TPTP Problem File: SWV422-1.300.p
View Solutions
- Solve Problem
%------------------------------------------------------------------------------
% File : SWV422-1.300 : TPTP v8.2.0. Released v3.5.0.
% Domain : Software Verification
% Problem : Mutex algorithm second process access A k=300
% Version : Especial.
% English : Model checking of an Mutex algorithm. The property to check is
% that if the second process asks for access to the critical section,
% it will be eventually granted.
% Refs : [CC+02] Cimatti et al (2002), NuSmv 2 An OpenSource Tool for S
% : [NV07a] Navarro (2007), Email to Geoff Sutcliffe
% : [NV07b] Navarro & Voronkov (2007), Encodings of Bounded LTL Mo
% Source : [NV07a]
% Names : example_cmu/mutex.smv (property 3) [CC+02]
% : mutex2a-k300 [NV07a]
% Status : Unsatisfiable
% Rating : 0.33 v8.1.0, 0.00 v7.3.0, 0.70 v7.2.0, 0.78 v7.1.0, 0.71 v7.0.0, 0.86 v6.4.0, 0.67 v6.3.0, 0.50 v6.2.0, 0.75 v6.0.0, 0.50 v5.5.0, 0.80 v5.4.0, 0.67 v5.0.0, 0.83 v4.1.0, 0.80 v4.0.1, 1.00 v3.5.0
% Syntax : Number of clauses : 380 ( 304 unt; 20 nHn; 377 RR)
% Number of literals : 845 ( 0 equ; 123 neg)
% Maximal clause size : 301 ( 2 avg)
% Maximal term depth : 1 ( 1 avg)
% Number of predicates : 31 ( 31 usr; 1 prp; 0-2 aty)
% Number of functors : 308 ( 308 usr; 308 con; 0-0 aty)
% Number of variables : 112 ( 0 sgn)
% SPC : CNF_UNS_EPR_NEQ_NHN
% Comments : When solved by Darwin there seems to be two trendlines with
% different difficulty:
% An "easy" one when k = 1, 2 (mod 4)
% A "hard" one when k = 0, 3 (mod 4)
% Darwin run times seem to have a growth of order k^3.
% : Translated from [CC+02] using [NV07b]
%------------------------------------------------------------------------------
cnf(bound1,axiom,
succ(s0,s1) ).
cnf(bound2,axiom,
succ(s1,s2) ).
cnf(bound3,axiom,
succ(s2,s3) ).
cnf(bound4,axiom,
succ(s3,s4) ).
cnf(bound5,axiom,
succ(s4,s5) ).
cnf(bound6,axiom,
succ(s5,s6) ).
cnf(bound7,axiom,
succ(s6,s7) ).
cnf(bound8,axiom,
succ(s7,s8) ).
cnf(bound9,axiom,
succ(s8,s9) ).
cnf(bound10,axiom,
succ(s9,s10) ).
cnf(bound11,axiom,
succ(s10,s11) ).
cnf(bound12,axiom,
succ(s11,s12) ).
cnf(bound13,axiom,
succ(s12,s13) ).
cnf(bound14,axiom,
succ(s13,s14) ).
cnf(bound15,axiom,
succ(s14,s15) ).
cnf(bound16,axiom,
succ(s15,s16) ).
cnf(bound17,axiom,
succ(s16,s17) ).
cnf(bound18,axiom,
succ(s17,s18) ).
cnf(bound19,axiom,
succ(s18,s19) ).
cnf(bound20,axiom,
succ(s19,s20) ).
cnf(bound21,axiom,
succ(s20,s21) ).
cnf(bound22,axiom,
succ(s21,s22) ).
cnf(bound23,axiom,
succ(s22,s23) ).
cnf(bound24,axiom,
succ(s23,s24) ).
cnf(bound25,axiom,
succ(s24,s25) ).
cnf(bound26,axiom,
succ(s25,s26) ).
cnf(bound27,axiom,
succ(s26,s27) ).
cnf(bound28,axiom,
succ(s27,s28) ).
cnf(bound29,axiom,
succ(s28,s29) ).
cnf(bound30,axiom,
succ(s29,s30) ).
cnf(bound31,axiom,
succ(s30,s31) ).
cnf(bound32,axiom,
succ(s31,s32) ).
cnf(bound33,axiom,
succ(s32,s33) ).
cnf(bound34,axiom,
succ(s33,s34) ).
cnf(bound35,axiom,
succ(s34,s35) ).
cnf(bound36,axiom,
succ(s35,s36) ).
cnf(bound37,axiom,
succ(s36,s37) ).
cnf(bound38,axiom,
succ(s37,s38) ).
cnf(bound39,axiom,
succ(s38,s39) ).
cnf(bound40,axiom,
succ(s39,s40) ).
cnf(bound41,axiom,
succ(s40,s41) ).
cnf(bound42,axiom,
succ(s41,s42) ).
cnf(bound43,axiom,
succ(s42,s43) ).
cnf(bound44,axiom,
succ(s43,s44) ).
cnf(bound45,axiom,
succ(s44,s45) ).
cnf(bound46,axiom,
succ(s45,s46) ).
cnf(bound47,axiom,
succ(s46,s47) ).
cnf(bound48,axiom,
succ(s47,s48) ).
cnf(bound49,axiom,
succ(s48,s49) ).
cnf(bound50,axiom,
succ(s49,s50) ).
cnf(bound51,axiom,
succ(s50,s51) ).
cnf(bound52,axiom,
succ(s51,s52) ).
cnf(bound53,axiom,
succ(s52,s53) ).
cnf(bound54,axiom,
succ(s53,s54) ).
cnf(bound55,axiom,
succ(s54,s55) ).
cnf(bound56,axiom,
succ(s55,s56) ).
cnf(bound57,axiom,
succ(s56,s57) ).
cnf(bound58,axiom,
succ(s57,s58) ).
cnf(bound59,axiom,
succ(s58,s59) ).
cnf(bound60,axiom,
succ(s59,s60) ).
cnf(bound61,axiom,
succ(s60,s61) ).
cnf(bound62,axiom,
succ(s61,s62) ).
cnf(bound63,axiom,
succ(s62,s63) ).
cnf(bound64,axiom,
succ(s63,s64) ).
cnf(bound65,axiom,
succ(s64,s65) ).
cnf(bound66,axiom,
succ(s65,s66) ).
cnf(bound67,axiom,
succ(s66,s67) ).
cnf(bound68,axiom,
succ(s67,s68) ).
cnf(bound69,axiom,
succ(s68,s69) ).
cnf(bound70,axiom,
succ(s69,s70) ).
cnf(bound71,axiom,
succ(s70,s71) ).
cnf(bound72,axiom,
succ(s71,s72) ).
cnf(bound73,axiom,
succ(s72,s73) ).
cnf(bound74,axiom,
succ(s73,s74) ).
cnf(bound75,axiom,
succ(s74,s75) ).
cnf(bound76,axiom,
succ(s75,s76) ).
cnf(bound77,axiom,
succ(s76,s77) ).
cnf(bound78,axiom,
succ(s77,s78) ).
cnf(bound79,axiom,
succ(s78,s79) ).
cnf(bound80,axiom,
succ(s79,s80) ).
cnf(bound81,axiom,
succ(s80,s81) ).
cnf(bound82,axiom,
succ(s81,s82) ).
cnf(bound83,axiom,
succ(s82,s83) ).
cnf(bound84,axiom,
succ(s83,s84) ).
cnf(bound85,axiom,
succ(s84,s85) ).
cnf(bound86,axiom,
succ(s85,s86) ).
cnf(bound87,axiom,
succ(s86,s87) ).
cnf(bound88,axiom,
succ(s87,s88) ).
cnf(bound89,axiom,
succ(s88,s89) ).
cnf(bound90,axiom,
succ(s89,s90) ).
cnf(bound91,axiom,
succ(s90,s91) ).
cnf(bound92,axiom,
succ(s91,s92) ).
cnf(bound93,axiom,
succ(s92,s93) ).
cnf(bound94,axiom,
succ(s93,s94) ).
cnf(bound95,axiom,
succ(s94,s95) ).
cnf(bound96,axiom,
succ(s95,s96) ).
cnf(bound97,axiom,
succ(s96,s97) ).
cnf(bound98,axiom,
succ(s97,s98) ).
cnf(bound99,axiom,
succ(s98,s99) ).
cnf(bound100,axiom,
succ(s99,s100) ).
cnf(bound101,axiom,
succ(s100,s101) ).
cnf(bound102,axiom,
succ(s101,s102) ).
cnf(bound103,axiom,
succ(s102,s103) ).
cnf(bound104,axiom,
succ(s103,s104) ).
cnf(bound105,axiom,
succ(s104,s105) ).
cnf(bound106,axiom,
succ(s105,s106) ).
cnf(bound107,axiom,
succ(s106,s107) ).
cnf(bound108,axiom,
succ(s107,s108) ).
cnf(bound109,axiom,
succ(s108,s109) ).
cnf(bound110,axiom,
succ(s109,s110) ).
cnf(bound111,axiom,
succ(s110,s111) ).
cnf(bound112,axiom,
succ(s111,s112) ).
cnf(bound113,axiom,
succ(s112,s113) ).
cnf(bound114,axiom,
succ(s113,s114) ).
cnf(bound115,axiom,
succ(s114,s115) ).
cnf(bound116,axiom,
succ(s115,s116) ).
cnf(bound117,axiom,
succ(s116,s117) ).
cnf(bound118,axiom,
succ(s117,s118) ).
cnf(bound119,axiom,
succ(s118,s119) ).
cnf(bound120,axiom,
succ(s119,s120) ).
cnf(bound121,axiom,
succ(s120,s121) ).
cnf(bound122,axiom,
succ(s121,s122) ).
cnf(bound123,axiom,
succ(s122,s123) ).
cnf(bound124,axiom,
succ(s123,s124) ).
cnf(bound125,axiom,
succ(s124,s125) ).
cnf(bound126,axiom,
succ(s125,s126) ).
cnf(bound127,axiom,
succ(s126,s127) ).
cnf(bound128,axiom,
succ(s127,s128) ).
cnf(bound129,axiom,
succ(s128,s129) ).
cnf(bound130,axiom,
succ(s129,s130) ).
cnf(bound131,axiom,
succ(s130,s131) ).
cnf(bound132,axiom,
succ(s131,s132) ).
cnf(bound133,axiom,
succ(s132,s133) ).
cnf(bound134,axiom,
succ(s133,s134) ).
cnf(bound135,axiom,
succ(s134,s135) ).
cnf(bound136,axiom,
succ(s135,s136) ).
cnf(bound137,axiom,
succ(s136,s137) ).
cnf(bound138,axiom,
succ(s137,s138) ).
cnf(bound139,axiom,
succ(s138,s139) ).
cnf(bound140,axiom,
succ(s139,s140) ).
cnf(bound141,axiom,
succ(s140,s141) ).
cnf(bound142,axiom,
succ(s141,s142) ).
cnf(bound143,axiom,
succ(s142,s143) ).
cnf(bound144,axiom,
succ(s143,s144) ).
cnf(bound145,axiom,
succ(s144,s145) ).
cnf(bound146,axiom,
succ(s145,s146) ).
cnf(bound147,axiom,
succ(s146,s147) ).
cnf(bound148,axiom,
succ(s147,s148) ).
cnf(bound149,axiom,
succ(s148,s149) ).
cnf(bound150,axiom,
succ(s149,s150) ).
cnf(bound151,axiom,
succ(s150,s151) ).
cnf(bound152,axiom,
succ(s151,s152) ).
cnf(bound153,axiom,
succ(s152,s153) ).
cnf(bound154,axiom,
succ(s153,s154) ).
cnf(bound155,axiom,
succ(s154,s155) ).
cnf(bound156,axiom,
succ(s155,s156) ).
cnf(bound157,axiom,
succ(s156,s157) ).
cnf(bound158,axiom,
succ(s157,s158) ).
cnf(bound159,axiom,
succ(s158,s159) ).
cnf(bound160,axiom,
succ(s159,s160) ).
cnf(bound161,axiom,
succ(s160,s161) ).
cnf(bound162,axiom,
succ(s161,s162) ).
cnf(bound163,axiom,
succ(s162,s163) ).
cnf(bound164,axiom,
succ(s163,s164) ).
cnf(bound165,axiom,
succ(s164,s165) ).
cnf(bound166,axiom,
succ(s165,s166) ).
cnf(bound167,axiom,
succ(s166,s167) ).
cnf(bound168,axiom,
succ(s167,s168) ).
cnf(bound169,axiom,
succ(s168,s169) ).
cnf(bound170,axiom,
succ(s169,s170) ).
cnf(bound171,axiom,
succ(s170,s171) ).
cnf(bound172,axiom,
succ(s171,s172) ).
cnf(bound173,axiom,
succ(s172,s173) ).
cnf(bound174,axiom,
succ(s173,s174) ).
cnf(bound175,axiom,
succ(s174,s175) ).
cnf(bound176,axiom,
succ(s175,s176) ).
cnf(bound177,axiom,
succ(s176,s177) ).
cnf(bound178,axiom,
succ(s177,s178) ).
cnf(bound179,axiom,
succ(s178,s179) ).
cnf(bound180,axiom,
succ(s179,s180) ).
cnf(bound181,axiom,
succ(s180,s181) ).
cnf(bound182,axiom,
succ(s181,s182) ).
cnf(bound183,axiom,
succ(s182,s183) ).
cnf(bound184,axiom,
succ(s183,s184) ).
cnf(bound185,axiom,
succ(s184,s185) ).
cnf(bound186,axiom,
succ(s185,s186) ).
cnf(bound187,axiom,
succ(s186,s187) ).
cnf(bound188,axiom,
succ(s187,s188) ).
cnf(bound189,axiom,
succ(s188,s189) ).
cnf(bound190,axiom,
succ(s189,s190) ).
cnf(bound191,axiom,
succ(s190,s191) ).
cnf(bound192,axiom,
succ(s191,s192) ).
cnf(bound193,axiom,
succ(s192,s193) ).
cnf(bound194,axiom,
succ(s193,s194) ).
cnf(bound195,axiom,
succ(s194,s195) ).
cnf(bound196,axiom,
succ(s195,s196) ).
cnf(bound197,axiom,
succ(s196,s197) ).
cnf(bound198,axiom,
succ(s197,s198) ).
cnf(bound199,axiom,
succ(s198,s199) ).
cnf(bound200,axiom,
succ(s199,s200) ).
cnf(bound201,axiom,
succ(s200,s201) ).
cnf(bound202,axiom,
succ(s201,s202) ).
cnf(bound203,axiom,
succ(s202,s203) ).
cnf(bound204,axiom,
succ(s203,s204) ).
cnf(bound205,axiom,
succ(s204,s205) ).
cnf(bound206,axiom,
succ(s205,s206) ).
cnf(bound207,axiom,
succ(s206,s207) ).
cnf(bound208,axiom,
succ(s207,s208) ).
cnf(bound209,axiom,
succ(s208,s209) ).
cnf(bound210,axiom,
succ(s209,s210) ).
cnf(bound211,axiom,
succ(s210,s211) ).
cnf(bound212,axiom,
succ(s211,s212) ).
cnf(bound213,axiom,
succ(s212,s213) ).
cnf(bound214,axiom,
succ(s213,s214) ).
cnf(bound215,axiom,
succ(s214,s215) ).
cnf(bound216,axiom,
succ(s215,s216) ).
cnf(bound217,axiom,
succ(s216,s217) ).
cnf(bound218,axiom,
succ(s217,s218) ).
cnf(bound219,axiom,
succ(s218,s219) ).
cnf(bound220,axiom,
succ(s219,s220) ).
cnf(bound221,axiom,
succ(s220,s221) ).
cnf(bound222,axiom,
succ(s221,s222) ).
cnf(bound223,axiom,
succ(s222,s223) ).
cnf(bound224,axiom,
succ(s223,s224) ).
cnf(bound225,axiom,
succ(s224,s225) ).
cnf(bound226,axiom,
succ(s225,s226) ).
cnf(bound227,axiom,
succ(s226,s227) ).
cnf(bound228,axiom,
succ(s227,s228) ).
cnf(bound229,axiom,
succ(s228,s229) ).
cnf(bound230,axiom,
succ(s229,s230) ).
cnf(bound231,axiom,
succ(s230,s231) ).
cnf(bound232,axiom,
succ(s231,s232) ).
cnf(bound233,axiom,
succ(s232,s233) ).
cnf(bound234,axiom,
succ(s233,s234) ).
cnf(bound235,axiom,
succ(s234,s235) ).
cnf(bound236,axiom,
succ(s235,s236) ).
cnf(bound237,axiom,
succ(s236,s237) ).
cnf(bound238,axiom,
succ(s237,s238) ).
cnf(bound239,axiom,
succ(s238,s239) ).
cnf(bound240,axiom,
succ(s239,s240) ).
cnf(bound241,axiom,
succ(s240,s241) ).
cnf(bound242,axiom,
succ(s241,s242) ).
cnf(bound243,axiom,
succ(s242,s243) ).
cnf(bound244,axiom,
succ(s243,s244) ).
cnf(bound245,axiom,
succ(s244,s245) ).
cnf(bound246,axiom,
succ(s245,s246) ).
cnf(bound247,axiom,
succ(s246,s247) ).
cnf(bound248,axiom,
succ(s247,s248) ).
cnf(bound249,axiom,
succ(s248,s249) ).
cnf(bound250,axiom,
succ(s249,s250) ).
cnf(bound251,axiom,
succ(s250,s251) ).
cnf(bound252,axiom,
succ(s251,s252) ).
cnf(bound253,axiom,
succ(s252,s253) ).
cnf(bound254,axiom,
succ(s253,s254) ).
cnf(bound255,axiom,
succ(s254,s255) ).
cnf(bound256,axiom,
succ(s255,s256) ).
cnf(bound257,axiom,
succ(s256,s257) ).
cnf(bound258,axiom,
succ(s257,s258) ).
cnf(bound259,axiom,
succ(s258,s259) ).
cnf(bound260,axiom,
succ(s259,s260) ).
cnf(bound261,axiom,
succ(s260,s261) ).
cnf(bound262,axiom,
succ(s261,s262) ).
cnf(bound263,axiom,
succ(s262,s263) ).
cnf(bound264,axiom,
succ(s263,s264) ).
cnf(bound265,axiom,
succ(s264,s265) ).
cnf(bound266,axiom,
succ(s265,s266) ).
cnf(bound267,axiom,
succ(s266,s267) ).
cnf(bound268,axiom,
succ(s267,s268) ).
cnf(bound269,axiom,
succ(s268,s269) ).
cnf(bound270,axiom,
succ(s269,s270) ).
cnf(bound271,axiom,
succ(s270,s271) ).
cnf(bound272,axiom,
succ(s271,s272) ).
cnf(bound273,axiom,
succ(s272,s273) ).
cnf(bound274,axiom,
succ(s273,s274) ).
cnf(bound275,axiom,
succ(s274,s275) ).
cnf(bound276,axiom,
succ(s275,s276) ).
cnf(bound277,axiom,
succ(s276,s277) ).
cnf(bound278,axiom,
succ(s277,s278) ).
cnf(bound279,axiom,
succ(s278,s279) ).
cnf(bound280,axiom,
succ(s279,s280) ).
cnf(bound281,axiom,
succ(s280,s281) ).
cnf(bound282,axiom,
succ(s281,s282) ).
cnf(bound283,axiom,
succ(s282,s283) ).
cnf(bound284,axiom,
succ(s283,s284) ).
cnf(bound285,axiom,
succ(s284,s285) ).
cnf(bound286,axiom,
succ(s285,s286) ).
cnf(bound287,axiom,
succ(s286,s287) ).
cnf(bound288,axiom,
succ(s287,s288) ).
cnf(bound289,axiom,
succ(s288,s289) ).
cnf(bound290,axiom,
succ(s289,s290) ).
cnf(bound291,axiom,
succ(s290,s291) ).
cnf(bound292,axiom,
succ(s291,s292) ).
cnf(bound293,axiom,
succ(s292,s293) ).
cnf(bound294,axiom,
succ(s293,s294) ).
cnf(bound295,axiom,
succ(s294,s295) ).
cnf(bound296,axiom,
succ(s295,s296) ).
cnf(bound297,axiom,
succ(s296,s297) ).
cnf(bound298,axiom,
succ(s297,s298) ).
cnf(bound299,axiom,
succ(s298,s299) ).
cnf(bound300,axiom,
last(s299) ).
cnf(bound301,axiom,
( ~ succ(X,Y)
| trans(X,Y) ) ).
cnf(bound302,axiom,
( ~ loop
| trans(s299,s0)
| trans(s299,s1)
| trans(s299,s2)
| trans(s299,s3)
| trans(s299,s4)
| trans(s299,s5)
| trans(s299,s6)
| trans(s299,s7)
| trans(s299,s8)
| trans(s299,s9)
| trans(s299,s10)
| trans(s299,s11)
| trans(s299,s12)
| trans(s299,s13)
| trans(s299,s14)
| trans(s299,s15)
| trans(s299,s16)
| trans(s299,s17)
| trans(s299,s18)
| trans(s299,s19)
| trans(s299,s20)
| trans(s299,s21)
| trans(s299,s22)
| trans(s299,s23)
| trans(s299,s24)
| trans(s299,s25)
| trans(s299,s26)
| trans(s299,s27)
| trans(s299,s28)
| trans(s299,s29)
| trans(s299,s30)
| trans(s299,s31)
| trans(s299,s32)
| trans(s299,s33)
| trans(s299,s34)
| trans(s299,s35)
| trans(s299,s36)
| trans(s299,s37)
| trans(s299,s38)
| trans(s299,s39)
| trans(s299,s40)
| trans(s299,s41)
| trans(s299,s42)
| trans(s299,s43)
| trans(s299,s44)
| trans(s299,s45)
| trans(s299,s46)
| trans(s299,s47)
| trans(s299,s48)
| trans(s299,s49)
| trans(s299,s50)
| trans(s299,s51)
| trans(s299,s52)
| trans(s299,s53)
| trans(s299,s54)
| trans(s299,s55)
| trans(s299,s56)
| trans(s299,s57)
| trans(s299,s58)
| trans(s299,s59)
| trans(s299,s60)
| trans(s299,s61)
| trans(s299,s62)
| trans(s299,s63)
| trans(s299,s64)
| trans(s299,s65)
| trans(s299,s66)
| trans(s299,s67)
| trans(s299,s68)
| trans(s299,s69)
| trans(s299,s70)
| trans(s299,s71)
| trans(s299,s72)
| trans(s299,s73)
| trans(s299,s74)
| trans(s299,s75)
| trans(s299,s76)
| trans(s299,s77)
| trans(s299,s78)
| trans(s299,s79)
| trans(s299,s80)
| trans(s299,s81)
| trans(s299,s82)
| trans(s299,s83)
| trans(s299,s84)
| trans(s299,s85)
| trans(s299,s86)
| trans(s299,s87)
| trans(s299,s88)
| trans(s299,s89)
| trans(s299,s90)
| trans(s299,s91)
| trans(s299,s92)
| trans(s299,s93)
| trans(s299,s94)
| trans(s299,s95)
| trans(s299,s96)
| trans(s299,s97)
| trans(s299,s98)
| trans(s299,s99)
| trans(s299,s100)
| trans(s299,s101)
| trans(s299,s102)
| trans(s299,s103)
| trans(s299,s104)
| trans(s299,s105)
| trans(s299,s106)
| trans(s299,s107)
| trans(s299,s108)
| trans(s299,s109)
| trans(s299,s110)
| trans(s299,s111)
| trans(s299,s112)
| trans(s299,s113)
| trans(s299,s114)
| trans(s299,s115)
| trans(s299,s116)
| trans(s299,s117)
| trans(s299,s118)
| trans(s299,s119)
| trans(s299,s120)
| trans(s299,s121)
| trans(s299,s122)
| trans(s299,s123)
| trans(s299,s124)
| trans(s299,s125)
| trans(s299,s126)
| trans(s299,s127)
| trans(s299,s128)
| trans(s299,s129)
| trans(s299,s130)
| trans(s299,s131)
| trans(s299,s132)
| trans(s299,s133)
| trans(s299,s134)
| trans(s299,s135)
| trans(s299,s136)
| trans(s299,s137)
| trans(s299,s138)
| trans(s299,s139)
| trans(s299,s140)
| trans(s299,s141)
| trans(s299,s142)
| trans(s299,s143)
| trans(s299,s144)
| trans(s299,s145)
| trans(s299,s146)
| trans(s299,s147)
| trans(s299,s148)
| trans(s299,s149)
| trans(s299,s150)
| trans(s299,s151)
| trans(s299,s152)
| trans(s299,s153)
| trans(s299,s154)
| trans(s299,s155)
| trans(s299,s156)
| trans(s299,s157)
| trans(s299,s158)
| trans(s299,s159)
| trans(s299,s160)
| trans(s299,s161)
| trans(s299,s162)
| trans(s299,s163)
| trans(s299,s164)
| trans(s299,s165)
| trans(s299,s166)
| trans(s299,s167)
| trans(s299,s168)
| trans(s299,s169)
| trans(s299,s170)
| trans(s299,s171)
| trans(s299,s172)
| trans(s299,s173)
| trans(s299,s174)
| trans(s299,s175)
| trans(s299,s176)
| trans(s299,s177)
| trans(s299,s178)
| trans(s299,s179)
| trans(s299,s180)
| trans(s299,s181)
| trans(s299,s182)
| trans(s299,s183)
| trans(s299,s184)
| trans(s299,s185)
| trans(s299,s186)
| trans(s299,s187)
| trans(s299,s188)
| trans(s299,s189)
| trans(s299,s190)
| trans(s299,s191)
| trans(s299,s192)
| trans(s299,s193)
| trans(s299,s194)
| trans(s299,s195)
| trans(s299,s196)
| trans(s299,s197)
| trans(s299,s198)
| trans(s299,s199)
| trans(s299,s200)
| trans(s299,s201)
| trans(s299,s202)
| trans(s299,s203)
| trans(s299,s204)
| trans(s299,s205)
| trans(s299,s206)
| trans(s299,s207)
| trans(s299,s208)
| trans(s299,s209)
| trans(s299,s210)
| trans(s299,s211)
| trans(s299,s212)
| trans(s299,s213)
| trans(s299,s214)
| trans(s299,s215)
| trans(s299,s216)
| trans(s299,s217)
| trans(s299,s218)
| trans(s299,s219)
| trans(s299,s220)
| trans(s299,s221)
| trans(s299,s222)
| trans(s299,s223)
| trans(s299,s224)
| trans(s299,s225)
| trans(s299,s226)
| trans(s299,s227)
| trans(s299,s228)
| trans(s299,s229)
| trans(s299,s230)
| trans(s299,s231)
| trans(s299,s232)
| trans(s299,s233)
| trans(s299,s234)
| trans(s299,s235)
| trans(s299,s236)
| trans(s299,s237)
| trans(s299,s238)
| trans(s299,s239)
| trans(s299,s240)
| trans(s299,s241)
| trans(s299,s242)
| trans(s299,s243)
| trans(s299,s244)
| trans(s299,s245)
| trans(s299,s246)
| trans(s299,s247)
| trans(s299,s248)
| trans(s299,s249)
| trans(s299,s250)
| trans(s299,s251)
| trans(s299,s252)
| trans(s299,s253)
| trans(s299,s254)
| trans(s299,s255)
| trans(s299,s256)
| trans(s299,s257)
| trans(s299,s258)
| trans(s299,s259)
| trans(s299,s260)
| trans(s299,s261)
| trans(s299,s262)
| trans(s299,s263)
| trans(s299,s264)
| trans(s299,s265)
| trans(s299,s266)
| trans(s299,s267)
| trans(s299,s268)
| trans(s299,s269)
| trans(s299,s270)
| trans(s299,s271)
| trans(s299,s272)
| trans(s299,s273)
| trans(s299,s274)
| trans(s299,s275)
| trans(s299,s276)
| trans(s299,s277)
| trans(s299,s278)
| trans(s299,s279)
| trans(s299,s280)
| trans(s299,s281)
| trans(s299,s282)
| trans(s299,s283)
| trans(s299,s284)
| trans(s299,s285)
| trans(s299,s286)
| trans(s299,s287)
| trans(s299,s288)
| trans(s299,s289)
| trans(s299,s290)
| trans(s299,s291)
| trans(s299,s292)
| trans(s299,s293)
| trans(s299,s294)
| trans(s299,s295)
| trans(s299,s296)
| trans(s299,s297)
| trans(s299,s298)
| trans(s299,s299) ) ).
cnf(m_main_1,axiom,
( m_main_v_state1(X,c_n1)
| m_main_v_state1(X,c_t1)
| m_main_v_state1(X,c_c1) ) ).
cnf(m_main_2,axiom,
( ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state1(X,c_t1) ) ).
cnf(m_main_3,axiom,
( ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state1(X,c_c1) ) ).
cnf(m_main_4,axiom,
( ~ m_main_v_state1(X,c_t1)
| ~ m_main_v_state1(X,c_c1) ) ).
cnf(m_main_5,axiom,
( m_main_v_state2(X,c_n2)
| m_main_v_state2(X,c_t2)
| m_main_v_state2(X,c_c2) ) ).
cnf(m_main_6,axiom,
( ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state2(X,c_t2) ) ).
cnf(m_main_7,axiom,
( ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state2(X,c_c2) ) ).
cnf(m_main_8,axiom,
( ~ m_main_v_state2(X,c_t2)
| ~ m_main_v_state2(X,c_c2) ) ).
cnf(m_main_9,axiom,
( m_main_v_turn(X,c_1)
| m_main_v_turn(X,c_2) ) ).
cnf(m_main_10,axiom,
( ~ m_main_v_turn(X,c_1)
| ~ m_main_v_turn(X,c_2) ) ).
cnf(m_main_11,axiom,
m_main_v_state1(s0,c_n1) ).
cnf(m_main_12,axiom,
m_main_v_state2(s0,c_n2) ).
cnf(m_main_13,axiom,
m_main_v_turn(s0,c_1) ).
cnf(m_main_14,axiom,
( m_main_v_state1(X,c_n1)
| ~ node1(X) ) ).
cnf(m_main_15,axiom,
( m_main_v_state2(X,c_t2)
| ~ node1(X) ) ).
cnf(m_main_16,axiom,
( m_main_v_state1(X,c_n1)
| ~ node2(X) ) ).
cnf(m_main_17,axiom,
( m_main_v_state2(X,c_n2)
| ~ node2(X) ) ).
cnf(m_main_18,axiom,
( m_main_v_state1(X,c_n1)
| ~ node3(X) ) ).
cnf(m_main_19,axiom,
( m_main_v_state2(X,c_c2)
| ~ node3(X) ) ).
cnf(m_main_20,axiom,
( m_main_v_state1(X,c_t1)
| ~ node4(X) ) ).
cnf(m_main_21,axiom,
( m_main_v_state2(X,c_n2)
| ~ node4(X) ) ).
cnf(m_main_22,axiom,
( m_main_v_state1(X,c_t1)
| ~ node5(X) ) ).
cnf(m_main_23,axiom,
( m_main_v_state2(X,c_t2)
| ~ node5(X) ) ).
cnf(m_main_24,axiom,
( m_main_v_turn(X,c_1)
| ~ node5(X) ) ).
cnf(m_main_25,axiom,
( m_main_v_state1(Y,V)
| ~ m_main_v_state1(X,V)
| ~ node6(X,Y) ) ).
cnf(m_main_26,axiom,
( ~ m_main_v_state1(Y,V)
| m_main_v_state1(X,V)
| ~ node6(X,Y) ) ).
cnf(m_main_27,axiom,
( ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state2(X,c_t2)
| m_main_v_state1(Y,c_t1)
| ~ node7(X,Y) ) ).
cnf(m_main_28,axiom,
( node1(X)
| ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state2(X,c_n2)
| m_main_v_state1(Y,c_t1)
| ~ node7(X,Y) ) ).
cnf(m_main_29,axiom,
( node1(X)
| node2(X)
| ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state2(X,c_c2)
| m_main_v_state1(Y,c_t1)
| ~ node7(X,Y) ) ).
cnf(m_main_30,axiom,
( node1(X)
| node2(X)
| node3(X)
| ~ m_main_v_state1(X,c_t1)
| ~ m_main_v_state2(X,c_n2)
| m_main_v_state1(Y,c_c1)
| ~ node7(X,Y) ) ).
cnf(m_main_31,axiom,
( node1(X)
| node2(X)
| node3(X)
| node4(X)
| ~ m_main_v_state1(X,c_t1)
| ~ m_main_v_state2(X,c_t2)
| ~ m_main_v_turn(X,c_1)
| m_main_v_state1(Y,c_c1)
| ~ node7(X,Y) ) ).
cnf(m_main_32,axiom,
( node1(X)
| node2(X)
| node3(X)
| node4(X)
| node5(X)
| ~ m_main_v_state1(X,c_c1)
| m_main_v_state1(Y,c_n1)
| ~ node7(X,Y) ) ).
cnf(m_main_33,axiom,
( node1(X)
| node2(X)
| node3(X)
| node4(X)
| node5(X)
| m_main_v_state1(X,c_c1)
| node6(X,Y)
| ~ node7(X,Y) ) ).
cnf(m_main_34,axiom,
( ~ trans(X,Y)
| node7(X,Y) ) ).
cnf(m_main_35,axiom,
( m_main_v_state2(X,c_n2)
| ~ node8(X) ) ).
cnf(m_main_36,axiom,
( m_main_v_state1(X,c_t1)
| ~ node8(X) ) ).
cnf(m_main_37,axiom,
( m_main_v_state2(X,c_n2)
| ~ node9(X) ) ).
cnf(m_main_38,axiom,
( m_main_v_state1(X,c_n1)
| ~ node9(X) ) ).
cnf(m_main_39,axiom,
( m_main_v_state2(X,c_n2)
| ~ node10(X) ) ).
cnf(m_main_40,axiom,
( m_main_v_state1(X,c_c1)
| ~ node10(X) ) ).
cnf(m_main_41,axiom,
( m_main_v_state2(X,c_t2)
| ~ node11(X) ) ).
cnf(m_main_42,axiom,
( m_main_v_state1(X,c_n1)
| ~ node11(X) ) ).
cnf(m_main_43,axiom,
( m_main_v_state2(X,c_t2)
| ~ node12(X) ) ).
cnf(m_main_44,axiom,
( m_main_v_state1(X,c_t1)
| ~ node12(X) ) ).
cnf(m_main_45,axiom,
( m_main_v_turn(X,c_2)
| ~ node12(X) ) ).
cnf(m_main_46,axiom,
( m_main_v_state2(Y,V)
| ~ m_main_v_state2(X,V)
| ~ node13(X,Y) ) ).
cnf(m_main_47,axiom,
( ~ m_main_v_state2(Y,V)
| m_main_v_state2(X,V)
| ~ node13(X,Y) ) ).
cnf(m_main_48,axiom,
( ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state1(X,c_t1)
| m_main_v_state2(Y,c_t2)
| ~ node14(X,Y) ) ).
cnf(m_main_49,axiom,
( node8(X)
| ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state1(X,c_n1)
| m_main_v_state2(Y,c_t2)
| ~ node14(X,Y) ) ).
cnf(m_main_50,axiom,
( node8(X)
| node9(X)
| ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state1(X,c_c1)
| m_main_v_state2(Y,c_t2)
| ~ node14(X,Y) ) ).
cnf(m_main_51,axiom,
( node8(X)
| node9(X)
| node10(X)
| ~ m_main_v_state2(X,c_t2)
| ~ m_main_v_state1(X,c_n1)
| m_main_v_state2(Y,c_c2)
| ~ node14(X,Y) ) ).
cnf(m_main_52,axiom,
( node8(X)
| node9(X)
| node10(X)
| node11(X)
| ~ m_main_v_state2(X,c_t2)
| ~ m_main_v_state1(X,c_t1)
| ~ m_main_v_turn(X,c_2)
| m_main_v_state2(Y,c_c2)
| ~ node14(X,Y) ) ).
cnf(m_main_53,axiom,
( node8(X)
| node9(X)
| node10(X)
| node11(X)
| node12(X)
| ~ m_main_v_state2(X,c_c2)
| m_main_v_state2(Y,c_n2)
| ~ node14(X,Y) ) ).
cnf(m_main_54,axiom,
( node8(X)
| node9(X)
| node10(X)
| node11(X)
| node12(X)
| m_main_v_state2(X,c_c2)
| node13(X,Y)
| ~ node14(X,Y) ) ).
cnf(m_main_55,axiom,
( ~ trans(X,Y)
| node14(X,Y) ) ).
cnf(m_main_56,axiom,
( m_main_v_state1(X,c_n1)
| ~ node15(X) ) ).
cnf(m_main_57,axiom,
( m_main_v_state2(X,c_t2)
| ~ node15(X) ) ).
cnf(m_main_58,axiom,
( m_main_v_state2(X,c_n2)
| ~ node16(X) ) ).
cnf(m_main_59,axiom,
( m_main_v_state1(X,c_t1)
| ~ node16(X) ) ).
cnf(m_main_60,axiom,
( m_main_v_turn(Y,V)
| ~ m_main_v_turn(X,V)
| ~ node17(X,Y) ) ).
cnf(m_main_61,axiom,
( ~ m_main_v_turn(Y,V)
| m_main_v_turn(X,V)
| ~ node17(X,Y) ) ).
cnf(m_main_62,axiom,
( ~ m_main_v_state1(X,c_n1)
| ~ m_main_v_state2(X,c_t2)
| m_main_v_turn(Y,c_2)
| ~ node18(X,Y) ) ).
cnf(m_main_63,axiom,
( node15(X)
| ~ m_main_v_state2(X,c_n2)
| ~ m_main_v_state1(X,c_t1)
| m_main_v_turn(Y,c_1)
| ~ node18(X,Y) ) ).
cnf(m_main_64,axiom,
( node15(X)
| node16(X)
| node17(X,Y)
| ~ node18(X,Y) ) ).
cnf(m_main_65,axiom,
( ~ trans(X,Y)
| node18(X,Y) ) ).
cnf(prpty14,negated_conjecture,
( ~ m_main_v_state2(X,c_c2)
| ~ always25(X) ) ).
cnf(prpty15,negated_conjecture,
( always25(Y)
| ~ trans(X,Y)
| ~ always25(X) ) ).
cnf(prpty16,negated_conjecture,
( loop
| ~ always25(X)
| ~ last(X) ) ).
cnf(prpty17,negated_conjecture,
( m_main_v_state2(X,c_t2)
| ~ node26(X) ) ).
cnf(prpty18,negated_conjecture,
( always25(X)
| ~ node26(X) ) ).
cnf(prpty19,negated_conjecture,
( node26(X)
| xuntil28(X)
| ~ until27(X) ) ).
cnf(prpty20,negated_conjecture,
( until27(Y)
| ~ succ(X,Y)
| ~ xuntil28(X) ) ).
cnf(prpty21,negated_conjecture,
( loop
| ~ last(X)
| ~ xuntil28(X) ) ).
cnf(prpty22,negated_conjecture,
( until2p29(Y)
| ~ trans(X,Y)
| ~ last(X)
| ~ xuntil28(X) ) ).
cnf(prpty23,negated_conjecture,
( node26(X)
| xuntil2p30(X)
| ~ until2p29(X) ) ).
cnf(prpty24,negated_conjecture,
( until2p29(Y)
| ~ succ(X,Y)
| ~ xuntil2p30(X) ) ).
cnf(prpty25,negated_conjecture,
( ~ last(X)
| ~ xuntil2p30(X) ) ).
cnf(prpty26,negated_conjecture,
until27(s0) ).
%------------------------------------------------------------------------------