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[ne&G ?any]d\^Vm׾?^_#W(B8VϺ?Ja{PGcKζ?_=c0Je7Բ?128efC?:gMn=D?DiBH7l?>Vk%H1JkY/?omul+IfW?o._%Bg?A9qŢ ܶwй?rsˬ(q ?$v[%&5?1fxK)c)|?ޯz m1ʈ?} _t|?!:\0Iv?wj"}?p*ǰX!E;z?q*{+u1v?$Js?n\2]%o?.P)O l?DƐ-h?fuzle?υ>mĝa?˜&x/^?|~+x"zZ?ѶCqUbW?a*ߖkKx/T?A\Џ⬑ŪP?Y̦ qVM?ѷu%T$J?{6ҼF?!)uvmwC?3noCb6@?Cȵ#hς8V 1d3?Az›PنM;0?3fKv-? ||E)?ṃؔ@*y&?$ arithmetic overflow.division by zero./Unspecified yices exception./=if=>*<<=>=bv-addbv-subbv-mulbv-negbv-concatbv-extractbv-andbv-orbv-notbv-xorbv-sltbv-slebv-sgtbv-sgemk-bvbv-sign-extendbv-shift-right0bv-shift-right1bv-shift-rightabv-shift-left0bv-shift-left1->definedefine-typelambdamappingupdatesubtypesubrangescalardatatypemk-tuplemk-recordselectexistsforallechopushpopresetincludeassertassert+assert-lpbretractcheckeval-in-modelmax-satmax-walksatboolnumberrealnatdump-contextstatusset-evidence!set-verbosity!set-arith-only!set-fire-and-forget!help::numeralconstant-bitvector(end-of-stream)const_decltype_declscalar_element_declproblem information: number of nodes: number of constants: number of types: argidximpliesreal_predint_predanysbv-ltsbv-lesbv-gtsbv-gebv-rotate_leftbv-rotate_rightbv-repeatbv-udivbv-urembv-shlbv-lshrbv-nandbv-norbv-xnorbv-redorbv-redandbv-compbv-sdivbv-srembv-smodbv-ashrbv-zero-extendbv_zero_extendbv_ashrbv_smodbv_srembv_sdivbv_compbv_redandbv_redorbv_xnorbv_norbv_nandbv_lshrbv_shlbv_urembv_udivbv_shift_left1bv_shift_left0bv_shift_rightabv_shift_right1bv_shift_right0bv_repeatbv_rotate_rightbv_rotate_leftbv_sign_extendsbv_gesbv_gtsbv_lesbv_ltbv_xorbv_notbv_orbv_andbv_extractbv_concatbv_minusbv_mulbv_subbv_adddiseqfalse_name_exprtrue_name_exprscalar_name_exprconstructor_name_exprrecognizer_name_expraccessor_name_exprrecord_literaltuple_literalbitvector_constantnumeral_exprlocal_context_exprfresh_vars_exprexists_exprforall_exprtyped_constantbinding_exprlambda_exprquantified_exprapplication_exprlet_exprfunction_update_exprrecord_update_exprtuple_update_exprrecord_entrytuple_selectionrecord_selectionimmutable_name_exprint_type_namerecord_typetuple_typefunction_typescalar_typefieldbuiltin_type_namebool_type_namenumber_type_namereal_type_namenat_type_namefresh_var_decllet_declaccessor_declconstructor_declrecognizer_declaux!Invalid empty scalar type.Invalid subtype, "" is not a predicate." was already defined.Constant "Type "Undefined name "".Use (reset) to reset. unsat ok not supported unsatisfied assertion ids:unknown type error: unsat core ids: evaluates to id: Type definition expected.Type expected.Expression expected.Invalid function type.Constructor expected.Invalid top level command.Invalid update expression.Invalid select expression.Invalid mapping entry.Invalid mk-bv.Unexpected token ''. '' expected.Invalid occurrence of "" in datatype definition.Error opening file Unfinished string.Escape sequence is too large.Invalid token.(bitvector fresh-varslocal-ctx/proc/%d/statmrb#]1.0.11Tue Jan 8 10:21:02 PST 2008Error at Unfinished stringUnfinished user valInvalid user valInvalid variable nameif_then_elseifffletnotesextensionsdefinitionaxiomsunsatunknownassumptionformulabenchmarkextrasortsextrafunsextrapreds~storeRealIntArrayArray1Array2bvaddbvsubbvmulbvnegbvorbvandbvxorbvnotbvltbvleqbvgtbvgeqbvsltbvsleqbvsgtbvsgeqbvultbvulebvugtbvugebvslebvsgeBitVecbit0bit1bvudivbvurembvshlbvlshrbvnandbvnorbvxnorbvredorbvredandbvcompbvsdivbvsrembvsmodbvashrterm-variableformula-variablesymbol', '' expectedQF_UFIDLQF_UFLRAAUFLIRAQF_UFUQF_RDLQF_IDLQF_LRAQF_LIAQF_UFBVQF_BVQF_AUFBVQF_AUFLIAUnsupported logicQF_UFLIAInvalid distinctExpression expectedInvalid expression.Invalid iff/xorInvalid equalityInvalid store operationInvalid let declarationInvalid applicationInvalid benchmark attributefalse-assertedSTAT Statistics: Mb secs Original formula: After substitution: After simplification: p! := (not (clause(assumptions(weighted-varsboolean constraints: validating assignment... failed searching... (not pclause:unitdecidedclause:empty[clause:unit]: (clause ) |- Immutable_Name_Expr: recursive functionsnon linear problemconstraint must be a booleaninvalid bitvector operationfeature not supported: Memory exhausted... Invalid dimacs file: "contradiction:A_and_NOT_A[contradiction:A_and_NOT_A]: |- false abstractlpb:implicationlpb:conflict(lpb (* (= trying() cost(diseq-implicationtype mismatchunexpected typeint-eq-inconsistency(/= (+ disequalities: update (update ( |-> assignment: terms: <>linear arithmeticarith-inconsistencyarith-implicationtrichotomy-propagationyices_zeros! delta))bf <= :iX (= (+) 0) linear arithmetic: genericnon-constant division--> canceled hash consing... eliminating term ite... Done simplifying... functional/arraywrong number of argumentstype mismatch 1invalid arithmetic operationtype mismatch 2type mismatch 3expecting function type(bit-blast bit-blast[QVAR : diff-logic-inconsistencydiff-logic-implicationdifference logicdifference logic: (and(implies (<= (- [] , IParents p[] = Parent chain from vertex (cycle) ----> , id = , cost = D[, edge null matrix E[]: : cost = Graph assignment V[bv-bridgebv-theorybitvector-inconsistencybitvector-implicationbvsmod not supported yetbitvector theory: bv!(bv-bridge |tuple expression expected.invalid tuple selection.record expression expected.invalid subrange.wrong number of arguments.argument is not a bitvector.argument must be a number.argument is not a numeral.argument is not boolean.function expected.invalid bitvector extract.invalid repeat operation.invalid shift operation.datatype theorydatatype-inconsistencydatatype-implication? ---> constructor of = none ---- class of term: ---- : th_var = , term = m_constructor: no recognizers num. bool vars: num. arith. vars: num. constraints: dense: yices-ack!, cost: ---------------- total cost: (assert (assert+ (check) (max-sat) (retract (push) (reset) (pop) (define ::bool) un > 0mul.cnl == 0mul_fft.cnprime < plpl3 <= pln % K2 == 0nprime2 < nqxn == 0tdiv_qr.cn2p[qn] >= cy2rn == dn%s:%d: GNU MP assertion failed: %s get_str.cGDB has detached. Continuing the execution... Error starting GDB. Forcing core dump... basic_string::_S_construct NULL not validInvalid empty tuple type. A tuple must contain at least one component.Invalid empty record type. A record must contain at least one field.Invalid function type. The function domain must be specified.Invalid empty datatype. The datatype must contain at least one constructor.Invalid datatype. The datatype must contain at least one non-recursive constructor.Invalid binding expression, there are no declarations.Invalid application, there are no arguments.Invalid empty tuple literal. A tuple literal must contain at least one component.Invalid empty record literal. A record literal must contain at least one entry.Invalid function update, the position to be updated was not specified.Invalid record type, the field "(assert [expr]) -- assert the formula [expr] into the current logical context. (assert+ [expr]) -- similar to assert, but allows retraction and unsat core extraction. (assert+ [expr] [weight]) -- similar to assert+, but the weight is used for max-sat. (retract [idx]) -- retract the assertion with index idx from the logical context. (check) -- check whether the logical context is satisfiable or not. (max-sat) -- extract the maximal satisfying model. (set-evidence! true) -- enable the construction of evidence: models and unsatisfiable cores. (set-evidence! false) -- disable the construction of evidence: models and unsatisfiable cores. (set-verbosity! [num]) -- set the verbosity level. (set-arith-only! true) -- tell yices that only boolean combinations of arithmetic constraints are going to be asserted. (push) -- save the current logical context on the stack. (pop) -- restore the context from the top of the stack, and pop it off the stack. (echo [string]) -- print the string [string]. (reset) -- reset the logical context. (include [file]) -- include the file [file]. (status) -- display the status of the logical context. (exit) -- exit. (help) -- display this message. For more information, go to http://yices.csl.sri.com/language.shtml.Logical context is inconsistent. Use (pop) to restore the previous state. Logical context detected a type error: Backtracking not possible here (no matching (push)). Error: weight must be greater than zero. Unsupported logic: QF_UFBV requires a positive sizeRepeat parameter must be positive integerInvalid quantified expression.(define div::(-> x::int y::int (subtype (r::int) (if (> y 0) (and (>= x (* y r)) (< x (* y (+ r 1)))) (and (<= x (* y r)) (> x (* y (+ r 1))))))))(define mod::(-> x::int y::int (subtype (r::int) (= (+ r (* (div x y) y)) x))))num. decisions: num. conflicts: num. bool vars: memory used: cpu time: Internal error: please send bug report.operator cannot be used as a constantnon difference logic constraint WARNING: yices uses integers to represent the elements of uninterpreted types. That is, all uninterpreted types are considered to be equivalent to integer when yices is building a model. Type error in model constructionUnexpected type in model construction: non boolean term in boolean classUnexpected type in model construction max. row size: avg. row size: max. column size: avg. column size: num. arith. vars: invalid tuple update, the new value type is incompatible with the specified tuple position type.invalid record update, the new value type is incompatible with field type.invalid record update, unknown field.body of quandified expression is not boolean.invalid let declaration, incompatible types.invalid constant declaration, incompatible types.incompatible types in equality.incompatible types in then/else braches of if-then-else.condition of if-then-else expression is not a boolean.invalid function argument, type mismatch.invalid function update, wrong number of arguments.invalid function update index, type mismatch.invalid function update new value, type mismatch.invalid record selection, unknown field.bitvectors have different sizes.__gmpn_fft_next_size (pl, k) == plGNU MP: Cannot allocate memory (size=%u) GNU MP: Cannot reallocate memory (old_size=%u new_size=%u) 0123456789abcdefghijklmnopqrstuvwxyz0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZ(2 * un + 30) > powtab_mem_ptr - powtab_mem(Ln; ;(L@;;L ;N5yices12small_objectEN5yices15core_shared_objINS_12small_objectEEEN5yices3astE(L;;N5yices10identifierE;`,p,pwwwPwxx,,,|;0,,pwwwPwyx,,и, ;,,;p,,L@;N5yices11ast_visitorE8;@,P, 0@P`pЍ 0@P`pЎ @` 0@P`ЏА0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @` @` @` @` @` @` @` @` @`(Ld; ;N5yices2pp3docE(L;X;N5yices2pp8text_docE(L;X;N5yices2pp7nil_docE(L;X;N5yices2pp13composite_docE(L;;N5yices2pp22indented_composite_docE(L0;X;N5yices2pp10line_breakE(LT;$;N5yices2pp14line_break_extE(L|;X;N5yices2pp10choice_docEH;,@,@,X;,,,t;,p,,;P,,Ъ0,$;P,,@н,p;`,,Ч,;,@, ,;,,Ъ0`,(L;8;N5yices11map_visitorE(L;;N5yices13subst_visitorE(L;;N5yices22fresh_var_decl_visitorE;0p 0Pp0 @`@` 0@P0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @` @` @` @` @` @` @` @` @``0; - -p 0Pp0 @`@` 0@P0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @` @` @` @` @` @` @` @` @``0; -` -p 0Pp0 @`@` 0@P0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @` @` @` @` @` @` @` @` @``0(L";8;N5yices17free_vars_visitorE";0,- 0 P Ѝ` Pp `   @` 0@ ` 0  `  Џ 0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @` @` @` @` @` @` @` @` @`(L%;t&;N5yices29arithmetic_overflow_exceptionE(L &;t&;N5yices26division_by_zero_exceptionE%; - - &;--0(L&;LN5yices15yices_exceptionE(L&;t&;N5yices23specification_exceptionE(L';t&;N5yices21yices_debug_exceptionEt&;)-*-Pd&;*-*-e`d&; +-0*-e';+-+-e`d(L';&;N5yices15lexer_exceptionE (;g-Pg-pwtwPwvx,,PH-L-tt@H-M-@?.(L(;d;N5yices8nat_declE(;S-S-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v7. v(L(; ;N5yices8ite_declE,);g-g-pwtwPwvx,,PH-pL-tt@H-M-4.(L8);d;N5yices9bool_declE);@f-`f-pwtwPwvx,,`H-H-ttG-M-G-H-0H-H-v3. v(L);;N5yices10false_declEd*;e-f-pwtwPwvx,,`H-H-ttG-M-G-H-0H-H-v2. v(Lp*;;N5yices9true_declE+;T-S-pwtwPw0vx,, H-H-ttG-M-G-H-0H-H-v/. v(L+; ;N5yices8and_declE+;PT- T-pwtwPw0vx,, H-H-ttG-M-G-H-0H-H-v,. v(L+; ;N5yices7or_declED,;T-pT-pwtwPw0vx,, H-H-ttG-M-G-H-0H-H-v). v(LP,; ;N5yices12implies_declE,;T-T-pwtwPw0vx,, H-H-ttG-M-G-H-0H-H-v&. v(L,; ;N5yices8not_declEl-; h-g-pwtwPwvx,,PH-L-tt@H-M-$.(Lx-;d;N5yices11number_declE.;@U-U-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v!. v(L.; ;N5yices14real_pred_declE.;ph-@h-pwtwPwvx,,PH-L-tt@H-M-.(L.;d;N5yices9real_declE$/;U-`U-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v. v(L0/; ;N5yices13int_pred_declE/;h-h-pwtwPwvx,,PH-L-tt@H-M- .(L/;d;N5yices8int_declED0;U-U-pwtwPw0vx,, H-pI-ttG-M-G-H-0H-H-v . v(LP0; ;N5yices7lt_declE0;0V-V-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v . v(L0; ;N5yices7le_declE1;V-PV-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v . v(L1; ;N5yices7gt_declE$2;V-V-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v . v(L02; ;N5yices7ge_declE2; W-V-pwtwPw0vx,, H-0I-ttG-M-G-H-0H-H-v. v(L2; ;N5yices8add_declEd3;pW-@W-pwtwPw0vx,, H-@I-ttG-M-G-H-0H-H-v. v(Lp3; ;N5yices8sub_declE4;W-W-pwtwPw0vx,, H-PI-ttG-M-G-H-0H-H-v. v(L4; ;N5yices8mul_declE4;X-W-pwtwPw0vx,, H-`I-ttG-M-G-H-0H-H-v- v(L4; ;N5yices8div_declED5;`X-0X-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v- v(LP5; ;N5yices7eq_declE5;X-X-pwtwPw0vx,, H- I-ttG-M-G-H-0H-H-v- v(L5; ;N5yices10diseq_declE6;Y-X-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v- v(L6; ;N5yices11bv_add_declE$7;PY- Y-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v- v(L07; ;N5yices11bv_sub_declE7;Y-pY-pwtwPw0vx,, H-I-ttG-M-G-H-0H-H-v- v(L7; ;N5yices11bv_mul_declEd8;Y-Y-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(Lp8; ;N5yices13bv_minus_declE9;@Z-Z-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L9; ;N5yices14bv_concat_declE9;Z-`Z-pwtwPw0vx,, H- J-ttG-M-G-H-0H-H-v- v(L9; ;N5yices15bv_extract_declED:;Z-Z-pwtwPw0vx,, H-0J-ttG-M-G-H-0H-H-v- v(LP:; ;N5yices11bv_and_declE:;0[-[-pwtwPw0vx,, H-@J-ttG-M-G-H-0H-H-v- v(L:; ;N5yices10bv_or_declE;;[-P[-pwtwPw0vx,, H-PJ-ttG-M-G-H-0H-H-v- v(L;; ;N5yices11bv_not_declE$<;[-[-pwtwPw0vx,, H-`J-ttG-M-G-H-0H-H-v- v(L0<; ;N5yices11bv_xor_declE<; \-[-pwtwPw0vx,, H-pJ-ttG-M-G-H-0H-H-v- v(L<; ;N5yices10bv_lt_declEd=;p\-@\-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(Lp=; ;N5yices10bv_le_declE>;\-\-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L>; ;N5yices10bv_gt_declE>;]-\-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L>; ;N5yices10bv_ge_declED?;`]-0]-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(LP?; ;N5yices11sbv_lt_declE?;]-]-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L?; ;N5yices11sbv_le_declE@;^-]-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L@; ;N5yices11sbv_gt_declE$A;P^- ^-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(L0A; ;N5yices11sbv_ge_declEA;^-p^-pwtwPw0vx,, H-J-ttG-M-G-H-0H-H-v- v(LA; ;N5yices19bv_sign_extend_declEdB;^-^-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LpB; ;N5yices19bv_rotate_left_declEC;@_-_-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LC; ;N5yices20bv_rotate_right_declEC;_-`_-pwtwPw0vx,, H- K-ttG-M-G-H-0H-H-v- v(LC; ;N5yices14bv_repeat_declEDD;_-_-pwtwPw0vx,, H-0K-ttG-M-G-H-0H-H-v- v(LPD; ;N5yices20bv_shift_right0_declED;0`-`-pwtwPw0vx,, H-@K-ttG-M-G-H-0H-H-v- v(LD; ;N5yices20bv_shift_right1_declEE;`-P`-pwtwPw0vx,, H-PK-ttG-M-G-H-0H-H-v- v(LE; ;N5yices20bv_shift_righta_declE$F;`-`-pwtwPw0vx,, H-`K-ttG-M-G-H-0H-H-v- v(L0F; ;N5yices19bv_shift_left0_declEF; a-`-pwtwPw0vx,, H-pK-ttG-M-G-H-0H-H-v- v(LF; ;N5yices19bv_shift_left1_declEdG;pa-@a-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LpG; ;N5yices12bv_udiv_declEH;a-a-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LH; ;N5yices12bv_urem_declEH;b-a-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LH; ;N5yices11bv_shl_declEDI;`b-0b-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LPI; ;N5yices12bv_lshr_declEI;b-b-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LI; ;N5yices12bv_nand_declEJ;c-b-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(LJ; ;N5yices11bv_nor_declE$K;Pc- c-pwtwPw0vx,, H-K-ttG-M-G-H-0H-H-v- v(L0K; 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@`*55p5`5P5@505 55555555 @` @` @` @` @` @`ll<5 5p 0Pp0 @`@` 0@P0PpБ0PpВP0pГ0PpД0PpЕ0PpЖ0PpЗ0PpИ @`Џ* @` @` @` @` @` @` @` @``0Lr<N5yices32ackermann_reduction_info_visitor6failedEaccessMinisat.Ci < t->nVars()int val_of(void*, int)Invalid constraint: Lists have different lengths.Unsatisfiable or so*** TERMINATED *** *** INTERRUPTED *** w+b/tmp/tmp_elims__s<6(Lt< t<10StackAllocIPcLi10000ELi1000EEL(t<9AllocatorIPcE t<../mtl/Vec.hnelems <= sz../mtl/Heap.hindex < heap.size()../mtl/Alg.hj < ts.size()Solver.Cclauses[i]->mark() == 0unsatisfied clause: %s%d:%c!failed(int)clauses_literals == cnt!inHeap(n)c.size() > 1heapProperty()value(p) == l_Undefc[1] == false_litdecisionLevel() == 0value(ps[0]) == l_Undefconfl != __nulllevel[x] > 0okvalue(next) == l_Undefstatus == l_False?_literal count: %d, real value = %d find(watches[toInt(~c[0])], &c)find(watches[toInt(~c[1])], &c)reason[var(analyze_stack.last())] != __nullvalue(learnt_clause[0]) == l_Undef============================[ Search Statistics ]============================== | Conflicts | ORIGINAL | LEARNT | Progress | | | Vars Clauses Literals | Limit Clauses Lit/Cl | | =============================================================================== | %9d | %7d %8d %8d | %8d %8d %6.0f | %6.3f %% | @xD#B ;void Solver::checkLiteralCount()void Solver::verifyModel()bool Solver::solve(const vec&)lbool Solver::search(int, int)bool Solver::simplify()void Heap::filter(const F&) [with F = Solver::VarFilter, Comp = Solver::VarOrderLt]void vec::shrink(int) [with T = int]void vec::shrink(int) [with T = Clause*]Clause* Solver::propagate()void Solver::uncheckedEnqueue(Lit, Clause*)void Solver::analyzeFinal(Lit, vec&)bool Solver::litRedundant(Lit, uint32_t)void vec::shrink(int) [with T = Lit]void Solver::analyze(Clause*, vec&, int&)void Heap::decrease(int) [with Comp = Solver::VarOrderLt]Lit Solver::pickBranchLit(int, double)int Heap::operator[](int) const [with Comp = Solver::VarOrderLt]void Heap::insert(int) [with Comp = Solver::VarOrderLt]void Solver::detachClause(Clause&)void remove(V&, const T&) [with V = vec, T = Clause*]void Solver::attachClause(Clause&)bool Solver::addClause(vec&) -- Detecting intervals from adjacent constraints: ERROR! Too large constants encountered in constraint. Converting %d PB-constraints to clauses... =================================[SATELITE+]================================== SATISFIABLE: No goal function specified. (none) -- Unit propagations: Exporting CNF to: %s MODEL# %d: %s%s%lldFound solution: %s UNSATISFIABLE First solution found: %s Optimal solution: %s -- Clauses(.)/Splits(s): @split%dI9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)---[%4d]---> Sorter-cost:%5d Base:L<21Exception_IntOverflowL<16Exception_TooBigI9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)333333?ERROR! Could not create temporary file with prefix: %s ERROR! Could not open file for writing: %s (contradiction during clause reduction) (contradiction during clause reduction after learning unit fact) (contradiction during asymmetric branching) (contradiction during asymmetric branching after learning unit fact) (contradiction during subsumption) -- subsuming #literals-removed: %d #clauses-subsumed: %d -- var.elim.: %d/%d #clauses-removed: %-8d #var-elim: %d | %9d | %7d %8d | %7s %7d %8s %7s | %6s | %d/%d ============================================================================== Result : #vars: %d #clauses: %d #literals: %d ERROR! Could not open output file: %s c #vars: %d #clauses: %d #literals: %d PANIC! False clause read back: | | ORIGINAL | LEARNT | | | Conflicts | Clauses Literals | Limit Clauses Literals Lit/Cl | Progress | | %9d | %7d %8d | %7d %7d %8d %7.1f | %6.3f %% | %-*dcancel(%sx%d) %-*dunbind(%sx%d) %-*dbind(%sx%d) %-*dassume(%sx%d) clauseReduction() -- BEGIN clauseReduction() -- END %-*dLearnt { %sx%d } at level %d --CPU time: %g s pre-satelited.cnf.bcnfwbp cnf %d %d c %s%d %d 0 %s%s%d(current CPU-time: %g s) %sx%d:%c }%s%-*d**CONFLICT** /dev/null%sv%d%s@%d-oo+oo:?:1in [,:0I9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)I9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)ProgressLearntOriginalConflictsLPCLiteralsClausesMax==================================[MINISAT+]================================== | %-9s | %-16s | %-32s | %-8s | | %9s | %7s %8s | %7s %7s %8s %7s | %8s | Adder-cost: %d maxlim: %s bits: %d/%d I9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)BDD-cost:%5d I9 ! q)RYHC%K a#0)kaR Ĥ/I)*&WL E^1)single_writewaitpidwaitutimesunlinkUnix.Unix_errorException Unix.Unix_error not initialized, please link unix.cmatcflowtcflushtcdraintcsendbreaktcsetattrtcgetattr2Kn,X   `  %Ksymlinkstring_of_inet_addrfstatlstatsetsockopt_floatsetsockopt_optintsetsockoptgetsockoptgetsockopt_floatgetsockopt_optintsocketpairsocketsigsuspendsigpendingsigprocmaskshutdownsetuidsetgidsendtosendrecvfromrecvrmdirrewinddirrenamereadlinkreaddirreadputenvpipeopendiropennicemkfifomkdirlseeklockfuJBlistenkillgetitimersetitimermktimelocaltimegmtimegetsocknamegettimeofdaygetpeernamegetlogingetgroupsgetcwdftruncateforkclear_close_on_execset_close_on_execclear_nonblockset_nonblockfchownfchmodexecvpexecveexecvdup2dupconnectclosedirclosechrootchdirbindinet_addr_of_stringaccessacceptStr.replace: illegal backslash sequenceStr.replace: reference to unmatched groupimpossible case in re_matchStr.search_backwardStr.search_forwardStr.string_partial_matchStr.string_match* oLUhBigarray.mmap: bad number of dimensionsBigarray.create: negative dimensionBigarray.mmap: file position exceeds file sizeBigarray.mmap: file size doesn't match array dimensions&n Y.QQ....gg7PYFllYF0 b q q   . I ""f"f""""""""v"##$$$z$e$G$6$$$$#Bigarray.dimBigarray.sub: bad sub-array_bigarrayBigarray.blit: dimension mismatchBigarray.set: wrong number of indicesinput_value: bad bigarray kindinput_value: out of memory for bigarrayinput_value: cannot read bigarray with 64-bit Caml intsBigarray.get: wrong number of indicesBigarray.reshape: bad number of dimensionsBigarray.reshape: negative dimensionBigarray.reshape: size mismatchBigarray.slice: too many indicesBigarray.create: bad number of dimensions=%u%c=0x%x%cOCAMLRUNPARAM9999999999999999999"999999,9=999N999_9p9999999Sys.signal: unavailable signal   Fatal error: not enough memory for the initial heap. Growing gray_vals to %luk bytes No room for growing gray_vals Starting new major GC cycle Marking %ld words Sweeping %ld words allocated_words = %lu extra_heap_resources = %luu amount of work to do = %luu ordered work = %ld words computed work = %ld words $@@?ref_table threshold crossed Growing ref_table to %ldk bytes Fatal error: ref_table overflow Shrinking heap to %luk bytes Growing heap to %luk bytes No room for growing heap Fatal error: out of memory. Growing page table to %lu entries No room for growing page table Stack overflow in structural comparison equal: abstract valueequal: functional value=99=9V9,9N99(999999999999999999999999999999999999999999999999999999999input_value: native integer value too largeinput_value: ill-formed native integerint_of_stringformat_int: format too long_i_j_nfloat_of_stringString.createArray.makeinput_binary_int: not a binary channeloutput_binary_int: not a binary channel_chanMarshal.to_buffer: buffer overflowoutput_value: abstract value (Abstract)output_value: abstract value (Custom)output_value: functional valueoutput_value: abstract value (outside heap)output_value: not a binary channel8:6:8:L8:8:7:7:Marshal.data_size: bad objectinput_value: code mismatchinput_value: bad objectinput_value: truncated objectinput_value: integer too largeinput_value: data block too largeinput_value: unknown custom block identifierinput_value: ill-formed messageinput_value_from_block: bad objectinput_value_from_block: bad block lengthinput_value_from_malloc: bad objectinput_value: not a binary channelF:>F:4J:eJ:I:J:vJ:H:J:YF:F:G:G:G:G:H:H:9I:rI:F:R:VR:OR:Q:sR:"R:Q:Q:UnixState %d: read token %s State %d: read token %s(%gRecovering in state %d Discarding state %d No more states to discard Discarding last token read State %d: shift to state %d State %d: reduce by rule %d 5[:w]: ]:]:\:2\:Initial minor heap size: %luk bytes Initial major heap size: %luk bytes Initial space overhead: %lu%% Initial heap increment: %luk bytes New heap increment size: %luk bytes New minor heap size: %luk bytes Estimated overhead (lower bound) = %lu%% Automatic compaction triggered. Full major GC cycle requested Initial max overhead: %lu%% New space overhead: %d%% New max overhead: %d%% Major GC cycle requested Obj.truncateMeta.static_release_bytecode impossible with native codelexing: empty tokenPervasives.do_at_exitFatal error: exception %s Weak.getWeak.setWeak.createCompacting heap... done. Estimated overhead = %lu%% Measured overhead: %lu%% FL size at phase change = %lu Gc.finaliseout of memoryCalling finalisation functions. 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ymaUI=1% }qeYMA5)ui]QE9-! ymaUI=1% }qeYMA5)ui]QE9-! ymaUI=1% }qeYMA5)ui]QE9-! ymaUP std_exit.ml0p@p0 P --answer4Prints `YES', `NO', or `MAYBE' (default behaviour).-aSee `--answer'. --category Sets the termination category.--conf Sets the configuration file.-cSee `--conf'.-CSee `--category'.-dc$Prints the derivational complexity.-help Display this list of options.--help Display this list of options.-h Display this list of options. --no-answer,Do not print an answer (see `--answer').-nSee `--no-answer'.--proof(Try to generate a termination proof.-pSee `--proof'.-rc Prints the runtime complexity. --strategy|Give the strategy to use as a string between single quotes. Where basic strategies are one of the following: %s.-sSee `--strategy'.-v Print version number and exit. --version Print version number and exit.-Read input from stdin.--xmlPrint an XML-proof.-xSee `--xml'., STTRS Kernel.Configuration_failure Kernel.HelpsrsNo such file: '%s'@ srssrstrsTCT, Version 0.02A,Abbreviations Usage: %s [options] @ Categories do not match!TTSTRTITDZ#`   X\2@ D\2@G 8 ,' {PA_P1C ! аpP<0 <P0(0z0cX0 @` !| @ 8 t t _ t  ` T @d ` 1U@  6 t  `2pR\0raA x0 S l " T  @q 0  Q R B 0A  !     hl0a C TذA  <1  (! С  kernel.ml ! @!       @  P@p`   @  conlooploop.bf loop.satvaracrtdedplinearrefrevrewritesplitstripuncurryboundcafccscdscsfedgedg*edg**edg***edg****eidgeidg*eidg**embfailkbolpomatrixmpopolyrlabrufrulabsccssemlabsizespscspsc.bf spsc.satsuccurlmpopopstar popstarSL natintersmcqippoppoqiminterwdpwdprpwidpwidprp constructorcp_convergentdummy duplicatinggroundlinear left_linear overlappingparallel_closedparallel_closed_almostparallel_closed_insideparallel_closed_inverseparallel_closed_upsideparallel_joinableright_groundright_ground_ruleright_linearright_shallow root_labelsshallowsrsnonincreasing4AdA@A dp;(edg***;sccs;(spsc | csf))!+TESTStrategy.Unknown_strategyfailfail\b%s\b .*\b%s\b.*PP@ @`P0 . .  t. h.  0.. 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P< p: 08 5$CPstrategies.Configuration_failurewidprp-i-b-fwdp-fdpwidp-fwdp-fdpwdprp-i-bwdpppoqi-i-bquasisimplemixedminter-i-b-c-d-sdp natinter-i-b-c-sdp-nosdp -relativeqi-i-bquasisimplemixedsmc-i-bpizerosimplemixed popstarSLpopstar-qplmpo-sm \[5@ @[4k[5 !`[5  U[5  L[5,  [4 $(, KZ5 $(, p*Z5  $(, `[4 $(,X,X-Y Āa[,X-< 0X,W- W- W-  W-$  7X, $ NW- $  !sAX, $V- $t V-  $T x KX, $U$U%) ĀUX$U- Р0U,T- T-  qT-  aT-$  b7U,  $ S- $t S-  $T | AU, $R$R%) ĀKU$.R) p@R( Q) QQ) AQ)  1Q)  2GR( fQ) t!QR( P)D\P) (t P {P!Ā[R O50O5pO5aO4YO5@ANO5A1EO5,A2O4(,N5$(,dTѰkN5  $(,@3N5  $(,| pO4 $(,EM,1M-ĀO,L!L2L'LLL K hteK_KQȐALJ94J8{J9pJ9 gJ90J8,0I9(,0L@I9  $(,000J8 $(,0G0G1yȐJ0G=\ 0G<F=@ F= ,q F=  a F= b 7G< AG< KG< UG<    D=Q D=tdQP dD=  $(,04L0 _G<04uB4hB5Ȑ iG4A5 A4iA5 a ^A5!Q UA5, R A4(,@5$(,(@5  $(,pt0A4 $(,?,?-EȐ A,>5(?4>5  a>5!Q>5, R?4(,=5$(,(=5  $(,x0?4 $(,<,<-mȐ?,<P0<;4`; P; Q7<; | ; 0::ȐA<>:%P:$9%|9%h9%TW:$89%,)9% @pa:$88Ȑ1k:7%q8$7%P7%@7%A8$6%\p6% @@!8$e6W6Ȑ+8cPstrategies.ml ^ ] ] ] \ ^] ]Hs] $] (Q ]\ conditionMonade.mlp       @ Ћ ` @    | y v s q n 0l i Pg d pb P_ p^(ConditionWrapper.Configuration_failure(Testing module ConditionWrapper ...@ wcr-n-strict-weaksrs-strict-weakshallow-strict-weak root_labels-nright_shallow-strict-weakright_linear-strict-weakright_ground-strict-weakright_ground-strict-weakparallel_joinable-strict-weakparallel_closed_upside-strict-weakparallel_closed_inverse-strict-weakparallel_closed_inside-strict-weakparallel_closed_almost-strict-weakparallel_closed-strict-weak overlapping-strict-weak overlapping-strict-weaklinear-strict-weak left_linear-strict-weakright_ground-strict-weak duplicating-strict-weakdummy-strict-weakcp_convergent-strict-weak constructor-strict-weak5{,-\A),,-L`q, ]-  ),-`q, ,$-$`q, $m-  $ht (ȝ,$e$W%=Ā)ҝ$Ι([) a'ՙ() ' ) !')'Ϙ)')  t &ߙ(  !eĀ' ^()4%e()`%)`a%)Q%_)A%K)   %o(  w!Ā%y $|%\#$3%80#&% p#%  #$ Ā!$ ()"(B)Ȁ@"=)pȰA"$)\1")HȐ!")  , "( % !Ā" () (ҏ)Ā ͏)Ġ )q )pĐa {)  T @ (  !)Ā! ()%(b)Ԁ])D))Ԑ )  | /( E 7!QĀA9 (;) A()Ā)ĠԊ))Đ)   ( Չ lj!yĀɋ ()H%(/(6)$-)Q9()C( ) {)   M(  !eĀW ()4(() ) 0(Ą)D #( o)  [)  | P-(  !Q Ā7 ނ(k) (() ) @()t ( O) L ;)  h  ( u g!= ĀQ (K) Q((~)@ ~) 0(~) ( /~) ~)  T ( U} G}!) Ā |(+|) |(|({)p {) 0R|(d{)4 |( {) z)  @ |( 5z 'z! Ā| ~y( y) y(y(x)H x) Сy(Dx) y( w) w)  , `y( w w! Āy ^v(u)ev(ov(vu)pmu)`yv($u)Ppv( t) (pt)   v( s s!ĀQv ^s(r)Qes(r)Ār)Ġr)p_r)\ĐKr)  @ os( q wq!Āys p({p) p(2p)P -p)PQ p)A o)1 o)  h  p( o o!=Ā q ~n( n)  n(m) m) m) m)q km)   P n( l l!eĀ n l(k)4 l(Rk) Mk)P 4k) k) j)   l( 5j 'j!ĀQ )l i(+i)\Qi(h)8Āh)$Ġh)h)Đh)   i( g g!Āi .g(f)5g(rf)`Pmf)L@QTf)8A/f)$1f)  | ?g( Ue Ge!ĀIg d(Kd)d(d)Ȁc)tȰc)`c)LȐqc)  0 Pd( b b!Ād .b(a)5b(?b(Fa)=a)ĠIb(`)DSb( `) `)   ]b( _ _!ĀQgb ;_^qB_^RparallelClosedInside.mlparallelClosedUpside.mlparallelClosed.mlparallelClosedAlmost.mlparallelClosedInverse.mlconstructor.mloverlay.mlconditionWrapper.mlparallelJoinable.mlwcr.ml  У p  ,NonterminationWrapper.Configuration_failure loop_sat-c-rloop_bf-b*  pŦQ, -$ d-$ L-$ 4X, $ D- $0+-  $ b, $e$>%Āl$( Z) O)  xF)  `( ) 4p)   `(  ޡ!Āģ ^`PQe Q d5ڟ  @@ ,0 ; nonterminationWrapper.ml@  P@0 LoopBruteForce.Not_successful loop %s  strict %s weak %s (RULES a b -> b b a a)(RULES A b -> A a) loop %s  ,(VAR x)(RULES f(x) -> a a -> f(x) )$testing module LoopBruteForce ... @[<1>[%a]@]@]@ %UA 0+ p  \\ D`  ( X ۫ ɫ \  { n|\l @M\ $ H   4@  0  1s c 1  Lu h hpaF Y\`  <HPPب,AȨ  \`loopBruteForce.ml 0,x*B\*B@*B&B"B"B"B"B"B"B"B     T+B*B+B*Bx+B*Bl+B*B`+B*BT+B*BH+B*B<+B*B0+B+B$+B +B+B C WwM Y}ySQ+B+B+B+B+B+Belse+Bthen+Bif0ЮG !.@!ޮ?D!P  ϭD!  ]|aJh  @( ׬ ЀҬ strategyLexer.mllstrategyLexer.mllexing.mlH     @     p   п    P   @   `    ` @0      @  ` 0   `  аS*    c X`T pa*pd q``S  ^ (A/  2  x 1 x _ Q  pR h1p Td Q RDc _f   Q~ Bn |0qp  d  p  l  TxP@  K 04 d ; Z%hppl$ s$% q}$m%|uU% `cp>% HQ$   1 8? }   x  [) X@b4p˴ Ҵ  x@P1 bX R08X  P°ޯ4Аӯ 1strategyMonade.ml   `  $Testing module ConditionState ...@ UH @@P0`@00pTIMEOUTIDENTTLPARENRPARENCOMMAPIPEANDEXCLQUESALPARENARPARENSEMIITERIFTHENELSEEOF       (   0 4 4                        #!% *+,.$& 3' .-2 5 0 1(4)    p@81!RI|9 pccc,P,,!ccc %l,,c3btc'@W4cuPc "/ p  88@   parserD a 0` P P 3  @sJ & x  a!- q X` DD  $P @    Q P@ @$   t  TPp @@T !    @r@a0P 4  t `D0 Q $@ $    Q @ p$  l XHp9d!z`!strategyParser.mlystrategyParser.ml`@0 %s(%s) (%s; %s)(if %s then %s else %s)<%s>(%s)%d+ (%s | %s)(%s) || (%s)?+(%s)? %s %s(%s)!+(%s)! (%s)[%.1f] (%s)[%.1f]+ (%s & %s)!(%s) (%s | %s) %s %sP @p0`+l$сXs@ q,SoQOc?aBq@xddOP &<$   Тpj ^ @0Mpx=X!Da,ܠb `AԀB @@*q lX0Dv0 pi`]PstrategyAst.ml 0) `(  % " P       @ @       @    P,TerminationWrapper.Configuration_failureur-nocelabel-d-ib-kbo-kib-kob-ob-pl-urrulabrlab-dp-trs-fresh Poly: illegal flag combinationpoly-cons-dnum-dp-h-ib-inc-mi-ob-ur-dir-nconst-ncoeffmpo-quasi-dir$matrix: illegal flag combinationmatrix-d-dp-ib-mi-ks-ob-sl-ur kbo: illegal flag combinationsatsmtlpo-af-smt-ur kbo: illegal flag combinationsatsmtpbcdkmackbo-ac-af-ib-ob-dkm-pbc-quasi-ur-smt bound: illegal flag combination bound: illegal flag combination implicit explicitbound-all-dp-qc-alg-rfc-rt-top2++,9+-p8.+- \8#+- D8+-$ ,8+, $x*- $`8+,  $9*-  $p P8+, $)$)%Ā9+$) ( pp7( \`7) y( 8@73( '!6'!6'!p6'!q6:(  D(  N(  X(  &! \`5%s% $%!44%!4%!4%!4z%   %  %  Q#! 35#m"H "I d3"I  L2"I $ 42!I $ 2t"H   $ ~"H  $(, "H  $(, "H  $(, "H   $(,@ 1I @`P1"H  $(, "H  $(, "H  $(, "H  $(,@ I @Q0I  $(,048<@| 0"H  $(,048<@"H 8<@@A=Ā13"@, 3-}-s-j-=  |`- ppP-c !P, !8,! p,!q,j   t  ~  A! +%(u)*j)l*_) T*V) <*(  o)  | *E 2!Ā+ 8$E9$ ):9$)/9 $)$9 $|(9 $`(8   A9,P(,9A(9 (9Ƞ(9A'9  $(,0x '8(,00Y1yĀQ)0X9YL &.Y4&#Y &Y &X  X X X   ; Y Ā % Y p@% Y X@$ Y @@$d Y $(,048<@DH԰$T Y $(,048<@DH$7 Y$X Y  $(,048<@DHLPx 0$X  $(,048<@DHLPX DHPQ-ĀQ&P0y1!n1!c1 !Z1 !0 000  1 @0 i1 (0 K1  $(t ` 0 $((R) Ā!(H9I0 .I0 #I0| I0d H ,0H( ,0H( ,0H ( ,04  I(,04 0I H0I  $(,04 @I  $(,04 @NI  $(,04\ @I  $(,048 @`I  $(,04  @aI  $(,04 @@I  $(,048<@ ԰I  $(,048<@ I  $(,048<@p H  $(,048<@H $(,04@A ĀA@45 5 5  5  4  4 4 4   5 $ 5 '4H5 @(5 `5  $(, t 14 (,,- Ā!;,L M X M @ M  ( zM   L  L  L  L $  M$rML M$`AM$HaIM$ (,048<@D@9M $ (,048<@Dt 0!L $ (,048<@D+L$48UD"EĀA5Ds $!`!H!0!z       Q! А5  @ |0 d1 <L$9%.%#%%$ $ $ $  Q%\!5 t!40i! ^!U!       ! Q !dp !L` !4P !Q    $  .  !  X$ % %| %d %L _$ i$ s$ }$ !% cDE E E E hjDtD~DD 7EDE E PE lE ѱEPDE d`E  $(,048<8| D  $(,048<D 8<<=Ā<     k Р9  `. L. 4. .@ terminationWrapper.ml,02 1 P101 p0 / `. SpScBruteForce.Not_successful SpScBruteForce.Not_compatible4@[<1>Simple Projection:@ %a@]@ @[<1>Strict:@ %a@] E22 11 4 p1 Pa1`1 [1  1 qX1 0 P0 @tа$1 E090 i0 / /x//&/  /. P.L.}\Q..d<`-P|P@-<Ġ0-(Ġ - o-spScBruteForce.mlD= < ; :: 0: 09  8  @8 07 @6 5`44%a %!%a %!%a %!(RULES a -> b)(testing module SrsRootLabeling ...@ ,@[@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@]0SrsRootLabeling.root_label_string: not a string,[%a]%aX!>P>A> 0= t0=d!=P!=<=(==P= w=  <<Ƞ<q<`<xqT<``<<Q0B<; 00;  ; ; @; ; @; ; |@n;ms;z;  ; @Ġ: (: p: Pqk:f: ]:PG::1:":9! l9 Tu9<J9$ #9р99 Q88 8  x8 !^8 x 287Xlp98 7 0q7 |76Q6@R76l@&7g616 5 t5 `5 L0"6 5 (,6 (5 p4a4 `4t04g4^44 x433L@2l38a3?3 3 F3srsRootLabeling.mlDK J pH 0G F F E  PE  D 0D `C @C0?>%a %!teparla3.trs(testing module TrsRootLabeling ...@ 8TrsRootLabeling.root_label_term_dp: missing DP symbol,[%a]%a0RootLabeling.add_contexts_dp: missing DP symbola`L 0SL ?L  /L %L wL K XKnKTKȠ:Kt1K \p!K Dtp K5 RKJ @J 0J  J PZJ  J!İJ!I!tI!\haaJ I!9AkJ @I!t0,I! 0uJ H! H! H! H! H! xH! `NHQpSHZH G $@G!aHG tsG "GF  F !F P"F {FxpPF F FLAE 4AE BE  1EEE QkEHE D D tБD \ D ZD <1RD (02+DCdpC C @C C 0CqCt pB`t@BHB 8ppB+B AA@AabAA iA@t@T@2@?? T?h???(1(?> ܐtrsRootLabeling.mlD Ph d ` @_ `^ [ Y X V pU S P PON,TransformationWrapper.Configuration_failureuncurry-mirrortype-drop-unsafestrip-con-dp-subrewrite-stepsdp-ksjj) 40j(`j) | Uj) d Jj)  L Aj)  4 j( i)  Qi)  0@j( h h! Ā!j h4$g5$ g5 $ g5 $h g5  $P g5  $4 h4  $f5 A`'h4 $(,1h4,Lf5, h`@?f5(, A+f5  $(,t x ;h4$(,ee,Ye-E ĀAEh,d4\d5 Qd5 Fd5 =d5 d4 mc5 |Xc5 P8c5 pPc5 Xd4 ,b5 ,Ab5  $(,| d4 (,a,ba-Ād,`$`%@`% 0z`% x q`% `!`$ _% 0__) /_ ^ A ^'^,]-$ ]-$  ]-$  ]-$ x .^, $ \- $HQ 8^,  $\-  $ @ B^, $5\$\%Ā L^$w[ ([!@ [! 0 [!  [! l! ~[   AZ! <Ȑ %ZYY }Y sY jY  Y  X Āa oX$ X%X% h X% PpX% 8qvX$ 1W% АWVxV0mV cVZV V  U l܀_U$U%LU% 4T% T% fU$ !T% 1T}S( .S) P#S) @S) 0S) h1S( S( R) S( Q)  Q)  p S( EQ ;Q!ĀS PbP|WPhMPPDP 8P O !:O N PN @AO N  eN 2N $N N lN TqN <rlN  dependencyPairs.mlstrip.mltransformationWrapper.ml kk%lkhQkdata.ml4 m m Pm m llllpl`ljn^nD\0nmmAmlstrategyState.ml `    @  P      ` 0  ЍP`00 Ё pp x  x t pr p o LINEAR@ %!QUADRATIC@ %!POLYNOMIAL@ %!EXPONENTIAL@ %!DOUBLE EXPONENTIAL@ %!PRIMITIVE RECURSIVE@ %! UNKNOWN@ %!NO@ %!YES@ %! MAYBE@ %!0@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@ @[%a@]@]@ @[<1>TRS:@ %a@ @[%a@]@]@ @[<1>TRS:@ %a@ @[%a@]@]@ @[<1>APP: %a@ %a@]@[<1>CON: %a@ %a@]@[<1>CPC: %a@ %a@]@[<1>DUM: %a@ %a@]@[<1>DUP: %a@ %a@]@[<1>GND: %a@ %a@]@[<1>LIN: %a@ %a@]@[<1>LLIN: %a@ %a@]@[<1>NONINC: %a@ %a@]@[<1>OVER: %a@ %a@]@[<1>OVERLAY: %a@ %a@]@[<1>PC: %a@ %a@]@[<1>PCALM: %a@ %a@]@[<1>PCIN: %a@ %a@]@[<1>PCINV: %a@ %a@]@[<1>PCUP: %a@ %a@]@[<1>PJ: %a@ %a@]@[<1>RGND: %a@ %a@]@[<1>RGND: %a@ %a@]@[<1>RLAB: %a@ %a@]@[<1>RLIN: %a@ %a@]@[<1>RSH: %a@ %a@]@[<1>SH: %a@ %a@]@[<1>SRS: %a@ %a@]@[<1>WCR: %a@ %a@]@[<1>NCON:@ %a@ %a@]@[<1>LOOP:@ %a@ %a@]@[<1>NVAR:@ %a@ %a@]@[<1>ACRT:@ %a@ %a@]@[<1>DE:@ %a@ %a@]@[<1>DP:@ %a@ %a@]@[<1>LIN:@ %a@ %a@]@[<1>SRS:@ %a@ %a@]@[<1>REF:@ %a@ %a@]@[<1>REV:@ %a@ %a@]@[<1>REWRITE:@ %a@ %a@]@[<1>SIGDEC:@ %a@ %a@]@[<1>SIGDECS:@ %a@ %a@]@[<1>SPLIT:@ %a@ %a@]@[<1>STRIP:@ %a@ %a@]$@[<1>TYPE INTRODUCTION:@ %a@ %a@]@[<1>UNCR:@ %a@ %a@]@[<1>BOUND:@ %a@ %a@]@[<1>CAF:@ %a@ %a@]@[<1>CCS:@ %a@ %a@]@[<1>CDS:@ %a@ %a@]@[<1>CSF:@ %a@ %a@]@[<1>EDG:@ %a@ %a@]@[<1>EMB:@ %a@ %a@]@[<1>KBO:@ %a@ %a@]@[<1>LPO:@ %a@ %a@]@[<1>MATRIX:@ %a@ %a@]@[<1>MPO:@ %a@ %a@]@[<1>POLY:@ %a@ %a@]@[<1>RLAB:@ %a@ %a@]@[<1>RUF:@ %a@ %a@]@[<1>RULAB:@ %a@ %a@]@[<1>SCC:@ %a@ %a@]@[<1>SCCS:@ %a@ %a@]@[<1>SEMLAB:@ %a@ %a@]@[<1>SIZE:@ %a@ %a@]@[<1>SPSC:@ %a@ %a@]@[<1>UR:@ %a@ %a@]@[<1>POP*:@ %a@ %a@]@[<1>LMPO:@ %a@ %a@]4@[<1>POP* + Boolean Semantic Labelling:@ %a@ %a@](@[<1>Natural interpretation:@ %a@ %a@]@[<1>RPO Product:@ %a@ %a@](@[<1>PPO + QI:@ PPO:@ %a@ QI:@ %a@ %a@](@[<1>Matrix Interpretation:@ %a@ %a@]@[<1>WDP:@ %a@ %a@]@[<1>WDP_RP:@ %a@ %a@]@[<1>WIDP:@ %a@ %a@]@[<1>WIDP_RP:@ %a@ %a@]FailOpenQed@[%a@] @[%a@]@ %a Proof.mergeProof.combineProof.appendProof.appendProof.appendrr@ss t@uuvvwpyy0z|0Ѐ 0@P`@P`pЂ Ѓ0@ЅPPPPІ0`Ј @ P@Ћ PpАPБPВPГPДPЕPЖ0p0p0p0@@@@@РPСp0p 0@P`pХp 0@P@  hP;ߪTp:Ԫ@:Ȫ,:H@:C Q6J  !#6T: `16^ @5hZ x`6r X`5| 8pP5u(2e2U1E 151%1а1P1p1Τ`1 1qtX!01`X!0ܣH"P0 0x!/A L!`/ t!0/ H!/ !.( `". !`. !.a p!-! Xh!0. @!- (H!p-Q X!@- X!-џ h!, X!,Q P!, `!P,ў P! , hX!+Q PX!+ 8P!+ѝ h!`+ P!0+Q P!+ P!*ќ P!* P!p*Q P!@* xP!*ћ `P!) H`!)A 0X!p) !@) `!) `!(A p!( h!( p!P( P! (A pP!' Xh!' @P!' (H!`'A H!0' X!' T!&q X!&2 T!`& @! & @!%a h 8!%! P @!% 8 H!`% H!0%a  D!%! H!$ 8!$ H!p$a P!@$! H!$ x P!# ` 8!#a H `!#! 0 H!P#  l! # H!"a @!"! @!" @!`" @!0"a @!"! p @!! X @!!H `!u8 p!Y( P! Ԡ/ҏ !0|L\, 41o| 0! h T <1@ @0 A @P R 0/   1 q `o 0?t Wd 41T 0!@ , <1 @c q[x@O1 `߇0 1| qOl\`L08 $<1@ȡ@ A /`0ڄ΄ ttP `P H 8бv  1pq  qq    A  0 |a hb TAc @$@01:U`:~0r:~``:S~a: } |b:}\R9 I} ,xAP9   x|09$|l8.{ 88 }{ A8B({dS@8L z 4A7V   `y07jyr7x 6xx 5x 6w ww0w\ %wH w00 wv vq v| w4vr )vqs v| q wuxR udqS uL| Q wOu,`1 %u wt wmt @Ct d`04t !,t !s s d`s s ls \cs Hd`pTs 8aLs $as  r d`r r Yr`rqr8qXp8q p ppppH9p0X9Vo 1o proof.ml  ptesting module Acrt ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@] T e3 0. "  acrt.ml p %s@ @[<1>Trs:@ %a@](We consider a non-applicative system.$We consider an applicative system. ( `e   applicative.ml( p  `        ,@[<1>Automaton:@ %a@]@ @[<1>Strict:@ %a@]%p@%T@`%4%@%%QY%Q6%%%x-  `P$,   C-  PP,  -  P`,  -  P,  N-  xP4-  T-  4-  -  |-  <-  -  쐑-   $-   $\-  $@pQ,   $e-  $P ,   $$-  $P0-  $,   $-  $lP,   $z-  $0P,   $-  $`,   $-  $`-  $접,   $q-  $\`` ,   $%-  $ `p-  $ -  $ , $w- $ @ , $,- $p @- $T 䀱*, $- $ Pp4, $y- $ Q>, $- $ PH, $- $t P - $T R, $G- $ P\, $- $ P- $ 萑f, $- $ `Pp, $I- $\ a`z, $ - $ $ ` , $- $ aj- $ ?- a 7- a !5  (| PQ ,|) T p <) 8  +)  )  ׿)  )  l)  ,)  ` ) h `a ʾ)   @ )    )  p! )  @ q)   S)  @ !)  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(      t! 8 p      d!    {D0  Q d     \ H u 1 1 t % p D  K  u e 0qT t a -dh! -  $DH70 ,   $ u $: $   %!p % D62 $   9 9 t@@ `Q $ <  (@ ` P a ^ T t8 @ Q  d rT P #<@@\ahtPp M 8$(,0 x9$(,04rP0101Т$  `P @ p0 | z 0E  4`P @ p0    x h\l-0 $( 1 $(TqU(M)=14()2 R `3 " p   P 8  <ltreeAutomaton.mldependencyPairs.mllist.mlboundDp.mlp M 00K 0pI pG 0E `C @A p@ @P? @0> ;; :  9  9  8 87777`7@7  2  p0BoundDpAll.Path_foundBoundDpAll.CompatibleBoundDpAll.Bound_found CBoundDp.create_strategy_rfc  CBoundDp.create_strategyp@P ! ( A?  =)D=( =) >(  e= >( !=) 0=)x < <!aQ> <!H<! ,> ;E;;:::0: p:% pW:% p6:$   998 r9  5p9    9+8 Pp8 ` 7`776PpP]6 5 5<(,04(5=(,04Lq44455154 3)3(3(   -3)   d2, $c2- $q2$1%2$1%q1$1$  0% ,0% pboundDpAll.mlp 0r @p 0n pl 0@k h @g f @`e @@d aa ` @p_  _ ^  ] P][Z0ZZYYBoundDpTop.Path_foundBoundDpTop.CompatibleBoundDpTop.Bound_foundp@Ou t0t14PPt1(t1( !put1 $(p@t0 $(8t1 $(0At1 $(0t0 $(s1 $(l԰1s1 $(Ps1 $(4<%0t0  $(@s1  $( /s1   $(l%s1   $(t0   $(r1   $(l@r1   $(Hqr1   $($ ar1  $(QZr (r!PPr! r!!q! par  q! l0q! Pkr  Uq! ԰1q! a$q! lq! 0ur   p(bp)PPWp) lEp) dH/p) Hlp`p) ,Po) 1o)  "p(   o)  ao)  lyo)  x p(   'o)  < @"o)   n8 ,0n9  $ ,0 L wn9  $(,0 5n0n80m9 $,0 X@0m9 $,0l !m0n0$Em1$< \P+m1$$ ql(Pl) PP`El) 3l) 0l)  |pk)  k)  | k)  T lk)  < l(   wk)  @rk)  耂k<04j=  $(04 L j=  $(,04  j4"k<48j= $(04P X@ j= $(040 i4,k4(i5( \Pi5 (  h h! PP h! h! ! h!  lp` ih! h P Nh! L 1 Ah! ( l7h!  @ h  g, $~g-  $L p cg- $a 5g$g$f%T0 f%l jf   e! 4 qf  Je   d!  Qe  c)D d( c) xd(  uc d( 1c) D0 $c)0 c b!Q $d b! b! .d aUaa``|`h0`T q`)DX!`N`)  (5`(    _ ` l_ _ ^ @r^ 4^    ^^] \X@\D|Q`]T\   [ @[ `[ P[ a[ ^[ T[ 8[ x@QZh|QZdZ H 2Y 4 Y$` ~Y P kY` UY  .Y $Y Y @a X`XXPX`PpP-X W aW, $ W- $$qV$V% !hW$MV%"V U PpU `U PcU hRU Pp*U T PpT `T PT sT paT ST xHT `,TTlT S!(qeS]S T!SR R PpsR `TR CR tp1R \#R 8R  Qllist.mlboundDpTop.mll  0 0P p 0 0 @   @ @ @       ~ ~}}}p}P}0}  x  vBoundRt.Path_foundBoundRt.CompatibleBoundRt.Bound_found |2CBoundRt.create_strategy_rfc 2CBoundRt.create_strategyp@ 8ו9 9(,0p8(,09(,00]9(,0tp8(,0 9(,0D԰q9$(,0,Q'8 $(,0”9 $(,0PA9  $(,09 $(,0!k9   $(,0!18  $(,0-9   $(,08Pq9   $(,0`9   $(,0 @Q9   $(,0 A9  $(,0 19  $(,0t !ӓ9  $(,0P \0'14 1 pc0ؒ1 01 pm0u1 ԰qQ1 QE1p <5w0 0 1 p1  0 1 [1   J1  ,Ő-| p- $d lpP- $L @r- $4 !, $8- $ P'-  $  -  $ ! ,   $̏-   $x P-   $T -   $0 @-   $ - $ 78 ,09  $ ,0 H P׎9  $(,0 A0>80B9 $,0\ P@'9 $,0< 0H0$1$ \P1$֌,- ! - $|p e- $ J- $!p ݌,   $ -   $@PQ -   $@ -   @1 ۋ-   2 ʋ-   k<04&=   $(04|H =   $(,04T Պ4r< 4=  $(04P@@ q=  $(041 V=   $(04 N=   $(04! %4|4(5(\P Ɖ5 (h ,-L ` ψ- 4lp@ - 0 -  - P1 !, +, -  - x ·- Xq - 8` ,$B-  $ H '-  $ $$ % L0 %  %  y% l    ! <      !     DɃ  Ѓ 5ڃ  ``LPł5qt0e 5Ā12!x`%h G% L6r$   w 0b 4p    ~ P~ а }}}|hPp]| { {<(,04({=(,04(qz4z5a{4 y)0y(y(   -y)   dx, $cx- $qx$w%ix$w!Maw w  v!  dboundRt.ml  0 ` @  P  $@[<1> SRS sharp (%a) rules:@ %a@]@ @[<1> SRS sharp (%a):@ %a@]@ @[<1> SRS:@ %a@]@ 8(VAR x) (RULES a(a(b(b(x)))) -> b(b(b(a(a(a(x)))))) )$@[<1> TRS sharp (%a) rules:@ %a@]@ @[<1> TRS sharp (%a):@ %a@]@ @[<1> TRS:@ %a@]@ 4(VAR x y) (RULES g(f(h(x),h(y))) -> f(y,f(a,x)) )testing module Rfc ...@ EbL@Cp"p @a4@4@ߡxСhTD@0oY@qP4P:4P,x ̠ L  x r hT @ 5 DP  ܟ $L ˟ x { T p E PP Ӟ @#  A~ x>,d`!+ 5 o RK @?  dܠB L!I   2 `& PQ  Rth xpr  T2\ " 0 —  rfc.mld      P   P    0  е  г  Я   p    4@[<1> rfc automaton RT:@ final states: %a@ %a@]@ , KCsrs8@[<1> splitting automaton RT:@ final states: %a@ %a@]@ , <@[<1> individual automaton RT:@ final states: %a@ %a@]@ , 8@[<1> minimal automaton RT:@ final states: %a@ %a@]@ , #$@[<1> consider the SRS:@ %a@ %a@]@ 4@[<1> rfc automaton RT:@ final states: %a@ %a@]@ ,  MCtrs8@[<1> splitting automaton RT:@ final states: %a@ %a@]@ , <@[<1> individual automaton RT:@ final states: %a@ %a@]@ , 8@[<1> minimal automaton RT:@ final states: %a@ %a@]@ , #$@[<1> consider the TRS:@ %a@ %a@]@ 4(RULES c d d c -> d d c c d d, c d d ->= d d c c )d(VAR x y) (RULES f(x, s(y)) -> g(x, g(a, y)) g(h(s(x)), a) -> f(x, x) h(f(x, b)) ->= g(h(x), x) )4@[<1> rfc automaton dp:@ final states: %a@ %a@]@ , OCsrs8@[<1> splitting automaton dp:@ final states: %a@ %a@]@ , <@[<1> individual automaton dp:@ final states: %a@ %a@]@ , 8@[<1> minimal automaton dp:@ final states: %a@ %a@]@ , # @[<1> consider the DP:@ %a@]@  @[<1> consider the SRS:@ %a@]@ 4@[<1> rfc automaton dp:@ final states: %a@ %a@]@ , PCtrs8@[<1> splitting automaton dp:@ final states: %a@ %a@]@ , <@[<1> individual automaton dp:@ final states: %a@ %a@]@ , 8@[<1> minimal automaton dp:@ final states: %a@ %a@]@ , # @[<1> consider the DP:@ %a@]@  @[<1> consider the TRS:@ %a@]@ 0@[<1> rfc automaton:@ final states: %a@ %a@]@ , QCsrs8@[<1> splitting automaton:@ final states: %a@ %a@]@ , 8@[<1> individual automaton:@ final states: %a@ %a@]@ , 4@[<1> minimal automaton:@ final states: %a@ %a@]@ , #$@ @[<1> consider the SRS:@ %a@]@ 0@[<1> rfc automaton:@ final states: %a@ %a@]@ , 8SCtrs8@[<1> splitting automaton:@ final states: %a@ %a@]@ , 8@[<1> individual automaton:@ final states: %a@ %a@]@ , 4@[<1> minimal automaton:@ final states: %a@ %a@]@ , # @[<1> consider the TRS:@ %a@]@ 4(RULES c d d c -> d d c c d d, c d d -> d d c c )d(VAR x y) (RULES f(x, s(y)) -> g(x, g(a, y)) g(h(s(x)), a) -> f(x, x) h(f(x, b)) -> g(h(x), x) ),testing module InitialTreeAutomaton ...@ trstrstrstrs!$ !$ !$ g! l$0 I! P$ -! 8$0 !  $q ! $40 ! # P ! #40 ! #! ! #(! # {! p#(n! X#X! #I! 0#)! #! #@! " `! "@! "1! "0! " ! l"0v! P"d! 4"4F! " *! !4! ! ! !(P! ! p! !(P! h!A! $!! 8!!  ! ;! @/!  p  ! @! p! 0!| Ұ!l P!X pc!D PV!4 A5!  0!  ! 0! ! 4!  ! 4! lw! T(`Y! 8 =!  (`0! Q! ! ` ! `  !!h!h!pj!X N!DA!0 ! 0P!  p! 0P! A! 4!  ! x4z! `b! H(D! , (! (! ! ! `p! `p !!xh@}!dh@s!P U!8 9!  ,! !$! !$!x!(@!t `!\(@y!D|1k!,M! 1!$!p!!t!t! `!x !` `!LQ!4$g! 0K!$>!x0!(! !(!|!lp!P !8p! pa!s!h0]!h0O!<!d@-!0(1tA h %($ U% $ % $ % % % %l qt% Ltb% ,hРO% 0E% `9% 11% %%  % T"% ``% $%$@% 5%`"#% q % t% h% t1% X% @%$A%$%А%%%|1q%`q%Ds%"%P{%$,% $%!% #% `"% p% X$ ,% ,$ %谀$%`%P%l0!d*  ! <1  ! 4v! !n! b! U! J! +! `"!p` !0; !40!1!3e!"U!H!E !!l !4" ѽ!<dĽ!) }!@ q!0h!3 !! !l ! P ! 8@ ϼ!  @ ! l ! \ !  =  E!Ѐ 9!tp "!xlP %8$ W% @d J%  $ % @ %  0 %  $ % t û$ N% < ͻ$  % , % Ϲ%  X %   %  @ %   % p % P  % 4 x v%  i%  p ׻$ %  @ $ Ҹ%  $%| %d y%L t b%4 l  P ÷ R  s @ @ g  ^ `   0   ( ذ`   @b   Q   Q   S   @ s  0 % % \   D t  , l  d ` "p  @ ' B ɴ x  t `` ȵ h <7$l  c а[ F A/ l `  |hl ( 6   ܱ б Ʊ  ` xp \dk      ɰ " P Ġ@ ^  ! X D0l " ί V $RE @= A1 B! 0plڮ  l  4d  TĬ  qQѫVh"@hb "hT@que"b ҩ é q % d P@q06 "  b     ߧ UA'զ@01tdԥph@ۥ j HL "/` ʤj"ϣb 0P}lPcXOD.treeAutomaton.mlconstructPath.mlinitialTreeAutomaton.mldependencyPairs.ml    0 @                 @      0    `       PD@[<1> establish tttbox-proper-label-new path (3) %s -> %s:@ %a@]@ <@[<1> establish tttbox-label-new path (3) %s -> %s:@ %a@]@ @@[<1> establish tttbox-proper-new path (3) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (3) %s -> %s:@ %a@]@ <@[<1> establish tttbox-label-new path (3) %s -> %s:@ %a@]@ <@[<1> establish tttbox-label-new path (2) %s -> %s:@ %a@]@ <@[<1> establish tttbox-label-new path (1) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (3) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (3) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (2) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (2) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (1) %s -> %s:@ %a@]@ 8@[<1> establish tttbox-new path (1) %s -> %s:@ %a@]@ 8@[<1> establish suffix-label-new path %s -> %s:@ %a@]@ 8@[<1> establish suffix-label-new path %s -> %s:@ %a@]@ 8@[<1> establish suffix-label-new path %s -> %s:@ %a@]@ 4@[<1> establish suffix-new path %s -> %s:@ %a@]@ 4@[<1> establish suffix-new path %s -> %s:@ %a@]@ 4@[<1> establish suffix-new path %s -> %s:@ %a@]@ 8@[<1> establish torpa-label-new path %s -> %s:@ %a@]@ 8@[<1> establish torpa-label-new path %s -> %s:@ %a@]@ 8@[<1> establish torpa-label-new path %s -> %s:@ %a@]@ 4@[<1> establish torpa-new path %s -> %s:@ %a@]@ 4@[<1> establish torpa-new path %s -> %s:@ %a@]@ 4@[<1> establish torpa-new path %s -> %s:@ %a@]@ 4@[<1> establish fresh-new path %s -> %s:@ %a@]@ 4@[<1> establish fresh-new path %s -> %s:@ %a@]@ 4@[<1> establish fresh-new path %s -> %s:@ %a@]@ 8@[<1> establish max-lift-fresh path %s -> %s:@ %a@]@ 4@[<1> establish max-fresh path %s -> %s:@ %a@]@ 8@[<1> establish std-lift-fresh path %s -> %s:@ %a@]@ 4@[<1> establish std-fresh path %s -> %s:@ %a@]@ 4@[<1> establish cons-fresh path %s -> %s:@ %a@]@ 4@[<1> establish left-fresh path %s -> %s:@ %a@]@ 4@[<1> establish min-fresh path %s -> %s:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ 54321baihgf$testing module ConstructPath ...@ iGT # iG`#i`G#i`G>h` i``G`#vi\`HGp#Wi\`(GT #Ki\` G`#>i\`Fp#4i\`FHh\` i\`F`Q#i\`F#i\`pFT 0#i\`TF`1#~i\`8F#ti\`FRh\` i\`E`"i\`E"i\`ET "i\`E`"i\`E"i\`dE\h\` ?i\`8E`"6i\` E@"i\`ET `" i \`D`a"iX \`D@"iX \`DfhX \` iX \`lD`!"viX \`PD!Wi X \`,DT "KiX \` D`">iX \`C!4iX \`CphX \` iX \`C`!iX \`|C!i X \`XCT !iX \`8C`!~iX \`C!tiX \`BzhX \` iX \`B`a!iX \`B!i X \`BT 0!i X \``B`1!iX \`@B!iX \` Bh X \` ?iX \`A` 6iX \`A i X \`AT i X \`|A` i X \`XA i X \`4Ah X \` iX \`@` viX \`@@ Wi X \`@T ` Ki X \`@`a >i X \`h@@ 4i X \`D@h X \` iX \`@`! iX \`?i X \`?T i X \`?` ~i X \`x?ti X \`T?h X \` iX \`?`iX \`>pi X \`>T i X \`>`i X \`>pi X \`d>h X \` ?iX \`(>`Q6iX \`>i X \`=T 0 i X \`=`1i X \`=i X \`t=h X \` iX \`8=`h X \`IiX \`<d@h TX \`i TX \`<ph PTX \`i PTX \`t<Hh LPTX \`+i LPTX \`0<`h HLPTX\`i HLPTX\`;d@ah DHLPTX\`i DHLPTX\`;pbh@ DHLPTX\`@i@ DHLPTX\`D;ch@ DHLPTX\` i@ DHLPTX\`:Hph@DHLPTX\`p i@DHLPTX\`:HЀh@DHLPTX\` i@DHLPTX\`D:$h@DHLPTX\` i@DHLPTX\`90.h@DHLPTX\`q i @DHLPTX\`9HА8h@DHLPTX\` i @DHLPTX\`P9`Bh @DHLPTX\` i @DHLPTX\`9d@Lh @DHLPTX\`A i @DHLPTX\`8pVh @DHLPTX\` i  @DHLPTX\`d8`h @DHLPTX\` i @DHLPTX\`8Hjh@DHLPTX\` i @DHLPTX\`7H th@DHLPTX\` i@DHLPTX\`p7"~h@DHLPTX\`s i @DHLPTX\` 70#h @DHLPTX\` i @DHLPTX\`6H0h @DHLPTX\`i @DHLPTX\`6`2h @DHLPTX\`si @DHLPTX\`<63h @DHLPTX\`i @DHLPTX\`5H@h @DHLPTX\`i @DHLPTX\`5d@h @DHLPTX\`bi @DHLPTX\`\5ph  @DHLPTX\` i  @DHLPTX\`5h @DHLPTX\`i @DHLPTX\`4Hаh @DHLPTX\`=i @DHLPTX\`x4Hh@DHLPTX\`i @DHLPTX\`(4h @DHLPTX\`i @DHLPTX\`30h @DHLPTX\`>i @DHLPTX\`3Hh @DHLPTX\`i @DHLPTX\`L3` h @DHLPTX\`zi @DHLPTX\` 3P[i @DHLPTX\`2T pOi @DHLPTX\`2`qBi <@DHLPTX\`2P8i <@DHLPTX\`\2h<@DHLPTX\`i <@DHLPTX\`2`1i <@DHLPTX\`1i<@DHLPTX\`1T i<@DHLPTX\`1`i<@DHLPTX\`\1i<@DHLPTX\`01h<@DHLPTX\`Ki <@DHLPTX\`0`Bi <@DHLPTX\`0#i<@DHLPTX\`0T i <@DHLPTX\`P0` i <@DHLPTX\` 0i <@DHLPTX\`/(h <@DHLPTX\`i <@DHLPTX\`/`qi <@DHLPTX\`p/ i <@DHLPTX\` P9 66 0 0 0 `- , TreeAutomaton.Transition_foundTreeAutomaton.Stop TreeAutomaton.Raise_consistentTreeAutomaton.No_contextTreeAutomaton.FoundTreeAutomaton.Droped consider the term %s:  consider the term %s:  consider the term %s:  find state %s: -  find state %s: %s  find state %s: %s rhs: {%s} , ,  lhs w.r.t. %s: {%s} (@[<1> after cleaning we have:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ @@[<1> quasi-deterministic + raise-cons. tree automaton:@ %a@]@ 4@[<1> quasi-deterministic tree automaton:@ %a@]@ ,@[<1> deterministic tree automaton:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ @@[<1> quasi-deterministic + raise-cons. tree automaton:@ %a@]@ 4@[<1> quasi-deterministic tree automaton:@ %a@]@ ,@[<1> deterministic tree automaton:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ @@[<1> quasi-deterministic + raise-cons. tree automaton:@ %a@]@ 4@[<1> quasi-deterministic tree automaton:@ %a@]@ ,@[<1> deterministic tree automaton:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ @@[<1> quasi-deterministic + raise-cons. tree automaton:@ %a@]@ 4@[<1> quasi-deterministic tree automaton:@ %a@]@ ,@[<1> deterministic tree automaton:@ %a@]@ 8@[<1> consider the following tree automaton:@ %a@]@ @@[<1> quasi-deterministic + raise-cons. tree automaton:@ %a@]@ 4@[<1> quasi-deterministic tree automaton:@ %a@]@ ,@[<1> deterministic tree automaton:@ %a@]@ yxX(VAR x y) (RULES f(x, f(a, x)) -> h(x) f(a, g(b)) -> i(c) g(f(x, g(y))) -> j(x, y) )$ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s , $ we proper rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s ,  we rewrite the term to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s , $ we rewrite the constants to: %s ,  consider the term: %s  tC_treeAutomaton.ml C]treeAutomaton.ml C[treeAutomaton.ml CYtreeAutomaton.ml CWtreeAutomaton.ml consider the following tree automaton:@ %a@]@ 987654321cbaigf$testing module TreeAutomaton ...@  Designated State:  Determinism States:  {%s} ,  T-Violations:  {%s} ,  E-Violations:  {%s} ,  Final States: Symbols: @[@[<1>{@,@[%a@]@]@,}@],@ TreeAutomaton.find_match$TreeAutomaton.create_label_matchTreeAutomaton.find_matchTreeAutomaton.find_match_toTreeAutomaton.create_matchTreeAutomaton.find_state TreeAutomaton.find_lhs_labelTreeAutomaton.add C TreeAutomaton.raise_consistent,  context_label (%d): {%s} ,  context (%d): {%s}  open paths: {%s} ,  open paths: {%s} , ,  paths w.r.t. %s: {%s} , $ paths to %s w.r.t. to %s: {%s} ,  {%s} -> %s ,  %s -> {%s} ,  %s -> {%s}  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Y  |P m  hAS _  TpA 5    8  $X g treeAutomaton.mltreeState.mlP@(  '  `'   '  '  '  &  &  &  p&  &  %  0% $  @$   $  #  `!    0  p  lift_min 5 7 t = %s  lift_top 7 t = %s  lift 3 t = %s  base t = %s  consider the term t = %s: DEK termx.ml ,DEI termx.ml LDEG termx.ml lDEE termx.ml DEC termx.ml DEA termx.ml DE? termx.ml DE= termx.ml EE; termx.ml ,EE9 termx.ml LEE7 termx.ml lEE5 termx.mlahgfyxtesting module Termx ... Term.max_heightTerm.match_heightTerm.roof_heightTerm.top_heightQ1 -D @1 -0  31 - $1 - 1 -  1 - ` 0 -  0 - 0 -  0 - 0 -  0 -l 0 -X  0 -D 0 -0  0 - x r0 - (p k0 -(r Z0 -(p G0 ,a1 , 0 -P / ,k1 ,/ -$@ / ,u1 ,m/ -$t0 W/ ,1 ,/ -$P / ,1 ,. - $( . ,1 ,}. - $ g. ,1 ,-. - $ . ,1 ,- - $ - ,1 ,- - $ q- ,1 ,7- - $` /- - $Dt` - - $( - ,1 ,, - $ , - $pP , - $б , ,1 ,c, - $ [, - $|l@ J, - $` 1 , $ , - $0D 1 , $+ - $ 1 ,  $b+ -  $ 1 ,  $+ -  $ 2 ,   * -   @ppa 2 ,  E* - ppQ 2 , ) - hPA 2 , v) - )2 , ( - l( - T( - @32 , ( - $ =2 ,W( - M( ->(  '   @' |' l6'  xpA& & x& h& YQ& a& Af& &  )&  %  h%  l% Q% )%  $  $  $ $ r$ | j$ d+$  P$ # 0R#  R# S# h# p1 "  "  "   "   "   !   1"    6!  lY!   H@     p        P  D   a  ph  p l`Q X _  4p"  `|  `termx.mlD09 9  @8 p7  6  @6 06 5 5 5  4  4  P3 $TreeTransition.No_designated_state( making it deterministic yields: %s  the pl %s is added: %s ,  it is extended with {%s}: %s  consider the transition: %s ( making it deterministic yields: %s  the pl %s is added: %s ,  it is extended with {%s}: %s  consider the transition: %s af4321$testing module TreeTransition ... @ |@ @[%*s%a@ ->@ %a@] TreeTransition.deterministic TreeTransition.create_of_set%a%a*U< }< -0 qq< -$d< - [< -PO< -\ C< -$6< -$P(< -$tР< -$< - $p< - $T; - $@`; - $(; - $pp; - $`; - $c; - $`; - $|P; - $ @y; - $ qCm; - $h @`; - $P0W; - $4PK; - $\ ?; - $!2; - $P$; - $t; - $ ; -  $: -   $`: - $D`: - $(: - $ p: - $: - $: - $: - $tаy: -  $|n: -  $\p[: - $@dL: - $$A: - $q6: - $ Q+: - $1< ,$9 -$9 -$9 -$ Qr9 -$p Q_9 -\ QL9 -L Q=9 -("9 |8 a8 xP9 !8  ,&8  -8  7  x48  [7  7  l|ab7  6 u6 8PPf6  S6 d6 q!6 5 O5 5 4 04 䀐5 u4  54  xx@|4  3 \@3  H3  0h3  |p+3   p0treeTransition.mltreeState.mlP`G @G  G F  @E  D C pC  C B  `B B A A A  A  A @ @ ? >  > > , of_tree_term: exception invalid argument  of_tree_term: %s consider the term t = %s:  of_tree_term: %s  consider the term t = %s: ahg, , , 4 proper_variations {%s -> {%s}, %s -> {%s}}: {%s} , , , , variations {%s -> {%s}, %s -> {%s}}: {%s}  consder the term t = %s f321(testing module TreeTransitionTerm ... @[%a@] TreeTransitionTerm.state_symbolTreeTransitionTerm.rootTreeTransitionTerm.args,@ @[%a@[(@,%a@]@,)@] TreeTransitionTerm.of_tree_termrL E @ L E @B L E @ L E 0 jL = x 4 cL = d |  WL = P 4 ML = <  EL = ( P 9L =   ,L = t #L = $ L = l L = $ L <(,04J =(,04J =(,04lJ =(,04TJ =(,04@l xJ =  (,04\ lJ = (,04^J =  (,045J =$ (,04\ (J =$(,04J = $(,04pI = $(,04PI =  $(,04,I = $(,04l I = $(,04 I = $(,04P I =   $(,04\ ~I =   $(,04|pI =  $(,04PGI =  $(,04,\ :I =  $(,04,I =  $(,04I =  $(,04H =  $(,04H =  $(,04pP H = $(,04P H = $(,040p H =  $(,04 r H = $(,04p H = $(,04d` H = $(,04dP uH = $(,04t@ gH =$(,04p0 \H =$(,04Tp1 IH =(,048Ԡ >H =(,04p! 3H =(,04P" L <(,04G =(,0G =(, QG =( Q|G = QmG = LG ||` $G  h F G F  <lpNF ,@CF  %F  F  0pF  E  E  E  ,20zF  E @@E @D D  h0a0E hD  H@cD  4,2:E C  C C aC AQfC C B  pB xB  pQB AaVB A x !A  zA t0AA  D %A ,H1@ Q@ @ o@ 1@ ``&@  a@ ? ? Q? `F?  %? > > `> 9> <PPp=  (Q= = treeTransitionTerm.mltreeState.mlPV `V  0V  U U T PT S S 0S  R `R R Q `Q  PQ  O  @O  0N  of_term_uniform (%s): %s $ of_term {%s -> %s, %s -> %s}: %s  consder the term t = %s yx, ,  choose {%s}: {%s} ,  choose {%s}: %s  value of %s: %s  lift 3 t = %s  base t = %s  consider the term t = %s: kEQ treeTerm.ml kEO treeTerm.ml kEM treeTerm.ml kEK treeTerm.ml lEI treeTerm.ml h 8,0Pf 9,0LD Hh 8 (,0e 9 (,0 Rh 8 $ (,0e 9$ (,0̐ \h 8 $(,0Ue 9 $(,0H fh 8  $(,0d 9 $(,0\ d 9 $(,0@ d 9 $(,0$ d 9  $(,0d 9   $(,0ed 9  $(,0Vd 9   $(,00d 9 $(,0| #d 9 $(,0\h d 9 $(,0<Pd 9 $(,0D` d 9   $(,0c 9   $(,0c 9  $(,0< p c 9 $(,0D` c 9 $(,0p\P c 9 $(,0Tp! c 9 $(,0410 c 9 $(,011 c 9  $(,0 2 c 9  $(,0 Ȱ2 qc 9  $(,0 13 bc 9  $(,0  Vc 9  $(,0\ @ Jc 9  $(,04 A >c 9  $(,0  1c 9  $(,0 ` "c 9  $(,0  c 9   $(,0 c 9  $(,0t  c 9  $(,0P b 9  $(,0,  b 9   $(,0 b 9  $(,0  b 9  $(,0 x b 9  $(,0  b 9  $(,0l  b 9  $(,0H  b 8ph 8^b A  $(,048 Ob 9  $(,0 d zh 8   $(,0a 8h 8a A  $(,048 p a 9   $(,0l Lp h 8   $(,0Xa 8h 8a A  $(,048 h` a 9   $(,0 D` h 8   $(,0` 8h 8` 9   $(,0 dP y` 8h 8?` 9   $(,0\ L@ )` 8h 8_ 9   $(,0$ L0 _ 8h 8_ 9   $(,0D _ 8h 8I_ 9   $(,0T >_ 9   $(,0T )_ 8h 8^ 9   $(,0TD ^ 8h 8^ 9   $(,0h ^ 8h 8O^ 9   $(,0P 9^ 8h 8] 9   $(,0P ] 8i 8] 9   $(,0tH ] 8i 8Y] 9   $(,0<X N] 9   $(,0X 9] 8i 8\ 9   $(,0H \ 8$i 8\ 8.i 8\ 88i 8[ 8Bi 8_[ 8Li 8[ 9   $(,0dxpQ Z 8Vi 8`i 8   $(,0YZ 9   $(,0t1 ji 8   $(,0Y 9   $(,02 ti 8   $(,0Y 9   $(,0t\ ! ~i 8   $(,0AY 9   $(,00! i 8   $(,Y 9   $(,\  i 8   $(,X 9   $(,\  i 8   $(,(X 9  $(,pTi 8  $(W 9 $((i 8 5W 9 "W 9 W 9 i 8 V 9  Qi 8V 9 QV 9@lV |DV  t V  U  TU  @̀U 0PwU  U =U Ppp/U \U U T P@T p`T \T HT S ] S S  XS  4pLS   0+S R pR PR R @R KR  !a[R Q !Q \Q  Q P ` P P Dx ZP  0 P   P   1O O ^O t0 O 'O N .O gN pqNN lP` N  XN  DrM  00cM  PtreeState.mltreeTerm.ml8Pl  l  l k  k k k j j  j  EstreeState.ml ЃEqtreeState.ml EotreeState.ml EitreeState.mlq DEetreeState.mltesting module State ... %i n x0n dqn vn %n hn Б n }n m `|m L m n [m $hpOm q m n l T@l Al n ]l ;l  @1l  0 l  0k qQk k Tk  ik 8Ek +k   "k   treeState.ml r  p Pp @p Po Caf.Not_successful(@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]Er r  $q Xq q {q q 7q 0"q Pq p \@p p  x#p p Xo Do 0xp0o  ho caf.ml v   u  t  @t Ccs.Not_successful(@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]%w v  v Xv v \pv v v `Pv u  `u lu Tu <`Pu (t|u ku Tu :u  u t  $u ~t s #t s d-t &s @ ?s r Fs ccs.ml {  z  `y   y Cds.Not_successful(@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]| {  { X{ l{ \p{ { z `P{ z  @z l`}z Thz <`P\z (tRz Fz 4z z y y  $y ^y x y }x d y x @ x w &x cds.ml | P| %s@ @[<1>Trs:@ %a@](We consider a non-constructor system.$We consider a constructor system.|  ( @| [|  constructor.ml ~ } `} } Contained.Not_successfulContained.Nonterminating%a m~ ~  l}  ]X ~  }  @} I}  -^} }   xpcontained.ml  ~ %s@ @[<1>Trs:@ %a@](Not all critical pairs are convergent.$All critical pairs are convergent.  ` pi 7  @ p ~  ~  criticalPairsConvergent.ml   `     Csf.Not_successfulCsf.Order_foundL@[<1>Function symbol:@ @[<1>%a@]@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@] + t X  \    %  Ƃ \ D 0  z J   #Q  m q~   pa Qڀ pA€ \h@x H \ 4 (  A  1csf.ml 0  %s@ @[<1>Trs:@ %a@] We consider a non-dummy system.We consider a dummy system.]  , @'   dummy.ml  Ї      DummyElimination.Not_successfulafter dummy elimination %s take the TRS %s 0(VAR x y)(RULES a(d) -> c b(x) -> a(b(a(c))) )(testing module DummyElimination ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]    "  z   k  h\  tU  `@K  H:  8,  (P    @Ç    y  _  O  H  tʇ    Plˆ ҆   $  p܆ dummyElimination.ml P  %s@ @[<1>Trs:@ %a@](We consider a non-duplicating system.$We consider a duplicating system.}  , @G   duplicating.ml0      Embedding.Not_successful (Eoembedding.ml,(VAR x) (RULES g(f(g(x,y)),y) -> g(f(y),y)) Testing module Embedding ... (@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]   e 0U $paI @: 0  ̋ Xы ؋ c \pߋ  `1 @! p؊ \ l  @@"0    Rԉ   Qembedding.ml `  %s@ @[<1>Trs:@ %a@]$We consider a non-ground system. We consider a ground system.  , @W %  ground.ml$        Ѝ KboStrategy.Not_successful$KboStrategy.Configuration_failure@[<1>Argument Filtering:@ %a@]@ @[<1>Usable Rules:@ %a@]@ @[<1>Precedence:@ %a@]@ @[<1>Weight Function:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@],KboStrategy.solve_ur_af: Unknown solver %ssmtsat(KboStrategy.solve_af: Unknown solver %ssmtsat(KboStrategy.solve: Unknown solver %ssmtsatpbcdkmac# P -     @ 0  Z  apP  ap 0 ё   5 T @ 1` ڐ a@А a@ 0 Q    p  i |A h) Y  <a (a` 0 ' kboStrategy.mlh    @    p   0    Н  p      p  @              P   KboAc.Not_successful (VAR x) (RULES f(x) -> g(f(x)))Testing module KboAc ...@ Unknown Theoryզ   P   ~ $ = % 蠠) % !` $ ߥ % p @ʥ % X 1 % <  %  ! %  " %  $ 6 %   ! %  d!  % |  % X $ ˤ % $ 0Ƥ %   %  %  %  l %  { % t x r % X a %@ Xp P %( `` B % H@     (A  O Tp ' 0R   qS x` ۢ d! Ӣ Lh0 â 8\00 H %(` ~ $ҡ %0 ơ %! %` %`0 c % pp Y % `q $  ՠ % P ͠ % 0 % H $ n % | ] %  $ %@ %|P ԟ -  $\4` %DdpP c 0 K  H  0    '    t  h  O  |C  d   j   a pQ 0r* `   0 0 `2 ` ћ x ɛ ` L` 8@^ !$P N   DP A  @!%  A͚    %0P  N  xlA  `Б%  H  4p     `  e 4 `0 ֘ Ę      |` h^ TL Dx@@ 0`+   x@ `˗    Pv 8P] x0=  |q-  hq  X0  D   $hP u  ( p 0r9 ŕ  x@p  $   m  R  x dPڔ  P̔  8  ̠  0PkboAc.ml`  б      0  Ю    p 0    p        P      0 Щ KboDkm.Not_successful%s@ , L(VAR x y z) (RULES *(*(x,y),z) -> *(x, *(y,z)) i(*(y,x)) -> *(i(x),i(y)) )general solution:@ %s@ E(ETesting module KboDKM ...@ 65432116251%s@  KboDkm.red KboDkm.reds    PU : l8 0 \Lp ' H8`  4XP   @ pA @ H   1  @  s x ` d@ S T\ J @\p B ,L` 4 P ' @  0  x`p d`  o  _  A N  lx >  T 9  <0 '  (P       Ӳ   IJ   |     X  x@ y   ! P ! 0ذ ! d1pɰ ! <@ !    b ! 00[ ! 1G ! x 8 ! \pP/ ! @h ! $ !  !  ! lۯ ! ̯ !  !  ! d !Pho  @f  (T  X K  @R  )   @R T `V  @  p "  Э  P Aí <B   %a)  U  @!=    0!0 X !b   L    lh pu XhPqe @p` ,!ժ ʪ p  Pw     !ީ  "   tPB `TA  P @1 !  `   q"kboDkm.ml   `    `  p  л  P  0  к   p  0      p      p KboPbc.Not_successfuls  ad  1U  F 7  \ ! a  h   !t@ !t0 !`Pp !L !8 !  ! "p !p r  Z !D F !  ; ! ' ! x!  ! X ! @P ! (@ !  d0 ! T ! , Q $ % %` X $ %A b $Y %\@ %D l $  % T` v $  %  % P $ d % h0 $ %h0 %L %0t %  %  1p %  xp %   $ | %  As Y %p @Q $ %P  %< `0 % % X %  %  % p@{ % x $ %x  %d p q $8 %D ! %0 p $ % q $ % p % @ $2 %  % l $ %x %d  %P ` % 8 y %  $! % $ %  % `  $p % W %p 0" ! $  % 8  %  t0 + $  %   %  t@ %  ̀` 5 $ 8 % t , % T P % 4 p ? $ %  % x@ I $ A % 0 8 %  % `1  %  % |2 %dp` S $ %4 x %P Y %p A -  $< %@  Р   P |0Q h R Pp@z <0r (P2    ! X"   L ! 5 ! б    !  ! xT    ! H ! ,T   : ! # !    !2   w ! ` ! l!    ! 8 ! 1$    ! DA@ ! @P ! pP ! Q ! xk ! \X`.    ! 0"8   Ƚ !  ! B   s ! \ ! TL    ! h ! LV    !  @ ! l ! S `    h  T  P 0û t dd d P̠H  @@  ,!    ̠ g '   d h Z hP \F X< ,2 p,   Pɸ  <  `  Q`  '  r  `   y PpV ? |t/ h T@ ɶ 401  1 kboPbc.mldioKbo.ml(       0 KboSmt.Not_successful Testing module KboSmt ... @ *   R ! C ! & ! x ! \t ! @| ! $t !  ؠ !  !h ! !T !,p ? t 0  X  <   t  t      h    T  ,  I !X : !<"! !    !  !  ! t !  !  ! xh ! ` !HT !0,l ! 1q 5 Pp kboSmt.ml       P   @      0          @ p  P    P        0     `      0      P      DioKbo.Not_successful Testing module DioKbo ... @ T@[<1>Prec:@ %a@]@ @[<1>Weight Function:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]KboSmt.weight2,KboSat.kbo_af_gt': case shall not happenF 7 @(  "   %$0 $ x % \<00 $ > % 08 @9 % Ġa $  % !` $  %  %H" %! $[ %LG %D0 $  % d@ %  % @ %  %4 $ %P %4u %,Ȁ $1 %| % %  % o 8 j hĠa / T8 0    , @  @  `A    P xP  x hl P C  0D PJ     `  `  `a     p  xpy  Xd  T0T  @ :   xP Q  ,$ -$`! -$L0} -$al - $0 , $ - $\!P - $@L0` - $a - $Ap ,  $ -  0 ,   } -  p1 ,   > -  X02 ,   -  2 ,    ~  L0y  ah  t0O   @G   <0P6  h p0`  H @  4  t  d  0 %  x     !`   p    x p  h LA .    D l :   d`  1p A c  ! Z  \ t $  ̐   @    "  l 0  T P {    (   1   XA  8   4 ` '   p "   p    q  x   `  ` 00 O  L 0   ( `@      }         |  p  xpq  p q  X P  @ @  M   `01=  |1"     \ = @   L     d̠P   D̠    $h ;  h@  x` d@ p0 ,   p{  qm  x sG  Tp;  P-  <ѣ (؀ Ԡj       ذ ! P  1 a    r c   R   : xЀ h !Tp} !@ppl !,$q`c !`R ! $abI ! b )  <  ! q    ! t` ! X Q ! <`   !p@ ! ! 0 ! P1 !     !  !pP!m !\[ !HT !0!5 !tP  @     !  "s 8 |Pa'     l̀a  X  D S  00 F   dioEmbedding.mldioKbo.ml   %s@ @[<1>Trs:@ %a@](We consider a non-left-linear system.$We consider a left-linear system.  , @   leftLinear.ml  ` %s@ @[<1>Trs:@ %a@]$We consider a non-linear system. We consider a linear system.  , @ u  linear.ml   p   $testing module Linearisation ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]  <l  9  -  linearisation.ml  @  p           0     p          p Lmpo.Not_successfulXEGammalEDeltaEEpsilonh@[Quasi-Precedence:@ %a@]@ @[Normal:@ %a@]@ @[Safe:@ %a@]@ @[Predicative System:@ %a@]@ @[@ %s@]@ $Using strong multiset comparison.! ! ! ! e! [! B! 5! $! !        y  am  PU  ` P  /       \A6    \   H ( T 8 0J ( .      e   0 P   ;  x    I l l@ 2  ` t  @ `  ( P   \ ~ , $N - $ d0= - $ 1+ - $ x   - $t  - $l ! -  $L \Q -   $( @  -  $ 0z -  , ( - $ А 5  ( $, n 5( , TO - $l    X 1  D !3  0  0 |  f     f ! l 9 ! e     # dpP  h   Thp  >    p `    `    }   .  |  x,P u  \,R 8  <  (S *   P #   Q `1 t` P"    \  \l! n  ,#  ^  1   ] P`X Ġ`n  Pp Ġpu   dl    Dl w ~  R  o         !  |`1 h1x d@ H Pl2  <\a)  $!  |     \X   `1 1w L!r |H>  hd N   H  Q (@ > T 9 P b    T  G   >  x +  l    HHq  ;   Hq  D`P  4d`     a  a  `b  :  t`p2  Xpq-  <r  $Ѡ    Ԑ  a    \А  ]  ȰU  T`1P  <1>  $`19   1safeMappingCache.mllmpo.mlprecedenceCache.mllist.mlplogutils.ml  " " "  " `" LoopSat.Not_successful(LoopSat.solve: currently not supported LoopSat currently not supported@[<1>[%a]@]@]@ " "   "  @loopSat.ml '  `&  $  @# LpoStrategy.Not_successful$LpoStrategy.Configuration_failure@[<1>Argument Filtering:@ %a@]@ @[<1>Usable Rules:@ %a@]@ @[<1>Precedence:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@],LpoStrategy.solve_ur_af: Unknown solver %ssatsmt(LpoStrategy.solve_af: Unknown solver %ssatsmt(LpoStrategy.solve: Unknown solver %ssatsmt ( ( % ('  y' ' H' Q>' Q ' l& Xࠑ&  I0B' & ;& % B& % Q% Q% \% Ԡq0%  0"L& $ $  Y$ $ ($ dQ$ PQ$ <a# (ȠQ#  0$ i# lpoStrategy.ml@+  *   *  p)  ) LpoSmt.Not_successful AF: %a@  (VAR x y) (RULES a(x,y) -> x)(Var x) (RULES f(x) -> x)testing module lpoSmt ...@ ,, , M q, d, 0+ ؠ2+ "+ p+ r* h`* P*  *  tt*  \~*  Hؠr*  4b* T* ?* h:* *  )  @)  0)  2)  p ) X) Dh) 0|\) ! a) %) PplpoSmt.mlXPD  C  @  >  = `= <   09   7 07 P2 02 testing module dioLpo ...@ 8@[<1>Prec:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@] ( Fa dioLpo.ml H F9 dioLpo.mlD $@a D  0 C  XC !$ SC !|4 C  !C !a C !Ġa C ! B !3 B !p1 C  B !H,2 B !01 C  iB !@0 C  3B ! hP@ .B ! @ B !  C  A !d A !L Ȁq A ! 0 |` A !  A !  A !  0 A !   zA !  ,eA  C  C   @ ! t p @ ! \ r@ "@ @ !P @ 0 d1` y@ ?  a ?  Ġa ?  ` ?  0p @  ?  d@ ?  01 }?  1 l?  l @! d?  T ! R?  < | H?  4?   $?   ?  ,? @ >  ]>  0 j>  #>   P >  l q>  =  P 0` =  < ` =  $ =   =   `=  P=  |< , E< - 1< , < - 4@< ,$ ; -$ p 00< , $ ; - $ H 0< , $4; - $ 1+; - $@#; - $l; - $a ; - $: - $x@< , $: - $D2: -  $$A: -  $P < ,   $R: -   $h!< ,   $: -   $!< ,   $9 -  $Hp"9 -  $(PP09 -  $a9 - $@@< ,  $ 9 -$$#8 -$808 - $28 - $|@9 , $8 - $LA8 - $0lPv8 -  $P9 ,   $'8 -   8 -   H08 -   a 8 -  lh0 '9 ,   7  <Lx7  (t@b7  ]7  @7  X@6 %6 % !6 $26 %p6 $5 %Q 6 $5 %Txp05 % 8a@6 $ 6 $5 %7 $4 % 7 $s4 %`7 $;4 %|С/4 %`#4 %Da7 $3 %pA3 -  $p253 %3 %a3 %3 %В2 - $|(P(7 $2 %\02 %D1`2 %0t@:2  ,2  p 2   1   1  p1    1    11 ) 1 1 $(x0 )  XX0 )  80 )  `w0 1 $( @2~1 ( / ) X/ ) d/ )\/ w/ 7/ . . v. 6. - - dioLpo.mldioEmbedding.mlb a   `  `  _  ]  P]  ]  0\ [  [  Z Z Z PZ  Y   Y   X   pX   @X   X  W  pW  V V  V pV  V  U  PU 0U  U T T T  S  S  Q   0H  H  G DioEmbedding.Not_successful$Testing module dioEmbedding ... @ ,LpoSat.af_f: Illegal argument filtering  `FadioEmbedding.ml same_labels not implemented@ DioEmbedding.prec2(DioEmbedding.get_prec: Illegal state(LpoSat.lex': lists of different length]c c 1c "b b b b %b a } Ab a dPp0a da D, _a 0Ġa a $a   a a `  ` ` ` p`  ``  ]`  ` `  $`  <_ ,А` _ I_ P4_ _ ^ l_ ^ pP^  p@u^ a^ 0qA_ ^ p ^ X _ ] 4] 4l]  1] p] @] \   p\   | \   \   \  |\  t 2w\  ` B\  !\ < T \ ( ` [ t[  Z  | Z  Ġa Z   ( wZ   0 rZ   0 hZ   1 @Z   Z  | X Z  h aY  T GZ   Y 0 H!wY  <0rY  aaY  0Y  Y   H! Y   <0 Y   aX  t 00Y  XX  H 0(X  4 X $  X W  `W KW  =W  2W  &W  h W  tW l pV |V P @fV  3V  0 "V   V  U   бU   ؠU  sU   bU   Interpretation:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@[<1>Usable Rules:@ %a@]@ $@[<1>Argument Filtering:@ %a@]@ @[<1>Labeling:@ %a@]@ @[<1>Model:@ %a@]@ %a@ %s"j Hj - h ?j -  PA-j -  0Aj -  Ai -  Ai -  Ai -   Ai -  Ayi -   $pAi  \ h  Hth 0Ah  h 0g g  0h g  g 0f f  0Rg f +f |qf e  e0f e  ;e  <0e e %0e d  matrixStrategy.ml    @   p  0      `  @  @        p  p  0        @   0       `        `   p     `   `     О                      P        Е        Д          p     @  Б  P       `    Ќ      p  P          `    @           `    `   P 0  ~  ~ ~ 0|  Pz  x  w u  t   s  o  m  l l l l pl @l 0l  l  k $MatrixInterpretation.Not_successful@[<1>Test@ %a@]@ Result:@ %s@  DPs:@ %s@ @[<1>Test@ %a@]@ Result:@ %s@  TRS:@ %s@ H(VAR x y) (RULES g(s(x),y) -> g(x,s(y)) w(s(x),y) -> g(x,s(y)) ) ,testing module MatrixInterpretation ...@  matrix_intmi_map dimensionH@[@[<1>Interpretation:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@]%i@[%a@] C.is_zero%s^{U}l_T1F0,  %s(%s) = %s$MatrixInterpretation.encode_dp_termx     Ծ t7x d7p T7` D7`p 47Aa $7!R 7xC 74 60% 6@ 6x 6a  Ͻ Ƚ     x6`r h6pc X6p ܻ  (6h0@~ 6 @v 5"@l 5[ 5 @E 5@) 5@" 5@ P5 \5@ H5d?    5d?  5?  4?  4  4?j  4 ?N  4?G  h4?=  04,  84?    3ܹ 4?͹ 3?  F  3Ƞ>    30>  3 p>    3s>\ l3t= )]3 ; ( (  ) ,3= ) 3<v ) 2 q<f ) 2P<I ) 20<: )  22<# ) x2 < ) X28 ) 82pA; (  ) 2; ) 1; ) 1pp;z ) 10q; ( ! ) x1 !P; ) X1P; ) 81 aR; ) 1Ġ; ) 1"0:ߵ ) 02@:# (  ) 0 ) p0q ) P0` ) T09P ) 80 9? ) 094 ) 009 ) /ݴ ) /9 )/d9 )/L9- (Y  l/A9F  X/а09  D/8ٳ  0/l8   p   / R7P  .P27, 3 Ͳ .Lp7  .P7  .7 .6v P.  X.6  <.԰p6   .`6  .@a6  -P6ױ  -@Q6ű  -d@6  -  -|5h  - !5u  (  \-q5#  (-  4-5   -@5  ,PA58    ,l A4?  ,`04  , 4I  H  l,x4C  T,x`49  <,P4S   ,3]   +X3]  +p3T  +q3C  +  +!2%  ح  +L003ӭ  P+ƭ  \+2  L  4+2D  +P2  +|а1    *X1  *H1  *1  >  *DP1  `*@1   8*1 )     * 0٪  )`00  b )d P0S )d@Q0C )l@0(  )0  )0  t)H /  `)!/ [    ۨ   ^  ħ (l- (l- (l- (0- (d- (dp-L %u( !+Q $X $ %D(0,ۦ %,( ,æ % (, % ', % ', % '0+ % '+x % |'l+s % \'+V % @'`A+_ $  % ' AP+ % &P+ % & R+ϥ %&p+ʥ %&0+ %& + %t&+ %\&!* %D&* %(&*u %%d %%L*i $ !%$) !%!)   !%<"0* !%!0*   S ! T%@0p*    ! $%)   ϣ ! $£ ! $) ! $a) ! $|) ! `$ !D$4 P$ A)/ <$PA)#  ($@B)  $(D    #1 (  #A0(N  V  #0!'<  #|0P'4  # b  x#t00'  d#(R !U# %    - ! (# A& ! #|Ap&   !"A &   m ! " A%e ! "%T ! t" %7 ! \"p%2 ! D"0%( ! (" % ! "# % ! ! % ! !00% ! !0% ! !2@% ! !0@%ٟ ! h!@%á    ! 4!AP% ! !Q% !  @`%z !  `%_ !  @p%V !  p%: ! d % ! L  ! T L$͡    !1 #   ? ! @$( !$ !xA$    ! p# ! 0# ! x # ! `"p# ! Hp# ! ,0# ! Ѐ#p ! 1#h ! 0#_ ! А#    ! @# ! h# ! LȠ# ! ؜ ! ǜ ! L0#Þ    L ! 1"Q  X   !@"Ǜ !XA"_  v !h A`"n !L`"] !4 b"@ ! p "; ! 0!"1 ! "$ ! t"! ! t! ! 0! ! ! ! d\1! ! H0! ! (!i    ! @! ! ! ! !y ! e ! hT ! pLp!s     (  C      1ǘ  c  Θ    ! ɗ h   T!  < 0t A  3    ޖ  p֖  02  0  (Rq  i  t B5  `-  L b  8 b  $(R   B  02<  <   ۔  PQ    l1Py  @`c  p@p:  Xx@ D  01p @ӓ  @  @0e  R  1I  @3  @  |@Pޒ l ˒ X1Ò D@  ,@_  @p3    @   r  @$  Tܐ `+ 5  +   0?      `܏   2  y  pp  \  :  X\ Dt 0t  ߎ  ֎      `  pz  `] !xT0%   8   ȍ  $B pn Q G ; 0%   x   x  d R  P(B  < 2`  (0" \    6  Ƌ    =   ty  ltm TDb @<V          h  @     P    |@  d  Xx@   0p  ڈ \@p  |   p t  l@ ?  `.  $  l  x`R  d L   3  Ԇ k  d a  p W  x` M  PP C  H@ 9  \0 /  l %  p   P   `   H  P  <Ӆ  L@ ^  ,  h0  0  0  Մ Ą Xp <` Xx -  8 D      ppA|  A^     \0  |0ł  l  |0p̂  *  l aւ    @ lP0  (  \0  |05  ܀  |0<    F  P    lPpZ    l   X  I p ~  , ~   ̠~   0;~   ;~  ap:~ O~   B~   @:}  )}  )} p `Q#} } P )v} < )e} ( `Q#} %}  H8}  \0@8}  7|  P07|   P7|   q7|   7|  h 7|  P Ƞ7|  4 @7|   7o|  7|   5{  {  :{ ! !51{ ! `"5{ % h { ! l `5z ! P .z ! 4 4{   z !  4z ! t4z ! 4z ! p4:z  "4 z  <4z  t(4y  `3y  P3y  <3s  r s r  Pr s  _r  |qs  r 4q   q  q  Pjq  Pq  p p p  \p  @q   p  dp  lp p  T0"o  o   o  (1Ro   Ro b o n  n n  n Nn  d0n m  Dm  P b m  <x1 Sm  )Bm  `Q#jm m 28qm l l A7Xl l k k dk  P~k  X0ABvk  @(BTk ( bdependencyPairs.mlstr.mlmatrixInterpretation.ml @    0  0      @    0      0  0    `        0      `   0   `       deltarestricteddeltarestrictedrestricteddeltasimple additive @[Interpretation class: %s@]@ @[%a@]@ @[%a@]%s_tau_%i(%s) = Non-MetaVar delta + %i*%s^%i*%s*%s^%i*%s(Deltaquotient in Prove.solution_text. %s(%i) =%s(%i)(%a) = Empty list in print_varlistlist(%a) (%a), %aEmpty list in print_varlist$Other than MetaVar in print_varlist%s$Other than MetaVar in print_varlist%s, %a(Last SAT solving started for bound %d ,Last formula building started for bound %d Number of monomials: %d Statistics: deltarestricted deltalinearrestricteddeltasimple deltasimplequasiquadraticquasisimplemixed quasisimple quasilinearpizeroquadraticpizerosimplemixedpizerosimplepizerolinear quadratic simplemixedsimple deltalinear deltasimplepizerolinearlineardeltarestrictedrestricteddeltasimple triangular additive @[%a@]@  @[%a@]@ *%s^%i*%s*%s^%i*%s4Deltaquotient of illegal shape Prove.solution_text.%s/(%i + %i * %s)z  ( )( |U  4 !  ( !  p $z % q5    1   `2| %u x $K % 8 5 % , tP <$(,0 =$(,0  =$(,0p pr = $(,04<#^ = $(,04 R = $(,04%I = $(,04p" =  $(,04H  =  $(,04$h0 =  $(,04ذ =  $(,04 q =  $(,04B =   $(,04  =   $(,04dh0  =   $(,04<ذ! =  $(,04 q#p = (,04!V =  (,04E = (,04  :  d@p2  x@   P  8  ( )`P; (   o )  42p      y   b  d+    8@@  I  8 '    `  8  l q  p a  Pq Q  hp   Tp@  @\@  ,p@  \@ r  X #   p    P@ W  0  t0V \1 M @  54a  \Ph  4a )  P      h\H  Tx@  @  ,    x  t`o  P@   !        t0    H!Ph '      l` Z  `@ D  X@ %   l l  ? l  }  ! \t`w < !<t   @mcdisolve.mlmcdiprove.mlH 0               @  p    0   p  `  P      `  0                 (Empty matrix in monotone_constraints.,Zero variable in upper left matrix cell.$Empty matrix in diag_constraints.,Zero variable in upper left matrix cell.0Non-square matrix detected in diag_constraint.$Zero variable in matrix diagonal.(Non-singleton delta in delta_linear_mi.(Non-singleton delta in delta_linear_mi.VVF Not found: DNon-Meta variable in Deltaquotient in Interpretation.eval_inter. Invalid delta-interpretation:  Not found: - p - # -  - " -  -  " - x  - \ P! - @  - $ z -  ̀Qg -  AB -  2= -  1 -  P -  $t l" -  $T lr -  $4 !` - $ (! -  $ $ -  $  ,   $z -   $ @e -  $t !P` -  $T PO -  $4 #pJ -  $ p   (   P f  %   L   S  P   pL    P 0 8P@c  )Lh   $0o    %y    a  n  ! u  x!   k Xa ` D!@ }   !   P#  b   B!    dP  |d"  Z  Pdp,   -h!Q6   0  @  `        0   %XDB %DD %0@ %`` %@BP $ [ % hp $  %h!* $ % x % \@ % @Z   0  蠐 l  @ o `M    Q  hTL  XPG  H=  LP@& $@    Dr  LP0p  TPZ  @@-  d0`!  a     8  PH0   <  (Pbq  ?@   P@& %   g  P  M   !x ) `p  !IT  L !, !^  !XPh   !`r   !| !   ! P! )  lp) )  Tp| (    !)   ! pmcdinterpretation.mlmcdipoly.ml `      P               @       p `    `  P          P  @           p    p  `     @     P @           p    P   `    p 0  (Mcdiparametric.Unsupported_poly_class  %i-1 triangularrestricteddeltasimplelinear deltasimpledeltarestricted deltalinearcdiequivalent(Non-singleton delta in delta_linear_mi.deltaX+%s^%i @Non-Meta variable in Deltaquotient in Parametric.print_mono.(Quot of %s) vr%s^%i TNo single MVars in upper left matrix cell in create_poly deltarestricted.PNo single MVars in upper left matrix cell in create_poly deltasimple.  4   ( T0+~   80*H  $*W    p)      (   (j   P (9  t 'F  d $ %8 `k $O % \Wu $ % Tp  % Q0 % 1 % `@ $R %d @ $ %4 LW` $[ % TpO % dQG % 2 % `  $ % Ƞ %p  $+ %@ P %$  %  P %   $6 % ( %  $ %| P %` z % D P $ % 0 % 1 $k %PP_ %R/ % P %' $ $  % HQ % , 1 %   4  p1,         @  }X1  % LP  8d0  $d0@ 9    x`  X  !  @    |d0`  dİa  P@  <l  , F          D  @   t  |P   Xh } Dl@ g 0A >       E      h  1  x   ^  8   e x`3   x`     8    a  E P`  4`    j A 5 @    !   P*V  |`A)3  m *   P@* <P) () Ġ) )i = 0; 0 <= 0; 0 = 0; 0 + %i - %i  Deltaquotient in add_exponents. Deltaquotient in add_exponents. * %s^%i * %s fgFFdeltadeltaS S jS "S R   `` /R  oR   .`R   `.FR  R   P`.Q   .Q Q t p0.mQ -Q P {P %P  O  $ ̀p+O   a+O   !+O   Hp@+sO  )O 9O  )!O   1 )O   tB(O   @BP(N  jN !e H&oN  vN  M !8 'N   M !  0&N  (M )  & M )  `&L )  0`&L   P@&]L  | %L  h %K K 3K K , lp#J  ̠p#J xJ  J  I   ̠ "I gI  P!I 7I  б!I I  0!H p ` H H  X >H  G  4 ` EH  G  |@ OH  jG  L`0 .G  F  !5G  VF H 5F "F  E  E  l@1E  IE MlE  E  (L`D PE D   D  `#D  C |C 0Q_C >C  B  0B  p00B  \T0p}B  L00oB  8T0KB  (00=B  T0B  A  A  A  QA  DA  @`   >  >  = !|b= ! `X`0= ! @!L=   S=   ]=  =< ! 2;  ; ; J; d1O; V;  :  |xP: i:  `-: 0:  @P@-: 9 $ , : 9 n9 P,O9  `B,8 8 +8 8  X@*7 A'7 q' 8 7 \'8  8 6 (а'6  Tb`'&8  6 5  @%5 n5  $S5 !5  Pp$Z5  4 ~4  l!#c4 14  LP"j4  3 3  ^3  @R!R3   qS!43 3  !2 2  4p-2  8@1 1  x4pPr1 ip1 0  L80  =1  m0   PI0   tP30  `'0  0  Ȱ 0  /  / / xP'/ xq*[/  .  XXp*b/  - 8'-  $'-   `'mcdipoly.ml\f  f f  e  @d  pb  a  Pa  `  `  @`  `  X  W  W  pW MpoSat.Not_successfultesting module MpoSat ...@ Unsat@ Prec: %s@ Sat@ <(VAR x y) (RULES g(x,x) -> f(x) f(f(x),x) -> g(x)) 8@[<1>Prec:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]g 4 atg $ Qg f   1 f   f   00 f   f   " f   d0 f   Pp |f   tf  l @ bf  X  ]f  D a Uf  0 Cf   2f  P f  ` e  4` e Me  ! e  e   d  | ࠠ d  d d  L d  4 d   d   !0 d  0 d  0@ d  d  0P zd  ed  xl Xd  `  "d c < !)d  c  `c  Pc  Ruc  Ahc  0^c  1Lc  X"Gc  hX?c  P 4c  0 c  h!c    c  3d  b  @b  b  b plb Xb @ Lb 1 Qb Xb a  1_b a Tp{a ea @4a   QKa `   ` t` `h e` LhPU` 4p4` $d*` , `   _   _  _  _   !_  !>_ 0^ 1^ 1 ptp^ 1 T^ 1@@E_ 0a^ 1\PP^ 1$(`O_ 0 $(] 9  $(,0H0] 1 $(Y_ 0  $(c_ 0]] 1pām_ 0)] 1LX] 1$(4w_ 0 $(\ 1 $(q\ 1 $(t\ 1 $( \ 1 $(x!y\ 1  $(!i\ 1 $(`p0_ 0  $(_ 0  $([ 1  $(t[ 1  $(|n[ 1 lD[ 1 P2[ 1 0[ 1 P [ 1 t`!Z %d0vZ  P@1oZ  8p1GZ % DZ t Z (Y  `Y  }Y lZY dP`7Y X X vX 1X W 0W ĀW mpoSat.mltr q q   q   p   o   n   m  0l   l  k  k  j pj   0j  i  i  Pi  @i  0i  EncodingMultiset.Not_successful$testing module EncodingMpo ...@ ((VAR x y) (RULES g(x,x) -> f(x) )[(s qs ` s Qr r 4r pvr r  T@r  @Ar  08q  `aq  | q  "q  "fq  vq  )q  !$q  |q  `}q   {p 4 p  >p  "09p  1@4p  tAP,p  PP`p   o Qo tl o  o  L!o  n   0@n  @n  An  0n  p1n  p2jn   an  hp!On  Pp"m  {m )(D cm ) !0Zm ) 0@Rm ) x0A>m ) A)m )  0P!m )  |0Qm )  \Qm )  <Rl ,0"l 0l xl  l  l1l  0wl  xfl  Ol  0Gl  hx6l  Tl @xQk  (Qk  Rk  Đ@k  @Ak  @Bk uk dak  Yk  x@k  j P4 j  8 j  j  j  Ԁj X0j ` j ,mj  *j  i  i  i lp i X0h Dqh 0`rh   1jh $!encodingMultiset.ml@@} | `|  {  @{  z  z  w Mpoproduct.Not_successful@[Quasi-Precedence:@ %a@]@ &B~ } } _} xJ} h`PE} Xl@1} |  8P|  (Q8} |  ( R| [{  Tp0{  A{  !Cz   @z  Daz  ܠz Nz  #y LPpx 4x zx  0pP x  w  w ww w  rv  Yv  t`Ev  dP v  tu u  4 {u t t  "mpoproduct.mllist.ml ~ ~ %s@ @[<1>Trs:@ %a@],We consider a trs with increasing rules.$We consider a nonincreasing trs.   , `~ ~  nonincreasing.ml  P %s@ @[<1>Trs:@ %a@](We consider a non-overlapping system.$We consider an overlapping system.  , @ [  overlapping.ml P  %s@ @[<1>Trs:@ %a@]We consider a trs.We consider an overlay trs.}  ( M   poverlay.ml   %s@ @[<1>Trs:@ %a@],We consider a non parallel closed system.(We consider a parallel closed system.-  ( @ ˀ  parallelClosed.ml  p %s@ @[<1>Trs:@ %a@]4We consider a non almost parallel closed system.0We consider an almost parallel closed system.݁  ( @ {  parallelClosedAlmost.ml `  %s@ @[<1>Trs:@ %a@]4We consider a non inside parallel closed system.0We consider an inside parallel closed system.  ( @] +  parallelClosedInside.ml  Ђ %s@ @[<1>Trs:@ %a@]4We consider a non inverse parallel closed system.0We consider an inverse parallel closed system.=  ( @ ۂ  parallelClosedInverse.ml   %s@ @[<1>Trs:@ %a@]4We consider a non upside parallel closed system.0We consider an upside parallel closed system.  ( @   parallelClosedUpside.ml p 0 %s@ @[<1>Trs:@ %a@],We consider a non parallel joinable system.(We consider a parallel joinable system.  ( @m ;  parallelJoinable.ml p    0     $PolynomialStrategy.Not_successful@[@[<1>Argument Filtering:@ %a@]@ @[<1>Usable Rules:@ %a@]@ @[<1>Interpretation:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@]9  % h_   0`   f  ,$= -$0 $ % $p  ! l0   UBw   Q (0@5 )   polynomialStrategy.ml c   a   ]  ] \ \ `\  @\   @[  Z  0pO   M  L  `K  PK  @K  J  I  0I  E  @E  D  `D  C  B  `B  B pA @  p@   >  =   =  :   :  9 9 09  9  P5  1  1  1  1  @0  @/  0@,   *   *   (  '  '   '  P'  &  %   p%  P$   #  #  "  !           p    `        @         `         P        P    p       P   `     0        0  P     @  P      p    p  `      P 0   P  `       `             @             @ `    0 0      п           P 0   в    p  Я      P     0   ` Т             @          p  `  0 (PolynomialInterpretation.Not_successfulno yes     0testing module PolynomialInterpretation ...@ heuristic not supportedconsifminusp-halfminusmaxminPolynomialInterpretation.up,PolynomialInterpretation.down: Failure %sPolynomialInterpretation.up(PolynomialInterpretation.up: Failure %s G )polynomialInterpretation.ml G polynomialInterpretation.ml%s > %s G polynomialInterpretation.ml G polynomialInterpretation.ml PG polynomialInterpretation.ml GpolynomialInterpretation.ml GpolynomialInterpretation.mlnot_supportedmaxmin %s%s%s = , x%d(G G)(DG<G[%s] -  + %d / %d%d%d%d / %d%d GmpolynomialInterpretation.mlPoly.fresh: overflow@[%a@]@[%a@] (%a + %a) (%a *^b %a)Coeff(%a, %d, %d, %b)%dFresh(%i, %i,%i)AConst(%a,%s)lr Value(%a) (%a * %a)minfM(%a)%sU(%a)R %s(%a, %a)downup %s(%a, %a)downup (%a & %a) (%a <-> %a) (%a -> %a) (%a | %a) (%a = %a) (%a >= %a) (%a > %a) (%a != %a)falsetrue$Poly.minus: one parameter -infinity(Poly.multiply: one parameter -infinity%s^{U}(%i,%i,%i): %s@ @[%s = %s@]@ ]@[%s = %b@]@  pGMpolynomialInterpretation.mlx%i%s- %s(x%d,x%d)if G!polynomialInterpretation.ml GqpolynomialInterpretation.ml   @ P  @     `    0 @    @    P   0     P       0 P    R 0X 0X 0X 0X S `S S T  T 0X `T T T 0U pU U 0X U 0V pV V V 0W pW W W x $ x $w $w $w $+w %PdQTv $u $ ft %$$Wt %0a$Ht %@A$9t %0!$*t $t $ t $s $s $s $p $J   $(,048<@DHLPTX\`dhlptx| ?o $E  $(,048<@DHLPTX\`dhlptx| ,o %C  $(,048<@DHLPTX\`dhlptx| }аn $=  $(,048<@DHLPTX\`dhlptx|k $0  $(,048<@DHLPTX\`dhlptx|ki $  $(,048<@DHLPTX\`dhlptx|Zi %  $(,048<@DHLPTX\`dhlptx|||P Ci %  $(,048<@DHLPTX\`dhlptx4|@ +i %  $(,048<@DHLPTX\`dhlpt{0 g $  $(g %  ${!g %  {g % |{g % d{0g % L{yg % 8{Pkg % ${@]g %{Pqf $zf zbf zl0@Rf  z`00>f  zt9f  zȠ/f  zȀf  ze  hzdЌe  Pz# f  f  c  z(f c yp\c %y aac $hc $b %yb % yb % xyb % Xyb % 8yb % yЅb % x0b % xlb % xlgb % xQb % xEb % dx)b % HxTpP$b % ,x@ b % x(0a % wL oc $ .a 5wa 5wЄ@a 4 ` 5 w0Ga 4 ` 5 dwXQa 4 ,f` 5 ,0w[a 4 $(,` 5 $(,v5` 5 $(,v_ 5 $(,vAЃea 4  $(,_ 5 $(,vB_ 5  $(,\vAoa 4   $(,j_ 5   $(,v0Pya 4   $(,3_ 5   $(,u@`,_ 5   $(,u`a 4   $(,^ 5   $(,\upaa 4  $(,a 4   $(,<^ 5  $(,ta 4  $(,] 5  $(,t] 5  $(,t̐q] 5  $(t`] 5  $(`t] 5 $(Dtv] 4t`o]  tH"pc] tC] sP<] s1Q0] s\  s\  s a\  s!\  q\  psd"\  [  Ps0[  Z h  $(V i  $(XpyHZ h  $(yV i  $(pyRZ h  $(9V i  $(oy\Z h  $(U i  $(oyfZ h  $(U i  $(hotypZ h  $(yU i  $(,opyzZ h  $(9U i  $(nlpyZ h  $(T i  $(nl`yZ h  $(T i  $(xnlPyZ h  $(uT i  $(8nl@yiT i  $(XnAyZ h  $()T i  $(mlxZ h  $(S i  $(m0yZ h  $(S i  $(`mܱxS i  $(@ml1yS i  $(m`vS i  $(Xl vqS i  $(Xl@ yZ h  $(-S i  $(lx(S i  $(xl`vS i  $(XTl vZ h  $(R i  $(ltyR i  $(`kyR i  $(,048<@DHLPTX\`kXxR i  $(,048<@DHLPTX\`pkxuR i  $(,04<@DHLPTX\`0k`xaR i  $(,04<@HLPTX\`jpxVR i  $(,04<@HLPTX\`jqxER i  $(,04<@LPTX\`|jl`xZ h  $(,04<@LPTX\`Q i  $(,04<@LPTX\`jxQ i  $(,4<@LPTX\`i|wQ i  $(,<@LPTX\`iTwZ h  $(,<@LPTX\`Q i  $(,<LPTX\`@iwQ i  $(,<LPTX\`irQ i  $(<LPTX\`hܠwmQ i  $(<LPTX\`hw\Q i  $(<LPTX\`th@wWQ i  $(<LPTX\`Dh 1PwEQ i  $(LPTX\`h"wL `Rs$L t`İrL  K  D` rL  %K  ` qK  `p0 qK  _d qK  _p00qJ  _d0q5K J _J _dJ p_# psJ   J  D_lpI  ,_PoI _xoI  _,"PoI  \I ^l0oFI ^x oH ( H ( iH ) ^P0`nYH ) t^0pnGH ) X^pn5H )  <^qnH (  H (   G )  ]x0nG )  ]tnG )  ]D0nH (  I (  G )  X]0nG )  8]nF )  ]L0nI (F )\I (BF )\&I (E )\h nE )\nE )l\xnE  ZE  H\m=E  D  $\0mD  zD  \lED  [!@h=D  [|0@h4D  [p@h#D  [x PhD  [lPhUD C h[C T[C D[x#pgC  'C  [PPgC [p@gC Zx0gB  Z"fB  B ZpfrB ZxpfFB Z f=B pZ|0 f,B \Zp 0fA  HZ@"eB  A Zp`eA ZPPe}A Yx@eRA YD!dbA A Ypd@ Yxd@  @  Y`d:@ !xYc2@ !dYH cJ@  ? ! ! dX;> ! LX>   (X0b>  X`b=  W= W b= W\b= W= Wbz=  W@br=  tWAbP= `WL0b@= LWP b2= 8Wxb< !$Wl"@a<  < !W1`a< !V@pa< !Vqa<   1< ! V@a)< ! Va<   ; ! XVp"a<   ; ! ,V1a; ! V@a; ! Ua=   -; ! U@a%; ! Ua=   : ! U a: ! hU0!a:  TU|p`:  L:  0UL``@:  UPP`2:  Ux@`: T: 9  T_9  TH_9  T _9  Th9 T^_9 T^N9 lT^9 XTС^9 DTЀ^8 14TC]8 0$(N8 1$(TS^8 0 $(8 1 $(S` ^8 0  $(7 1  $(S`0^8 0  $(27 1 $(lS`@^8 0 $(6 1 $(4S`P^8 0 $(g6 1$(S]8 0$(%6 1$(R]6 (5 )R Q^5 )R Q^8 ( h5 1$(RT@`]4 1xRC\5 0$(4 1$(TRS\ 5 0 $(h4 1 $((R`\5 0  $(3 1  $(Q`\5 0  $(3 1 $(Q`\'5 0 $(3 1 $(xQ`\15 0 $(2 1$(DQЀ\;5 0$(u2 1$(Q`\U2 (C2 )QQ ]:2 )PQ ]E5 ( 1 1$(PT@\1  P`[S1  PPA[@1  P4@[-1  Px0[1  pP|Z0 `PpZ0 PPZ0 I >!PI  >`!H '  >!`H6   >  %  \> $ %@>L E %,>LE %>Dw % =D $  % =D % =D $  % l=D % P=D % 4=ԠD % =\DO !=CA !<СC  Z   !<Cq !<СC%     <C <СCI !|<C; !h<СC W 1$(H<d0B? 1$(4<h4A~ 0 $( 1 $( <!A 1 $(;!A 1 $(;1@A 1 $(;p0@A 1 $(;41PA 1 $(;0PA 1 $(l;0`A| 1  $(L; Ae 1   $($; AY 1   $(;AD 1   $(:@< 1   $(:`@ 1  $(:@ 0 $( 1 $(d:P@ 1 $(H:@ 1 $(,:p@ 0 $(L 1 $(9@@< 1 $(9@/ 1 $(9t @ 1 $(9t @ 1 $(9lP@  x9X1p?  a  T9H0?E D9 #?, 49 !?   90>   90>  8p0>8  80P>  800>q 8 p=^ 8 P=}  /  8R=  h8 !S= T8@=    ,8B=  8C= 8<0=  d  7@2=J  7<3=  7|=  7@<Q x7 p<> d7$P<]  <7pR< $7$S< 7@<d  6pB< 6qC< 6X0<n  R  62<8  x6X4< `6|; H6@;A  46 `;.   60 ;&   6\@0;  5\@@;  5@:  5!p: 7  5>  5l28 t5 h527E D @5@@8O  5 5pA8 g 4  4207 4  416 4@7 p4x6 `4206 T 84@6   4 3p6 W 3   35  3  x3 q5m d32`5_ L3  ,3p15 3@05 314 2@4 2x4 2|24 t 2@P4 8 x2. d2pQ4 w D2 * (2p3 2`3  1@a3  d 1p03S 122  1@3  \1 H1p3W  (1^   102 0 2e q 0@!2o 9 0Ƞ2$ 0p1 001 x01 h02@1y  @0@1 h 0^ 0p1 / P/  /x@/  /@/W $+ %/P/^ $ %/e $o $T %\/L50y $   %  /0 $   % . % . 0 $ - % ./ $  % X./ $  % $.0/ $ P % -; % -/2 % -P/  -@.  y  x- .  =  L-   d  -.  (  , $ %,@- $r %, $- %,X - %p,p!- % P,`@- $     ,L!,l   ,,`  +,B  +x+5  +X+    ++    +*/  d+*6  8+E   +T * + *@) * *(^ *\(K  *(C  *(/  *т( t* `*l0P( L*l0`( <* (z G *> *  )`' )Ȱ' )@'  ) )Ȱ'~  p)@'  B  H)  ,)`' ) b'  )A'  (A'  e  (1'W  (1'    |('  d( '    <(t'  (('Z    (l%  'p%  'l%}  '(%5 '02%  '0$  '$  '$ l `'`a#N  D'    '  p  &`".  &O    &V  t  &Ѐ!l  h&p!R T&h0q!  8&7     &l d %t    %{    %  N    `%`  L% b  4%  $%   %!  $\  a $0`R $# $tP (  x$q  h$   T$ j  D$ T  0$ ! $0 $0 #1h #(: #p  # 1 #0 |#0`` l#! T#! <# q $#!aa  # Q1 "00 "0 "0 "0H "1 |"1` h"X!Z T" @% D" 4"   "    "t   !t0 z !0W !hP  !00    p!  \!p  ) %4!05 $< $ % C $r % M $ %  PW $    d P  |  @ 1@  9   1P   d   \   `   l   \   t p  p `  t P P    S    7 xPQ    -  Ā   Z     v  {      l 2   D`  D@d  d!C  4P       D@"  ,P @        ̠v  !  l  P2@  AP  ltQ`  Pp  4  \  "04      `;    d  0"V  `0    y  \k  HPZ  ,Á    Tр  A    p0P  ` 0a  @  p  \} Dt@h 0xG  PP   @{  A{  A{    y 0b{a @`{T lG Xt Dt@x 0Ax @0x   x~    0my ڽ  Am  y  m  @  m    l  | l{ h0l @ Dl ٻ  @g  Ag < ag Ӻ g L af  lf XPe ȹ % $`e  e  d Ԡdz  qd@  @d  AdG з tBdN  O #    ,qcض  rcѶ  Asc    Y  AcH  Bc?   @` `ѵ  _  h@`W  P`ص    ,`  `` @_ `  @_     Vó tV  t{  `N U  C  , AR\  c  ʱ  m   u  ppRS    Q  Q  QQZ  ɰ  \X0aQ HlaQ  8I  $0I ?  l@J Ү pH  @  H       lG  TGq x    pF  lpF  F  !qF{  !qFn  aFA  xN    XpaE DxP`B 0`PPBx dp0Bb PBW  PB  ?Ū  L:  l@:֪   P9 p 0`9.  Ʃ  H 5p9  0 2p95  m   39?  6   Q9I  S  ʨ   9  t 29  X 19]  V  , 0@:g  ҧ ٧         08    28 : ť P  <  ( p6ߥ  u  r6N   5  ,      @4O   l B4 T  @ ~  , 2  E  2       1  U  ܀1  ơ  d q0    < s0  $ @10     c ! p. ˟ P-  P-!   PP`,v .  `+ $ $ U %,0*F %\0*2 % 1* $  ל % )Ɯ % ) % t)S     \   5    $<     p"}        !      !n x\ \  d L  Lw    ~    Bۗ P   k PN E l2 X DPޖ 0PՖ @R– aS Pn e R %   |`ҕ hq T @e ,R I -  0U    ғ  0\  `@} Af J pBp  ϒ  L` z p  (      Б    P       |  h} Ta  @0    q  0r  `   !  [  `pJ  q6  `  e  l$ X  X !J  D"     02xڌ Ar    Cr\ . ً    f  p9   Š  t: f " Ӊ 0ʉ   q*polynomialInterpretation.mlH p  @        0  Ѕ  p      Ѓ  P        z  0z  EDG2: %s  EDG1: %s  EDG0: %s ((VAR x) (RULES f(a, x) -> f(b, x) ) (VAR x) (RULES f(x) -> g(x) )h(VAR x) (RULES fib(0) -> Suc(0) fib(Suc(0)) -> Suc(0) fib(Suc(Suc(x))) -> +(fib(Suc(x)), fib(x)) )testing module Edg ... @[@[<1>{@,@[%a@]@]@,}@]@ @[(%a,@ %a)@]I  ?  P .  $  p  q  P   p  `  p a  X P Չ  @ `lj , \P  \@   \0X  f   b  )   l    d   d |Έ P | < | ,  |  P T    ,  @1   q2 1 ه  #   ` x  | C  h1   T P  <P  $Q ۆ  R  X pЀ +   ˅   k #  p  L P` = ) 0$  l0p ߃ @à s _  H    T  Xp ( 0\  D R 0! B   0    +   f  ہ    4a }  p(Qb q  DX  D(1 O  , Q! @  " 4    p0   80  p ! !S !`G !`Ȱq4 !H|`+ !0P ! Q !   h   Q{  o  ~ !~ !~ !T~ !T~ !<~ !$Р~ ! @i~ ! p`d~ ! D~ ! xp@1~ ! ~ ! } ! `} ! `} ! ,} ! (} ! } !  G   F} ! %} | h| Р| @| p0| XPx| @ | { { { Ȱ{  {   G|  f{  E{ {  thPz  `Pz  Lz 4@ cz    dependencyPairs.mledg.ml@       $and DPs keeping the signature %s With DPs %s Consider the TRS %s 8(VAR x y)(RULES f(x, y) -> g(x, x) g(a, b) -> f(b, a) )$testing module DependencyPairs ... @[<1>DP:@ %a@]@ @[TRS:@ %a@].R 8$QH  7 (b      Ґ i   l X{ @j 0\  tM p  X ˏ      | +   ˎ  t a P  (T@@   P N \@#   q    |pu <    P @  (  tu dependencyPairs.ml|`     0  0          Ь  p        p         PopstarSat.Not_successfulXGGammalGDeltaGEpsilonL@[%s:@ %a@]@ @[Normal:@ %a@]@ @[Safe:@ %a@]@ @[Predicative System:@ %a@] PrecedenceQuasi-Precedence"        { l S F 5  z ^     q  `ճ  `0г    V  A  x1  t DBP \ Pݲ H !ϲ 4 (  $   ~  b    ı      '  +  h   T pQ  @  [  ( ! L  t   $@  \ an ( 4 ) d# )  )  x xА )  0 ޭ )  < !̭ )   \Q )   @  )  0 1 (TQ    !   n      |  ! 4l ! d`  Y  h~   s `p T   # dp  t"Ʀ ^  Х @`A  y P `   ݤ  q ~     8@  |0P    XX@P  <@    As  `!.  l ~ 3  n     m \Ph HĠ~  $P Ġ   lp   l0  W ؛ _     dq 1   D 4 `1/ 1 R Θ lA  aP  `  | a  b  tpޘ   (`1 1 (L!t Ht—  dҗ  1  h daB  ɖ x     THqt 3  ˔  ,Hq D`m b   >   !6  !$  `" ѓ ԰0ɓ dp1ē H2 0Ԑ2 m Ȱ@e `1` 1N `1I 1 j  z  1  ddq (  Lt  4 safeMappingCache.mlprecedenceCache.mlpopstarSat.ml   p   `                   @      P  @   PopstarSatSL.Not_successfulԬGGammaGEpsilon@[Normal positions:@ %a@]@ @[Safe positions:@ %a@]@ @[Precedence:@ %a@]@ @[Interpretation:@ %a@]@ @[Labelling:@ %a@]@ @[Labelled predicative System:@ %a@]@ G ĭG?)popstarSatSL.ml%a%s01y o V I 8 )         c ! pPS ! T0G ! 8q2 ! a& ! P ! `  ! x ! (   t  p_  0T  | C  d tQq>  4 $ 8 Xb9 T!cb ߿ A i @ `p   ; p  p  P[  <3  (L`D     R  d  w .  Ȼ  P   Q B 8 \1 \@P HR         P O РG `B 0 tЀ" ݹ LĠչ  `1й 1 `1 1K    cظ  H  0  w  l쑰n  TPǷ    ,`cPutils.mlsafeMappingCache.mlpopstarSatSL.mlp p    0   @   @    @    p            @  0    BoolModel.Not_successful %a%a%a%aGLabeled TermGLabel function$GInterpretation TermDGInterpretation Function%a^(%i):@ %a,wire_term: ups, no assignment for variablel8 $   $ $~ $o $V $I $8 $ $ $ $ $ $ $ $ $ $p $c $8 $ P S  4Bj   B  <  l"  `x !P\  @*    Ta    hP! T܁ <l1     !0 !0   !@ ! l@&   Y ! |PQ ! `PE ! DQR: ! ( !  @` !00    -  P%   {@,@[%a@]@]@,}@],@ @[%*s%a@ ->@ %a@]%a@[%a@] @[%a()@]@[%a(@[%a@];@[%a@])@],%a%o !`b    !  ! C !     ! `L`   Q       `0 `0  i !pU rD !p ! 1 !q !tXv !\!    ! 0`!%    ! Lp )\0e      d " x1   LdS 4ؠ    @poputils.ml `   %a%axG PrecedenceGFunction Symbolsf        p  q  +    B  z  tAk  `B   Lh@    (T  A|  B_  E    B  0R  $B  `q  H  ,$  <DvarCache.mlprecedenceCache.ml            GBeta GsafeMappingCache.ml   w  pqk  PA\  <B   (1   ` e       4  %  T`    tB  d,  TA  9  0Xp   varCache.mlsafeMappingCache.ml$ 0    P        p  ` P  @    `          `    G varCache.mlnat[%s];%sFALSETRUE%sFALSETRUE%i %a | %a@ uninitialized cache%s: Size: %i@ Cachecache not initialized!cache not initialized!> (    E ( (K "    r  >  ܠ    l l $   `q    @@aP  N        Q@   ppp ~ ( T   Q  t@  `p}  L& 80>  ! ̢ D  $a<   7  W     @  xb  dQR   P8q  <P  (Q  l0 [   K  H" )  pW  |B%  dl  Hd0  4`  dа  PvarCache.ml       0   `    @   %s01 GM! cPutils.ml G cPutils.ml      >  l    p    < l, \   <@    bq        N    ԀU   f lAW t|A1   P  0lP hQo QcPutils.ml4   @                 0 V(%d)@[<1>not@ (%a)@]@[<1>(%a@ & %a)@]@[<1>(%a@ | %a)@]@[<1>(%a@ => %a)@]@[<1>(%a@ <=> %a)@] (Link %a)TF      P      0 `  8 [    o    P  L  DP    tLT  `D La  8`b  $P!  0"  `{  o  K  ?    p  蠲  t  `찢  P0 <!Aa $xA11  ! l1 pA  pU |6 |  tP w T  =  05  q  `      y  q    A  h w      ?  pc  `Cplogutils.ml4#  p#  "  "  !    P           PseudoSrs.Not_successful Testing module PseudoSRS ...@ $@[<1>Strict:@ %a@]@ @[Weak:@ %a@] GO#pseudoSrs.ml.# #  H \#  9Xa# h# #  H0" Xp" y" `@i" S" P@0?" !3"  "  xX!  d! !Ut!  ! !=`p!  !  ;! !@0! !(! !A !! !P@  ! !A !| ! h ~ ) P^ ) 4` ! dp E    9 9,00y 9$(,0] 9 $(,0= 9 $(,0xh@ 9  $(,0T@ 1@dp`a f m     pseudoSrs.ml %  $  `$ testing module Reflect ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]$  @$  $  x$  reflect.ml`&   &  P% Reverse.Not_successfultesting module Reverse ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@] u& 4&  ` &  qX &  &  %  D%  0~%  i%  reverse.ml*  `*  ( Rewrite.Not_successfultesting module Rewrite ... $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]* t*  5* ) X<* ) x) dC* `) IX M* ( (  `P( `( T( ( ( ' f' ' 3' x' ` ' Hp& 0& &  ܠrewrite.ml @+ * %s@ @[<1>Trs:@ %a@](We consider a non-right-ground system.$We consider a right-ground system.m+  , @7+ +  rightGround.ml , + %s@ @[<1>Trs:@ %a@](We consider a non-right-ground system.0We consider a system with a right-ground rule.-,  , @+ +  rightGroundRule.ml , p, %s@ @[<1>Trs:@ %a@](We consider a non-right-linear system.$We consider a right-linear system.,  , @, ,  rightLinear.ml - 0- %s@ @[<1>Trs:@ %a@](We consider a non-right-shallow system.$We consider a right-shallow system.-  , @w- E-  rightShallow.ml$0  /  .  . RootLabeling.Not_successful$testing module RootLabeling ...@ ,@[@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@],[%a]%a%0 /  0   v/  5/  &/  /  /  .  .  t|.  ``l. HQ. 4 !.  t. rootLabeling.ml 1  0 %s@ @[<1>Trs:@ %a@]4We consider a system with more than %d root labels.4We consider a system with at most %d root labels. `1  T1 $1J1 |$1/1 h1%1 P10  0  0@ @0  \0  rootLabels.ml  2  1  1 $Testing module RootUnlabeling ...@ $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]1  1 rootUnlabeling.ml 5  3  3 Ruf.Not_successful(@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]E5 5  84 )X4 4 u4 \4 14  0Q4 PA 4 t04  3 3 |3 h3 _3  L"3 2  (3 2   0ruf.ml 5 $@[<1>Strict:@ %a@]@ @[Weak:@ %a@]5  scc.ml `6  6 @[<1>Scc:@ %a@]@[<1>Scc:@ %a@]@ %a6 L P6 4(!p\6 6  5 sccs.mlR   M  @H  PG  G  F  F  E  E  D   @D   B   B A A A  `A  @  ?  P?   >  > =  p= `= : 8  8 `7 (SemanticLabeling.Variable_not_in_poly SemanticLabeling.Not_successful Strict: %s@ Strict': %s@ ,(VAR x y z) (RULES f(0,1,x) -> g(x,x))(Testing module SemanticLabeling ... @ $Labels not mentioned are zero.@]@ @[<1>Labels:@ @[<1>Weak: %a@]@ @[<1>Strict:@ %a@]@ 0@[<1>Rules needed to compute labels:@ %a@]@ $@[<1>Argument filtering:@ %a@]@ @[<1>Quasi model:@ %a@]@ %asl=%i G semanticLabeling.ml 4GsemanticLabeling.ml \G semanticLabeling.mlES lPqR R PT R 8|R (`!rR aR hQR aR  R Q A Q @Q @   $8 Q A   $8tPP A 4  $8L@P A 4  $8$ P A 4  $8P A 4  $8 P A 4  $8 aP A4  8t!Q @ 04  8jP A 04  8X YP A04 88qIP A ,04 8a=P A,04 8tP2P A,04 8@&P A,04 8BP A,04 80 P A,04 8t O A(,048TO A$(,0484O A$(,048 "Q @$(,048O A$(,048t O A$(,04AQ @  $(,04)O A $(,04Xp$O A $(,04dQ @  $(,04N A  $(,04N A  $(,04Q @  $(,04*N A   $(,04pN A   $(,04|`N A   $(04T|PN A   $(04,|PM A   $(4@M A   $(4@M A   $(4x0M A  $(4"M A  $(4`!M A  $4`M A  $4@ M A  $4 XQ @   $4L 9 L 8L 8   0/L 9  0L 9   0L 9  0l L 9  0L aK 9 0,t!L 8 , 0K 9, 0 qK 9, 0QK 9(, 0AK 9(, 0t0}K 9(, 0p tK 9(, 0PcK 9$(, 00WK 9$(, 0FK 9$(,0 5K 9 $(,0 ,K 9 $(,0 "@L 8 $(,0J 9 $(,0 t J 9 $(,l AL 8  $(,|J 9 $(,0 XpwJ 9 $(, pM 8   $(,I 9   $(, `I 9   $(, xP M 8   $(,I 9   $(,` 0I 9   $(,< I 9   $, |vI 9   $, |eI 9  $ [I 9  $ JI 9 $ x5I 9 $x I 9 $\ ` I 9 @ H 9 $ H 9  XM 8 H ! vH ! hH  3H ! (H ! H !  H !l H !T G ! < G ! $ T`G !  T`G !  $@G !  $@G !   G !   CG F F ` F EF @ |Ѐ F E  $  E   ̀ E  E `!@ E QE T E E  E  D 0!` D [D `P0 D P" D <0 D ( C  C 1 C A ,D C xP C  Xp uC GC  @ 6C  t0B B  epB B  HH@yB  8xiB  $`B  B B B  !A  !A PA QA ܐRA pwA  Q:A pp!PA A L @ 8`@ $`@  @  \@ !S@ !@    ? % ? ! @r? ! pP? `0?  L1e? 4 *?  X!%?  1? >  >   =?  >  y>  0n>  xР f>  dĀ!N>  PаF>  <Đ/>  , >   > =  =  p @=   P=  Q=  Q|=  p N=  p*=  p=  \@<  L(0<  8q1<  $2<  p<  `{<  @bW<  G<  p5<  <  ;  P1;  lAP;  P;  8f;  $L;  1; (; :  P : a : a :  b x:  |< 6:  hR: 9  H9 8Q 9 $R R9  J9   9 P0`9  <0`8  &9  8  lPh8 8 28  \ 8 ܠ7  p̠7  \7  P7 7 r7  ,hp@7  `A P7 semanticLabeling.ml}   |   x   w   pu   s   r  q  q  @q  p   Pn   m  l  0l k j  j  j  h h  Ph g  pg g pe  d @c  a   pa  Pa `  `  P`  _ _ _  ^ X  W U T KboSat.Not_successful Testing module KboSat ... @ ,KboSat.kbo_af_gt': case shall not happend~ LT~ <f~ \~ $qM~ @a} }   z} ! f} ! pV} !̠`B} ! P6} ! tؠ@*} ! \A} ! D 0} ! ,| ! |V| ,{ -]| ,${ -$${ -$\$g| ,$e{ -$L@q| , $'{ - $hP{ - $P# { - $8! {| , $z - $0"Pz - $!P| , $z - $0| , $Mz - $p@Az - $`0z - $@@z -  $ | ,  $y -  $y -  $Ȁy -  $|y -  $y -  $`| , $\y - $0pFy - $@r3y - $p`| , $x - $Px dx ̠Px  @x  h4x  Pؠ(x  8x  x  |w  w !`w  Mw !"Hw !w  v !p"w  v !T#v !<d!0v !$ 0v ! w   Bv ! 0@=v ! @3v ! v !  v ! hpu !Pxu !8pw  u ! Cu ( u ) ̠`t )  ! Ju ( t ) t ) |t ) `xt ) Dft ) ("at ) Tu ( s ) ps )  d!s )   s )  x^u (   s )  @0s )  s )  ls ) p]s ) `Ls ) pP5s ) x@"s ) x,0r i r r |r @(Ar /r Tppr q  \q  {q  aq P4q  p ,$4p -$l!,p -$lL0  p - $T00p , $o - $$!o - $L0o - $Ap ,  $no -  p ,   ;o -  x/o -  dpBp ,   n -  `n -  pBp ,  n -   p ,  3n  +n L0n lt0n  T m  8<0m  (pBm  p0m gm X PWm  Qm  m  X0 m  m  l  pll  \m  ml @T!pwl l   p (l  zk  p `k  `A k   k  l j j j yj jj pSj \1 j i 80! i $h i   i  i   i  i  i  i  " i  p0 {i  X\ oi  <ei  $]i  ` Mi  8i  1 3i  DA i  h   4 p h   pBh   h  p h  \ Ё h L  h  >h  h   00 g   pBg   1 Eh  g  R g  <1T Lg   Pcg  f ! p!f !t x~f !` uf !H Mf ) 0 4`f ! Qf   e !  pe ! ae ! @A_e ,e  |"e x e  ` e  H fe  d  d   d  td  0ad 'd  |@d  0d  xp1d  t 1c  \ c  D hd  c   `0c   |rd c  | #c b  b  b  b   b  l H@*c  gb  H (p4c  b   Ȑ b   Ȑa  a  a  la  a  a a pha  `|P`a  Lp0Q!a  <Na `   `  `  X @`  0` 6`  X '`  B` _ $r}_  d s_  pdi_  \p__  HB_  4_ _  Ȁ^   ^  p^  2^  3^  ^  p{^  @bm^  t(d=^  d1-^  P1 ^  @0]  ,]  2d]  x)(Var x) (RULES f(x) -> x)testing module lpoSat ...@ 8@[<1>Prec:@ %a@]@ @[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]E , 5 1  L!@՛ 0̛ ܰ  " Xp p8 q |^ L p= ` H0š   m  ]  Q  ؠE  +    |`  X  @  ,ؠ   k  ]  K |   !@ #      t  \ v  H  g  4 ]   K  p! F  p >  l *    @    | ߗ  P˗  <  D,` | 5     1 ϖ Tp j $! %0Q q $ʕ %$ ŕ %$ { $ %l@ %X y %D# q %,! $. %D" & %! $ %0 $ %p@0 %d@q % H` $ [ %  N %  ȀQ B %  |@ 5 %  % |  % |  % `  $ ē % , ̀ %  $d % p S %   0  U  !` P  t l!p     P @p   < p   ( 0   ͑  p@  0A  A  @1  1  |  T o  < _  @ L  (     ̀    lP  Qs   , d - 1P , 5 - d 4@`) - 8 pB ,$  -$ ( 00p -$ pB , $  - $ 0 , $E - $ 1< - $ @4 - $t x( - $T  - $ pB - $ @Ǐ , $ - $2 -  $xA -  $Pя ,   $f -   $dt@Z -   $(pBۏ ,   $ -   $ -   $pB ,   $ڌ -  $ԠɌ -  $PP - $d@ ,  $  -$4H#P -$ 80` -$pB - $2p - $@# , $ - $A - $lP| -  $tP- ,   $- -  8 % -   H0 -  h07 ,     X  pr  m  P  tX@ %H %P މ $B %00 $ %Q $ %Xp % a $  $ %Ѱ $ %`@ $ %4``$ $K %a? %b3 %ap. $Ά %p -  $|pE %dp/ %LaP' %4Q %R - $(P@8 $ % %p %t@Q  Q A  Q     p  D  0pۄ  4 ̈́       p  Ȁ  @ - Q˃ 5  $(,@ -   $pX@ -  $PA -  $0 7 5$(, @N , $ - $X -$d -\w 7   w 6   v encodingEmbedding.mllpoSat.ml     p  p     P   p   `   p            `     P   `     в            p  0        `     p      Р        П   ,LpoSat.af_f: Illegal argument filtering  LHencodingEmbedding.ml4EncodingEmbedding.precedence2_f_g: not supported8EncodingEmbedding.rem_equal: lists of different length(LpoSat.lex': lists of different length#p Qa 0!R PC p4 `% P @L 0  L  a `Q _    f ̿  Pٿ   Q  xP X  Tlb _ 4PQ  dE  pB%  l ׽  Pν  Pv  @> `!X  \L0 Dݼ ,Ǽ H!@_  L0`O  C  p>  P2  @-  _    p2  \Bf   8`n $B غ  K T! C <007 0@\    T!P  <0`׹  h0pc  < <$!@ 3 ( P (  @Q   \!          "  M  P 8T ($R E l` 5 pP     (  pB׷   ҷ   ȷ  x  _  XdP S  DQ      ȶ     ` R   \  | ŵ   ֵ    0 ݵ  5 l0@ - XA B  4ߴ $0 ״  Ŵ #  o  O a?  5  ,  c  l c \, H܀ f $O G 5 # ߲ 1S 1l 1$( 1$( 1$(to 1$(\`L 1H40< 1$(411 1 $(A 0  $(ű 1  $( ` 1  $( p 1  $( 1  $( 1   $(d q 1   $(@ ry 1 $( aj 1 $( b^ 1 $( QH 1  $( @ 0 $( 1 $( 1 $(d 1 $(D ذ 1 $($ ˲ 0$( 1$( w 1$( S 1$( \G 1$( P1 1$( \% 1$(| Pү Z  X tQ H P 8 pϮ $ p  ! g &    pbѭ  Qŭ  pB  pB @   5  x   d `  P l  < tp  ( \`   XP   \@   T0ڬ   X Ь   xƬ   h   x  tC  x   d x  P pҫ  < @R  ( [   Q?  t@,  p p    P`  `ݪ  tPaͪ \xPp H|@  4T`c  $0R  ;  L )AQ (© )Q )<` ) ` ( n ) tRe ) X(a] ) 8@pM ) p' (   )  `7 -@^ , $ - $|A - $4P ֧ - $ppBʧ - $XP0e , $ v -,Dn -4Pb -pBV -c M -q0E -@@9 -pB- -Po ,$ -$`q`ݦ -$DPpѦ -$(y ,  $ -  $rv -  $n -   $|0b -  $V -  $lpBI -  $L ,  $ɥ -tA` -4Pp -pB -P , $W - $@BN - $tQE - $|`= - $\h 1 - $<pB% - $ ఱ - $H` - $Pؤ 5  (,  B , %@@@ %@P $% $ " % P -  $4d % D % d@Ң % а~ - $   - $L/ $ %|T g * LĀB ̠   ̠b s  @c F ` 3    !   q b 8aF  Ξ  F  ǝ  encodingEmbedding.ml     p    p  P                     @           `  @  `  `        `  @           @     0    p     `   p    p      P  @    EncodingMatrix.Not_successful jHencodingMatrix.mlf testing module Encoding ...@ %i[%s],[%s], C.is_zero$MatrixInterpretation.encode_dp_termI :         $  z xpk P\ 2M `> 0/ @  x tq        (`X = N    Р      s    2  1    \    <i 6  ( ԰     @ İA ` tP`  p6  \H   8tP  $ <  <     Pl  Y  l1I  @3  @  px@p \  H1 4@  @_  @,  0  1  @  @  |@  P p 1 \ @ c  D @0  , @  p  `  @0  t  >  @   | Q     @ 0       `   ppn  [  "   @p  t d      $ 0p       `qT  E  #      x 0    X \7    < ; ( t0/  t       L    `    t  !\ T0U ?  8 5       p@S  1,  L  P    t3    Hr  0=  1    G    }   Q  ?  tp+  pq `0 P 8 $    x z  P 0 0      p   X  X@@     ,      D  x@   p @ 0 \@  || |  hx T  Tl@` +  @p!   (    0   ` 8     #  M   a      pp  \ `  HPa  4pP  x `Y    xp     Z xP PF |d< l\2 \`p( Lx` <lP ,p@ `0  P  `      ^   PG  @j     t!  `   L ! =p 7  D    p      tP@  P ^  ! & -    X@7  R  (H  p       y  k  |PO dR L{  8m  $pT  encodingMatrix.ml   %s@ @[<1>Trs:@ %a@]$We consider a non-shallow system. We consider a shallow system.=  , @   shallow.ml@       `   p   p        0   p   (SignatureDecompositions.Not_successful(@[Decompose Signatures@ @[<1>%a@]@ @]@ YR H  t @ |0 !p  | !0    !` !   T ! \7 ! <H@/ !  Xp !\a !\Q !\A f D    l Tp D`; 0L     pS    `  PA    ! ȠH   !lȠR   F ! 8Ƞ\    ! Ƞf    ! t ! tpk   0   l1az X1b    ,Ѐ  p  0  |  \  lP  аB  !  u t1^ , $ - $Dt`e , $. - $Hp - $P - $t` -   $` -   $h -   $pX` -  $PXP - $00Bq - $d@` - $    }  -    ఑    0l |p^  X r D`p 0`  `  signatureDecompositions.ml  ,@[@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@]  signatureDecomposition.ml      0 Size.Not_successful(@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]   $ X  ;   0 Pq a \@` \  xP"  X Di 0xp0X  C size.ml\  P          ` @ SpScSat.Not_successfulSpScSat.Shall_not_happen$Simple projection consistency: %s Nothing removed: %s  Yields: %s Trying to solve : %s Remaining obligations : %s Original system: %s testing module scspSat ... 4@[<1>Simple Projection:@ %a@]@ @[<1>Strict:@ %a@]\:L@|l|u_ P `W 8aM ;  `* xQ` `qp0\D40~ 0w2m\0R K"A0 pl\ Hp0 |  p\ ah 1oxlPpX!@D!P0d0P8!`yJ0`E`0p4 /`" |!\n Pd <=,G      < ` l ` 1 Bp   |A   n  XlP@Y ! <` ,  J T$        ` ĀP aK ,qa  `Dp  Lp2 4P3|  Тf  spScSat.ml    p       Split.Not_successful$@[<1>Strict:@ %a@]@ @[Weak:@ %a@]'5         p  p`k  )  1  x1  \HP  ?  0L@    !C  HP ~     n;uh|D`q (`a K B> p1Tp  n xf \Z @#  split.ml   %s@ @[<1>Trs:@ %a@]We consider a trs.We consider a srs.  , 0   srs.ml `P $UnboundedVariable.Not_successfulUnboundedVariable.Found%a E @ X  CqAH P` <  (  \POunboundedVariable.ml4 0  P 0     @   @ ;   p,!p  \tPH4!H @ `2$   p d DX,B-@S d> QQ|hAWTt G <|  A  t\` l`[ `"x4P0q>d,0aQP  Q ` @F  # p ! \Pa Hb 0 L@P  <@Pur.ml `  %s@ @[<1>Trs:@ %a@]We consider a trs.(We consider a locally confluent trs. ( ]+ `qwcr.mlT ( ' `'  % $ 0#"P"!0! 0    p   ` ,@[<1>%a:@ %a@]@ @[TRS:@ %a@]@ @[SLI:@ %a@] @[<1>%a:@ %a@]@ @[TRS:@ %a@]WDPWIDPDPstronglylinearstronglylinear{c%d}b("( L ' 'd` 'tP n'l@ >' & t` &\|Р E'9&4\P O'% P %Р % n% %@R u%$\ %D$tP 6$`Р $D# # $P p# ^#TM#.#" Dpp" "U"h4" | /" l!A" ! HH" ! ,Ƞ! p! L`! T! @! ȠP;! pQ! D+!     |Ƞ  hp    D{  4Pn    02 2. # !q*0"x| dT̰!A 8+$p`s d`[ D0   @ x@`9 d0a4 Pb <@`,   q 0 Ѐ_ ,  0   t`dPsPU  (A l@Ptrsx.mlwdp.ml  G  F  0E @D @B @A @??0? = = p< p; ; : 9 P9 9 8 8 7  706 4@43`3P3 332P2 2200`/P/,P,restricteddeltasimplestronglylineardeltarestrictedrestricteddeltasimplestronglylinear @[Interpretation class: %s@]@ (@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@ %s_tau_%i(%s) = Non-MetaVar delta + %i*%s^%i*%s*%s^%i*%s(Deltaquotient in Prove.solution_text.%s = %s(%a) =Empty list in print_varlist$Other than MetaVar in print_varlist%s$Other than MetaVar in print_varlist%s, %a(Last SAT solving started for bound %d ,Last formula building started for bound %d Number of monomials: %d Statistics: QUADTIME COMPUTABLEUNKNOWN(POLYTIME COMPUTABLE IF RPO-TERMINATINGLINTIME COMPUTABLEDOUBLE EXPONENTIAL EXPONENTIAL QUADRATICLINEARdeltarestricted deltalinearrestricteddeltasimple deltasimplequasiquadraticquasisimplemixed quasisimplequasiquadsimple quasilinearpizeroquadraticpizerosimplemixedpizerosimplepizeroquadsimplepizerodeltasimplepizerodeltalinearpizerolinear quadratic simplemixedsimple quadsimple deltalinear deltasimplelineardeltarestrictedrestricteddeltasimplestronglylinear @[%a@]@  @[%a@]@ *%s^%i*%s*%s^%i*%s4Deltaquotient of illegal shape Prove.solution_text.%s/(%i + %i * %s)HH$OH%xHG  G xpG$G%\0EG$G 80G F(xF)  q5F F(E) ̑`E XE!  1LE!  `2D! t.E D! ( D! 8 tPiD0 $D1 $ GpD0 $C1 $ pC1 $ PzC1 $( x1`iC1  $(t 00]C1  $(T RC1   $(0 2.C1   $( "C1   $( QC1 $( 2@B1  $( l@PB1 $( QB1 $(d P`B1$(( B1$( B1$( >B tpB B  A  tPpA4 $OA5 $ x8A4 $@5 $D p@5 $( P@5 $( l!@5  $( @5  $( A@5   $( "@5   $( pa@5   $(h 0M@5   $(,D t7@5 $(,$ 8#@5  $(, h0@5  $(,Ȱ?5 $(,0?5 $(,t?5$(,\?5$(,<?5$(,<B? > d@ > %? U> E> <> |> |= = `P= I= 4 C+= @< < @@d< < 0;ak<; `@; t0_;`l Q; L A; 4P 1;  : p@` : \@@ : p@ }: \@ R: T ; 9X 9 ` 9tP@P 9G98I@ 8t810a 8"8\P 80a 87P m7 c7W7M7B7|87d\6 Tx`6 @P@6 ,06 6 x6 xX6 p;6 P@5 x5 5 h5 x@85 d5 P4 <x4 (p4 P@1 1 1 P%1 P%1 11 1 1 |x2  0;0L60 P%,0P% 0110/aa0 A/ . 0@. O. !(.- -@- Hl` - 4` - X@` , ,!h,,,`,l@++lw+`G, +! xt**!Xtg*B* 8cdipoly.mlcdiparametric.mlcdisolve.mlcdiprove.mlH  pd d cbb ` ^ ^ 0^ 0] p\`\ [ pZ 0Z PY pW  WWVV`V 0V  VVpU TS R PNHHH Not found: DNon-Meta variable in Deltaquotient in Interpretation.eval_inter. Invalid delta-interpretation:  Not found: ef()f)D 0f)0 Bpf) 1Re) "e) e) P!e) e)  e) t Pe) X ̀e) < le) $ 2ge)  [e)  P Ae) "P0e) rR$e) @e) (" e) h @d) L "plf( d)  |@d) #d) Zd aQd  alddc ct c` tc=c< H`@cc Bb Cb-b hpa a P0 b Qa 0@ Ea x A 7a l@B *aXp0P aDh ```o_ ` ^ p ^ @ ^ P h^0 r^^@ ^]l! ^z]H!^ ](]!]\!P$] F\ P#T<\ b`7\  Ba[\ [v[pdPpl[LO[Ld[ Z  dp[ Z @Z @Z mZZY ZYp !Z 2Y X!Dh@PX!$X! A0tX! ı0eX!0AYX! B!\`09!H@1!4l`P! lP !xP0  ! a! qc: N!`I!@/!px`*!\x!8xPD  ˒! !! q#N ^!`Y!@?!|`:!|,!txPX  ۑ! Pϑ! 4qb n!`i!@O!l`0J!l0<!xPl  ! Aߐ! pqCv ~!L`y!8@_!$`Z!0L! xP  !  !  q ! !t 0  ;!L P /!4   ͎! Ȏ! @!  {! P0 o! 2  ! `` ! `a!p l`!\ lЀ܍!8 xP  !  !  qƚ ! ` ! `!! x`@! xA!t xPК  ! P Q! 4 qSښ .! `)! `! |` ! |! xP  !  ! p q >!L `@9!8 `A!$ l``! l` ! xP  !  q!  qs N! `I!t `/!` `*!L 0!( xP   ˉ!  ! q M!xP H!xQ  !P` !pb * !L !8` 4 ;!P /! > ͇! ȇ!p H {!P o! Y!q@R \  ! 4Ġ !  Մ!  d0P } @ r  b  W `    p!  \h!P  HT@p ʃ8X0  $  ` n PǁPAR  |P h! Tl3\  (P1f } a3p <@R~ `!~} P}*} `!}| pP@| | LqV|| { ar{X{ !{ rzzz@zzuzDz|4z lPy X`Ay Ipz y ,@P3yPQ'yQyĠaybx= 0; 0 <= 0; 0 = 0; 0 + %i - %i  Deltaquotient in add_exponents. Deltaquotient in add_exponents. * %s^%i * %s fgHHdeltadeltas ) `(9  (!  1'  tB'  @B' j! H`%o v ! %  ! ` 0% ()  4 % )   `%)  0`%  P%]  $  #3| lp@"h ̠0"x   ( ̠ g PQ 7a 0r ` `  >  E e|O j @L`.  !5 VH P5" r  @ Il  xL`i   <`#P |0_>  0A 000 T0 } 00o T0K x00p= dT0`T ޿  4 Q @D @< @ Ծľ d  d  |  p| `ThpD aս0`b Rܼ    !ӻ! X`! L  S  ] =! 8ӹ( aȹbJdOV ȸ xPe X)ٷA&зq&t\ђ& {(p&` Tb &  @B$N #3 P0#: ^ l!C LP!J q > @ 2  q  Dza 4pP  8ױ~ x4pRi ޱʰ L8 = M  P)  tP `a a Ȱq r¯ xP7x1)k  XX0)r 8S&ͭ $S&  `R&cdipoly.ml    p`k "d 0aExP  Ap b | ! \p0@ H80*((2 trsx.mlrulex.ml0" h rulex.mlD    P0p`P@J ,   0  pp ` P    Strip.Not_successful$@[<1>Strict:@ %a@]@ @[Weak:@ %a@]. X  8l p $qo= A,  X     0 p t0ud0\ UXa 4 )X M `1 `A      ) p`S!\`0! D2!0`!s!a! hO! 9!`0! ! |T! `Y<p!M(`"<!  strip.ml  5.   ,@[@[<1>Strict:@ %a@]@ @[<1>Weak:@ %a@]@]  hh|   h P <X $T TtypeIntroduction.mlhP    0 0 0 p   0  P`Uncurry.Not_successfulATRS: %s ,@ TRS %s @ L(VAR x) (RULES app(id,x) -> x app(f,x) -> app(app(id,f),x) )aa_f(%s)=%d@  I uncurry.ml I uncurry.ml I uncurry.ml (I uncurry.mlfl(VAR x y) (RULES app(f,app(app(f,x),x)) -> x app(app(f,x),y) -> app(app(app(f,x),x),x) )(VAR x) (RULES g(x) -> x)$Testing module Uncurrying ... @  IA uncurry.ml,Uncurrying.ff_term: term not applicative0Uncurrying.pick_arguments: term not applicative<Uncurrying.head_variable_free: term not in applicative form0Uncurrying.aa_t: term not in applicative form4Uncurrying.aa_t: non left_head_variable_free term4Uncurrying.aa_term: term not in applicative form0Uncurrying.head: term not in applicative form Term: %s  IQ uncurry.mle X [ J p@ / P" l| Pl `X bD `0 TPy @w=P0# ~x  lhа ]X 3DD0  (X \` S@ Cx >x 2l &P  p\ H 4Pа  P  @  8 0 , 0  L () ( J) l (  s-  $0(   (   - $)  d0 ( d) l X) | G(( ) Th ) <  (Pq Mx@ 7A PQ|PR\  H 8  !  С ` <0u,$ <,  dK \   "  @PyX@!q &Y-@j$!0w!(& q S XԀK D0: 0Ԁ  \s&  !p r l@_! :1 &|2  d  4@  pR  @uncurry.mlp`   P     p P         p P   `   Unsat@ @[%a@]@ Sat@ natbool \!IM smtLog.mlnatintbool variable  not declared%i0`@p0`f   d _ W     n l^.  (   zhJ8xZH* | h J 8       :*J Q r_B/   ] B/~^ pvO  $     q?/    0  w  @[%s@] Fresh(%d) (Not %s) (%s & %s) (%s | %s) (%s -> %s) (%s <-> %s) (Link %s)TFPp `  zjH:*zZTp @  0   0   p P   p *I+I+I$+I0+I<+IUnsat@ Value: %i@ Assign: %a@ Sat@ x:%i, y:%i, z:%i, a:%i$Testing module PseudoBoolean ...@  +I+pseudoBoolean.ml8PseudoBoolean.of_diophantine_formula: %s not supported%i @,IOApseudoBoolean.ml h,IOpseudoBoolean.ml ,IpseudoBoolean.ml ,I%pseudoBoolean.ml ,IpseudoBoolean.mlprop_variableOrIffImpliesNot @-IpseudoBoolean.mlplain constantMulP p     @   p     `  l      k  X  B  - #     O ;  /           } e0(tt``t`o` 4R $t`18] x   j O?, r,uh    C 1   gnu ~         x 8      (        c X & V list.ml[@[ZZ@Z Y  0Y XW W V VpVU T pS PS Q0Q QQ F@F`EL A0< @705@ 43p3 32 00 0(p(P( @( ' ' ' @' @& `%$ p$ ## """  " ! `!P!    p  PLog.Disjunct_superfluentPLog.Literal_superfluentPLog.UnsatisfiablePLog.Transformation_error valid?: %s Formula: %s  08IypLog.ml d8IupLog.ml  8IopLog.ml  8IkpLog.ml   9IgpLog.ml  Testing module PLog ... @  9IQpLog.ml 9ICpLog.ml,  9IPLog.send_clause 9IPLog.lit2int(PLog.fresh: Overflow in fresh variables`@p0`p0` P  #P#`#`#`#`#p#/(0),/./@1P1p111 22;p7889:;@`<<=>?@OO GO@GONKKpG`HHIKOO KKLMOQQ`R`R`R`RRdbtamaaaWaOaCa5a-a%aa aaa`a`aj`a``aaW_R_a^a^~^aa]]aa\\a[[b[[[E[>[ZZZZ^ZKZ ZZYYYYY KY TYX X X "Y  {X BX =X 1X X X X W WWGWW WV0t`WWVLV ?V1VUUUU 3U %U t` U T U TT yT@>w>@5>%>>@==AE=5==A<A  ;;M;;  ; : : ;]:T:K:5:%::;99<E9599 <88<U8E8 8 <7*<  '7 6  .7 F6 $687 5 55  5 4 45 3333333M3 a3 3 3 22>2'2 1 1 w1 W10 010080d/X/B0.. L0L.  0.  V0-  -  9- - , , , `0++ + |+ 9+ + j0* *  t0 *  )  H) ~0(;( '' ' ' 'p'g'['Q'&' & -' 6& % X%$j$# # # # u"p"F" ;"  ""!! ! ! n!(!5!    j X : (   j n  7 c7   x g<x ^H .  m list.ml p    p 0         @ 0   { z xw 0w 0v ps pr o  o 0n m m @m mll kk `k @k  k k j j jj@j  j h Ph gpgf f f pfPf0f e PeBinNat.Should_not_happen Testing module BinNat ... @ %! DUI binNat.ml dUI binNat.ml UI binNat.ml UI binNat.ml UI binNat.ml UI binNat.ml VI binNat.mlminmax+* @[[%a]@], (BinNat.greater_equal':Different_length$BinNat.greater_equal':Empty lists$BinNat.greater':Different_lengthBinNat.greater':Empty lists BinNat.equal':Different_length (WI binNat.ml Summands not of equal length.$BinNat.of_nat: Argument negativeminmax*+G8ω‰ x^ $Ĉ  e ` L G : 5 , ·Շ߇`D * %        T ; у q a W ؃'   w G9/ȁncWȀr5 ~ ~ " , ~ 6 @ } J l} T }^ ||e|h|r { | N{Z{{a{k{bzu{y y y Hy y x x x y x x }x t`lx z wwplww5www)wMvuuu lu u 'u u u tv Utv tv s &v `s  s gsr t`r t`r 0r7rAr pq bq Wq Krq\q@Urpp_rDp4p)piroo io o ;o +o onn n oVnt`Ent`n n mm om`mSm5mmlll llk/ji i i i ui i  j j h9hgg@hggfggfff f |f "f e ee +elist.mltp       ` P  p  p Б   p P 0   Ў0   p P 0   Ќ    p `@  Testing module BinNatx ... @ %! ,gI binNatx.ml LgI binNatx.ml lgI binNatx.ml gI binNatx.ml gI binNatx.ml gI binNatx.ml gI binNatx.mlminmax+*@[(%a, %i)@]minmax*+Xz_RE8+ D$\ W    ۘ Θ Ř  ^eoyҕ    H 4 +     kK 8t`Փe) f  m  o ‘    Y 9͏@2͎NB xt`ЍÍ{ | l list.mlP        p`P    P 0и  p  P Э      ` pP 0   П   p   @  М BinInt.Should_not_happen Testing module BinInt ...@ %! HqI1 binInt.ml hqI binInt.ml qI  binInt.ml qI  binInt.ml qI binInt.ml qI binInt.ml rI  binInt.mlminmax+*, Sign: %s, Bits [%s](Summands are expected of equal length.minmax*+&uZ?2%  4y$i4 /        >EOYc`m   w 0       ˾Q Ҿ Žsc X K ̽ ռs h [ ܼ(ֻ6 ( # ں}r m ] R F  ʹ} s _=$   y) $+  2 < 7 F P ŵZ gF%d  n pRx  ̳  c0e  l   Ա ɱ   sWRF:,!  } ۰   qi+֯s+!zl֮cMͭ,3  : w D N X b 9 l Ҫv L  Ʃ( ( ͩ( Q( G( 5( *( ( ( ԩ( ͨ( ¨( ( ( ( ( ީ(  @(  2( )( !(  ( ( ( ۧ( ŧ( ( P W  ! !     x  a 1  k    u R  !  1! |   ӣ ǣ   f \ S >     k P  ʡ l  ; T Р 4dZ9@ O 9 #   6 ܜ ̜ x 4 list.ml|   P   @      0      P  0 P P   0 p      ` @      Testing module BinRat ...@ %! |Iy binRat.ml IK binRat.ml IU binRat.ml ܆IS binRat.ml IW binRat.ml IY binRat.ml  /  J l8* T X     x j         '    %  /K9   C     M $+ldlLm D    K g 0o7A   | I A ,   uc    list.ml|          0 p P @  `     @  p   `  p ` P @ 0>>>=>=== Testing module MinRat ... @ *-minmax+-------------------------@ %s constraint not satisfiable@  = %b@ %s %s %s %s constraint not satisfiable@  = %s@ %s %s %s%s-inf ēI minRat.ml I minRat.ml I minRat.ml $I minRat.ml DIy minRat.ml_X"      @  J E 6 T    ^   h a r !  |     Y O 9 /       l b R A / !   kZP@/  iW H = 1      nD   [R *K     R  \ w j2    9  C g Z7u     ?    'c1;E | O    h       ; {nW*1uZ'aeU%P0 ` 0 Testing module WstTrsAst ...@  \)gQT Pp@p`P `P@0`0P PP@0PSTRINGIDENTVARRULESTHEORYSTRATEGYEQUATIONSINNERMOSTOUTERMOSTCONTEXTSENSITIVELPARENRPARENCOMMAEQEQPIPEARROWARROWEQARROWORRAEOF    U !"#$%& g *+,.        JP R W      (   ef           NLJdRZ........a3456789:;<=>?@ABk.D EGH K/  !"#$%&&(*&K\+,(*Q(E e*fb1RLNOPSTCUWdijgZ$6!18)Y-XVh]c(3a^#& ZYZ[\YZ]\\\\\\\\\\\\\\\\Z^_`16^_[a\a7]; 9(AF8 I(((((((((((((((( BKDMJHNLO QB9P( PT@VI ( 'M0IJ^_`F2[:34%5  / 0"2')#97,-+xx   H   !WstTrsParser.Not_supportedparser EQUATIONSconditionals->= |CONTEXTSENSITIVEd+ %s%  ZF ]P-  zjZ=0    p D      J  p T !   Q @ *m`=0ZD    q ` *m`H   ,IIXI0IIIIIIIحI$ F          F       !!!  !!!!!"""###!"" ##"""###$$$%%%#$$"$$$%%%%%&&&''$'&&%((&&('&'))'')'(((()()))&)'***( +++,,,*!*)**+*+,,+++,,,---..".#*///--.+.---..,./////$00011%122-2/0.0330031012211122233&443343'0555144(2664464)5577375556688866677999774788*58889+9::,:99796;;;::<<::<;:;-8;;.;==9=<</>><<><=;=:==>=>???>>>0<@@@1??2AA??A?=>@3@BBB@@@AACCAACABB4BB?B@CC5CCDDCD6BACC7DDDD8DD9:;<=>?@ABCD$ EE  C5.' "!$#%&()*+,-0/12346879:<;=>?@ABDFF5CR]lz$8Udv!&P^"HSXe4DQ^n$WstLexer: this is not possible ...VARTHEORY STRATEGYRULES OUTERMOST INNERMOST EQUATIONSCONTEXTSENSITIVE$WstLexer: this is not possible ...$WstLexer: this is not possible ...|==->=-><-->0     `p     ~/  ?    `@  @> yH p p`P@0 `` STRINGIDENTLLEFTMOSTRIGHTMOSTRULESSTRATEGYLPARENRPARENCOMMAARROWARROWEQEOFl      .  l !"#$%&'()  0,-/.*+d.)*)))))))))).+ ")d  $ %  '+   d   <<,   WstSrsParser.Not_supportedparser0kY5  zf* zjZJ:* jT !     jT !  t A 0  @,IITIDI4I,I$III II $        $       !!!   !!"""!!!""!"""  !" ## !  "L$$LL(7[fk(7E_T(WstSrsLexer: this is not possible ... STRATEGYRULES RIGHTMOST LEFTMOST$WstLexer: this is not possible ...(WstSrsLexer: this is not possible ...->=->  .5/ p  P  p`5 fresh identifiers: %s ,  Im ident.mltesttest@[%s@]Q e       v j ?hl| L  S list.ml ,Testing module ...@  $`" !0!!   Testing module Type ...@ 4Type.arg_types: only applicable to function types4Type.result_type: only applicable to function types %a -> %a%a * %a "Y" ! ! !! L!  2  @&`& % %$$P$ ###`#  #" I variable.ml @I variable.ml `I variable.ml I variable.mlx I variable.ml(%a:%a)x%ihd,~).)((((5)C(9((((?)'''''o'I)' '&S)&&l&J&&&% %%r%f%&%%$$$\$F$#Z##`/ P/ @/ 0/  / / .  .. -, P,++ +* * * `* 0* * *Position.Illegal_position Ig position.ml Ie position.ml Ia position.ml I_ position.ml $I] position.ml DI[ position.ml dIY position.ml IU position.ml IS position.ml IQ position.ml IO position.ml IM position.ml $II position.ml DIG position.ml dIE position.ml IC position.ml IA position.ml I= position.ml I; position.ml I9 position.ml $I7 position.ml DI5 position.ml dI1 position.ml I/ position.ml I- position.ml I+ position.ml I) position.mlII0IHI, max pos of {2.1.2, 3.1, 2.1.4, e} = %s IIIII $ max pos of 0.1.2 and 2.0.0 = %s 0I- 1-- , , l?,+ |p+ +&+Lt`+8t`** *\*list.ml`@C C BBBBBB`B @BB A pA PA 0AA@@ @@@ p@ P@ >Label double primed : %s@ Label primed : %s@ Label: %s@ @[%a@]%i_c_ac(%a),_sl=%d _curry=%d_%d#%s/CC C C C C C C C C C xC qC gC VC ,CC QB BA A AaA AA A @@ @|@ [@)@ @? ? ? l? ? ? q? _? K? 8? #? ? ? > > list.mlLL  LLKKKKpK K K J J`JPJ I III0I IIG G PGFFFpF  F E E PE @Ef: %s, f': %s@ %!f Simple Projection: @ %a @]gf(Testing module SimpleProjection ...@ [%s], @[%a@]@,,  (%s, %d)@[pi(%a) = %i@]SSSSSS  S RRRRRzReR RRQ QQ /QLPWW V 0V UUU PU  U TT T$@[<1>Argument Filtering: @ %a @]JJgf(Testing module ArgumentFiltering ...@ [%s],  (%s, %s)[, ]@[%a@],@;%i[%a],@[pi(%a) = %a@]%iIX/XWWX~W  lW ]WBW5W$WVVVVVVqVZVEVVUUU +UU TT,__ `^0^ ^ ] [ YY Sound: %b cba@[<1>P2: @ %a@] @[<1>Precedence: @ %a@]   Jprecedence.mlihg1gf5'f4'f3'f2'f1'f Testing module Precedence ...@ @[%a@], @  @[empty@]@ @[%a@], @  ~ @[%a > %a@]EEb9b,bbbbaaaaaa a sa ^a ub````````n`_`P`A`2`l`X `H____ c_H_ =_ "_ _ _ _ ^ ^ _ ^r^5^^] u]X] ] ]\ ] ] [[X[ [ [Z [ [ YY(t`Y \Y list.ml|0 Pp @      О @ @   @     И `  0Ж p Д@  Б `P       P   Љ0  P0ЅP` p p   pP0~ ~}}p} }|||p{P{ {{zzzPz@z0z zyy ypy x w 0wv t `r 0p l @lpkhh hg`gg 0feeTerm.Not_matchableTerm.Not_definedTerm.Not_unifiableTerm.Is_variable, %s renamed_readably is %sx103x102x101 Jterm.mlzyxgf%s  all  before all %s a %s, %s  %s, %s, %s,L and now three times a fresh variable and then twice another fresh one: $Apply af %s to term %s yields %s  Jterm.mlJ$Apply af %s to term %s yields %s  Jterm.ml0J LJterm.ml$Apply af %s to term %s yields %s JJJ8 g(h(h(x)),y) is contained in f(x,g(h(h(x)),y)): %s noyes, f(x,x) is contained in f(x,g(x,y)): %s noyes, f(x,y) is contained in f(x,g(x,y)): %s noyes all linearisations: [%s] ,  linearisation: %s  We consider the term %s  variables: %s ,  size: %d root: %s  proper subterms: %s ,  subterms: %s ,  variable positions: %s  function positions: %s  positions: %s  functions: %s ,  depth: %d  immediate subterms: %s ,  We consider the term %s  8J?term.mlSp: %s `J5term.ml |J3term.ml J/term.ml J-term.ml J+term.ml J)term.ml J'term.ml $J%term.ml @J#term.ml \J!term.ml xJterm.ml Jterm.ml Jterm.ml Jterm.ml J term.ml J term.ml Jterm.ml <Jterm.ml XJterm.ml tJterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml 8Jterm.ml TJterm.ml pJterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml 4Jterm.ml PJterm.ml lJterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml  Jterm.ml 0 Jterm.ml L Jterm.ml h Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml Jterm.ml !Jterm.ml ,!Jterm.ml H!Jterm.ml d!Jterm.ml !Jterm.ml !Jterm.ml !Jterm.ml !Jterm.ml !Jterm.ml "Jterm.ml ("Jterm.ml D"Jterm.ml `"Jterm.ml |"Jterm.ml "Jterm.ml "Jterm.mlzyxhgfctesting module Term ...  (#Jterm.ml Term.flatten: Term is variable4Term.is_prefix: One of arguments is not a string.apply_simple_projectionapply_simple_projection@[%a@]Here!! %s-%i, ,@ @[%a@[(@,%a@]@,)@]@[%a @[@,%a@]@,@] @[%a%a@]Term.reverse: not a stringzd $(,048<@DHLPTX\d $(,048<@DHLPTX\Q\@\/\\\\ C\ \ \ \ \ \\ \ \ \ \ )\ \ ] .m].^\V\@\3\&\\\\\\\\\\]\-\]@-y],-h]-^]-M\@\1\ ] ,] ,] ,] ,] t,] `,\\\\\ \ {\H j\H3\dP =\@DH\@DH\@DHG\<@DH9\<@DH)\ <@DH\ <@DH \ <@DH\<@DHQ\d DHLP[\<@DHA\<@DH.\<@DHe\<@DHo\ndDHLPy\8<@DH\8<@DH\  8<@DH\  8<@DH\ 8<@DH\8<@DH{\8<@DHi\8<@DH\8<@DH\8<@DH\8<@DH\8<@DH\048<@DH\048<@DH\048<@DH{\ (,048<@DHr\ (,048<@DHC\ (,048<@DH6\ (,048<@DHT-\ (,048<@DHT ] (,048<@DHT(] (,048<@DHT(\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT] (,048<@DHT\'] (,048<@DHT0'h\ (,048<@DHTU\ (,048<@DHTK\ (,048<@DHTD\ (,048<@DHT2\ (,048<@DHT(\ (,048<@DHT!\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT] (,048<@DHT%]  (,048<@DHT%\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT] (,048<@DHT%]  (,048<@DHT$e\ (,048<@DHTX\ (,048<@DHTI\ (,048<@DHTB\ (,048<@DHT6\ (,048<@DHT,\ (,048<@DHT%\ (,048<@DHT\  (,048<@DHT\  (,048<@DHT\  (,048<@DHT\  (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT] (,048<@DHT"]  (,048<@DHT"t\ (,048<@DHTg\ (,048<@DHTS\ (,048<@DHTL\ (,048<@DHT:\ (,048<@DHT0\ (,048<@DHT(\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\ (,048<@DHT\qd 048<@DHLP\a\ (,048<@DHLTT\ $(,048<@DHLTM\$(,048<@DHLTA\ $(,048<@DHLT3\ $(,048<@DHLT\ $(,048<@DHLT\\ $(,048<@DHLT\=] $(,048<@DHLPT, +\$(,048<@DHLPT\ $(,048<@DHLPT\ $(,048<@DHLPT\\ $(,048<@DHLPT\i\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\y\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\/\ $(,048<@DHLPT\\ $(,048<@DHLPT\Id $(,048<@DHLPTX\9\ $(,048<@DHLPT\d $(,048<@DHLPTX\ٿ\ $(,048<@DHLPT\\ $(,048<@DHLPT#\9\ $(,048<@DHLPT-\\ $(,048<@DHLPT7\A\K\U\9\ $(,048<@DHLPT_\\ $(,048<@DHLPTi\\ $(,048<@DHLPTs\A\ $(,048<@DHLPT}\\\\\ $(,048<@DHLPT\K\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\?\ $(,048<@DHLPT\ķ\ $(,048<@DHLPT\W] $(,048<@DHLPTE\ $(,048<@DHLPT.\ $(,048<@DHLPT\Ƕ] $(,048<@DHLPTd\ $(,048<@DHLPT\ $(,048<@DHLPT\7] $(,048<@DHLPT%\ $(,048<@DHLPT\ $(,048<@DHLPT \\ $(,048<@DHLPT\O\ $(,048<@DHLPT\\ $(,048<@DHLPT'\\ $(,048<@DHLPT1\/\ $(,048<@DHLPT;\ϳ\ $(,048<@DHLPTE\o\ $(,048<@DHLPTO\\ $(,048<@DHLPTY\\ $(,048<@DHLPTc\ $(,048<@DHLPTn\ $(,048<@DHLPTm\\ $(,048<@DHLPTw\\ $(,048<@DHLPT\T\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\3\ $(,048<@DHLPT\ӯ\ $(,048<@DHLPT\s\ $(,048<@DHLPT\\ $(,048<@DHLPT\\ $(,048<@DHLPT\S\ $(,048<@DHLPT\\ $(,048<@DHLPT\\\\\ $(,048<@DHLPT \I\ $(,048<@DHLPT\\ $(,048<@DHLPT!\\ $(,048<@DHLPT+\X\ $(,048<@DHLPT5\ \ $(,048<@DHLPT?\  $(,048<@DLPTI\  $(8<@DLPS\ 8<@DL\8<@DL]\8<@DL̦\8<DLg\8<D\<D]<Dr]<|_]hL]X=\! (   c7-jq{v8 .  Iʣ `t` Ht`   t`| ^Q ʢ _i^N%V   ˟ l d U ҟ  +29g\l(;-$2ܛ \ 1 *  i  Ø=OVE)E ` ˕ | j e \ ҕ  ܕ     h V 7ٓW&|  ` ϒ~R%̑ ~  vY  l aK_d ώĎ'  ˌr ;B ŋ I X 6    5    lj Q '  S;}̆   A< Dž_7τʄoj5 <  F   W  gi* '   [A! ~ p~~}~}| )|  | { U{zrz`zz y yuyey"yyy x x x 9x x wwUwKwwvvsvhvuv(vu2vt ts  s( s  t rr r  Yrrqq q q q q  xq lq [q ppp  ]p  o o >oonnnnnXn?n nmnmmllll'lkck k j j j 7j j i i Ti 0ihhhbhthhhg0gffff fee e eKe8eed td cd#dcccc clist.ml`@     @       p  p  p   P @   ` P @ 0     P 0   `     ` P @ 0    P   @     `0  all linearisations: [%s] ,  linearisation: %s  functions: %s ,  right-hand side functions: %s ,  left-hand side functions: %s ,  We consider the rule %s  YJrule.ml YJrule.ml YJrule.ml ZJrule.ml $ZJrule.ml @ZJrule.ml \ZJrule.ml xZJrule.ml ZJrule.ml ZJrule.ml ZJrule.ml ZJrule.ml [Jrule.mlzyxhgfcbatesting module Rule ... xyzxy@[%*s%a@ ->@ %a@]89 9 8888]8Q8G8?9 \ 09 @ 8889  9  8889  u9  L8?8+8$8888  $(,0 88  $(,08I8  $(,088  $(,0'88   $(,018W8   $(,0I8   $(,0;88   $(,08   $(,0E89   $(,0 O89   $(,0 Y88   $(,0c8l8   $(,0m88   $(,0w88   $(,08   $(,08   $(,08@ $(,0488   $(,08  $(08 $(08 $(08$(09$(9$999|9m8V4  ` L< Lv     u Z (`2+ ?        p      C 3   p>(   G %    c0( b ii6% `  k\ \ La 8   kE 3     k    u c ! H 4{$Z <  g     p X^5, f > '$  zcR F    ! P     `    @[%a@] @[%a@],@ @[%a@]h  9     i D  a     [  z4 t` list.mlT@   P   `  pp`P P      WstFormat.Unsupported_file_type Testing module WstFormat ...@ 8An invalid or more than one strategy has been specified8An invalid or more than one strategy has been specified WstFormat: Theory not supportedCACADU2U\ z  Lfp Z      |$B Z   uS'Zt`C    m c   b ;      B  F  5    z  i         list.mlRRQQQ PQP @P  `ONN NM M @ML  K `HG `DC CpCCB @A @@@@ @@?  ? >  @> ===`= <  P< ; ;p;P;0;; P909988808 7 P7 6 p6 @6 65 p4P4044333P3@303 33322222`2022 p1P1 00`0000/ @/ /. .- p- ,,, P, @, 0,  ,,,+++p+ P+@+  +** P& % 0$ # p#  @"!          p   p`  @   @ Trs.Not_definedTrs.Unsupported_file_typeReducts: %s@  ,(VAR x y) (RULES not(not(and(x,y))) -> 0)p(VAR x y) (RULES not(and(x,y)) -> or(not(x), not(y)) not(or(x,y)) -> and(not(x), not(y)) not(not(x)) -> x )t: %s@ Trs: %s@ (VAR x y z) (RULES not(not(x)) -> x not(and(x,y)) -> or(not(x),not(y)) not(or(x,y)) -> and(not(x),not(y)) and(x,or(y,z)) -> or(and(x,y),and(x,z)) and(or(x,y),z) -> or(and(x,z),and(y,z)) ) <(VAR x y z) (RULES not(and(x,or(or(y,x),x))) -> x ) h}Jtrs.ml }Jtrs.ml }Jtrs.ml<(VAR x y z) (RULES not(and(x, not(y))) -> or(not(x), y) )t(VAR x y z) (RULES not (not(x))-> x not (and(x, y)) -> or(not(x), not(y)) not (or(x, y)) -> and(not(x), not(y)) ) ~Jmtrs.ml ~Jktrs.ml8(VAR x y z) (RULES f(g(x)) -> f(x) h(x, y) -> g(x) )((VAR x y z) (RULES f(f(x)) -> f(x) )T(VAR x y z) (RULES f(x,y,z) -> g(x,y) g(x,h(a)) -> h(x) h(x) -> w(x) )TRS: %s TRS_M: %s H(VAR x) (RULES app(x,app(app(a,a),a)) -> app(app(a,app(a,a)),x))4then the reducts of t with respect to R are: %s  and the term t %s gyxConsider the TRS R %s $(VAR x y)(RULES g(x, x) -> f(x))Constructor Symbols: %s , ((VAR x) (RULES f(0,1,x) -> f(x,x,x)) Trs: %s, Af: %s, Result: %s J JDJshufflereversenaddnilapp(VAR x y) (RULES app(nil,y) -> y app(add(n,x),y) -> add(n,app(x,y)) reverse(nil) -> nil reverse(add(n,x)) -> app(reverse(x),add(n,nil)) shuffle(nil) -> nil shuffle(add(n,x)) -> add(n,shuffle(reverse(x))) ) @(VAR x y) (RULES SHUFFLE(add(n,x)) -> SHUFFLE(reverse(x)) ) testing module Trs ... 4(VAR x y z) (RULES F(id(s(x)),y) -> F(s(x),y) ),orthogonal_parts: system is not left linear$Trs.critical_pairs: not unifiable dJ trs.ml@[@[<1>{@,@[%a@]@]@,}@],@ Trs.of_filesrs(Trs.of_lexbuf: Weak part not supportednot \Z%ZY 8Y ~YqYbYZYHY4Y-YYY YYXXXXYeXYXYWWW rW_WY WYVVVVuVhV^VMVCV7V VVVU DU ,UUUUUY8UYT ZTTTTTTT}T HnT 0ET8T,TT TTSSSSSSZ R `R DR ,tR aRNR;R,RRQQ%QPPPP hP \P OP  P O 4.P O ^OOONNNNxN7N+NNMMM{M>MLLLL iL L L K)RK)K( J) K( wJ( K(  2J(  K(  K( I( tI0  $(TI0  $(CI(   3I(  I)  I)  dH( H( H0 $(^HHHGG)RG)G( F) G( wF( G(  2F(  G(  G( E( tE0  $(TE0  $(CE(   3E(  E)  E)  D( D( D0 $(ODDCCC{ChC'CCCBBjB B B A A | A cA  A H @ @ @ @ t`@j@ U@  1@ t`%@ @ ??????}? 5? ?>> > }>(> 2>= = ==  o=Z=  = < < < <.< < ;$ ;u;U;5;;: : ^: ;  :  9 9 9  9  b959988 8 8 8 |88C8  ,877[7H7 6 6 6 P6 6555 Y5 <D5 85 5 4 5 45433b3|2 k2 E2#2 2 1 1 \1:111 100|0 k0 E00// w/ 2//..a.`O. .  . - ---b- , , , i- d,++ `+0+ + + * v*#*)|)9)((((( L( ('''{'h' & *' & pt`&&[&K& %%w%a%%$$$$%S$($$# " " {" m" ]" ! !  !       |  s  j  a  C  <+   f ?6MTe K8  h Y Q 0     3v ,ylist.mlD@j i h Ph g e e dc c bb b @`$Testing module TypeSignature ...@ %a %a = %a %aType.unify: occurs check,Type.unify: different number of arguments%10a : %a %a=jj 9j i|iie e e d d d d wd e dcc >c c bb:baa{aa a a a ``as`e`&`___list.ml<k k Pk k Test: %a@ gf$Testing module WeightFunction @ @[%a@],@; w(%a) = %i llMl @l *l l `k Pk kkk[kKk @  P     ~ ~ }  | | { 0{ z z  y w 0wv v`v t pt tsPsr  Pr Pq  o nn Set.remove_min_eltSet.balSet.balSet.balSet.balY9   N   M : ~ ~ ~~ B~} } v} } | }  | i|  |{{{n{W{({zz ezQz 3zy y y py Sy x xxox WxAxw wdw .wv>vuu EvuuuOv u t t7t+tssGsr}r?rq q q Hq p pwpoo o o\nyn $n nmm rmZmAm L @0@@ЄЃ@ CBANDIDENTQBAND EQUALGTHANLTHANSLASHEOFD  D    D  D      D   $$ XmlParser.Parse_errorparsertag <> closed by !tag <> closed by !5uc5 #  ڇ a P :!ۆ   zJ<   ԅ   zJ<   ڄuk_Ƅ ÃJ! t`list.ml P,JJlJTJ$ '$ $ $, $ $ A$9$#$$$$$׸$͸$Ÿ$$$$$p$c$O$G$:$!$$ȿ$,$ҿ$?,/$ܿ$϶,$$_,O$$$$,$$,$$$$4$"$ij$,$_,O$6$$@$,$J$, $$ d S N $İ r 6t`= <Qo   Dl #9 a+ԩϩ lt`fF˨ n U  @ ,   ͦnȥҥt t`T ; Ԣ   A4ܡ t{  w ~ s \ E  v   ˝K  R   %   ؛z? Ԛ  | >˙ Q  Ƙ r'   | r i $ $ $ $ $ E   Еߕ  ~>  Alғ{[?Ò_-list.ml` 0 0  0 P p  @   @0@  p @LazyList.End_of_listll14 = [] @ ll13[10] = %s , ll13[10] = %s %!, permutations done %!flattening done %!singletons done %!append done  make done ls5 %s , combinations done  JJ Here %s , %s , %s , no yes %s ,  testing module LazyList ... LazyList.map2LazyList.init LazyList.take: too few elementsLazyList.tl: empty listLazyList.hd: empty list @J lazyList.ml[%i] %i LazyList.nth: out of boundspfXMD:,zn^V@3' ugZD5! j [ H 8 ,;"   * [K  n   Q 9  1  .YP r b AF$,  vP l Y 3Q 3y'@8  p`       J multiset.ml J  4J multiset.ml TJ multiset.ml tJ} multiset.ml J{ multiset.mlJ Jy multiset.mlJJ Jw multiset.ml,J8JDJ\JtJJJJ Testing module Multiset ... @ >  Em O Y cm ] m  w    P 8 p          p   p@      P    pP      `    0  p@   ` P 0 @   ,  of_list [%s] = %s 4J@JLJ XJdJ  product {1,2} {3,4,5} = %s  duplicate 3 {2,3} = %s  duplicate 2 {2,3} = %s  duplicate 1 {2,3} = %s $ times {{1},{2,3},{4,5,6}} = %s  s8 = inter s1 s4 = %s  s7 = union s5 s6 = %s  s6 = add s5 s6 = %s 0 s5 = add s3 (add s4 (emptyset compare)) = %s ( s4 = add 1 (add 2 (add 3 empty)) = %s  s3 = add 3 s2 = %s  s2 = add 2 s1 = %s  s1 = add 1 s0 = %s  s0 = %s  DJsetx.ml `Jsetx.mlxJJJ J  Jsetx.mlJJJ J  Jsetx.ml ,Jsetx.ml HJsetx.ml dJsetx.ml Jsetx.ml Jsetx.ml Jsetx.ml Jsetx.mltesting module Setx ... {%s},@ @[%a%a%a@]@[%a@]Setx.duplicate(%d,%d)[, ][, ][, ]888u8i8]88.8"8 88888888 8 8 8 y8 q8 `8 S8 E8 =8 ,8 8 8 8 8 8 8 8 8 8 8 8 8 u8 i8 ]8 K80?80.80 80808,08,08,08(,08(,08(,08(,08$(,08$(,08$(,08$(,08 $(,08 $(,0z8 $(,0s8 $(,0b8 $(,0X8 $(,0Q8 $(,0@8 $(,068 $(,0/8 $(,08 $(,08 $(,0 8  $(,08  $(,08  $(,08  $(,08  $(,088  $(,085@  $(,0488@  $(,048888t9   $(,088   $(,088   $(,08U8   $(,089   $(,0@8y9   $(,0 e8   $(,0&8   $(,08  $(,08  $(,08  $(,08  $(,08  $(,08  $(,08  $(,008  $(,08  $(,0q8 $(0`8 $0Q8 0B80780,80:80808080808080808}8` Q 4 lc  O  9  ,      x )  ~ c S @ we   j   U7  odIxGoSvD [Q2;,  v  ,   {  -   s$4 B@*# #  `# # " " ! @! 0! ! p P       @   0  p @  P  P@ 0   @   `   P  @      0  graph(original): %s , KKKKtKKhKK\KKPK KDK,K8K     K graph.mlgraph(filtered): %s , graph(full): %s , graph(del 6): %s , graph(1->6): %s ,  sccs: %s ,   nodes: %s ,  edges: %s ,  graph: %s , @KK4KK(KKKKKKKKK    testing module Graph ... ,  scc %s is minimal cycle: %b  (%s, %s) (%s, %s)4- <- 3- +- - - , - ,( ,  ,  |,  n,  Y,  K, 9, 1, #, , , + + + + + + + + + w+ d+ \+! M+! t9+  +  + + * * * * * * * * * * n* W* M* *h $(,048<@DHLPTX\` *h  $(48<@DHLPTX\` '*h  $(48LP\`1*h #h;*h# u#E#  6#  t`*# %# # #" " d" Z" U" D" :"  l0" +" ""!!Y!!!    { [ >  9  D t`  ly!Q1%DL t`"  s  2  t`       t`T +7   i : G      k U 3   x  ` l L@4   t`   w$yh4l^R5 Q    wf/ tt`J  lx   {l'.Tt`T ; a  h  ~/    X pt`, 8   s  ( t`       ;        o O  @A,    rK9*    SJm  { k \    L^k L@   { ? r2    b V  'F  M  W W B a l~(/list.ml$5 p4 @4 4 3 32`21  1 0 K stringx.ml <K stringx.ml \K stringx.ml |K stringx.ml K stringx.mlbabbbbbabbababba%s 0hallo du wie geht es dir denn so bloeder test?testing module Stringx ... Stringx.is_prefix[ ]+Stringx.last  667]6 7 6 75 #7_5 25)55 54U4&4 @"4 A"333 32w2r2 `t`1 1 t1 l1 /K/ list.mlstr.ml 88 7 7Testing module Option ...@ Option.strip: no content770@B  B B A @ @? ? >>>>>Conf.Section_not_foundConf.Section_expected Conf.Multiline_ends_to_early TEST:@ %s@ ; MATRIX = %s@ MATRIXtest = %s@ testAbbreviations test.conftesting module Conf ...@ ^[ ]*\(.*\)\^[ ]*\(.*\)[ ]*$^[ ]*\[\(.*\)\]\(^[ ]*#\)\|\(^[ ]*$\) (%s, %s)(Conf.make: expecting ` = ' [ ]*=[ ]*IC:CC CBBBBBBBBnBWBMB%BBAAALA A @ ?! ? @ ? @"s? A"e? @"Y? A"K? @"?? lA"1?X@"%?DA"? ? > >>>%> > = = = ~====Q<F<4<< < ; ;; t; ::: : : 9 9 : ; C9 l`+69 T@"*9 <A"; 8 8 str.ml PK J IpI G @F D  DDDC Argx.Stop Argx.Bad-d %i -b %i -o %i mtxt$K$Kl$K$Kd$K($K\$K4$KT$K@$KL$K2-o1-b2-d-d-b-otesting module Argx ... a float an integerint_of_stringfloat_of_string%s: unknown option `%s'.4%s: wrong argument `%s'; option `%s' expects %s.$%s: option `%s' needs an argument.  %K[ ]@DPD`DDD+LXLNLxL]KFK J |J>J J I J HIOIH YIcIhG *G G oG F F yG sF cF /FEE E E E E }EuElFE=E1EDDmD DCpS  SRRRR RRRRpR `RRRQQQQ0Qdfs path %s , Bfs path %s , Dfs path %s , testing module Search ... )K(TTT OT 9T ,T T T S S S S S S }S cS ZRQwQQPP QWPP$ ^P$O$ O 6O  N HN 3N !N NM M M xM N"M 4[ [ [`[ Z @ZZ Y`Y YYYX `V Utesting module Xml ... @[<0>%a@] Text nodes can't have children!@ %s @[<1><%s>@ @[<0>%a@]@]@ $@[<1><%s@;%a>@ @[<0>%a@]@]@ @[<0><%s/>@]@[<1><%s>@[<0>%a@]@]@[<0><%s@;%a/>@] @[<1><%s@;%a>@[<0>%a@]@]@;@[<1>%s=@,"%s"@]![ [ [ [l[/[ M[ Z9ZZYGY5Y 0Y (Y YYXXiX "X W W iW  W kVSV'VZVUUUxU@    p @ 0   P| | 0{ 0z y p Time for multiplication: %f  Time for multiplication: %f Matrix c1: %s@ @ Interpretation c@ Interpretation fm5 = m4 * m4 = %s m4 = m3 * m3 = %s m3 = %s m2 = m1 * m1 = %s m1 = m0 + m0 = %s  m0 = %s testing module Matrix ...  Matrix.Make(Elt).Index_not_used%smappingmi_funfunT@[<1>%s@[<1>%a%a@]@]%s%s %s%a%s@ %s%a%s%s%s[%s]%s%s%s = x%i, @3K83K)(\3KT3Kx3Kp3K][3K3K3K3K][3K3K 3K matrix.ml@ %s%s %s%a%s@ %s%a%s%s%s%s -> X4KP4K][t4Kl4K4K4K][4K4K  Matrix.map2$Matrix.of_vector_list: empty listMatrix.set_column$Matrix.column_vector: out of boundsconstvelem%a %s%a%s@ %s%a%s %s%a%s%a +  %s%a%s%a@  %s%a%s%a %s%a%s%a + %s%s %a%sx%i%s %s%a%s@ %s%a%s %s%a%s%a +  %s%a%s%a@  %s%a%s%a %s%a%s%a + %s%s %a%s%s%s[%s] Matrix.multiply Matrix.addargrowvelem%a5 Ȥ  x% l Z Ϥ $ %0 % ߣ ģ     } i ٤      ~  ^  C  ;  (             ϡ  ȡ          r  d  R  K  8  *            M l   $(,048<@DHLPTX\`dl  $(,048<@DHLPX\`d!l   ,08<HL\`d+lll5lW K  eU E  LyV<,4B<,42<,4 <,4<,4<,4< $(,q< $(,a< $(,0< $(,!< $(,< $(,< $(,۔< $(,< $(,4~<  $(,4p<  $(,4b<  $(,4{<   $(,4D $,4<D $,4<< $,4W< $,< $,< $,< $,< $,< $,<$,=$, t`<6=$, t`֐88 $,8 $,8  $,i8 $,T8 $,D8 $,8 $0я8 $08 $08 $08 $0Y8 $0B8 $028 $08  ,08  ,08  ,$0<@ (4,85@ (4,88 ,$08 $08 $08 $08 $08 $0_8 $0B8 $0$8 $0   r ^   d(Ɗ(҉(Hb    ~ 0 50 0 Ά0 y  H  /  ܄ <    8   8 t`؀ ɀ  t`   * ~ M~~  ~ } | | | { { z( Yz(zzyyyEy$x$ Ly$ x$ Vy$ Hx$ @x$ x$ w w$ v$ v$ v$ 0v( v( u( u( Sv(  Yu(  u( ]v(  t(  t(  At( t( gv(  s(  Os4 @s4 vs4 r4 nr4 *r rqqqq{q Bq %q qp( p( Ip( p( p(  o(  o( p(  1o(  n(  n( n( p(  3n(  m4 m4 m4 "m4 l4 l l]lQlllk k kmk}kkjiH $(rjH $(iH $(|jH $(jH $(gH $pgH $gH $f8f8f8d8kd8^d8dc c c ab Zb Ta(`([a(`(ea(l`(oa(5`(ya(_(_(_(/_ _  _  ^  ^  ^  ^  ^  x^  .^  #^  ] l]  s]  list.mlХ  @ 0   * %s%sMonomial.addG | g M(̦  Y #  P< , Я   P @ 0  P p0 * p1 = %s p0 + p1 = %s  p1 = %s NKyNKx p0 = %s NKzNKxNKx testing module Polynomial ... %s 0OKPolynomial.constant_part + IylX P = 0    teP]8A:'߳׳ĵ3l+X εص ,  $ h,   $,g [ ­  .Fج  Og ԫ : ª  ʩ $   p` P @ 0   0   p @   P  @  Explode: %s  P: %s@ Explode: %s  P: %s@ UKUK|UKzyx(Testing module Max_polynomial ... @  Max_polynomial.Make(P).No_max & cond: %s, poly %s > poly %s@  & cond: %s, poly %s@ max(%s, %s) min(%s, %s)%s + %s %s * (%s)(Max_polynomial.to_poly: Max not allowed(Max_polynomial.to_poly: Min not allowed4Max_polynomial.innermost_minmax: no minmax found4Max_polynomial.intermost_minmax: no minmax found4Max_polynomial.intermost_minmax: no minmax found %s >= %s %s >= %s(Max_polynomial.insert: value not minmax(Max_polynomial.insert: value not minmaxpз0P`P 0`Pp`SD5) t / *4 b >  H  R  \AhfDp z}< ), $oZ E 1    j H2     z  ' >5#RhJ8[(g)l, d \l9  @  '    a(*(h(  (  (  r(  m(  |(   (  (  (  (   (f((  (  (  (  (  (   C(  /(  (  (    P l07 @ 2    * ǻѻۻ     x u@|  6  ۶ sX%list.ml P       p%a (Testing module DiophantineAssignment@  v(%a) = %i%scollapsing variablezyx @[%a@]@ 3"  1  m 0 @ pP     P    0   @  0   p   Testing module SmtFormula@ gKdiophantineFormula.mlb_%i (%s & %s) (%s | %s) (%s => %s) (not %s) (%s = %s) (%s >= %s) (%s > %s)truefalse%ii_%i (%s + %s) (%s - %s) (%s * %s) (%i * %s)(if %s then %s else %s)[%s]%a0Smt.value: Illegal value for boolean variable<DiophantineFormula.fresh_int: Overflow in fresh variables<DiophantineFormula.fresh_bool: Overflow in fresh variablesb_%i (and %a %a) (or %a %a) (=> %a %a) (not %a) (= %a %a) (> %a %a)truefalse%ii_%i (+ %a %a) (- %a %a)4DiophantineFormula.fprintf_yices: Mul not supported (* %i %a)(if %a %a %a)0``0PPP`p`p @0` P` `pP@hZJ( xjZ|z    yjH:*j 6 jX:(zg7G( !    2  o <    w |I5       nMA   K $   v # }  3 :)7 _    g f     G * e5 0 @   rK} numeric.ml rK{ numeric.ml rKy numeric.ml sKu numeric.ml 4sKs numeric.ml TsKq numeric.ml tsKo numeric.ml sKm numeric.ml sKe numeric.ml sK] numeric.ml sK[ numeric.ml tKY numeric.ml 4tKW numeric.ml Testing module Numeric ...@ 4Numeric.pow works just for non negative exponents@_ j [ _#? w  4@         P  @ 0     @  DwK} methodOfCompleteDescription.mltwK wKremaining system:@ %s@ , degenerate system:@ %s@ , general solution:@ %s@ System of inequations:@ %s@  System of inequations:@ %s@ TxKlxKxKremaining system:@ %s@ , degenerate system:@ %s@ , general solution:@ %s@ System of inequations:@ %s@ (yKremaining system:@ %s@ , degenerate system:@ %s@ , general solution:@ %s@ 0System of inequations:@ %s@ %s@ %s@ %s@ %s@ yKyKzK zK$zK0zKHzKTzKlzKxzKremaining system:@ %s@ , degenerate system:@ %s@ , general solution:@ %s@ (System of inequations:@ %s@ %s@ %s@ ${K<{KT{KTesting module Mcd ...@ $Matrix.of_vector_list: empty list %iT .,4,,,,,v,l,e,J,<,.,',,,,,,,,,,,,,,x,n,g,K,A,:,,,,,,,,,,,,,,,f,\,U,:,,,,, ,,,,$, $, $, $, $, $,   $,   $r,  $],  $H, $3, $%, , ,,,,,,,,,,x,q,c,R,D,;,2,), , , , , , , , ,,h t` l    s  } 3  H 4 $$$i         [B0     [ Q -  | 6list.mlP     @  p`   0 p@Process.TimeoutProcess.Handler_timeoutProcess.Immediate_timeout%s %!./Process.waitProcess.run_parallel_untilProcess.run_parallelMbP? 4= $ }9 k9 p \4 N4 C4 -9   9  (,,1,u5a1O1=5 t1d1 P5 $<,1  1  0  1  m,a,P,61  p1 T1 < $Y   (/  Y$!!)!l$(  - $8T! 9! &!  !   }Am%tbR |d^Lo&v$i$ [$ H$ >$ $  )   $  )  l $ ) @ $ $ $$ : $ ) $ %t` %t`t  0- 0   $( 0   $( 0   $(4 0   $(h 0  $(^ 0  $(> 0  $( 5  $(, 0  $( 5  $(, 0 $( 5 $(,T 0 0  $( 0 $( 0 $(H 0  $(> 0  $(- 0 $( 1 $(t` 1 $(t` 0R 0 8 ( XD0   list.mlP)0&  Substitution.FailSubstitution.Not_bijectiveSubstitution.Inconsistent$Testing module Substitution ...@ @[@[<1>{@,@[%a@]@]@,}@],@ @[%*s%a@ ->@ %a@]@[%*s%a@ ->@ %a@]+j)7)@  $(,048A)@ <&@"&% & \% p% $ J$ >$ $ ##4# " ";# U":"!! t! \! ! y T  [   b    -C 8q 7 * *P*)) Testing module NameSupply ...@ ;%i*@* ) ) )@+  +,Testing module ...@ | SRpRQ P PO@ON N PL @JII`H  G  `F  E DD@DpC C @ ? ;  ;  :  :  0:99909 9 9 8888  p8  8  7 66p6`6 P6 @6  6 6 555 5555 p5`5P5@505 5 5 4 444444 4 p4 `4 P4 04 44 33 33333 3p3`3P3@303 3332 2 22  2 2 p2 `2P2@202 2221111 11 1p1`1P1@101 111000000 0 `0P0 @0 00  0 00/ / /////p/ `/ P/@/  / // . ....::1:: 127.0.0.10.0.0.0Unix.Unix_errorUnix.Unix_errorclose_process_fullclose_processclose_process_outclose_process_in/bin/sh/bin/sh-c/bin/sh/bin/sh-c/bin/sh/bin/sh-ctcpudp 127.0.0.10.0.0.0tcpudpudptcp Unix.sendto Unix.sendUnix.recvfrom Unix.recvUnix.single_write Unix.write Unix.read: " on " " failed: "YZp2=Z|`P"ZYx`0YY pY `@:YXHԁX(T,H:T: T q:S a:S  Q:S X@:S 2:S T0:St:S \L:~S D@ :lS0`9`S < 9LS P 96S!  9 S! @9S9R 8`P9RR  9{R  9lR-R ltP8RX8R D8Q0d@8Q !d`8Q 8@8Q @8Q 8yQlP08mQ H 8UQ t81QQ D 8Q t|A7Q  PPlP7P <t7vP^P D 7LP  p7PO lP@7O L 07O  7P O lP6OD 6sO 6O )O`P`6ON D@06N 0 6uNlN`6NM0 $(M5$(,D 5M5 $(,@ 5M5 $(,@ 5M1 $(4"5M0   $(L5   $(P5L5   $,q5L5  `5L5 Q5L5 A5gL5154L9 A4IL,K%4K)|б4K- `l4K) D4vK-  (p4bK)  4QK-  h4K)  84K% q4J J% @ 04J%t @ 4wJ! \ !4J  J% ( 3I%  3I%  3I% 3I @ 3I !p3I -I a3Ix Q3Hd @ 3H P 3H H $ 2sH 2?H- @2TH$ G q2G! $c2G%  b2G!  S2zG% | pR2BG! ` 8@23G D 12F14 p@1F% 01F!  81AF) \0-F! 0E  8P0E! !0E% h 0E! 0rE%t h 0^E!` 0LE%H ` 0;E 0 \ /2E  \ /)E  X /E  P/E P/E @/D 8`p/D~D @@ /lD p d/QD\ T.DL `.4DC0 pР.C  8@.XC @*5C BBeB!)>B )-BP)B A Ѐ)AApd)A Xl )yAIP)B FA  )A@ |P)@ C)B@@)f@ lY@%p'5@?D&?? ?% T%>>!8t &?  >! @&{>% &U>??m=%A= $8= $"= P$< h0%< P%? ? < ##? b;!p@;p:pg:p9 9 w9h``U99 9 8 8888Hp@ V88p 8(p 7$@77@z7 k7P\7PM7X`?7P 7|P6xd@@6PP68P78t!6{6k6\6 L6 -66 5555 555}5k5[5K5;5+5 54 4 444444 |4 l4 \4 =44 43 33 33333 {3k3[3K3;3+33 322 2 222|2 l2 [2K2;2+22 21111111 {1k1[1K1;1+11 10000000m0[0L0 <0 ,0 0 0// /////{/l/ \/ K/-// /. . .... Q.-- p`$-."-!HА$, . K,+ pervasives.mlunix.mllist.mlH      `       p` p  p 0 pГp   `  p `   0 Ѓ   ` PStr.matched_groupStr.group_endStr.group_beginning$spurious \) in regular expression 0Kstr.ml \Kstr.ml\( group not closed by \)[ class not closed by ]too many \(...\) groups(too many r* or r+ where r is nullablePgPgPgPgPge ffPgPgh`hj k0kk`lmPmmt0uv@uЉ P`p`pЌЖЖЖЖ=,-`--tl<, ,,բ-@1 Т-,2 -`1 1 l \, =-*-ޟ s Pb*xt|p`* \@P* D)֝ 0) )o 0Q) (B (`!( w `1(9tpA\ԀB(H(0 '-!'OV'[&t&p&љ&%j@%IP%cp`%`@3%ɘQP2%}8%=($p$V"[h"`\#e<"L "`b"A"G p`!rǓ @l 44@~ 5 Pߒ qΒՒǑ zQ4$(5$(Ɛ5 $(t!X4 $(y= $(,0@P`5 $( W5 $(,P5  $(,5 $(,X5  $(,` ؏5   $(,t8 pb4  = P  ٍP$Cl  B  B Q E l  1 Ћ ċ l+ x@"  d"  P   < - (@ P(a] h҈ `@߈  0E={| q A4  Xtp1 H2 (@  x Qυ @Rԅ ЀPB x0 l AX l D  0 lu k A.  ,QqJ ̀rO ,ap"  ڂ!  ,ʂ!  t,) u!l ,3   ! @ ,! $ t,! Q'ف! q,=e pAGـ pA^" + x ђ+ ` 1+H +e$ pAo  pA~R~ *7~  *'~  1*~ *}~}x pA~9}\ pA| |!8 `)|  >|!  ` )|! `( |! |@({! ({! 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A92AB Acamlidl_register_allocationfree_fnlong long unsigned intlong long intcamlidl_malloc_stringmemcpyarenaarraycamlidl_free_functioncamlidl_freeuintnatmlsize_t__destcamlidl_ptrarray_sizecaml_local_rootsidlalloc.ccamlidl_mallocGNU C 4.1.2 20070925 (Red Hat 4.1.2-33)nflagsmlstringnitemsunsigned charshort int__len__srcntablescamlidl_find_enumerrmsgshort unsigned intcamlidl_ctx_struct/root/camlidl-1.05/runtimecamlidl_block_listcamlidl_alloc_flag_listcamlidl_ctxcaml__roots_blockpercolateUpfgetcabstractLevel_ZN3vecIcE3popEv_ZN3vecIdE6growToEifgetspolarity_ZN3vecIP6ClauseEaSERS2_child_ZNK3vecIcE4sizeEvdetachClause_ZN4HeapIN6Solver10VarOrderLtEE6updateEiadd_tmpsort 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int*strtoll_ZNK3vecIcEixEiatof_ZNK3vecIdE4lastEv_IO_write_basesign_ZN3vecIcE5push_ERKcfrom._10_ZN3vecIdE4growEi_lock_ZNK6Solver5valueE3LitsimpDB_assigns_ZNK3vecI5lboolE4lastEv_ZNK5lbooleqES_FoundWatchrandom_var_freqnLearntswatches__gnu_debug_defbacktrack_level/home/ami/aschnabl/TCT_old/tct/plogic/minisat/minisat/coreout_learnt__compar_fn_t_ZN4HeapIN6Solver10VarOrderLtEE8decreaseEianalyze_ZNK6Solver8nLearntsEv_IO_save_basesimplify_ZNK3vecIP6ClauseE6copyToERS2_atoi_ZN3vecI5lboolE6moveToERS1__ZN6Solver16newDecisionLevelEv._25_ZN6Solver8printLitE3Litfgetpos__pos_ZNK3vecIdE6copyToERS0__cur_column_ZN3vecIS_IP6ClauseEE7shrink_Eistrtod_ZN6Clause10strengthenE3Lit__wchstrtof_ZN3vecIcE5clearEbexpensive_ccminnVarsdeallocsubsumesatol_ZNK6Solver10modelValueE3Lit_ZN3vecI5lboolE7releaseEv_ZN3vecIiE4pushERKiselectionSortputc_ZN3vecIdE4iminEii_ZNK3vecI3LitE4lastEv_ZN3vecIS_IP6ClauseEE6growToEiwctomb_IO_marker_ZN3vecIcE6growToEiRKcpolarity_modeVarFilter_ZNK3vecIiE4lastEvout_btlevellocked~veccopy_ZN11reduceDB_ltclEP6ClauseS1__ZNK6Clause4lastEvwcstombs_ZN4HeapIN6Solver10VarOrderLtEE8increaseEiqhead_ZN4HeapIN6Solver10VarOrderLtEE9increase_Ei_ZN3vecIP6ClauseE7shrink_Ei_ZN9__gnu_cxx3absExsimpDB_props_ZN6Solver11setPolarityEibinsertseenvscanf_ZN4HeapIN6Solver10VarOrderLtEE5rightEistrtoull_ZN3vecIcEcvPcEv_IO_FILEinHeap_ZN3vecIdE6growToEiRKdremove_ZN3vecI5lboolE4iminEiisystemelemoperator Clause* const*__valueoperator<operator=__PRETTY_FUNCTION___ZN3vecIiEixEifilterrename_ZN3vecIiE4imaxEiicopyTo_ZNK3vecIS_IP6ClauseEE4sizeEvvarDecayActivity_ZN6Solver14setDecisionVarEib_ZN3vecIiE6growToEifclose_ZN3vecIiEcvPiEv_Z4sortI3Lit16LessThan_defaultIS0_EEvPT_iT0_vecreallocupdateactivityprintLitoperator~_ZN6Solver8reduceDBEv__off64_tprogressEstimate__gnuc_va_listlearnts_literals_ZN6Solver9propagateEvremoveSatisfied_ZN3vecIiE4initEiRKivecmodel_ZNK3vecI5lboolEcvPKS0_Ev_ZN9__gnu_cxx3divExx_ZN3vecI3LitE4pushEvrnd_decisions_ZNK3vecI3LitEixEitoLboolcapacity_IO_lock_tmodelValue_ZN3vecIS_IP6ClauseEE4lastEv_ZN3vecIS_IP6ClauseEE6growToEiRKS2_l_Undefllabs_chainheapProperty_ZN3vecIcE8capacityEioperator int*_ZN6Solver14insertVarOrderEi_ZNK3LitneES__ZNK3vecI3LitE4sizeEv_IO_read_ptrimax_ZNK3vecI5lboolE4sizeEv_ZNK6Clause4sizeEvindices_ZN3vecI3LitE5push_ERKS0_operator const Lit*ftell_ZN3vecIcE7shrink_Ei_ZN3vecIiE7releaseEvmblenVarOrderLtoperator vec*_ZN3vecIS_IP6ClauseEE4imaxEii_ZN3vecI5lboolE4growEi_ZN3vecI3LitEaSERS1_~Heap_ZN3vecI5lboolE4imaxEii_ZN6Clause15calcAbstractionEv_ZN3vecI3LitE4iminEii_ZN3vecIcE4lastEvoperator lbool*_ZN3vecIcE4iminEiibest_i_ZN3vecIiE5push_ERKi_ZNK3vecIcE6copyToERS0__ZN3vecIP6ClauseE4imaxEii_ZN3vecI3LitEcvPS0_Evfiltout_conflict_ZN3vecI3LitE4lastEvmoveTostrtoulrestart_inc_ZN3vecIiE6shrinkEiprogresstoIntuncheckedEnqueue_ZN3vecI5lboolEaSERS1__ZN6Clause8activityEv_ZN3vecIS_IP6ClauseEE5clearEboperator^leftpickBranchLit_ZN3vecI5lboolE4pushEv_ZNK6Clause4markEv_ZN6Solver7analyzeEP6ClauseR3vecI3LitERipathCvec_ZN3vecIP6ClauseE5clearEb_ZNK3vecIdEcvPKdEv_ZNK6Solver6lockedERK6Clause_Exitindex_ZN3vecI3LitE3popEv_ZN3vecIS_IP6ClauseEE4pushEvuint64_tconflictC_ZNK3vecIiEixEi_ZNK3vecI5lboolEixEi_ZNK6Solver9satisfiedERK6Clause_ZN3vecI5lboolE7shrink_Ei_ZN3vecIS_IP6ClauseEE3popEvgetenvtot_literalsptrdiff_tshrink_ZN3vecI3LitE6moveToERS1__ZN6Solver5drandERdqsortstatus_flags2_ZN3vecI5lboolE6growToEi_IO_read_base_ZN3vecIdE4initEiRKdoperator[]ferrorclaBumpActivitythis_ZN3vecIP6ClauseEcvPS1_Ev_ZN3vecIS_IP6ClauseEEixEi_unused2__quad_t_ZNK3vecIdE4sizeEvlearntsize_inc_ZN3vecIP6ClauseE4growEi_ZN3vecIP6ClauseE4pushERKS1_~Lit_ZN3vecIdE4imaxEii_ZN3vecIiE8capacityEi_ZN6Solver15removeSatisfiedER3vecIP6ClauseE_ZN6Clause3popEv_ZN6Solver16varDecayActivityEvremoveMin_ZNK3LitltES_mark_ZN3vecIP6ClauseE4initEiRKS1__old_offsetsetPolarityfsetposvfscanfHeap_ZNK6Solver13abstractLevelEi_ZN6Solver15claBumpActivityER6Clauseoperator new_ZN3vecIdE7releaseEv__initialize_p_ZN3vecIP6ClauseEixEioperator delete_ZN6Solver16uncheckedEnqueueE3LitP6Clausequot_ZNK4HeapIN6Solver10VarOrderLtEEixEi_ZN3vecIdE5clearEbright_ZN3vecIdEixEi_ZN3vecI5lboolE4initEiRKS0__ZN3vecIP6ClauseE4pushEvcancelUntil_ZN3vecI3LitE7releaseEvfind, Clause*>_ZN3vecIdE5push_ERKdokay_ZNK3vecIiEcvPKiEvsize_etcoperator!=_ZN3vecIS_IP6ClauseEE6moveToERS3_false_lit_ZNK4HeapIN6Solver10VarOrderLtEE4sizeEv_ZN3vecIP6ClauseE6growToEiRKS1_mbtowc_IO_write_endinit_ZNK3vecIS_IP6ClauseEEixEi_ZN3vecIP6ClauseE8capacityEiparentatollselectionSort >_ZN3vecIdE6moveToERS0_irandclaDecayActivityvarBumpActivitytrail_ZN3vecI3LitE6growToEi_ZN4HeapIN6Solver10VarOrderLtEE9setBoundsEi_ZN3vecIcE4growEi_GLOBAL__I__ZN6SolverC2Evdecision_varmask_ZN3vecIdE4lastEv_ZN3vecI5lboolE6shrinkEi_next_sbufassumptionsoperator char*perror_ZN3vecIcEaSERS0_imin_ZN3vecIS_IP6ClauseEE8capacityEiclauses_literals_ZNK6Clause6learntEv__pad2__pad4__pad5_ZN4HeapIN6Solver10VarOrderLtEE13percolateDownEi_ZN6ClauseixEisetvbufshrink_vsnprintf_ZN3vecIiE7shrink_Eiprogress_estimatestdin_ZN3vecIiE5clearEbdvarvecremove_satisfiedsetDecisionVar_flags_ZN3vecIcE4pushEvlitRedundantnClausesnelems_ZN4HeapIN6Solver10VarOrderLtEE6getminEvattachClause_ZN6Solver9addClauseER3vecI3LitEgetchar_ZN3vecI3LitE6growToEiRKS0___count_ZN16LessThan_defaultI3LitEclES0_S0___gnu_cxxremoveClause_ZN3vecIcE4imaxEii_ZNK3vecIP6ClauseEixEifeof_ZN6Solver5irandERdiabstgrowTo_ZNK6Solver8nClausesEv_ZNK5lbooleoEb_ZN3vecIdE3popEvlong double_ZNK3vecIiE6copyToERS0_operator const double*analyze_toclear_ZN3vecIdE4pushERKd_ZNK6Clause11abstractionEv_ZN6Solver11verifyModelEvvec_ZN3vecIiE4lastEv_ZN4HeapIN6Solver10VarOrderLtEE5clearEb__wchb_ZN3vecIcE4pushERKcpropagateabstractionbsearch_ZNK3vecIdEixEianalyzeFinal_ZNK4HeapIN6Solver10VarOrderLtEE5emptyEv_ZN3vecI3LitE6shrinkEiassumps__static_initialization_and_destruction_0trail_limincrease___gnu_debug_ZN3vecI5lboolE3popEv_ZN3vecI5lboolE5clearEb_ZNK6Solver10VarOrderLtclEii__off_trandom_seedstrengthensolve_ZN3vecI3LitE4pushERKS0_extra_ZNK6Solver8nAssignsEv__priority_ZN6Solver15varBumpActivityEi_ZN6Solver11cancelUntilEi_ZN3vecIcE6growToEi_ZN6Solver8simplifyEvsetbuf_ZNK6Solver5valueEioperator const char*~lbooladdClauseanalyze_stackverifyModelnum_props_ZN3vecIS_IP6ClauseEE5push_ERKS2_extra_lim_ZNK3vecIS_IP6ClauseEEcvPKS2_Evclause_decayreasonoperator()vec >LessThan_defaultoperator double*pivot_ZNK3vecI5lboolE6copyToERS1__ZN3vecIiE6moveToERS0__ZN3vecIP6ClauseE6shrinkEi_ZNK6Solver13decisionLevelEv_ZNK4HeapIN6Solver10VarOrderLtEE12heapPropertyEil_Trueconflsort_ZN3vecIdE7shrink_Ei_IO_backup_base_shortbuf_ZN3vecIP6ClauseE6moveToERS2_newVar_ZN3vecI3LitE4imaxEii_Z4sortIP6Clause11reduceDB_ltEvPT_iT0_printClause_ZN3vecIcE6shrinkEi_ZNK3LiteqES_clauses_ZNK6ClauseixEigrow_ZN3vecIcE6moveToERS0__ZN3vecI3LitE7shrink_EiClause_new >_ZN6Solver6searchEii_ZNK3vecIS_IP6ClauseEE6copyToERS3__ZN6Solver16claDecayActivityEv_ZN3vecI5lboolE4pushERKS0_vsscanfoperator Lit*_ZN3vecI3LitEixEi_ZNK3vecI3LitEcvPKS0_Evfopenrestart_firstnewDecisionLevel_ZNK6Solver4okayEvstrtold_ZN3vecI5lboolE4lastEv_ZN3vecIdEaSERS0__ZN3vecI5lboolEixEirewindnof_learnts_IO_buf_end_ZN6Solver12analyzeFinalE3LitR3vecIS0_E_ZNK6Solver16progressEstimateEv_markers_ZN4HeapIN6Solver10VarOrderLtEE9removeMinEvvec_ZN3vecI3LitE5clearEb_ZN4HeapIN6Solver10VarOrderLtEE11percolateUpEi_ZNK6ClausecvPK3LitEv_ZN6Solver12removeClauseER6ClausereduceDB_ZNK6Solver9VarFilterclEinof_conflictsstrtol_ZN3vecI3LitE4initEiRKS0_var_incstderr_ZN3vecI3LitE8capacityEiincrease_ZN3vecIdE6shrinkEi_ZNK3vecIP6ClauseE4lastEv_ZNK5lboolneES_lit_Undef_ZN6Solver12litRedundantE3Litj__state_ZN3vecIiE3popEv_ZN3vecIS_IP6ClauseEE4growEifseekverbositytmpnamClause >_ZN4HeapIN6Solver10VarOrderLtEE4leftEilearntsize_factor_vtable_offset_ZNK3vecIcE4lastEv_IO_buf_base_ZN6Solver13pickBranchLitEid_ZN3vecIS_IP6ClauseEE7releaseEvdrandoperator Clause**getmintmpfile_ZNK5lbool5toIntEvdecrease_ZN6Clause4markEjsrand_ZN6Clause6shrinkEi_ZN3vecIiE6growToEiRKiungetc~SolverreduceDB_lt_ZN3vecIcEixEi_ZN3vecIiE4growEipropagations_ZN3vecI5lboolE8capacityEi_IO_read_endcheckLiteralCountmbstowcs_ZN4HeapIN6Solver10VarOrderLtEE6insertEi_ZN3vecIiEaSERS0_remove, Clause*>_ZN6Solver6newVarEbbpercolateDownsetBoundsuint32_t_ZN3vecIS_IP6ClauseEE4initEiRKS2__ZN3vecIP6ClauseE4lastEv_ZN3vecI5lboolE6growToEiRKS0__fileno_ZN3vecIP6ClauseE6growToEi_ZN3vecIS_IP6ClauseEE6shrinkEivar_decayreleasedecisionLevel_ZN3vecIP6ClauseE7releaseEvoperator==learnt_clauselit_Errorcla_inc_ZN6Solver7enqueueE3LitP6Clause_ZN3vecI5lboolEcvPS0_Ev_ZN6Solver5solveERK3vecI3LitE_ZN3vecIS_IP6ClauseEEcvPS2_Ev_ZN3vecIS_IP6ClauseEE4pushERKS2_operator const lbool*min_capfloatstdout_ZN3vecIiE4pushEvSolver.C_ZN3vecIiE4iminEii_ZN3vecIS_IP6ClauseEEaSERS3_freadGNU C++ 4.1.2 20070925 (Red Hat 4.1.2-33)_ZN6Solver5solveEv_IO_write_ptr_ZNK6Solver5nVarsEv_ZN6Solver12attachClauseER6Clausepush_operator const vec*__in_chrg_ZN6Solver17checkLiteralCountEv_ZN3vecI3LitE4growEifailedempty_ZN3vecIP6ClauseE5push_ERKS1_atexit_ZN6Solver12detachClauseER6Clause_ZNK3vecIcEcvPKcEv_ZN3vecIdE4pushEvcalcAbstractioninsertVarOrder_ZNK3vecIiE4sizeEvdataorder_heapmax_literalsfflush__pad1__pad3abstract_levelsstartswchar_t_ZNK3vecI3LitE6copyToERS1__ZN3vecI5lboolE5push_ERKS0_last_ZNK3vecIS_IP6ClauseEE4lastEvfreopen_ZN3vecIcE4initEiRKc_vres_unit_v_pidunixx_stubs.ccamlidl_unixx_getpgrpcamlidl_unixx_getpgid/home/ami/aschnabl/TCT_old/tct/ocamlutilscamlidl_unixx_setpgidcamlidl_unixx_setpgrp_v_pgid_resttuRP !t!#t#au >>@P@au:@V@^WpqtqstsupVutt uVttku8;Ppqtqsts&upu u &p u &pR&u$WP01t13t3u0PPuVuwuwV0PPQu 0PPRu[pPwzP@o6Ao6tAo6Co6tCo6Gq6u@o6o6o6^p6u^p6p6p6Gq6u@o6^o6^o6Gq6u 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