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$H‹³È‰ÈÑøH˜HÁàH€xw+¶PIc—LúÿâDH‹H�{@‰î‰L$‹Pè+ÿùÿ‹L$H�{`‰Ê‰îèÿùÿIƒÄƒÅ9l$u�‹D$H‰ß‰ƒ¸èúÿÿI‹VH‹L$‰D 8HƒÄ(D‰è[]A\A]A^A_Ã@H‹V(Hc@ HÁàH€x t©H�{ ‰Ê‰îè¶þùÿëš@‰Ê‰îH‰ßè¤þùÿëˆf�L‹¿ÀH‹(L‰ÿèþíÿÿ‹UD‹£¸Lcð‹MM‰õIÁæL‰ðIGL‰t$L�uD‰`A�l$AÔljHƒúvDA‹‰îH‰ßƒÅIƒÆè„ôÿÿA9ìuçD‰£¸H‰ßè@ùÿÿI‹WH‹\$‰D8é ÿÿÿf.„@HºUUUUUUUUH‰øHÑèH!ÐHº33333333H)ÇH‰øHÁïH!ÐH!×HºHÇH‰øHÁèHøH!ÐHºH¯ÂHÁè8ÃfDAWI‰×AVI‰öAUA‰ýATL�%ø©UH�-ø©SL)åHƒìè“ôèÿHÁýt1ÛL‰úL‰öD‰ïAÿÜHƒÃH9ÝuêHƒÄ[]A\A]A^A_ÃÃHƒìHƒÄÃno timeout settimeout = %u s exiting CoreEgraphArraysQuantifiersSimplexInteger arithmeticbound strengtheningintegrality testsdiohpantine solverBit-vectors Timeout unexpected context status%s: error at line %d: ok stdoutshow-modelshow-reduced-modelexport-to-dimacs interrupted Internal error in 'eval'evalshow-implicanteval failed: lambda terms undefined term %s term %s is not Boolean ef-solve: %u iterations duplicate assertion label true false %.4f %s: invalid logic %s one-shotinteractivepush-popmulti-checks%s: invalid mode %s stdinyices> logicarith-solvermcsatversionprint-successabort-on-intverbosity restarts : %u simplify db : %u reduce db : %u decisions : %lu random decisions : %lu propagations : %lu conflicts : %lu theory propagations : %u propagation-lemmas : %u theory conflicts : %u conflict-lemmas : %u lits in pb. clauses : %lu lits in learned clauses : %lu total lits. in learned : %lu subsumed lits. : %lu deleted pb. clauses : %lu deleted learned clauses : %lu deleted binary clauses : %lu boolean variables : %u atoms : %u prop. to core : %u conflicts : %u non-distinct lemmas : %u auxiliary eqs. created : %u dyn boolack. lemmas : %u other dyn ack.lemmas : %u final checks : %u interface equalities : %u egraph terms : %u egraph eq_quota : %u init. variables : %u init. edges : %u update axiom1 : %u update axiom2 : %u extensionality axioms : %u quantifiers : %u patterns : %u instances : %u init. rows : %u init. atoms : %u end atoms : %u elim. candidates : %u elim. rows : %u fixed vars after simpl. : %u rows after simpl. : %u fixed vars : %u rows in init. tableau : %u rows in final tableau : %u calls to make_feasible : %u pivots : %u bland-rule activations : %u simple lemmas : %u derived bounds : %u productive propagations : %u interface lemmas : %u reduced inter. lemmas : %u trichotomy lemmas : %u reduced tricho. lemmas : %u make integer feasible : %u branch atoms : %u recheck conflicts : %u bound conflicts : %u gcd conflicts : %u dioph checks : %u dioph conflicts : %u variables : %u eq. atoms : %u dyn eq. atoms : %u ge atoms : %u sge atoms : %u equiv lemmas : %u Runtime of '(check)' : %.4f s Total runtime : %.4f s Memory used : %.2f MB The context is unsat. No model. The exists/forall solver didn't find a model. Can't build a model. Call (ef-solve) first. Can't build a model. Call (check) first. unexpected context status in '%s'(dump-context) is not supported by the exists/forall solverinvalid timeout value %d (line %d, column %d) (pop) is not supported by the exists/forall solverpush/pop not supported by this contextpop not allowed at bottom levelunexpected context status in 'pop'(push) is not supported by the exists/forall solverThe context is unsat; (push) is not allowed unexpected context status in 'push'unexpected context status after pre-checkcheck with assumptions is not supported by the exists/forall solvercheck with assumptions is not supported in one-shot modethe non-linear solver does not support check with assumptionsno unsat assumptions: call (check-assuming) firstno unsat assumptions: the context is satisfiableunexpected context status in 'show-unsat-assumptions'unsat cores are not supported by the exists/forall solverunsat cores are not supported in one-shot modethe non-linear solver does not support unsat coresno labeled assertions: can't build an unsat corecan't build an unsat core: call (check) firstno unsat core: the context is satisfiableunexpected context status in 'show-unsat-core'eval failed: term is not defined in the model eval failed: can't evaluate quantifiers eval failed: can't evaluate lambdas eval failed: high-order terms Unexpected error code %d in 'eval'(show-implicant) is not supported by the exists/forall solver(show-implicant) is not supported. Use --mode=one-shoteval failed: encountered term undefined in the model eval failed: quantified terms Unexpected error code %d in 'show-implicant'invalid term in 'show-implicant'(check-assuming) is not supported by the exists/forall solver(check-assuming) is not supported in one-shot modethe non-linear solver does not support (check-assuming)can't use check-assuming when there are labeled assertions(check) is not supported by the exists/forall solverunexpected context status in 'check'ef-solve failed: degree overflow in substitutionef-solve failed: internal erroref-solve failed: non-linear arithmetic is not supportedef-solve failed: projection erroref-solve failed: unexpected status: %s (ef-solve) not supported. Use option --mode=ef(export-to-dimacs ...) not supported. Use option --logic=NONE or --logic=QF_BVmore assertions are not allowed after (ef-solve)type error in assert: boolean term requiredmore assertions are not allowedThe context is unsat. Try (reset). The context is unsat. Try (pop) or (reset). unexpected context status in 'assert'labeled assertions are not supported by the exists/forall solverlabeled assertions are not supported in one-shot modethe MC-SAT solver does not support labeled assertionsinvalid parameter id in 'show_param'invalid parameter %s (line %d, column %d) invalid value for parameter %s: %s (line %d, column %d) %s: can't have several input files %s: only one logic can be specified %s: invalid arithmetic solver %s %s: only one arithmetic solver can be specified %s: only one mode can be specified Yices %s Copyright SRI International. Linked with GMP %s Copyright Free Software Foundation, Inc. Build date: %s Platform: %s (%s) Usage: %s [options] filename Options: --version, -V Display version and exit --help, -h Display this information --verbosity= Set verbosity level (default = 0) -v --print-success Print 'ok' after commands that would otherwise execute silently --logic= Configure for the given logic must be an SMT-LIB logic code (e.g., QF_UFLIA) or 'NONE' for propositional logic --arith-solver= Select the arithmetic solver may be either 'simplex' or 'floyd-warshall' or 'auto' --mode= Select the usage mode maybe 'one-shot' or 'multi-checks' or 'interactive' or 'push-pop' or 'ef' --mcsat Force use of the MC-SAT solver for logics where MC-SAT is not the default The mode are as follows: one-shot: only one call to (check) is allowed no assertions are allowed after (check) (push) and (pop) are not supported multi-checks: several calls (check) are allowed adding assertions after check is allowed (push) and (pop) are not supported push-pop: like multi-check but with support for (push) and (pop) interactive: like push-pop. In addition, Yices restores the context to a clean state if (check) is interrupted ef: enable the exist-forall solver In this mode, (ef-solve) can be used This is like one-shot in that only one call to (ef-solve) is allowed For reporting bugs and other information, please see http://yices.csl.sri.com/%s: the verbosity level must be non-negative %s: options --mcsat is not supported; %s was not compiled with mcsat support %s: the mc-sat solver does not support exists/forall solver %s: please specify the logic (either QF_IDL or QF_RDL) %s: logic %s is not supported in ef-mode %s: logic %s is not supported by the mc-sat solver %s: logic %s is supported only in ef-mode %s: logic %s is not supported %s: logic %s is not supported; %s was not compiled with mcsat support %s: the Floyd-Warshall solvers support only mode='one-shot' %s: the mc-sat solver does not support mode='interactive' Try '%s --help' for more information PéÿéÿÐÿèÿ÷éÿ€ÿèÿßéÿèéÿèéÿHéÿHéÿHéÿHéÿ˜éÿèéÿèéÿˆéÿèéÿèéÿøéÿèéÿX7éÿè6éÿx6éÿ6éÿ˜5éÿ(5éÿ¸4éÿH4éÿÐ3éÿ`3éÿè2éÿx2éÿ2éÿˆ1éÿ1éÿ�0éÿ0éÿ˜/éÿ/éÿ�.éÿ .éÿ°-éÿ@-éÿÐ,éÿ`,éÿð+éÿx+éÿ+éÿ�*éÿ *éÿ°)éÿ�&éÿ &éÿ°%éÿ@%éÿÐ$éÿ`$éÿð#éÿ€#éÿ`(éÿð'éÿ€'éÿ'éÿ@)éÿÐ(éÿ#éÿp"éÿ"éÿ�!éÿ !éÿ° éÿ@ éÿÐéÿ`éÿðéÿ€éÿˆéÿéÿàéÿ8éÿ°éÿÈ7éÿ˜YéÿðXéÿà[éÿÈWéÿ WéÿxVéÿèUéÿXUéÿÈTéÿ@TéÿÈZéÿ(Séÿ˜RéÿRéÿxQéÿàPéÿPPéÿÈOéÿ8Oéÿ°Néÿ(Néÿ˜MéÿMéÿxLéÿèKéÿXKéÿhXéÿÈJéÿ8Jéÿ¨Iéÿ IéÿxHéÿèGéÿXGéÿÐFéÿHFéÿ¨Eéÿ Eéÿ˜DéÿDéÿxCéÿèBéÿ`BéÿØAéÿPAéÿÈ@éÿ8@éÿ¨?éÿ?éÿˆ>éÿø=éÿp=éÿè<éÿ`<éÿØ;éÿP;éÿÈ:éÿ8:éÿ°SéÿX[éÿ˜9éÿ8Zéÿtkéÿajéÿ¨jéÿðjéÿüjéÿ jéÿUjéÿjéÿ]kéÿ Interrupted by signal °>ð?€?”oéÿ¬oéÿìoéÿ$péÿtpéÿDoéÿtoéÿÐuéÿøuéÿxvéÿÐuéÿ wéÿPwéÿˆwéÿ¸wéÿøvéÿinvalid option: %s option takes no parameter requires an argument integer overflow: %s integer overflow: %s %s missing argument after '--' invalid option: %s (%s) invalid parameter to %s (%s) must not be negative must be positiver must be at least %d must not be positive must be negative must be no more than %d must be between %d and %d must be positive or zero must be more than %.2f must be at least %.2f must be negative or zero must be less than %.2f must be no more than %.2f invalid option: %s (parameter must be an integer) invalid parameter to %s (parameter must be an integer) invalid option: %s (parameter must be a number) invalid parameter to %s (parameter must be a number) floating-point over/underflow: %s floating-point over/underflow: %s %s must be in the interval %c%.2f, %.2f%c ð¿ÿÿÿÿÿÿï/proc/self/statmYices: failed to install SIG_ALRM handler: f13608acfea891282092e5e5673452f0c777cea8releasex86_64-pc-linux-gnu2024-09-152.6.5 {éÿÐ{éÿ|éÿ|éÿ{éÿ0|éÿ`|éÿP{éÿ€{éÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ ÿÿÿÿ ÿÿÿÿ  ÿÿÿÿÿÿÿÿÿÿÿÿ ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿ      arith-fragmentarray-solverbv-solvermodel-interpolationsolver-typetraceuf-solverautodefaultifwnonerfwsimplexdplltRQF_AUFLIAALLNONEQF_ABVQF_ALIAQF_ALIRAQF_ALRAQF_ANIAQF_ANIRAQF_ANRAQF_AUFQF_AUFBVQF_AUFBVLIAQF_AUFBVNIAQF_AUFLIRAQF_AUFLRAQF_AUFNIAQF_AUFNIRAQF_AUFNRAQF_AXQF_BVQF_BVLRAQF_FFAQF_IDLQF_LIAQF_LIRAQF_LRAQF_NIAQF_NIRAQF_NRAQF_RDLQF_UFQF_UFBVQF_UFBVLIAQF_UFIDLQF_UFLIAQF_UFLIRAQF_UFLRAQF_UFNIAQF_UFNIRAQF_UFNRAQF_UFRDL)*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOP)*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQ           Q !"#%$&(' 56879;:<HIJKMLNPO)*=+,-/.02134>?@ACBDFEG yices,assert-ite-boundsbreak-symmetriesbvarith-elimeager-arith-lemmasflattenkeep-itelearn-eqvar-elim`ƒéÿЃéÿ�ƒéÿ`ƒéÿ`ƒéÿ`ƒéÿ`ƒéÿ¨ƒéÿ`ƒéÿ¨ƒéÿHQêÿXQêÿhQêÿxQêÿˆQêÿ˜Qêÿ¨Qêÿ(Qêÿ8QêÿRêÿ$Rêÿ4RêÿDRêÿTRêÿdRêÿtRêÿôQêÿRêÿ@WêÿlWêÿ8Wêÿ8WêÿPWêÿlWêÿðWêÿXêÿèWêÿèWêÿ8XêÿèWêÿÊXêÿ@Yêÿ¸Xêÿ¸XêÿYêÿ@Yêÿ*ZêÿhZêÿZêÿZêÿ€ZêÿhZêÿë[êÿ8\êÿ`\êÿ�\êÿ�\êÿ¸\êÿë[êÿ�[êÿà\êÿ�[êÿà\êÿë[êÿ\êÿÍ]êÿü]êÿœ]êÿœ]êÿ¬]êÿü]êÿî^êÿt_êÿÜ^êÿÜ^êÿ”_êÿt_êÿ>aêÿ¤aêÿ,aêÿ,aêÿ|aêÿ¤aêÿcêÿlcêÿôbêÿôbêÿDcêÿlcêÿç‚êÿç‚êÿü‚êÿ[ƒêÿü‚êÿü‚êÿAƒêÿç‚êÿç‚êÿuƒêÿç‚êÿç‚êÿÞ‚êÿ†'XYZ[†_†^^^^…†††††‡]'XYZ[]_¸¹ºº»»'',-.>?@/012356478;<èAÍÌÌÌÌÌð?ÍÌÌÌÌÌð?š™™™™™ñ?š™™™™™ñ?no error invalid type: (index = %d) invalid term: (index = %d) invalid tuple index: %ld invalid rational format argument is not a function argument is not a tuple argument is not a variable argument is not a bitvector wrong number of arguments incompatible types invalid macro id: %ld bitvector type required logic not supported arithmetic solver exception bitvector solver exception array solver exception unknown delegate delegate not available invalid parameter unknown logic exception in term evaluation value is not a constant term model-construction failed invalid operation on yval generalization failed output error mcsat: unsupported theory internal error invalid type: (index = %d)invalid term: (index = %d)invalid tuple index: %ldinvalid macro id: %ldrational constantbitvector constantuninterpreted termarithmetic equalityarithmetic inequalityis-int atomfloorceilabsolute valuealgebraic rootif-then-elsefunction updatetuple constructordistinctquantifierlambda termdividesbit-vectorbv-divbv-rembv-sdivbv-srembv-smodbv-shlbv-lshrbv-ashrbit-vector equalitybit-vector inequalitytuple projectionbit extrctionproductfinite field polynomialbit-vector polynomialinvalid index %ld in constant creation invalid index %ld in variable creation invalid floating-point format invalid bitvector binary format invalid bitvector hexadecimal format invalid index in shift or rotate invalid indices in bv-extract invalid index in bit extraction too many arguments (max arity is %u) too many variables in quantifier (max is %u) bitvector size is too large (max is %u) overflow in polynomial: degree is too large integer argument must be positive integer argument must be non-negative invalid type in constant creation argument is not an arithmetic term argument is not a scalar term type mismatch: invalid argument duplicate variable in quantifier or lambda arguments have incompatible bitsizes bitvector must have positive bitsize argument is not an arithmetic constant too many arguments in type constructor or macro (max = %u) argument is not a type variable duplicate variable in type macro definition Invalid decref: term has refcount zero Invalid decref: type has refcount zero Invalid type-exploration query Invalid term-exploration query invalid finite field size (line %u, column %u)incompatible finite field types/orders (line %u, column %u)invalid token (line %u, column %u) syntax error (line %u, column %u) undefined type name (line %u, column %u) undefined term name (line %u, column %u) cannot redefine type (line %u, column %u) cannot redefine term (line %u, column %u) duplicate name in scalar type definition (line %u, column %u) duplicate variable in quantifier (line %u, column %u) integer overflow (constant does not fit in 32bits) (line %u, column %u) integer required (line %u, column %u) numeric constant required (line %u, column %u) symbol required (line %u, column %u) type required (line %u, column %u) invalid division (divisor is not a constant) (line %u, column %u) invalid bitvector size (negative number) (line %u, column %u) invalid number in 'mk-bv' (line %u, column %u) invalid number in 'mk-ff' (line %u, column %u) type mismatch in 'define' (line %u, column %u) error in arithmetic operation (line %u, column %u) error in bitvector operation (line %u, column %u) assertion contains a free variable the context does not support uninterpreted functions the context does not support arithmetic the context does not support bitvectors the context does not support arrays or function equalities the context does not support quantifiers the context does not support lambda terms the context does not support non-linear arithmetic assertion is not in the IDL fragment assertion is not in the RDL fragment too many variables for the arithmetic solver too many atoms for the arithmetic solver too many variables for the bitvector solver too many atoms for the bitvector solver the context does not support scalar types the context does not support tuples the context does not support uninterpreted types the context does not support high-order functions the context state does not allow operation operation not supported by the context uninterpreted functions not supported by the exists/forall solver assertions are not in the exists/forall fragment high-order and tuple variables are not supported the exists/forall solver failed invalid context configuration value not valid for parameter eval error: term value not available in the model eval error: free variable in term eval error: term contains quantifiers eval error: term contains lambdas eval error: the term value does not fit the expected type could not convert value (in model) to a term can't build an implicant: input formula is false in the model argument is not an uninterpreted term duplicate term in input array function-types are not supported model value must be non-negative yval overflow: rational does not fit the expected type generalization failed: bad variable type generalization failed: nonlinear arithmetic generalization failed: unsupported term: %s mcsat: checking with assumptions only supports variables as assumptions invalid index %ld in constant creationinvalid index %ld in variable creationtoo many arguments (max arity is %u)too many variables in quantifier (max is %u)bitvector size is too large (max is %u)too many arguments in type constructor or macro (max = %u)invalid token (line %u, column %u)syntax error (line %u, column %u)undefined type name (line %u, column %u)undefined term name (line %u, column %u)cannot redefine type (line %u, column %u)cannot redefine term (line %u, column %u)duplicate name in scalar type definition (line %u, column %u)duplicate variable in quantifier (line %u, column %u)integer overflow (constant does not fit in 32bits) (line %u, column %u)integer required (line %u, column %u)numeric constant required (line %u, column %u)symbol required (line %u, column %u)type required (line %u, column %u)invalid division (divisor is not a constant) (line %u, column %u)invalid bitvector size (negative number) (line %u, column %u)invalid number in 'mk-bv' (line %u, column %u)invalid number in 'mk-ff' (line %u, column %u)type mismatch in 'define' (line %u, column %u)error in arithmetic operation (line %u, column %u)error in bitvector operation (line %u, column %u)uninterpreted or Boolean constantfinite field arithmetic equalityuninterpreted function or predicateinvalid rationalinvalid floatinginvalid bitvector binary formatr hexadecimal foinvalid index in shift or rotateinvalid indices bit extractionoverflow in polynomial: degree idivision by zerointeger argument must be positiv must be non-neginvalid type in constant creatioargument is not an arithmetic tewrong number of type mismatch: invalid argumentincompatible typduplicate variable in quantifierarguments have incompatible bitsbitvector must have positive bitan arithmetic coa type variablele in type macrobitvector type rInvalid decref: term has refcountype has refcounInvalid type-expInvalid term-expassertion contains a free variablogic not supporthe context does not support uninterpreted funct not support ari not support bit not support arrays or function not support qua not support lam not support non-linear arithmetassertion is not in the IDL frag in the RDL fragtoo many variables for the arithtoo many atoms for the arithmeties for the bitveor the bitvectorarithmetic solvebitvector solverarray solver exc not support sca not support tupnterpreted types not support high-order functionthe context state does not allowoperation not supported by the cunknown delegatedelegate not avauninterpreted functions not supported by the exists/forall solveassertions are not in the exists/forall fragmenthigh-order and tuple variables are not supportedthe exists/forall solver failed invalid context invalid parametevalue not valid eval error: term value not available in the modeeval error: free variable in ter contains quanti contains lambdaeval error: the term value does not fit the expeexception in tercould not convert value (in modecan't build an implicant: input formula is falsean uninterpretedvalue is not a cduplicate term ifunction-types amodel-constructivalue must be noinvalid operatioyval overflow: rational does not fit the expectegeneralization failed: bad variaailed: nonlinearmcsat: unsupportmcsat: checking with assumptions only supports variables as assu ÒÜêÿÒÜêÿP×êÿi×êÿÒÜêÿËÕêÿÖêÿ÷Üêÿ4ÖêÿÒÜêÿÒÜêÿÒÜêÿCÖêÿŸÖêÿêÖêÿÒÜêÿÒÜêÿ÷Öêÿ÷ÖêÿUÕêÿ%ÚêÿÐÚêÿÒÜêÿÒÜêÿÒÜêÿáÜêÿÒÜêÿÒÜêÿÒÜêÿéÜêÿjÛêÿ|ÜêÿÒÜêÿÒÜêÿÙêÿJÜêÿÁÙêÿóÙêÿ‚Ûêÿ´ÛêÿæÛêÿÜêÿ†ÕêÿÒÜêÿÒÜêÿÒÜêÿ)ØêÿÒÜêÿlØêÿ‘ÔêÿÒÜêÿ�×êÿäÓêÿ|çêÿ¬çêÿvìêÿ¼çêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿÜçêÿÜçêÿLèêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿ{ìêÿœèêÿ,éêÿdéêÿœéêÿÔéêÿ êêÿDêêÿ|êêÿ´êêÿ{ìêÿ{ìêÿ{ìêÿìêêÿ{ìêÿ<ëêÿ{ìêÿ{ìêÿ¼ëêÿÌæêÿFõêÿFõêÿTðêÿFõêÿFõêÿFõêÿFõêÿ5õêÿ4íêÿ¼óêÿüôêÿ$ïêÿFõêÿFõêÿFõêÿFõêÿFõêÿìïêÿìïêÿ\íêÿFõêÿFõêÿìíêÿTîêÿïêÿFõêÿ¼òêÿóêÿ”òêÿFõêÿFõêÿFõêÿ ôêÿFõêÿFõêÿFõêÿFõêÿFõêÿFõêÿFõêÿFõêÿFõêÿFõêÿ¬ðêÿÜñêÿœñêÿòêÿdðêÿäëÿ@ëÿ@ëÿ@ëÿ;ëÿëÿ@ëÿ@ëÿ@ëÿÌëÿ,ëÿ ëÿ@ëÿ@ëÿëÿDëÿlëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿNëÿ¼ëÿÜëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿ@ëÿüëÿ@ëÿLëÿ,ëÿëÿ�ëÿ ëÿÀëÿàëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿëÿëÿ ëÿ�ëÿ�ëÿ@ëÿ`ëÿ€ëÿ�ëÿ ëÿÀëÿXëÿ�ëÿ�ëÿ�ëÿÈëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿ�ëÿèëÿ€ëÿÐëÿëÿ€ëÿ"3ëÿ33ëÿŒ2ëÿL2ëÿl2ëÿ33ëÿ33ëÿ33ëÿ33ëÿ33ëÿÌ1ëÿÌ1ëÿì1ëÿ33ëÿ33ëÿ 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the function Wîÿ Wîÿ”Wîÿ”Wîÿ0Wîÿ0Wîÿ”Wîÿ”Wîÿ”Wîÿ”Wîÿ”WîÿWîÿWîÿpWîÿˆoîÿxoîÿÈoîÿnîÿnîÿnîÿnîÿ¨oîÿHoîÿoîÿènîÿ¸nîÿˆnîÿxnîÿnîÿˆîÿh‡îÿH‡îÿ(‡îÿ‡îÿø†îÿø†îÿNˆîÿNˆîÿNˆîÿè†îÿȆîÿ¸†îÿ¨†îÿx†îÿl�îÿT�îÿ˜�îÿ˜�îÿ$�îÿ$�îÿ˜�îÿ˜�îÿ˜�îÿ˜�îÿ˜�îÿ�îÿôŽîÿ”Žîÿ|‘îÿl‘îÿ¼‘îÿ,�îÿ,�îÿ,�îÿ,�îÿœ‘îÿ<‘îÿ ‘îÿÜ�îÿ¬�îÿ„�îÿD�îÿ�îÿp“îÿ€“îÿÓîÿÓîÿ˜“îÿ˜“îÿÓîÿÓîÿÓîÿÓîÿÓîÿ¨“îÿ¸“îÿ“îÿ(˜îÿ!™îÿ™îÿH˜îÿp˜îÿ˜˜îÿ¨˜îÿÀ˜îÿÀ˜îÿ!™îÿ!™îÿ!™îÿȘîÿؘîÿð˜îÿ™îÿ˜îÿ¤¤îÿܤîÿ̤îÿ|¤îÿT¤îÿ<¤îÿ$¤îÿ¤îÿ¤îÿܤîÿܤîÿܤîÿü£îÿä£îÿÔ£îÿÄ£îÿd£îÿè§îÿh¨îÿW¨îÿÀ§îÿ˜§îÿ€§îÿ`§îÿP§îÿP§îÿh¨îÿh¨îÿh¨îÿ@§îÿ §îÿ§îÿ§îÿЦîÿL¬îÿl¬îÿÞ¬îÿÞ¬îÿŒ¬îÿŒ¬îÿÞ¬îÿÞ¬îÿÞ¬îÿÞ¬îÿÞ¬îÿ¤¬îÿĬîÿ ¬îÿŒ½îÿ£½îÿ°½îÿ°½îÿd½îÿd½îÿ°½îÿ°½îÿ°½îÿ°½îÿ°½îÿD½îÿ£½îÿ½îÿ4¾îÿK¾îÿX¾îÿX¾îÿ ¾îÿ 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Éîÿ$ÉîÿŸÉîÿŸÉîÿ<Éîÿ<ÉîÿŸÉîÿŸÉîÿŸÉîÿŸÉîÿŸÉîÿlÉîÿ”ÉîÿìÈîÿ”ÒîÿtÒîÿÈÒîÿÈÒîÿÒîÿÒîÿÈÒîÿÈÒîÿÈÒîÿÈÒîÿÈÒîÿÒîÿÔÑîÿdÑîÿlÔîÿLÔîÿ Ôîÿ ÔîÿìÓîÿìÓîÿ Ôîÿ Ôîÿ Ôîÿ Ôîÿ ÔîÿÔÓîÿ¤Óîÿ<ÓîÿDÖîÿ$ÖîÿxÖîÿxÖîÿÌÕîÿÌÕîÿxÖîÿxÖîÿxÖîÿxÖîÿxÖîÿ´Õîÿ„ÕîÿÕîÿØîÿü×îÿPØîÿPØîÿœ×îÿœ×îÿPØîÿPØîÿPØîÿPØîÿPØîÿ„×îÿT×îÿìÖîÿôÙîÿÔÙîÿ(Úîÿ(Úîÿ|Ùîÿ|Ùîÿ(Úîÿ(Úîÿ(Úîÿ(Úîÿ(ÚîÿdÙîÿ4ÙîÿÄØîÿÌÛîÿ¬ÛîÿÜîÿÜîÿLÛîÿLÛîÿÜîÿÜîÿÜîÿÜîÿÜîÿ4ÛîÿÛîÿœÚîÿLÜîÿlÜîÿïÜîÿïÜîÿŒÜîÿŒÜîÿïÜîÿïÜîÿïÜîÿïÜîÿïÜîÿÄÜîÿäÜîÿ,ÜîÿôÝîÿôÝîÿlÞîÿlÞîÿüÝîÿüÝîÿlÞîÿlÞîÿlÞîÿlÞîÿlÞîÿ,ÞîÿDÞîÿ\ÞîÿtÞîÿ„ÞîÿäÞîÿäÞîÿ”Þîÿ”ÞîÿäÞîÿäÞîÿäÞîÿäÞîÿäÞîÿÄÞîÿÔÞîÿdÞîÿ¬âîÿÌâîÿ_ãîÿ_ãîÿìâîÿìâîÿ_ãîÿ_ãîÿ_ãîÿ_ãîÿ_ãîÿãîÿLãîÿŒâîÿ”ãîÿ´ãîÿGäîÿGäîÿÔãîÿÔãîÿGäîÿGäîÿGäîÿGäîÿGäîÿäîÿ4äîÿtãîÿ|äîÿœäîÿ/åîÿ/åîÿ¼äîÿ¼äîÿ/åîÿ/åîÿ/åîÿ/åîÿ/åîÿìäîÿåîÿ\äîÿdåîÿ„åîÿæîÿæîÿ¤åîÿ¤åîÿæîÿæîÿæîÿæîÿæîÿÔåîÿæîÿDåîÿÜæîÿôæîÿoçîÿoçîÿ çîÿ çîÿoçîÿoçîÿoçîÿoçîÿoçîÿ<çîÿdçîÿ¼æîÿ”ïîÿ„ïîÿÔïîÿ$íîÿ$íîÿ$íîÿ$íîÿ´ïîÿTïîÿ$ïîÿôîîÿÄîîÿ”îîÿ|îîÿíîÿ ************************************************************* Please report this bug to yices-bugs@csl.sri.com. To help us diagnose this problem, please include the following information in your bug report: ************************************************************* error in %s, line %d, column %d: Internal exception: opcode = %d invalid bitvector binary formatinvalid bitvector hexadecimal formatbitvectors have incompatible sizesnumber cannot be converted to a bitvectorerror in bitvector arithmetic operationincompatible finite field sizesvariable values are not matchingFATAL ERROR: %s Yices version: %s Build date: %s Platform: %s (%s) Thank you for your help. Error: %s %s: %s Term-stack errorin %s (line %d, column %d) Invalid error code: %d Internal error (SMT-LIB)no_opbindtype-var declarationbitvector typefinite field typescalar typetuple typefunction typetype-macro applicationfunction applicationdisequalitytuple updatebv-udivbv-urembitvector inequalityis_intff constantff-addff-mulbuild termbuild typeimpliesbv constantbvaddbvsubbvmulbvnegbvpowbvudivbvurembvnotbvandbvorbvxorbvnandbvnorbvxnorshift_left0shift_left1shift_right0shift_right1ashift_rightrotate_leftrotate_rightsign_extendzero_extendbvredandbvredorbvcompff.addff.mulno errorinternal erroroperation not supportedundefined termundefined typeundefined type macroinvalid rational formatinvalid float formatcannot redefine typecannot redefine termcannot redefine type macroduplicate nameduplicate variable nameduplicate type nameinvalid operationwrong number of argumentsconstant too largeexponent must be non-negativeconstant is not an integerstring requiredsymbol requirednumerical constant requiredtype requirederror in arithmetic operationdivision by zerodivisor is not a constantsize must be positiveerror in bitvector operationinvalid finite field constantinvalid finite field orderincompatible types in definestrings are not termsnot a variableyices error ëîÿýêîÿ@êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿ êîÿýêîÿàéîÿ°éîÿ°éîÿ°éîÿ°éîÿýêîÿ°éîÿýêîÿ°éîÿ°éîÿ°éîÿàéîÿ°éîÿ°éîÿ°éîÿ°éîÿ°éîÿ ëîÿ ëîÿ°éîÿýêîÿ°éîÿtìîÿQìîÿ”ëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿtëîÿQìîÿ4ëîÿëîÿëîÿëîÿëîÿQìîÿëîÿQìîÿëîÿëîÿëîÿ4ëîÿëîÿëîÿëîÿëîÿëîÿtìîÿtìîÿëîÿQìîÿëîÿx ïÿ0 ïÿ ïÿŽ ïÿà ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿ  ïÿð ïÿ¤$ïÿl'ïÿ¼'ïÿô$ïÿÌ%ïÿÜ'ïÿ„(ïÿŒ#ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ'ïÿ¬&ïÿÉ)ïÿ«)ïÿ�)ïÿo)ïÿT)ïÿ9)ïÿ)ïÿè(ïÿç)ïÿ*ïÿÓkïÿdlïÿ¼lïÿ´kïÿ´kïÿ´kïÿTkïÿ¸”ïÿ ‘ïÿ ‘ïÿ8”ïÿ8”ïÿ8”ïÿ ‘ïÿ¨“ïÿ¸’ïÿ¸’ïÿ¸’ïÿ¸’ïÿ ’ïÿ ’ïÿ ’ïÿ ’ïÿ ’ïÿ ’ïÿ ’ïÿh”ïÿ…•ïÿ¿•ïÿ¢•ïÿДïÿù•ïÿÜ•ïÿÓïÿ|Öïÿ<ÖïÿÖïÿÌÕïÿ¬ÕïÿäÒïÿdÕïÿ4ÕïÿÕïÿÔÔïÿ¤ÔïÿtÔïÿDÔïÿÔïÿäÓïÿ´Óïÿ„ÓïÿTÓïÿÄÖïÿp cnf %u %u not mappedinvalid bitvector variableeliminatednot booleannon booleannot internalizedc --> c Autogenerated by Yices  þïÿ�ÿïÿPÿïÿÈÿïÿ þïÿØþïÿcadicalcryptominisatkissat ×# %c%d c eq %u substitutions c Preprocessing c Free var elimination c free var eliminations: %u c Elimination c Subsumption c Done c c eq %u units scc c Simplify clause database simpc Statistics c c After preprocessing c unit literals : %u c pure literals : %u c substitutions : %u c unit equiv : %u c literal equiv : %u c cheap var elims : %u c less cheap var elims : %u c active vars : %u c deleted clauses : %u c subsumed clauses : %u c strengthenings : %u c unit strengthenings : %u c unit clauses : %u c bin clauses : %u c big clauses : %u c Reduce learned clause set c Generated by Yices 2 c %u variables c %u substitutions c %u pure literals %d %d 0 c %d = G(badtagdecisionbinaryclausestackedpuresubstunitnvars: %u nliterals: %u num prob. clauses: %u num learned clauses: %u assignment %u := true, %s, lev = %u %u := false, %s, lev = %u watch vectors %u: %uwatch[%u]: null empty cl(%u) lit(%u)c level max | prob. | learned lbd c confl. starts ema depth | vars bins clauses | clauses ema lits/cls c %4s %8lu %7u %6.2f %6u | %7u %8u %8u | %8u %6.2f %6.2f c %4s %8lu %7u %6.2f %6u | %8u %8u | %8u %6.2f %6.2f c lit equiv: unit literal %d c lit equiv: subst[%d] := %d c c starting naive search: decision_level = %u c %u problem clauses + %u binary clauses to satisfy c NAIVE SEARCH SUCCEEDED: %lu conflicts, %lu decisions c c NAIVE SEARCH FAILED: %lu conflicts, %lu decisions c REVERSE NAIVE SEARCH SUCCEEDED: %lu conflicts, %lu decisions c c REVERSE NAIVE SEARCH FAILED: %lu conflicts, %lu decisions c c subst(%d) = %c%d --> true c subst(%d) = %c%d --> false c var %d simplifies to constant: %d == %d c var %d simplifies to literal: %d == %d c scc %u variable substitutions c Elim/subsumption: %u rounds can't deleted subsumed clause: last_level = %u current = %u c prob: %lu literals, %u failed, next = %lu c empty clause after SCC computation c empty clause after substitution c empty clause after substitution and propagation c on entry: prob: %u cls/%u lits, learned: %u cls/%u lits c on exit: prob: %u cls/%u lits, learned: %u cls/%u lits c starts : %u c simplify db : %u c reduce db : %u c scc calls : %u c apply subst calls : %u c probings : %u c substituted vars : %u c unit equiv : %u c equivalences : %u c decisions : %lu c random decisions : %lu c propagations : %lu c conflicts : %lu c local subsumptions : %lu c probed literals : %lu c failed literals : %u c probing progatations : %lu c lits in pb. clauses : %u c lits in learned clauses : %u c subsumed lits. : %lu c deleted pb. clauses : %lu c deleted learned clauses : %lu c c Preprocessing time : %.4f c c c unsat by preprocessing c c on entry: %u clauses, %u literals c possible deletion: %u clauses c on exit: %u clauses, %u literals c assignment: level = %u, top = %u c base assignment: level = %u, top = %u c %u clauses (including %u unit clauses) c Preprocessing eliminated %u variables c %u eliminated by resolution ¬ñÿÌñÿLñÿ<ñÿ,ñÿñÿ ñÿüñÿÜñÿ`ñÿ˜ñÿˆñÿxñÿhñÿXñÿHñÿ8ñÿÈñÿ°ÌðAàC{®Gáz”?ñh㈵øä>ìx­`å<€K † Ð, ¸ dd'@BÿõCúC0Žä.ÿ++0Žä.ÿ++ð¿ÿÿÿÿÿÿïð?y å5”×ð?}Ô%­I²T0Žä.ÿ++dddd      @Îñÿ@ÎñÿÐÍñÿhÍñÿÈÍñÿhÍñÿˆÒñÿÓñÿÐÒñÿøÑñÿ ÒñÿìØñÿÔÙñÿ×ñÿØñÿ¬×ñÿ�çñÿèñÿ@èñÿqDèÿpèñÿ èñÿàèñÿXçñÿèññÿèññÿ0òñÿPññÿ€òñÿØóñÿðóñÿpññÿ0òÿ0òÿ0òÿPòÿ0òÿðòÿÈòÿÜ'òÿd(òÿ,(òÿ'òÿô'òÿ¸|òÿ¸|òÿÀzòÿp|òÿ°|òÿp|òÿ(final check: %u interface lemmas) (final check: 1 interface lemma) (final check: %u array lemmas) è(ŠòÿxŒòÿ ŽòÿHŽòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ@Œòÿ°‹òÿ0‹òÿðŠòÿ˜Šòÿ@ŠòÿÀ‰òÿ‰òÿ ˆòÿ°Œòÿ°Œòÿ°ŒòÿXžòÿXžòÿØ òÿˆ òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿX òÿÈŸòÿhŸòÿ ŸòÿØžòÿ€žòÿžòÿX�òÿøœòÿXžòÿXžòÿXžòÿ…œòÿ(array solver: 1 update lemma) (array solver: %u update lemmas) ÿÿÿÿþÿÿÿýÿÿÿüÿÿÿüÿÿÿüÿÿÿüÿÿÿüÿÿÿ€€€€‘«óÿ‘«óÿ`«óÿ`«óÿÀªóÿÀªóÿ¬óÿ¬óÿû®óÿû®óÿà®óÿà®óÿ@®óÿ@®óÿp¯óÿp¯óÿ(unsat by integrality test) (feasible by naive search) integrality check(unsat by %s) (%s: %u new bounds) prop level 06(activating bland's rule: %u) (initial tableau: %u rows, %u variables, %u atoms) (testing integer feasibility) (unsat by integer bound strengthening) (infeasible after bound strengthening) (branch & bound: %u candidates, branch variable = i!%d, score = %u) (Created Gomory cut on var i!%d) (Failed to create Gomory cut on var i!%d) ä45AÀÿÿÿßAš™™™™™¹?ôÃÙ•Aˆ³@' d †ˆd(quant$%d †dà?°Àõÿ8Áõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�ÂõÿÈÁõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ�Âõÿ`Âõÿ�Âõÿ�Âõÿ�Àõÿ\ÃõÿäÃõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ„Äõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ4Åõÿ Åõÿ4Åõÿ4ÅõÿÃõÿÆõÿhÆõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ¸Æõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ`Çõÿ(Çõÿ`Çõÿ`ÇõÿÀÅõÿÈõÿ\ÈõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿ¬ÈõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿTÉõÿÉõÿTÉõÿTÉõÿ´ÇõÿøÉõÿHÊõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ�Êõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8Ëõÿ8ËõÿËõÿ8Ëõÿ8Ëõÿ¨ÉõÿÜËõÿüËõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÌõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÍõÿÔÌõÿÍõÿÍõÿ”ËõÿÍõÿ�ÍõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿÈÎõÿ˜ÎõÿÈÎõÿÈÎõÿèÌõÿÐõÿ¬Ðõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,ÒõÿLÑõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,Òõÿ,ÒõÿôÑõÿ,Òõÿ,Òõÿ¼Ïõÿ€öÿöÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿÐöÿ�öÿ�öÿ�öÿ�öÿ�öÿ¨öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ�öÿ¨öÿˆ"öÿˆ"öÿÀöÿÀöÿˆ"öÿÀöÿÀöÿèöÿÀöÿöÿöÿöÿöÿöÿöÿ 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No errortype errorlogic not supportednot an IDL formulanot an RDL formulaarithmetic solver exceptionbitvector solver exceptionidlesearchingunknownunsatinterruptedsubst errortval errorcheck errorassert errormodel errorimplicant errorprojection errorstatus errorskolemization failedNo model, did not find a solutionCan't build a model. Call the exists forall solver firstformula contains free variablesthe context does not support uninterpreted functionsthe context does not support scalar typesthe context does not support tuplesthe context does not support uninterpreted typesthe context does not support arithmeticthe context does not support bitvectorsthe context does not support function equalitiesthe context does not support quantifiersthe context does not support lambdasnon-linear arithmetic not supporteddivision by zero is not supportedtoo many variables for the arithmetic solvertoo many atoms for the arithmetic solverformula not supported by the mc-sat solveruninterpreted functions are not supported by the exists/forall solverinvalid quantifier nesting (not an exists/forall problem)non-atomic universal variablesnon-atomic existential variablesfloyd-warshallÍÌÌÌÌÌä? %s: %s Synopsis: %s Example: %s: %s First form: %s Second from: %s Command SummarySubtractionArithmetic OperatorsAssertbitvectorsBitvector OperatorsbooleansBoolean OperatorscommandsDeclare or define a termDeclare or define a typegenericGeneric OperatorsShow helpindexParameterssyntaxtypesType Constructs(define-type [name])(define-type T) Define a new type(define [name] :: [type]) [name] must be fresh Define a new constant(assert [expr])(assert [expr] [label])(assert (< x 0) X_NEGATIVE) (check)(push)Start a new assertion scope(pop)(reset)(show-model)Show the current model(eval [expr])(eval (+ x (* 2 y) -3)) (include [filename])Read commands from a file(echo [string])Output a message(set-param [name] [value])Set a parameter(show-param [name])Show the value of a parameter(show-params)(show-stats)Show statistics(reset-stats)Reset the statistics counters(set-timeout [value])Give a timeout(show-timeout)Show the timeout value(help)(help [topic])Show help on a specific topic(exit)Quit YicesBoolean typeInteger typeReal type(bitvector [k])Bitvectors of [k] bits [k] must be positive (bitvector 32) Enumeration type(tuple [type_1] ... [type_n])Tuple typeFunction typeIf-then-else(= [expr1] [expr2])Equality(/= [expr1] [expr2])DisequalityDistinctTuple constructor(select [tuple] [index])Tuple projectionTuple updateFunction/array updateBoolean constant(or [expr_1] ... [expr_n])Disjunction(and [expr_1] ... [expr_n])Conjunction(not [expr])Boolean negation(xor [expr1] ... [expr_n])Exclusive or(<=> [expr1] [expr2])Boolean equivalence(=> [expr1] [expr2])Implication(+ [expr_1] ... [expr_n])Addition(- [expr_1] ... [expr_n])(- [expr])Negation(* [expr_1] ... [expr_n])Product(/ [expr] [divider])Division(/ x 2) (^ [expr] [exponent])Exponentiation(^ (+ x y) 2) (< [expr1] [expr2])Less than(> [expr1] [expr2])Greater than(<= [expr1] [expr2])Less than or equal to(>= [expr1] [expr2])Greater than or equal to(mk-bv [size] [value])(bv-add [expr1] [expr2])Bitvector addition(bv-sub [expr1] [expr2])Bitvector subtraction(bv-mul [expr1] [expr2])Bitvector multiplication(bv-neg [expr])Bitvector opposite(bv-pow [expr] [exponent])Bitvector exponentiation(bv-pow (bv-add x y) 2) (bv-not [expr])Bitwise complement(bv-and [expr1] [expr2])Bitwise and(bv-or [expr1] [expr2])Bitwise or(bv-xor [expr1] [expr2])Bitwise exclusive or(bv-nand [expr1] [expr2])Bitwise nand(bv-nor [expr1] [expr2])Bitwise nor(bv-xnor [expr1] [expr2])Bitwise not xor(bv-shl [expr1] [expr2])Left shift(bv-lshr [expr1] [expr2])Logical right shift(bv-ashr [expr1] [expr2])Arithmetic right shiftSubvector extraction(bv-concat [expr1] [expr2])Bitvector concatenation(bv-repeat [expr] [constant])Repeated concatenationSign extensionZero extension(bv-div [expr1] [expr2])(bv-rem [expr1] [expr2])(bv-sdiv [expr1] [expr2])(bv-srem [expr1] [expr2])(bv-smod [expr1] [expr2])(bv-redand [expr])And reduction(bv-redor [expr])Or reduction(bv-comp [expr1] [expr2])Bitvector comparison(bv-ge [expr1] [expr2])(bv-gt [expr1] [expr2])(bv-le [expr1] [expr2])(bv-lt [expr1] [expr2])(bv-sge [expr1] [expr2])(bv-sgt [expr1] [expr2])(bv-sle [expr1] [expr2])(bv-slt [expr1] [expr2])(set-param flatten [boolean])(set-param c-factor [float])(set-param d-factor [float])Clause-reduction thresholdClause-reduction fraction(set-param r-factor [float])(set-param var-decay [float])Fraction of random decisionsRandom seed(set-param branching [mode])Select a branching heuristicClause activity decay factor(set-param dyn-ack [boolean])(set-param max-ack [integer])(set-param icheck [boolean])(ef-solve)(bit [expr] [index])Bit extraction(export-to-dimacs [filename])(show-implicant)(abs [expr])Absolute value(floor [expr])Floor(ceil [expr])Ceiling(div [expr] [divider])Integer division(mod [expr] [divider])Remainder in integer division(divides [constant] [expr])Divisibility test(is-int [expr])Integrality testCheck with assumptions(check-assuming A (not B) C)(show-unsat-core)Print an unsat core(show-unsat-assumptions)(show-reduced-model)For a list of all help topics: type '(help index)'. Nothing relevant Try '(help index)' for a list of help topics Help is available on the following topics (help syntax) Syntax summary (help commands) List of commands (help types) Type constructs (help generic) Generic functions (help booleans) Boolean terms and functions (help arithmetic) Arithmetic functions (help bitvectors) Bitvector functions (help params) Simplification and search parameters For help on a specific type, function, or parameter: type '(help "name")' Syntax Summary ::= ( define-type ) | ( define-type ) | ( define :: ) | ( define :: ) | ( assert ) | ( assert ) | ( exit ) | ( check ) | ( check-assuming ) | ( push ) | ( pop ) | ( reset ) | ( show-model ) | ( eval ) | ( echo ) | ( include ) | ( set-param ) | ( show-param ) | ( show-params ) | ( show-stats ) | ( reset-stats ) | ( set-timeout ) | ( dump-context ) | ( help ) | ( help ) | ( help ) | ( ef-solve ) | ( export-to-dimacs ) | ( show-implicant ) | ( show-unsat-core ) | ( show-unsat-assumptions ) | ( show-reduced-model ) ::= | ( scalar ... ) ::= | ( tuple ... ) | ( -> ... ) | ( bitvector ) | int | bool | real ::= true | false | | | | | ( forall ( ... ) ) | ( exists ( ... ) ) | ( lambda ( ... ) ) | ( let ( ... ) ) | ( update ( ... ) ) | ( ... ) ::= | ::= :: ::= ( ) ::= true | false | | ::= | ::= | (not ) := * Declare a new uninterpreted type [name] must be a fresh name (define-type [name] [typedef]) [name] must be a fresh name [typedef] can be a primitive type: 'bool', 'real', 'int', or '(bitvector k)' a function type: '(-> [type] ... [type])' a tuple type: '(tuple [type] ... [type])' a scalar type: '(scalar [name] .... [name])' (define-type pred (-> int bool)) (define-type color (scalar red black white)) Declare a new uninterpreted constant(define x :: int) (define f :: (-> T bool) (define [name] :: [type] [expr]) [name] must be fresh [expr] must be an expression of type [type] or a subtype of [type] (define b::bool (and (< x 10) (> x 0))) Add an assertion to the logical context [expr] must be a Boolean expression (assert (or (= a (f 10)) (/= x (g (g a))))) Add a labeled assertion to the logic context [expr] must be a Boolean expression [label] must be a symbol If a context is unsatisfiable, (show-unsat-core) prints the labels of assertions that form an unsat core. Check whether the logical context is satisfiableAll assertions added after '(push)' can be later retracted by '(pop)' Note: (push) and (pop) are not supported if yices is invoked with '--mode=one-shot' or '--mode=multi-checks'. Remove all assertions added since the matching (push)This does not remove term or type declarations, only the assertions Note: (push) and (pop) are not supported if yices is invoked with '--mode=one-shot' or '--mode=multi-checks' Reset the logical context (to the empty context)All assertions are removed, Type and term declarations are kept. Displays the model if one is available, that is, after a call to (check) that returns 'sat' or 'unknown'. Evaluate an expression in the current modelThis may be used after a call to (check) that returns 'sat' or 'unknown'. [filename] must be given as a string as in "example.ys" [name] must be a parameter name [value] must be an immediate value (i.e., a number, Boolean, or symbol) Parameters control the preprocessing, simplification, and search heuristics used by Yices. Type '(help params)' to see the list of all parameters. (set-param branching negative) (set-param flatten false) Type '(help params)' to see the list of all parameters. (show-param branching) (show-param random-seed) Show all parameters and their current valueDisplay various counters and statistics about '(check)' [value] must be a non-negative integer (timeout expressed in seconds) - if [value] is positive, this sets a limit on the search time for the next call to '(check)'. - if [value] is zero, this clears the timeout. The next call to '(check)' is not limited. The timeout is reset after every call to '(check)' Show a summary of the main commands [topic] can be a command (help "define-type") a type construct (help "scalar") a function (help "bv-mul") a parameter name (help "branching") To see the list of all topics: type '(help index)'. (define-type [name] (scalar [elem_1] ... [elem_k])) [name] must be fresh [elem_1] ... [elem_k] must be distinct fresh names This declaration introduces [name] as a new type of k elements. This also introduces k constants [elem_1] ... [elem_k] of type [name] (define-type singleton (scalar A)) (define-type day (scalar Mon Tue Wed Thu Fri Sat Sun)) (define p::(tuple int int) (mk-tuple 0 1)) (define-type pair (tuple real real)) (-> [type_1] ... [type_n] [tau])This is the type of functions of domain [type_1] x ... x [type_n] and range [tau] (define-type relation (-> int int bool)) (define f :: (-> int int)) (ite [condition] [expr1] [expr2]) [condition] must be a Boolean expression [expr1] and [expr2] must have compatible types The expression '(ite c t1 t2)' means 'if c then t1 else t2' (define min::real (ite (< x y) x y)) (if [condition] [expr1] [expr2])'if' is a synonym for 'ite'. Try '(help ite)' for details [expr1] and [expr2] must have compatible types (distinct [expr1] [expr2] ... [expr_k]) [expr1] ... [expr_k] must have compatible types (distinct t1 ... tk) is true if t1 ... tk are all different (mk-tuple [expr1] ... [expr_k]) [tuple] must be an expression of tuple type [index] must be an integer between 1 and the tuple's arity (select (mk-tuple x y) 2) is equal to y (select (mk-tuple a) 1) is equal to a (tuple-update [tuple] [index] [expr]) [tuple] must be an expression of tuple type [index] must be an integer between 1 and the tuple's arity (tuple-update t1 i e) is the tuple equal to t1 but with the i-th component replaced by e (tuple-update (mk-tuple x y) 2 1) is equal to (mk-tuple x 1) (update [function] ([arg_1] ... [arg_n]) [expr]) (update f (t1 ... t_n) v) is a function of same type as f. It maps (t_1 ... t_n) to v and agrees with f on all other points. [expr_1] ... [expr_n] must be Boolean expressions [expr1] and [expr2] must be Boolean expression (<=> t1 t2) is the same as (= t1 t2) if t1 and t2 are Boolean [expr1] and [expr2] must be Boolean expression '(=> t1 t2)' means 't1 implies t2' [expr_1] ... [expr_n] must be arithmetic expressions [expr_1] ... [expr_n] must be arithmetic expressions (- t1 t2 t3 ... t_n) is interpreted as t1 - t2 - t3 ... - t_n [expr] must be an arithmetic expressions [expr] must be an arithmetic expression [divider] must be a non-zero arithmetic constant [expr] must be an arithmetic expression [exponent] must be a non-negative integer constant [expr1] and [expr2] must be arithmetic expressions Convert an integer into a bitvector constant [size] must be a positive integer (number of bits) [value] must be a non-negative integer The bitvector constant (mk-bv n x) is the binary representation of (x mod 2^n) (mk-bv 6 0) is equal to 0b000000 (mk-bv 6 63) is equal to 0b111111 [expr1] and [expr2] must be two bitvector expressions of same size the result has the same number of bits as [expr1] and [expr2] (bv-neg [expr]) is the opposite of [expr] in 2s complement representation [expr] must be a bitvector expression [exponent] must be a non-negative integer constant the result has the same number of bits as [expr] [expr1] and [expr2] must be bitvectors of the same size [expr1] and [expr2] must be bitvectors of the same size (bv-nand x y) is the same as (bv-not (bv-and x y)) [expr1] and [expr2] must be bitvectors of the same size (bv-nor x y) is the same as (bv-not (bv-or x y)) [expr1] and [expr2] must be bitvectors of the same size (bv-xnor x y) is the same as (bv-not (bv-xor x y)) (bv-shift-left0 [expr] [shift-amount])Shift left by a constant, padding with 0 [shift-amount] must be an integer between 0 and the size of [expr] (bv-shift-left0 0b011000 2) is equal to 0b100000 (bv-shift-left0 0b011000 7) is incorrect (bv-shift-left1 [expr] [shift-amount])Shift left by a constant, padding with 1(bv-shift-left1 0b011000 2) is equal to 0b100011 (bv-shift-left1 0b011000 7) is incorrect (bv-shift-right0 [expr] [shift-amount])Shift right by a constant, padding with 0(bv-shift-right0 0b011000 2) is equal to 0b000110 (bv-shift-right0 0b011000 7) is incorrect (bv-shift-right1 [expr] [shift-amount])Shift right by a constant, padding with 1(bv-shift-right1 0b011000 2) is equal to 0b110110 (bv-shift-right1 0b011000 7) is incorrect (bv-ashift-right [expr] [shift-amount])Arithmetic shift by a constant [shift-amount] must be an integer between 0 and the size of [expr] [expr] is shifted by the given amount padding with [expr]'s sign bit (bv-ashift-right 0b011000 2) is equal to 0b000110 (bv-ashift-right 0b111000 2) is equal to 0b111110 (bv-rotate-left [expr] [shift-amount])Rotate to the left by a constant amount(bv-rotate-left 0b011000 2) is equal to 0b100001 (bv-rotate-right [expr] [shift-amount])Rotate to the right by a constant amount(bv-rotate-right 0b011001 2) is equal to 0b010110 [expr1] and [expr2] must be bitvectors of the same size (bv-shl x y) is x shifted to the left by k bits and padded with 0 where k is the value of y, interpreted as an unsigned integer If k is larger than the size of x, then the result is the zero bitvector '0b0...0 (bv-shl 0b011001 0b000010) is equal to 0b100100 (bv-shl 0b011001 0b110000) is equal to 0b000000 [expr1] and [expr2] must be bitvectors of the same size (bv-lshr x y) is x shifted to the right by k bits and padded with 0 where k is the value of y, interpreted as an unsigned integer If k is larger than the size of x, then the result is the zero bitvector '0b0...0 (bv-lshr 0b011001 0b000010) is equal to 0b000110 (bv-lshr 0b011001 0b110000) is equal to 0b000000 [expr1] and [expr2] must be bitvectors of the same size (bv-ashr x y) is x shifted to the right by k bits and padded with x's sign bit where k is the value of y, interpreted as an unsigned integer If k is larger than the size of x, then the result is either the zero bitvector '0b0...0, if x is non-negative or the vector 0b1...1 if x is negative (bv-ashr 0b011001 0b000010) is equal to 0b000110 (bv-lshr 0b111001 0b110000) is equal to 0b111110 (bv-extract [high] [low] [expr]) [expr] must be a bitvector expression [high] and [low] must be integer constants (bv-extract i j x) extracts bits j, j+1, ..., i of x If x has n bits, then i and j must satisfy 0 <= j <= i <= n-1 (bv-extract 0 3 0b011010) is equal to 0b1010 (bv-extract 1 1 0b011010) is equal to 0b1 (bv-concat 0b100 0b11101 is equal to 0b10011101 [expr] must be a bitvector expression [constant] must be a positive integer (bv-repeat x n) is n copies of x concatenated together (bv-repeat 0b011010 3) is equal to 0b011010011010011010 (bv-sign-extend [expr] [constant]) [expr] must be a bitvector expression [constant] must be a non-negative integer (bv-sign-extend x n) adds n copies of x's sign bit to the left of x (bv-sign-extend 0b011010 3) is equal to 0b000011010 (bv-sign-extend 0b111010 3) is equal to 0b111111010 (bv-sign-extend 0b111010 0) is equal to 0b111010 (bv-zero-extend [expr] [constant]) [expr] must be a bitvector expression [constant] must be a non-negative integer (bv-zero-extend x n) adds n zero bits to the left of x (bv-zero-extend 0b011010 3) is equal to 0b000011010 (bv-zero-extend 0b111010 3) is equal to 0b000111010 (bv-zero-extend 0b111010 0) is equal to 0b111010 Quotient in unsigned bitvector division [expr1] and [expr2] must be bitvectors of the same size (bv-div x y) is the quotient in the unsigned division of x by y If y is 0b0...0 then the result is 0b1...1 (i.e., the largest unsigned integer representable using n bits) (bv-div 0b10001 0b00101) is equal to 0b00011 (i.e., 17 div 5 = 3) Remainder in unsigned bitvector division [expr1] and [expr2] must be bitvectors of the same size (bv-rem x y) is the remainder in the unsigned division of x by y If y is 0b0...0 then the result is x (bv-rem 0b10001 0b00101) is equal to 0b00010 (i.e., 17 mod 5 = 2) Quotient in signed bitvector division (rounding to 0) [expr1] and [expr2] must be bitvectors of the same size (bv-sdiv x y) is the quotient of the signed division of x by y x and y are interpreted as integers in 2s complement representation If y is 0b0...0 then the result is 0b0... 01 (i.e., +1) if x's sign bit is 1 or 0b1...1 (i.e., -1) if x's sign bit is 0. Remainder in signed bitvector division (rounding to 0) [expr1] and [expr2] must be bitvectors of the same size (bv-srem x y) is the remainder of the signed division of x by y x and y are interpreted as integers in 2s complement representation If y is 0b0...0 then the result is x Remainder in signed bitvector division (rounding to -infinity) [expr] must be a bitvector expression The result is a bitvector of one bit (bv-redand x) is 0b1 if all bits of x are 1 or 0b0 otherwise [expr] must be a bitvector expression The result is a bitvector of one bit (bv-redor x) is 0b0 if all bits of x are 0 or 0b1 otherwise [expr1] and [expr2] must be a bitvectors of the same size The result is a bitvector of one bit (bv-comp x y) is equal to 0b1 if x and y are equal or to 0b0 otherwise Unsigned bitvector comparison: greater than or equal to [expr1] and [expr2] must be a bitvectors of the same size (bv-ge x y) is true if x >= y when x and y are interpreted as unsigned integers Unsigned bitvector comparison: greater than [expr1] and [expr2] must be a bitvectors of the same size (bv-gt x y) is true if x > y when x and y are interpreted as unsigned integers Unsigned bitvector comparison: less than or equal to [expr1] and [expr2] must be a bitvectors of the same size (bv-le x y) is true if x <= y when x and y are interpreted as unsigned integers Unsigned bitvector comparison: less than [expr1] and [expr2] must be a bitvectors of the same size (bv-lt x y) is true if x < y when x and y are interpreted as unsigned integers Signed bitvector comparison: greater than or equal to [expr1] and [expr2] must be a bitvectors of the same size (bv-sge x y) is true if x >= y when x and y are interpreted as signed integers in 2s-complement representation Signed bitvector comparison: greater than [expr1] and [expr2] must be a bitvectors of the same size (bv-sgt x y) is true if x > y when x and y are interpreted as signed integers in 2s-complement representation Signed bitvector comparison: less than or equal to [expr1] and [expr2] must be a bitvectors of the same size (bv-sle x y) is true if x <= y when x and y are interpreted as signed integers in 2s-complement representation Signed bitvector comparison: less than [expr1] and [expr2] must be a bitvectors of the same size (bv-slt x y) is true if x < y when x and y are interpreted as signed integers in 2s-complement representation (set-param var-elim [boolean])Enable/disable variable eliminationIf this parameter is true, Yices will simplify assertions by eliminating redundant variables (and (= x (g a)) (/= (f x) (f b))) is simplified to (/= (f (g a)) (f b)) (set-param arith-elim [boolean])Enable/disable simplification by Gaussian eliminationIf this parameter is true, then Yices attempts to eliminate variables in arithmetic constraints In an assertion such as (= (+ x (* 3 y) 4) 0) Yices eliminates 'x' or 'y' Enable/disable flattening of disjunctionsIf this parameter is true, Yices will flatten nested 'or' and 'and' (or (or a b c) (or a d e)) is rewritten to (or a b c d e) (set-param learn-eq [boolean])Enable/disable a preprocessing step to learn equalitiesIf this parameter is true, Yices attempt to discover equalities that hold in all branches of a disjunction. In (assert (or (and (= a b) (= b c) (= c d)) (and (= d e)(= e a)))), Yices will learn (= a d) (set-param keep-ite [boolean])Keep or eliminate if-then-else termsThis parameter is relevant only for theories that require the Egraph. If keep-ite is true then (ite c a b) is stored as a term in the Egraph If keep-ite is false then (ite c a b) is eliminated: - a new term 't' is introduced in the Egraph - the following two clauses are added to the solver c => t = a not c => t = b (set-param fast-restarts [boolean])Enable/disable the fast-restarts heuristic in the SAT solver(set-param c-threshold [integer])Initial value of the primary restart counter [integer] must be positive Increase factor for the primary restart counter [float] must be at least 1.0 (set-param d-threshold [integer])Initial value of the secondary restart counter [integer] must be positiver This parameter is relevant only if fast-restarts is true Increase factor for the secondary restart counter [float] must be at least 1.0 This parameter is relevant only if fast-restarts is true (set-param r-threshold [integer]) [integer] must be positive Parameters r-threshold, r-fraction, and r-factor control how often the clause-reduction procedure is called to delete learned clauses of low activity. Sketch of the algorithm: - Initially, set r := max(r-threshold, r-fraction * N) where N = total number of clauses in the problem. - When the number of learned clauses reaches r, call the clause reduction procedure, then update r to r = r-factor * r. (set-param r-fraction [float]) [float] must be between 0.0 and 1.0 Try (help r-threshold) for more details Clause-reduction increase factor [float] must be at least 1.0 Try (help r-threshold) for more details Variable activity decay factor [float] must be between 0 and 1.0 Boolean variables have an activity score that's used by the decision heuristic. After each conflict, variables that were not involved in the conflict see their activity reduced by the var-decay factor: - If 'x' is not involved in the conflict then activity[x] := var-decay * activity[x] (set-param randomness [float]) [float] must be between 0.0 and 1.0 The SAT solver mostly uses a decision heuristic based on variable activities, but some decision are done by just picking a variable randomly. Parameter 'randomness' determines the fraction of random decisions. (set-param randomness 0) always select decision variables based on activity (set-param randomness 0.02) 2% of decisions are random (set-param random-seed [integer]) [mode] can be 'default', 'negative', 'positive', 'theory'. 'th-pos', or 'th-neg' (set-param clause-decay [float]) [float] must be between 0 and 1 (set-param cache-tclauses [boolean])Enable/disable conversion of theory explanations to clausesTheory solvers communicate with the SAT solver by generating so-called theory explanations. By default, these theory explanations are temporary. If cache-tclauses is true, Yices converts some theory explanations into clauses, thus making them permanent. (set-param tclause-size [integer])Bound on the size theory-explanations converted to clauses [integer] must be positive If cache-tclauses is true, theory explanations that contain more than 'tclause-size' literals are never converted to clauses (i.e., only small theory explanations may become permanent). Enable/disable the generation of non-Boolean Ackermann lemmasIf dyn-ack is true, the Egraph generates instances of Ackermann's lemma for pairs of terms. For the terms (f x y) and (f z t), the lemma is '(x = z) and (y = t) implies (f x y) = (f z l)' (set-param dyn-bool-ack [boolean])Enable/disable the generation of Boolean Ackermann lemmasIf dyn-bool-ack is true, the Egraph generates instances of Ackermann's lemma for Boolean terms. For Boolean terms (P y) and (P z), two clauses are generated: 'z = y and (P x) => (P z)' and 'z = y and (P z) => (P x)'. Maximal number of non-Boolean Ackermann lemmas [integer] must be non-negative (set-param max-bool-ack [integer])Maximal number of Boolean Ackermann lemmas(set-param aux-eq-quota [integer])Bound on equality atoms created by Ackermann lemmas [integer] must be non-negative Parameters aux-eq-quota and aux-eq-ratio limit the number of equality atoms created when generating Ackermann lemmas. The bound is max(aux-eq-quota, aux-eq-ratio * num-terms) where num-terms is the total number of terms in the Egraph. After this limit is reached, only Ackermann lemmas that don't need new equality atoms can be created. (set-param aux-eq-ratio [float])Try '(help aux-eq-quota) for details (set-param dyn-ack-threshold [integer])Threshold for non-Boolean Ackermann lemmas [integer] must be positive A lower value makes Ackermann-lemma generation more aggressive (i.e., Ackermann lemmas are generated more eagerly). (set-param dyn-bool-ack-threshold [integer])Threshold for Boolean Ackermann lemmas(set-param max-interface-eqs [integer])Maximal number of interface equalities per round [integer] must be positive To reconcile Egraph and the arithmetic and bitvector models, Yices uses a variant of the Nelson-Oppen approach based on lazy generation of so-called interface equalities. This parameter is a bound on the number of interface equalities generated when Egraph and arithmetic/bitvector models are not compatible. (set-param eager-lemmas [boolean])Enable/disable the generation of simple lemmas by SimplexIf 'eager-lemmas' is true, Simplex will generate lemmas of the form (x >= a) => (x >= b) where 'a' and 'b' are two constants such that a > b. (set-param simplex-prop [boolean])Enable/disable theory propagation in the Simplex solver(set-param prop-threshold [integer])Bound for theory propagation in the Simplex solverIf simplex-prop is true. the Simplex solver examines rows in the tableau and uses interval arithmetic to propagate bounds on variables. Parameter 'prop-threshold' is a bound on the size of rows that are considered for bound propagation. A higher bound may lead to more propagation but it's more expensive. (set-param simplex-adjust [boolean])Enable/disable adjustments in Simplex model during model reconciliationThis parameter matters only for problems that mix uninterpreted functions and arithmetic. For such problems, Yices uses a variant of the Nelson-Oppen method to make Egraph and Simplex assignment consistent. If 'simplex-adjust' is true, the Simplex solver will attempt to randomly modify variable assignments. This may increase the chance that the Egraph and the Simplex assignments are consistent. (set-param bland-threshold [integer])Number of pivoting steps before activation of Bland's ruleBland's rule is a Simplex pivoting strategy that guarantees convergence, but it is extremely slow. By default, Yices uses a different strategy that's usually faster than Bland's rule, but may fail to converge on some pathological cases. If this default rule does not converge after 'bland-threshold' pivoting steps, then Yices switches to Bland's rule. Enable/disable periodic check for integer feasibilityThis parameter matters only on arithmetic problems that have integer variables If this parameter is true, the Simplex solver periodically runs a procedure intended to detect that the tableau has no integer solution. (set-param icheck-period [integer])Periodicity of the check for integer feasibilityThis parameter matters only if icheck is true It controls how often the optional integer-feasibility check is called by the Simplex solver. (set-param max-update-conflicts [integer])Maximal number of update axioms per round [integer] must be positive This parameter matters only on problems that include array/function updates. (set-param max-extensionality [integer])Maximal number of extensionality axioms per round [integer] must be positive This parameter matters only on problems that include equalities between arrays/functions (set-param bvarith-elim [boolean])If this parameter is true, Yices attempts to eliminated variables in bitvector constraints of the form (= 0b00..0) In an assertion such as (= (bv-add x y z)), then one of 'x', 'y', or 'z' may be eliminated (set-param optimistic-fcheck [boolean])Enable/disable an optimistic from of final checkIf this parameter is true, Yices attempts to modify the Egraph to make it consistent with the arithmetic or bitvector models. Invoke the exists/forall solver(bool-to-bv [expr_1] ... [expr_n])Convert a Boolean array to a bitvector [expr_1] ... [expr_n] must be Boolean expressions (bool-to-bv [expr_1] ... [expr_n]) constructs a bitvector of n bits The low-order bit is [expr_n] and the high-order bit is [expr_1] (bool-to-bv true false false) is equal to 0b100 [expr] must be a bitvector expression [index] must be an integer constant (bit x i) extracts bit i of x If x has n bits, then i must satisfy 0 <= i <= n-1 (bit x 0) is the low order bit of x (bit x n-1) is the high order bit of x (bit 0b001001 3) is true (bit 0b001001 4) is false Convert Boolean and bitvector problems to DIMACS [filename] must be given as a string as in "example.cnf" This collects all assertions, converts them to CNF, and write the result in the given [filename] in the DIMACS CNF format. A mapping form Yices terms to DIMACS literals is also shown in the file. Show an implicant build from the modelThe implicant is list of literals (atoms or negation of atoms) that are all true in the current model and such that the conjunction of these literals implies the assertion. (set-param ef-flatten-iff [boolean])Enable/disable flattening of iff in (ef-solve)If this parameter is true, the following rewriting rules are applied to the assertions when (ef-solve) is called: In a disjunction, (iff p q) --> (or (and p q) (and (not p) (not q))) In a conjunction, (iff p q) --> (and (=> p q) (=> q p)) (set-param ef-flatten-ite [boolean])Enable/disable flattening of if-then-else in (ef-solve)If this parameter is true, the following rewriting rules are applied to the assertions when (ef-solve) is called: In a disjunction, (ite p q r) --> (or (and p q) (and (not p) r)) In a conjunction, (ite p q r) --> (and (=> p q) (=> (not p) r)) (set-param ef-gen-mode [mode])Select the generalization heuristic for the ef-solverCurrently, four modes can be selected none --> no generalization substitution --> generalize by substitution projection --> model-based quantifier elimination auto --> either substitution or projection depending on the universal variables The default setting is 'auto'. In this mode, Yices uses model-based quantifier elimination if the problem contains arithmetic variables or generalization by substitution if the problem does not have arithmetic variables. (set-param ef-max-iters [integer])Set a limit on the number of ef-solver iterationThe ef-solver runs for a finite number of iterations. If the limit is reached, (ef-solve) will return 'unknown' (i.e., it could not find a solution or show that the constraints have no solution). (set-param ef-max-samples [integer])Limit the number of samples when inititalizing the ef-solverThe first phase of ef-solving consists of learning constraints on the existential variables. The current heuristics is based on sampling the universal variables to learn these constraints. The ef-max-samples parameters is a bound on the number of samples per universal constraints. If the bound is 0, learning is disabled). [expr] must be an arithmetic expression [expr] must be an arithmetic expression (floor x) is the largest integer smaller than or equal to x. We then have (floor x) <= x < (floor x) + 1. [expr] must be an arithmetic expression (ceil x) is the smallest integer larger than or equal to x. We then have (ceil x) - 1 < x <= (ceil x). [expr] must be an arithmetic expression [divider] must be a non-zero arithmetic constant The divider and remainder are defined as follows: (div x q) is an integer x = (div x q) * q + (mod x q) 0 <= (mod x q) < (abs q) This implies that (div x q) = (ceil (/ x q)) if q is positive, and (div x q) = (floor (/ x q)) is q is negative. Note: x and q are not required to be integer. (div 5 3) = 1 (div 5 -3) = -2 (div -5 3) = -1 (div -5 -3) - 2 [expr] must be an arithmetic expression [divider] must be a non-zero arithmetic constant The remainder is defined by (mod x q) = x - q * (div x q). It is non-negative and smaller than (abs q): 0 <= (mod x q) < (abs q). Try '(help div)' for more details. (mod 5 3) = 2 (mod 5 -3) = 1 (mod -5 3) = 1 (mod -5 -3) = 2 [constant] must be an arithmetic constant [expr] must be an arithmetic expression The atom (divides q x) is true iff x is an integer multiple of q. Note: q and x are not required to be integer. (divides 1/3 1) is true (divides 1/3 0.5) is false (divides 0 0) is true (divides 0 x) is false for any non-zero x [expr] must be an arithmetic expression The atom (is-int x) is true iff x is an integer. (check-assuming [assumption list])Check whether the current logical context together with the specified list of assumptions is satisfiable. If it is not, one can use (show-unsat-assumptions) to get a subset of the assumptions that form an unsat core Each assumption must be either the name of a Boolean term or of the form (not ) where is a Booelan term.If labeled assertions are present, and the context is unsatisfiable, this command will show an unsat core as a list of labels (i.e., the labels of all labeled assertions included in the unsat core). Print an unsat list of assumptionsIf (check-assuming ...) returns unsat, then this command can be used to list an unsatisfiable subset of all the assumptions passed to the (check-assuming ..) command Show the current model in reduced formDisplays the model if one is available, but print only the variables whose values matter for satisfying the assertions. p!%d:bv[%u] = -1 * (ite (neg lit array: compiled to: bound[%u]: n%d: [LEAF [ZERO %u bits][CONSTANT [OFFSET +n%d-n%d[MONO [PROD^%d[SUM[ALIAS Leaf nodes: empty n%d Elementary nodes: Other nodes: Flipped nodes:¤,ùÿ¼-ùÿ|,ùÿ-ùÿ¬+ùÿ$)ùÿ„+ùÿ+ùÿ+ùÿì*ùÿÔ*ùÿ¼*ùÿ¤*ùÿŒ*ùÿt*ùÿ\*ùÿD*ùÿ,*ùÿ´)ùÿÔ,ùÿ¼CùÿœCùÿ\Cùÿundefnull_etermETERM%dg!%dnull_thvarTHVAR%dv!%dnullOCC%dnull_classCLASS%dC!%dnull_labelLABEL%d[%d] [%d] [hidden] != (constant) (variable) (deleted) --- Term constant deleted body: label: := { } --- Class root: dmask: type: thvar: members: member defs: parents: class of = {parents of (constant) (variable) (deleted) arith(i!%d) arith(z!%d) bv(u!%d) fun(f!%d)lit(p!%d) tup(g!%d)BADTHVAR(%d) (true term) (false term)--- Congruence roots --- applyarithquantint bv quant fun tupl(rùÿrùÿèqùÿHrùÿÐqùÿ˜qùÿPqùÿ--- Empty congruence table --- := ( <= %d)]i!%dnil-var ???edge[%u]: n!%d - n!%d <= %d%d * deltaval[%u] = edge[%u]: v!%d - v!%d <= dist[%u]: v!%d - v!%d <= path: v!%d - v!%d <= no path from v!%d to v!%d z!%d >= row[%u]: == 0 elim[%u]: ( fixed[%u]: saved[%u]: row[%u]: basic var = no basic var val[no bounds basic in row[%u] non basic b def: eterm: base level: %u decision level: %u matrix ready: %s tableau ready: %s save rows: %s <= x_%u <= <= x_%u x_%u <= ˆ¼ùÿX¼ùÿ(¼ùÿà»ùÿ˜»ùÿh»ùÿ »ùÿغùÿ�ºùÿ@ºùÿºùÿè¹ùÿ ¹ùÿ€¹ùÿP¹ùÿH¾ùÿ(¾ùÿ¾ùÿؽùÿ¨½ùÿx½ùÿ½ùÿà¼ùÿؾùÿ¨¾ùÿˆ¾ùÿh¾ùÿp¿ùÿ¿ùÿ@¿ùÿ ¹ùÿè¸ùÿ¨¼ùÿ    ddø?ø?èÐ?ÍÌÌÌÌÌð?ffffffî? ×£<˜ïÍ«w¾?èÀ' d333333Ó?Èèÿàõoptimistic-final-checkø?ø?Ð?ÍÌÌÌÌÌð?ffffffî?333333Ó?àÿÿïG@ÏùÿˆÏùÿˆÏùÿˆÏùÿˆÏùÿˆÏùÿˆÏùÿˆÏùÿˆÏùÿ Îùÿ ÎùÿˆÏùÿˆÏùÿˆÏùÿ@ÍùÿˆÏùÿˆÏùÿˆÏùÿÎùÿˆÍùÿªªªªªªªªÌÌÌÌÌÌÌÌððððððððÿÿÿÿÿÿÿÿÿÿÿÿAdding atom Circular dependency encountered while finding a representative for term: %s == EF GENERATION (max: %d) == == EF VALUE TYPES == == EF REPS == %s -> %d == EF VALUE TERMS == %s -> %s %s -> ø‹úÿø‹úÿÀ‹úÿÀ‹úÿø‹úÿ�‹úÿ¨‹úÿ¨‹úÿø‹úÿ0‹úÿ€‹úÿ¨‹úÿ�úÿ�úÿÀ�úÿÀ�úÿ�úÿ‘úÿ(�úÿ(�úÿ�úÿ¸�úÿ‘úÿ(�úÿp²úÿp²úÿÀ°úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿ²úÿذúÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿp²úÿP±úÿp²úÿp²úÿp²úÿ0°úÿTÄúÿìÄúÿÄúÿ¤Äúÿ¤Äúÿ�×ûÿ¸ØûÿÀÙûÿ8Ùûÿ8×ûÿ°×ûÿ(Øûÿôþûÿ ÿûÿ¤þûÿÌþûÿ$ÿûÿDÿûÿlþûÿŒþûÿLüÿdüÿ|üÿœüÿŒüÿ¼üÿüÿ4üÿxüÿxüÿÌüÿlüÿlüÿüÿìüÿlüÿlüÿ�üÿ`üÿ`üÿÈüÿ°üÿ|AüÿRAüÿRAüÿ %d, ;¨ÿüiçÿL¨Ìpçÿt¨Üpçÿ°uápçÿhj½qçÿ¸zÂqçÿà‘Çqçÿ„—Ìqçÿ¤Ñqçÿ4µÖqçÿp¹ÛqçÿÒàqçÿ´ÒåqçÿXNêqçÿdSïqçÿÄSôqçÿÌ‹ùqçÿœ¢þqçÿ”ªrçÿe rçÿ˜ÙrçÿÀÚrçÿŒ¨,rçÿ¨sçÿ¤¨,sçÿ¸¨\sçÿ਌sçÿ©¼sçÿ0©ìsçÿX©tçÿ€©Ltçÿ¨©|tçÿЩ¬tçÿø©Ütçÿ ª uçÿHªèÿ\ ?èÿtÂ?èÿˆÂ,?èÿœÂéÿÄ0>éÿØ0ü>éÿ1 ?éÿ(1?éÿ<1,?éÿP1L“éÿ(>l“éÿD>|“éÿX>œ“éÿl>ì“éÿ€>\”éÿ”>Œ•éÿà>Ü–éÿ,?ì–éÿ@?ü–éÿT? —éÿh?—éÿ|?\—éÿ�?L™éÿÐ?œšéÿ @,›éÿ,@|œéÿh@Üœéÿ|@ü�éÿÄ@Ÿéÿ 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pdatestbl_adddelete_arith_projectorinit_epartition_managerbreak_uf_symmetriespp_algebraicpp_buffer_divide_by_varin_yices_kwmk_bvrem_o_yices_xorstbl_iterateprocess_conditional_definitionsget_bvconstgeneric_heap_removeq_get_denxq_hmap_remove_entryarena_allocbvlogic_buffer_shl_constantcontext_enable_quantite_termbva_add_elemyices_check_bvsizebuild_model_from_mapresize_ivector_DYNAMICyices_check_bvextractdelete_simple_istackattach_eterm_to_bvvarget_bgateinit_int32_arrayequal_lambdadelete_int_queuefirst_diseq_in_stratumjenkins_hash_arraybvconst64_lshrematch_compile_all_patternsint_hmap2_gcdelete_bvpoly_bufferef_prob_add_evarsbvarith64_buffer_copy_constantint_hmap_addvtbl_push_objectattach_atom_to_bvardelete_fvar_collectorinit_fvar_vectorbit_blaster_eval_bveqdelete_smt_corearith_fragment_codecset_init_fullmcsat_popbit_or2term_learner_decay_epsilonpp_finitefieldbvlogic_buffer_set_slice_pproddelete_evaluatorinit_arith_atomtableinit_xq_hmapidl_smt_interfacebv64_abs_mulmatrix_pivotmk_or_gateformula_holds_in_model_o_yices_set_term_namelogic_has_ufidl_create_poly_ge_atomidl_create_varget_var_for_productbit_blaster_assert_bvsge_o_yices_bvoridl_var_is_integer__gmpz_cmpfull_subst_clear_cache__gmpz_mul__gmpq_cmp_sibvc_dag_polyarena_or_compositerdl_create_poly_ge_atom_o_yices_proj_argrba_buffer_sub_buffer_times_bufferbvlogic_buffer_concat_right_bvpoly64convert_term_to_conditionalint_rat_hmap_findfun_solver_value_in_model_o_yices_print_term_valuesmk_bv_zero_extend_corereset_presburger_projectorbv_solver_var_is_constantbvlogic_buffer_set_allbits_o_yices_print_model_fddimacs_print_unit_clauseresize_index_vectorrdl_final_checksimplex_increase_decision_level_o_yices_rational32_o_yices_redorprint_learned_clausesbv_solver_check_disequalityyices_application3set_bvar_activityprint_all_clausesint_array_hset_find_o_yices_type_is_functionlogic_has_bvyices_pairprint_egraph_atom_of_literalyices_release_mutexrdl_reset__gmpq_setvtbl_find_algebraicyices_init_type_vector__gmpz_mul_uibvc_num_complex_nodes__gmpq_cmp_o_yices_val_get_mpqsimplex_create_varresize_ptr_vectorbit_blaster_eval_or2print_idl_var_namensat_solver_new_varlogic_has_arraysdimacs_print_term_map_arrayupper_bound_unsigned64reset_lit_collectorxq_hmap_multiplicitymonarray_period_and_phasememset@@GLIBC_2.2.5simplex_assert_cond_vareq_axiompp_buffer_set_varscset_removecontext_process_formulasef_prob_add_uvarspprod_below_max_degreedsolver_row_openyices_init__libc_csu_finiprint_simplex_atom_of_literalquant_solver_push__yices_globalsyices_error_stringrdl_clearpp_unint_namesnprintf@@GLIBC_2.2.5bvarith64_buffer_sub_pp_times_mlistbv_solver_reconcile_modelpp_quoted_idff_sub_elem_o_yices_get_int32_value_o_yices_formula_true_in_modelprint_egraph_conflicttuple_hmap_findprint_rdl_vertex_valueinit_free_bool_varsyices_clear_errorbit_blaster_eval_xor2_o_yices_term_is_integraph_start_internalizationrdl_assert_clause_vareq_axiom_o_yices_model_set_bv_from_arrayattr_vtbl_rationalstbl_delete_mappingquant_table_alloc_o_yices_model_set_algebraic_number_o_yices_num_types_o_yices_incref_termuint_learner_print_indices_priority_o_yices_arith_geq_atomrdl_assert_poly_eq_axiom_o_yices_bvandpp_clone_varid_o_yices_shift_right1print_egraph_root_classes_details__gmpz_init_set_sibv_solver_increase_decision_levelmodel_term_iteratewide_ttbl_copyhide_compositemk_direct_arith_root_atom_gtbvconcat_eleminit_yices_string_lexer_o_yices_model_from_maprdl_assert_vareq_axiomabort@@GLIBC_2.2.5bvconst_xorsimplex_select_eq_polaritymk_arith_ff_constantrba_buffer_main_monobvc_num_elem_nodesbvlogic_buffer_set_slice_term_array__gmpz_divexact_uicheck_distinct_type_binding_namesprint_classprint_full_maptype_substitutionreset_pmap2print_simplex_varpretty_print_term_expbvconst_smod2print_bvpolynsat_set_simplify_bin_delta__gmpz_mul_2exp_o_yices_arith_leq0_atomarena_lambda_compositereset_xq_hmapmk_bvadd64_o_yices_redcomp__gmpz_init2int_queue_firstprint_etermidl_assert_atom__gmpz_set_uith_explanation_add_diseqsimplex_push_o_yices_parse_bvhexset_bvlogic_resultbranching2stringarena_update_compositemk_bvmulprint_ef_tablegetrusage@@GLIBC_2.2.5bvarith_buffer_sub_const_times_constrdl_new_vertexisatty@@GLIBC_2.2.5type_has_finite_rangemk_array_eqprint_idl_edgesidl_add_axiom_eqcompose_ttbl_left_right4mk_arith_ff_term_eq0quant_solver_resetmake_harrayyices_default_params_for_contextmk_bvaddrdl_create_poly_eq_atomprint_arith_buffer_o_yices_num_posref_terms_o_egraph_final_checksimplex_create_vareq_atom__gmon_start__yices_pushprint_lemmasreset_nsat_solver_setjmp@@GLIBC_2.2.5__gmpq_set_uiyices_context_disable_optionq_hash_denominatormk_arith_neq0idl_select_polarityfun_solver_build_modelyices_enable_bvite_offset_o_yices_bvconcatset_term_resultprint_rdl_vertex_valuespretty_print_term_fullprint_arith_atomtableyices_remove_type_macro_nameunhook_compositebvc_dag_sumcset_disjointsimplex_start_internalizationrba_buffer_main_termff_mul_elemmk_arith_root_atomstore_binary_gateupper_bound_signed64print_idl_vertex_value__gmpq_set_strbvarith_buffer_sub_pp_times_mlist_o_yices_bvsum_component_o_yices_val_is_rational64bv_solver_assert_sge_axiom_o_yices_model_set_int32bvconst_lshr_inplacegmap_find_wide_ttblset_bv64_resultrba_buffer_is_nonneg_o_yices_model_term_support_o_yices_rational64bvlogic_buffer_set_slice_bvpoly64print_bv_solver_partition_o_yices_get_mpz_valuebvconst_flip_bit_o_yices_bvextractbv_solver_resetsimple_tableau_constructionpp_type_nameyices_pp_term_array_fdcontext_arch_has_simplexbfs_get_disjuncts__gmpz_fdiv_radd_clause_unsafeprint_class_ididl_build_modelyices_tuple_type1_o_yices_bool_const_valueidl_propagatebvor_elemrdl_start_search_o_yices_poly_rational64idl_create_poly_eq_atompp_buffer_below_max_degreeputchar@@GLIBC_2.2.5yices_context_enable_optionequal_mapsidl_expand_explanation_o_yices_rotate_leftnsat_set_reduce_deltabvarith64_buffer_sub_monoidl_free_modelreset_attr_vtblmk_bvneg64nsat_set_subsume_skipyices_poppolynomial_is_integer_mod_o_yices_int64pp_function_headeridl_new_vertexbit_blaster_eval_gtmk_bvsub64rba_buffer_sub_const_times_monarraynsat_open_datafile_o_yices_val_get_double_o_yices_val_expand_tuplevtbl_gen_function_mapcontext_arch_has_funyices_get_model_interpolant_o_yices_bvand2rba_buffer_add_mono_times_monarrayeval_to_unit_in_modelrba_buffer_equal__gmpz_lcm_uiresize_bv_intervaluint_learner_print_index_prioritysimplex_value_in_modelbv_solver_build_modelvtbl_mk_bv_zeroread@@GLIBC_2.2.5mk_direct_arith_root_atom_lt_o_yices_bvnotcontext_iterateprint_bvpoly64term_subsumes_array_o_yices_summalloc@@GLIBC_2.2.5fopen@@GLIBC_2.2.5_o_yices_scalar_type_card__libc_start_main@@GLIBC_2.2.5bvpoly_buffer_subst_polypolynomial_is_varyices_build_dateprint_simplex_var_valueparam_val_to_termsgmap_find_ttbl_o_yices_val_get_scalarselect_random_bvararena_apply_compositeidl_assert_cond_vareq_axiomprint_bv_solver_var_litarray_o_yices_bvaddyices_print_error_fdpp_bitvectorbv64_interval_sub_ssimple_cache_getfind_bvsubbvarith64_buffer_get_constant64rba_buffer_add_mono_times_buffer__uflow@@GLIBC_2.2.5dimacs_print_literalbv_interval_add_uidl_assert_poly_ge_axiomset_ff_resultcset_subsetsimplex_final_checkmodel_iterateyices_xor3bvlogic_buffer_concat_left_bvpoly64__gmpz_gcdarith_atom_id_for_bvarrba_buffer_is_equalityematch_print_instrdimacs_print_clauseprint_simplex_rowtstack_get_abufferbvneg_elemprint_bv_solver_atomdef_o_yices_subpprod_divisor_o_yices_incref_typeite_is_deepprint_bv_solver_varbvfactor_buffer_mulexp_o_yices_implicant_for_formulagcd64simplex_expand_explanationsimplex_create_constyices_context_statusyices_assert_formulasbv_solver_create_bvrem_exit@@GLIBC_2.2.5params_default_random_seed__gmpq_addprint_idl_var_defxq_hmap_submul_entrybit_blaster_eval_cmpbv_solver_create_zeroreset_gmapvtbl_mk_bv_oneyices_delete_type_macrodsolver_save_and_clear_constant_columnbv_solver_final_checkreset_dep_tableyices_bvor3index_in_vector_o_yices_val_is_integerpresburger_get_formula_o_yices_pp_modelidl_final_checkfun_solver_attach_etermmk_direct_arith_root_atom_leq_o_yices_type_to_stringmk_direct_arith_root_atom_neqbit_xoryices_and3yices_mcsat_set_initial_var_order_o_yices_bvconst_int64yices_function_type1vtbl_set_zero_idivterm_subst_var_in_domainpstore_find_set_for_typebv_solver_attach_etermprint_status_o_yices_model_set_mpqegraph_make_boolean_itebit_blaster_assert_bvugeyices_free_param_recordbit_blaster_assert_bvsltbvlogic_buffer_extract_subvectoryices_export_formula_to_dimacsbv_solver_free_modelbv_solver_create_iteeval_pp_termsquant_solver_clearoffset_manager_explain_conflictprint_term_tablefind_var_for_poly_offsetprint_rdl_var_namesmt_partial_restartbv_solver_create_bvashrreset_ef_probmk_bvnegfind_var_for_constantfun_solver_final_check_o_yices_term_bitsizetstack_push_int32bv_solver_create_bvsmodint_queue_lastdelete_lit_collectorbv64_abs_sub_o_yices_shift_left1reset_ef_analyzercopy_monarrayematchmode2string_o_yices_type_is_tuplevalidate_integer_optionprint_simplex_assignmentbvarith_buffer_get_constant64poly_buffer_get_constant_o_yices_and2bvc_move_aux_to_elem_listprint_term_descvalue_table_end_tmp__gmpz_addprint_rdl_edgeststack_push_opcodemk_or_gate3mk_bool_ite_o_yices_parse_bvbin_o_yices_get_bool_valueattr_vtbl_strprint_simplex_bounds2pp_clone_quoted_idnsat_set_stack_thresholdbvarith_buffer_sub_const_times_monoprint_bvexp64_ITM_deregisterTMCloneTableprint_parentsprint_simplex_basic_varsyices_init_yval_vectortstack_get_bvabufferyices_check_context_with_model_and_hintis_repeat_onebvarith64_buffer_add_mlist_times_mlistrdl_create_ge_atomfind_var_for_productgmap_find__gmpz_set_o_yices_productcset_add_setfind_bvmulyices_type_macro_o_yices_bvconcat2bvarith_buffer_add_pp_times_mlistindex_in_map_domain__gmpz_sizeinbasebit_blaster_assert_bvultinit_dsolverprint_simplex_flagsprint_bv_solver_atom_of_literal_o_yices_val_tuple_arity_o_yices_new_contextvfprintf@@GLIBC_2.2.5reset_fvar_collectorbit_blaster_assert_bveqrdl_assert_eq_axiom_o_yices_val_get_mpzyices_check_context_with_interpolationbvarith64_buffer_set_minus_onebvarith_buffer_sub_mlist_times_mlistreset_arith_projectorcmdline_invalid_argumentrdl_assert_ge_axiom_IO_stdin_usedrdl_assert_cond_vareq_axiomnsat_set_reduce_interval_o_yices_model_set_boolbit_blaster_half_adderegraph_fast_check_distinct_truebvc_num_leavescheck_all_tagsyices_assert_blocking_clausefind_var_for_polyprint_bvpoly64_rawreset_sparse_arraybv_solver_create_bvpoly64bvarith64_buffer_mul_negppbvarith64_buffer_sub_mono_times_mlistsimplex_reconcile_model_o_yices_mullower_bound_signed64_o_yices_arith_eq0_atomyices_delete_term_vectoridl_start_searchfputc@@GLIBC_2.2.5bit_blaster_cmprdl_create_eq_atompoly_buffer_get_den_lcmprint_bvarith_bufferbvlogic_buffer_concat_left_constantegraph_check_distinct_truepp_charbv_solver_assert_var_eqtstack_push_free_macronametuple_hmap_eraseterm_has_non_integer_finite_domainsum_dl_vars_o_yices_bvconst_int32free@@GLIBC_2.2.5print_egraph_congruence_rootsmk_arith_ff_polylogic_is_officialpp_mpzprint_simplex_vardefidl_assert_poly_eq_axiomegraph_store_diseq_pre_explbvarith_buffer_main_monodimacs_print_pseudo_literalstrlen@@GLIBC_2.2.5efmodelcode2errorq_cmp_int64quant_solver_increase_decision_level_o_yices_model_term_array_supportrba_buffer_is_negattr_vtbl_bv_ITM_registerTMCloneTablerdl_add_axiom_edge__data_startprint_bv_solver_atomyices_zero_o_yices_squarebv_solver_propagateyices_delete_yval_vectorbvfactor_buffer_mulexp64mk_bvmul64_o_yices_type_childrenreset_bit_blasterferror@@GLIBC_2.2.5bvfactor_buffer_common_factorsidl_assert_eq_axiom__gmpq_get_d_o_yices_arith_geq0_atomsimplex_clearcontext_arch_has_mcsatnew_ptr_set2print_parents_of_termterm_has_nonpos_finite_domaindsolver_build_solutionnew_distinct_composite_var_o_yices_term_is_boolrdl_var_is_integer_o_yices_int32equal_signaturesbit_blaster_make_bvsgeextend_quant_table_o_yices_val_is_int64_o_yices_get_model_o_yices_term_is_composite_o_yices_poly_mpztrace_pp_typeterm_has_negative_finite_domainsimple_istack_pop_to_levelyices_error_reportpoly_buffer_negatefun_solver_assert_var_eqis_repeat_zerocontext_arch_has_rfw__ctype_b_loc@@GLIBC_2.3egraph_propagatedelete_attr_vtblrdl_free_model_o_yices_proj_index__cxa_finalize@@GLIBC_2.2.5all_clauses_truemk_arith_ff_neqbv_solver_select_polarityyices_build_modeprint_th_eqpp_varidprint_type_tableset_type_resultfun_solver_clearegraph_distinct_existsinit_nested_string_lexer__gmpz_fdiv_qbv_solver_assert_var_diseqegraph_assert_eq_o_yices_decref_typeyices_falsemonarray_common_factorefgen2stringef_print_constraintprint_etype_o_yices_model_set_rational32simplex_eterm_of_varassert_xor3get_enclosing_op_o_yices_arith_lt0_atomyices_stop_searchreset_int_partitionyices_init_term_vector_o_yices_type_is_bitvectoradd_dl_var_to_buffer_o_yices_generalize_model_arraymk_arith_ff_pprodset_bv_result_o_yices_model_set_bv_int64reset_bv_compilerbfs_get_conjunctsyices_new_configsprintf@@GLIBC_2.2.5_o_yices_val_get_int32bvlogic_buffer_concat_left_bitarraymcsat_show_statsbv_interval_set_squant_solver_final_checkapply_type_matchingint_hclass_find_repstdin@@GLIBC_2.2.5yices_pp_model_fd_o_yices_bveq_atom_o_yices_bvconst_onensat_set_keep_lbdnsat_set_simplify_interval_o_yices_parse_rationalptr_queue_lastfdopen@@GLIBC_2.2.5rdl_expand_explanationidl_resetdelete_sym_breakersimplex_resetstrrchr@@GLIBC_2.2.5bv64_abs_bufferpp_term_tablequant_solver_start_internalizationprint_rdl_constraintparam2stringyval_vector_push_o_yices_term_is_product__gmp_bits_per_limbwide_ttbl_composebv_solver_create_vargetpagesize@@GLIBC_2.2.5yices_reset_type_vector__gmpq_mulrba_buffer_is_nonposef_solver_stop_searchsmt_partial_restart_varbvconst_ashr_inplacefind_bvaddidl_start_internalizationreveal_compositeprint_simplex_boundstrtok_r@@GLIBC_2.2.5__gmpz_get_siis_term_eq_constquant_solver_backtrackbv_solver_select_bitdimacs_print_pseudo_litarray_o_yices_term_is_realmk_arith_root_atom_eqmk_arith_root_atom_leqtstack_push_free_type_or_macro_name__gmpz_fdiv_q_uifun_solver_create_varmk_arith_root_atom_ltquant_solver_start_search_o_yices_term_is_sumnsat_set_random_seedbvand_elembvarith_buffer_set_minus_one__gmpq_divreset_val_convertertracing_tagyices_check_context_o_yices_bvconst_zerobvarith64_buffer_sub_mlist_times_mlistbv_solver_eterm_of_var__gmpz_fdiv_uiset_arith_resultyices_application1arith_ff_buffer_get_eq0_atomcontext_arch_has_bvmodel_printbvc_dag_poly64bv_solver_expand_explanation_o_yices_val_get_algebraic_number_o_yices_get_value_as_termyices_default_config_for_logicrdl_create_vareq_atomef_get_value_repprint_smt_corestring_buffer_append_bufferpp_qstringcontext_bool_term_valuesimplex_assert_var_distinct_o_yices_model_set_mpzcontext_get_eq_cacheyices_mcsat_set_fixed_var_orderite_flattener_branch_is_live_o_yices_poly_mpqbv_interval_sub_s_o_yices_redand__TMC_END__idl_assert_ge_axiomgmap_getnsat_set_var_decay_factor__gmpz_probab_prime_pbv_solver_pushextend_name_buffersimplex_propagateegraph_assert_termbit_blaster_eval_xorrdl_select_polarityvtbl_set_constant_namemk_xor_safe__gmpz_fdiv_q_2exp_o_yices_mpqff_add_elemmk_arith_ff_term_neq0_o_yices_model_set_bv_uint64_o_yices_get_mpq_value_o_yices_check_context_with_assumptionsbvlogic_buffer_concat_left_pprodsimplex_assert_var_diseqvtbl_find_tupleidl_zero_vertex_o_yices_bvtype_size__dso_handle_o_yices_term_is_bvsumyices_type_constructorcollect_true_literals_o_yices_scalar_const_valuesimplex_assert_poly_eq_axiombvpoly_buffer_subst_poly64yices_new_param_recordyices_bvand3bv_solver_compilebvlogic_buffer_set_bvpoly64simplex_prop_level__gmpz_set_siyices_check_term_type_o_yices_test_subtypeget_arith_atomyices_function_type2_o_yices_term_to_stringfputs@@GLIBC_2.2.5bvarith_buffer_mul_negppfun_solver_select_eq_polarityyices_reset_tablesbvlogic_buffer_allbits_equalstrtol@@GLIBC_2.2.5_o_yices_shift_left0bv_solver_set_bit_o_yices_compatible_typesbva64_sub_elemmk_arith_root_atom_geq__gmpq_initmk_direct_arith_root_atom_geqrba_buffer_is_poststack_push_macro__libc_csu_initprint_type_idyices_reset_yval_vectorfind_arith_atom__gmpz_get_strdelete_bvfactoringbvconst_complementreset_term_converteryices_set_configbv_solver_start_searchprint_egraph_atommk_or_gate2_o_yices_bvnandterm_has_nonneg_finite_domainrdl_value_in_model_o_yices_type_num_children_o_yices_type_is_intbvconst_is_normalizedrba_buffer_mul_monobit_blaster_muxbvpoly_buffer_submul_poly64bv_solver_create_bvpolyset_special_term_resultdelete_free_bool_varsdimacs_print_term_mapunique_parentsimplex_create_eq_atom_o_yices_type_is_scalarprint_simplex_reduced_rowsimplex_var_is_constantbv64_interval_add_ssimplex_create_polybvconst_and_o_yices_model_set_bv_mpzegraph_resetrdl_create_pprod__gmpq_invdsolver_simplify_o_yices_type_childyices_obtain_mutexarena_distinct_compositefun_solver_popidl_increase_decision_level_o_yices_bvxnorbv_solver_create_on_the_fly_varbit_blaster_or3_gatebv_solver_create_const64__gmpq_out_strdsolver_unsat_rowsinit_attr_vtbldimacs_print_coreinstance_table_deallocbv_solver_create_bvshlfun_solver_var_is_constant__gmpz_divisible_pef_prob_add_pvarsrba_buffer_mul_negppprint_macro_namerdl_pushprint_bvpoly_rawdsolver_row_add_constantrba_buffer_is_nonzero_o_yices_term_is_projectionyices_get_unsat_corebv_solver_value_in_model_o_yices_term_is_arithmeticnew_or_composite_varprint_idl_vertexyices_check_formulasyices_arith_buffer_is_int_o_yices_type_is_boolfun_solver_start_search_o_yices_clear_term_name_o_yices_get_valuebvconst_udiv2convert_simple_value_o_yices_arith_gt_atomdelete_pprod_o_yices_arith_leq_atompolynomial_is_posidl_create_vareq_atomprint_egraph_terms_details_o_yices_type_of_termbv_solver_select_eq_polaritydelete_ite_flattenerobjstore_delete_finalizeshow_state_o_yices_num_termsrba_find_nodesignal@@GLIBC_2.2.5dimacs_print_binary_clauserdl_create_constef_prob_is_empty__gmpq_clearbvarith_buffer_iterateremove_irrelevant_learned_clausesfun_solver_reconcile_modelmemmove@@GLIBC_2.2.5simplex_assert_ge_axiom_o_yices_bvnegfun_solver_pushdimacs_print_bvvarquant_solver_pop_o_yices_term_is_tuplesimplex_start_searchidl_pushfun_solver_assert_var_distinctprint_fixed_var_vectordsolver_row_add_monosimplex_popremap_table_fresh_lityices_pp_term_values_fdrdl_start_internalizationef_status2stringyices_set_out_of_mem_callbackreset_evaluatorbit_blaster_eval_or_o_yices_type_is_realrba_buffer_squareinit_type_matcherptr_set2_add_if_absentyices_update2yices_build_archrba_sub_const_times_bufferyices_has_delegateq_cmp_int32alarm@@GLIBC_2.2.5egraph_expand_explanation_o_yices_val_function_typefree_pprod_o_yices_term_is_ground_o_yices_bvconst_minus_oneyices_reset_term_vectoridl_create_ge_atom_o_yices_arith_neq_atomidl_backtrackfun_solver_assert_var_diseqyices_delete_type_vectorbvarith_buffer_main_termbvconst_get_mpzbvarith_buffer_add_const_times_mono_o_yices_val_bitsize_o_yices_term_num_childrenegraph_pushvtbl_queue_is_emptyprint_term_defidl_assert_clause_vareq_axiom__errno_location@@GLIBC_2.2.5_o_yices_parse_termcset_cardsimplex_create_pprodattr_vtbl_bv64strdup@@GLIBC_2.2.5reset_type_matcher__bss_startprint_unit_clausesmk_and_safemk_direct_arith_root_atom_eqdelete_eq_learner__gmpz_init_setsimplex_create_poly_ge_atomprint_bvarith64_buffer_o_yices_product_componentematch_execute_all_patternsnew_term_setinit_file_writerdsolver_row_addmul_constantbvc_dag_offsettstack_get_bvlbufferpp_mpqvtbl_set_zero_rdivsubmul_dl_var_from_bufferidl_create_poly_o_yices_model_set_rational64__gmpz_submk_bv_sign_extend_coresimplex_assert_poly_ge_axiom_o_yices_print_model__gmpz_tdiv_q__gmpz_mul_siyices_set_paramprint_term__gmpz_fits_slong_psimplex_assert_vareq_axiombvlogic_buffer_concat_left_constant64_o_yices_get_rational32_valuedsolver_restore_constant_columncset_fillint_queue_atptr_partition_get_indexq_set_from_string_baseprint_th_diseqyices_check_formulaprint_boolean_assignmentyices_has_mcsatlower_bound_unsigned64mk_direct_arith_ff_termsimplex_check_disequalitybvarith64_buffer_sub_const_times_mlist_o_yices_formulas_true_in_model_o_yices_decref_termmk_and_gate3_o_yices_val_get_rational64bvconst_sdiv2bvarith_buffer_sub_monopp_smt2_bvyices_error_codepp_buffer_mul_buffervtbl_find_mapegraph_backtrackbvarith64_buffer_add_pp_times_mlistbv_solver_create_pprodsimplex_select_polaritybv64_abs_negatensat_get_true_literalsmk_xor_gate3bv_solver_create_bvsremget_literal_for_eq_atomvtbl_mk_constant_functionfun_solver_backtrackstrcmp@@GLIBC_2.2.5print_simplex_bounds_and_assignmentbvarith64_buffer_main_monobit_blaster_make_xor2pp_buffer_set_varexpsdsolver_is_feasiblefun_solver_free_modelrecord_ternary_theory_conflictegraph_apply_existsarena_tuple_compositecontext_get_divmod_table_o_yices_model_set_bv_uint32pp_term_nameprint_rdl_path_constrainttstack_reset_buffers_o_yices_bvnormtbl_equiv_o_yices_poly_int32__gmpz_initint_array_hset_removemk_direct_arith_termyices_check_smt2_rotateshow_all_var_defsrdl_assert_atombv_solver_assert_atomyices_tuple_type3bv_interval_add_spp_buffer_push_varmk_arith_root_atom_neq_o_yices_or2bvconst_orprint_class_of_termegraph_ite_existsbit_blaster_make_or2term_is_iteparam_val_to_floatsimplex_attach_etermattr_vtbl_listvtbl_find_rationalegraph_increase_decision_levelrdl_increase_decision_levelpp_value_o_yices_ashift_rightbv64_interval_sub_ureset_conditional__gmpz_lcm_o_yices_subst_termprint_signatureprint_bv_solver_boundsbv_solver_create_bvdivpprod_dividescset_add_arrayyices_free_stringyices_is_thread_safe_o_yices_bvsumprint_simplex_saved_rowsstrcpy@@GLIBC_2.2.5cset_remove_array_o_yices_get_bv_valueget_integer_mpz_o_yices_model_to_string__gmpz_init_set_uilit_collector_get_literalssmt_checkpointterm_stack_smt_error__gmpz_cdiv_qrdl_zero_vertexreset_ite_flattener__out_of_mem_callbackidl_assert_vareq_axiomset_binding_result_o_yices_model_set_int64print_rdl_var_defbv_solver_create_const_o_yices_assert_formulasimplex_build_modelbv_solver_create_bvsdivrdl_create_polyprint_theory_idrdl_pop_o_yices_arith_lt_atombvarith64_buffer_iteratelongjmp@@GLIBC_2.2.5_o_yices_val_get_int64rdl_add_axiom_eqreset_wide_ttblpp_type_table__gmpq_get_strprint_thvarrba_buffer_is_productbvconst_assign_bitprint_bv_atomtablevtbl_set_zero_modrba_buffer_add_pp_times_bufferyices_reset__gmpz_set_str_o_yices_get_term_nameaproj_get_formulaincompatible_arithmetic_literalsbvlogic_buffer_set_pprodprint_term_idyices_tripleegraph_make_or_o_yices_pp_termrba_buffer_sub_pp_times_bufferegraph_clear_o_yices_arith_eq_atom_o_yices_bvconst_mpzrdl_create_varegraph_update_existsnot_term_o_yices_rotate_rightegraph_start_searchyices_pp_type_fdegraph_assert_atomprint_simplex_bufferyices_free_vars_of_termegraph_tuple_existsmake_fresh_tuplebvarith_buffer_equal_o_yices_term_children_o_yices_addyices_print_term_values_fdset_bvarith_resultrdl_build_modelbvarith_buffer_add_mlist_times_mlistptr_set2_remove_if_presentrba_add_const_times_bufferbvconst_assign_bit_oldprint_bv_solver_vardefbvarith64_buffer_main_term_o_yices_term_constructordelete_type_matchersimplex_assert_atompvector_copygood_term_substegraph_make_lambdayices_function_type3reset_int_hclassyices_application2mcsat_show_stats_fdyices_print_error_o_yices_bvconst_uint32print_simplex_atom_o_yices_sign_extend_o_yices_bvneq_atomdimacs_print_full_coreyices_update1distinguishing_point_o_yices_clear_type_name__gmpz_gcd_ui_o_yices_get_type_namebvarith_buffer_sub_const_times_bvpoly_o_yices_val_get_rational32init_ctx_paramsmodel_print_term_valuesimplex_assert_clause_vareq_axiom_o_yices_zero_extenddsolver_row_closesimplex_assert_eq_axiomidl_create_constsignature_modified_apply2fclose@@GLIBC_2.2.5bvconst_srem2get_divisor_o_yices_sum_componentbit_blaster_eval_or3print_theory_explanationbvconst_concatsimplex_create_poly_eq_atompp_clone_qstringarith_buffer_get_eq0_atomegraph_check_distinct_falseadd_boolean_variablesrdl_propagatedsolver_build_general_solutionyices_free_configprint_idl_atomegraph_expand_diseq_pre_explreset_gomory_vectorbit_blaster_full_addermodel_ppprint_simplex_vars_summaryprint_bv_solver_dag_o_yices_shift_right0term_is_shared_o_yices_val_function_aritydisable_splx_eqprop_o_yices_garbage_collectcontext_process_formulabvarith_buffer_sub_mono_times_bvpolypstore_find_set_for_typeststack_push_macro_by_nameterm_manager_get_pp_bufferadd_elem_to_normal_map_o_yices_finitefield_const_valueegraph_get_lambda_tagsimplex_create_ge_atomtype_matcher_build_substprint_class_of_occyices_check_context_with_modelfree_term_setpp_fun_namepp_buffer_mul_varexpsprint_bvlogic_buffer_o_yices_pp_term_valuesbit_blaster_eval_xor3reset_bvslicer_o_yices_type_is_arithmeticpp_clone_stringprint_bvpoly_buffertstack_get_bva64bufferreset_remap_tableyices_reset_contextlogic_has_arithsimple_cache_store_i32model_pp_term_value_o_yices_new_modelivector_swapprint_bvc_dagprint_arith_vartablestderr@@GLIBC_2.2.5_o_yices_bvrepeatprint_forall_witnessmk_bvsubreset_int_rat_hmap__gmpq_sub_o_yices_generalize_modelvalidate_double_optionbva_mul_elemegraph_lambda_existsyices_or3simplex_assert_var_eqyices_internalization_error_o_yices_get_algebraic_number_value_o_yices_term_array_value__gmpz_divisible_ui_psimplex_free_model_o_yices_implicant_for_formulas__gmpz_cmp_uiint_constraint_add_constantrba_buffer_sub_mono_times_buffertstack_push_termyices_export_formulas_to_dimacspoly_buffer_submul_termcopy_dl_var_triplebvconst_ctzprint_elim_matrix_o_yices_poly_rational32set_type_binding_resultyices_rev_o_yices_subst_term_array_o_yices_term_is_functionfun_solver_get_eterm_of_varcontext_arch_has_arithpp_clone_smt2_bvyices_update3_o_yices_bvmulbit_blaster_eval_maj3print_type_expprint_simplex_allvarsfwrite@@GLIBC_2.2.5bvarith64_buffer_equalbvarith64_buffer_sub_const_times_bvpolyclear_index_elemreset_assumption_tableprint_type_macrosrealloc@@GLIBC_2.2.5pprod_equaltuple_hmap_removesimple_cache_store_u32instance_table_allocset_aval_resultmk_arith_root_atom_gtupower32int_heap_removensat_set_restart_intervalmk_or_safensat_solver_keep_varpp_clone_id_o_yices_bvxor2int_queue_size_o_yices_mpzstring_buffer_printperror@@GLIBC_2.2.5print_type_defidl_create_pprodptr_set2_member_o_yices_val_is_rational32bvarith64_buffer_sub_mono_times_bvpolyrba_buffer_get_mono_o_yices_arith_neq0_atom_edataegraph_or_exists_o_yices_parse_floatdsolver_explain_solutionrba_buffer_sub_mono_times_monarray__gmpq_canonicalize_o_yices_bvproductdelete_cond_def_collector_o_yices_bvarray_o_yices_xor2intern_tbl_reverse_lit_map_o_yices_parse_typeyices_bvxor3__gmpz_invertpp_buffer_mul_varsrba_buffer_is_modbv_solver_backtrackmonarray_gcd_o_yices_val_get_boolprint_bvexp_o_yices_arith_gt0_atom_o_yices_negtag_for_valkindpp_smt2_integer_as_realbv_solver_start_internalizationidl_value_in_model_o_yices_pp_typebit_blaster_make_xor_o_yices_term_is_scalar_o_yices_free_contextquant_solver_propagateegraph_eq_exists__gmpz_ui_pow_uiprint_dmaskpattern_table_allocbvc_dag_offset64simple_cache_store_i64_o_yices_bvxor_o_yices_val_mapping_arityyices_pp_term_fd_o_yices_bvsquarebv_solver_assert_ge_axiom__gmpz_tdiv_rbvxor_elembvlogic_buffer_iterateprojector_add_literal_o_yices_bvsubbv_solver_assert_var_distinct_o_yices_val_get_bvsimplex_backtrack_o_yices_free_modelfun_solver_reset_o_yices_bvconst_from_array_o_yices_model_set_bv_int32fun_solver_start_internalizationcollect_free_bool_vars_o_yices_val_expand_mappingmk_arith_ff_neq0_o_yices_get_double_valuesub_dl_var_from_buffernsat_get_allvars_assignmentrdl_assert_poly_ge_axiomyices_model_collect_defined_terms_o_yices_val_is_int32print_simplex_atomdefextend_aux_bufferterm_subsumes_termcheck_distinct_binding_namesprint_rdl_edgedimacs_print_empty_clausearith_atom_for_bvarprint_polynomialcontext_arch_has_ifwfun_solver_check_disequalitybv_solver_create_bvarray_o_yices_pp_term_arrayset_arith_ff_resultefcode2errorbv_interval_set_ubvlogic_buffer_concat_right_pprodnsat_set_var_elim_skipbvconst_urem2strtoul@@GLIBC_2.2.5tstack_push_type_o_yices_term_child_o_yices_get_int64_value__gmpz_clearsimplex_var_is_integerprint_matrixset_bvarith64_resultprint_simplex_var_bounds_o_yices_val_expand_functionrecord_binary_theory_conflict_o_yices_type_is_uninterpretedq_generalized_gcdnsat_set_clause_decay_factormemcpy@@GLIBC_2.14yices_tuple_type2init_lit_collector_o_yices_bv_const_value_o_yices_bvor2egraph_pop_o_yices_bvconst_uint64bit_blaster_make_xor3card_of_range_typeselect_most_active_bvararena_ite_compositebv64_abs_minus_onetuple_hmap_addprint_bv_vartablepp_bv_oneprint_rdl_vertex__gmpq_set_sibit_blaster_make_or3yices_exitidl_popyices_true_o_yices_term_is_bitvectorbvconst_extractsmt_trivially_sat_o_yices_rational_const_valuearena_eq_compositefun_solver_propagateclose_writeridl_create_eq_atomfun_solver_increase_decision_levelbit_blaster_xor_gatereset_bvconst_hmap_o_yices_poly_int64strtod@@GLIBC_2.2.5vtbl_find_bvstdout@@GLIBC_2.2.5__gmp_versionpush_exceptionidl_clearterms_have_disjoint_finite_domains_o_yices_num_posref_typesbv64_interval_add_ubv_solver_clearbv_solver_create_bvlshrcontext_get_explorerpp_buffer_var_degree_o_yices_get_rational64_valueyices_versionfflush@@GLIBC_2.2.5print_label_o_yices_get_scalar_valuebv_interval_sub_urecord_empty_conflict__gmpq_set_z__gmpz_add_uibv_solver_assert_eq_axiompp_term_exppp_smt2_bv64bv_solver_popreset_value_tabledsolver_restore_solved_columnspp_buffer_degreeresize_use_vector_o_yices_term_is_atomicdimacs_print_bvarterm_subst_domain.symtab.strtab.shstrtab.interp.note.ABI-tag.note.gnu.build-id.gnu.hash.dynsym.dynstr.gnu.version.gnu.version_r.rela.dyn.rela.plt.init.plt.got.text.fini.rodata.eh_frame_hdr.eh_frame.init_array.fini_array.data.rel.ro.dynamic.got.plt.data.bss.comment¨¨#ÄÄ 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