ELF>8+@@'& S┐шHЙ├HЙ╟шHЙ▀шHЙ╪[├ff.ДfРS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДРS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ╪[├ff.Д@S┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├@S┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ДS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├ff.ДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ДS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├fDS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├@S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.Д@S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├РS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├fДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДРS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДРS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├АS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├@S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ╪[├ff.ДРS┐шHЙ├HЙ╟ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├РS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├DS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├fДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├f.ДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├ДS┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀1╥LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├РS┐шHЙ├HЙ╟шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ╪[├S┐шHЙ├HЙ╟шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ╪[├S┐шHЙ├HЙ╟шHЙ▀шHЙ╪[├ff.ДfРS┐шHЙ├HЙ╟шHЙ▀шHЙ╪[├ff.ДfРS┐шHЙ├HЙ╟шHЙ▀шHЙ╪[├ff.ДfРUSHГьHН\$HЙ▀шHЙ▀шHЙ▀шHЙ▀шHЙ▀шHЙ▀шHЙ▀шHЙ▀шHН5n╥  HН=шHН5л╥  HН=шHН5╥  HН=шHН5╒╥  HН=шHН5В╙  HН=шHН5_╓  HН=шHН5\╫  HН=шHН5Y╪  HН=шHН56┘  HН=шHН5s■  HН=шHН5P┌  HН=шHН5▌▄  HН=шHН5Zс  HН=шHН5wу  HН=шHН5Дф  HН=шHН5!ц  HН=шHН5ш  HН=шHН5[ш  HН=шHН5Шш  HН=шHН55ъ  HН=шHН5ы  HН=шHН5пь  HН=шHН5ьь  HН=шHН5ЙЁ  HН=шHН5VЄ  HН=шHН5гє  HН=шHН50Ї  HН=шHН5M¤  HН=шHН5ї  HН=шHН5wї  HН=шHН5D¤  HН=шHН51·  HН=шHН5о·  HН=шHН5;№  HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHН5HН=шHГ─[]├HЙ┼щHЙ┼щackermannizationtrueeagerrewriter1000div0_ackermann_limitnnf4294967295max_memoryfalsehack for VCCsk_hackskolemmodeignore_labelsppmax_indentmax_num_lines80max. width in pretty printermax_widthmax_ribbon5max_depthno_lets10min_alias_sizedecimaldecimal_precisionbv_literalsfp_real_literalsbv_negflat_assocfixed_indentignore line breaks when truesingle_lineboundedpretty_proofsimplify_impliesalgebraic0zero_accuracy16min_magfactor31factor_max_prime1factor_num_primes5000factor_search_sizercfuse_premclean_denominators24initial_precisioninf_precision128max_precisionlazy_algebraic_normalizationmodel_evaluatormaximum number of stepsmax_stepscompletionevaluate array equalitiesarray_equalitiesarray_as_storesmodelpartialv1v2compactinline_defuser_functionsnlsatsimple_checkvariable_ordering_strategycell sample projectioncell_samplehow lazy the solver is.lazyreorder variables.reorderlog_lemmascheck_lemmassimplify_conflictsminimize conflictsminimize_conflictsrandomizemaximum number of conflicts.max_conflictsuse a random variable order.shuffle_varsinline_varsrandom seed.seedoptbasicoptsmt_enginemaxresmaxsat_enginelexprioritydump benchmarks for profilingdump_benchmarksdump_modelssolution_prefixtimeoutrlimitenable_slsenable_lnslns_conflictsenable_core_rotateenable_sateliminate 01 variableselim_01incrementalpp.neatpb.compile_equalitypp.wcnfmaxlex.enablerc2.totalizermaxres.hill_climbmaxres.add_upper_bound_block200maxres.max_num_cores3maxres.max_core_sizemaxres.maximize_assignmentmaxres.wmaxalgebraic_number_evaluatormul_to_powerexpand_powerexpand_tan64max_degreesort_sumsgcd_roundingarith_lhsarith_ineq_lhselim_to_realpush_to_realeq2ineqelim_remexpand_select_storeblast_select_storeexpand_nested_storesexpand_select_iteexpand_store_eqsort_storeite_extra_rulesflatflat_and_orsort subterms in disjunctionssort_disjunctionselim_andelim_itelocal_ctxlocal_ctx_limitblast_distinctblast_distinct_thresholdsplit_concat_eqbit2boolblast_eq_valueelim_sign_exthi_div0mul2concatbv_sort_acbv_extract_propbv_not_simplbv_ite2idbv_le_extradisassemble bvule to extractbv_le2extracthi_fp_unspecifiedpimax_multi_patternsblock_loop_patternsdecompose_patternsarithuse pattern databaseuse_databaseenabledarith_weightnon_nested_arith_weightpull_quantifierswarningssomsom_blowuphoist_mulhoist_itepush_ite_arithpush_ite_bvpull_cheap_itebv_ineq_consistency_test_maxcache_allenable_derrewrite patterns.rewrite_patternscoalesce_charsslsmaximum number of restartsmax_restartsmax_repairswalksatwalksat_ucb20.0walksat_ucb_constantwalksat_ucb_init1.0walksat_ucb_forget0.0002walksat_ucb_noisewalksat_repick0.5scale_unsat40paws_init52paws_sp100wpvns_mcvns_repickrestart_baserestart_initearly_prunerandom_offsetrescoretrack_unsatrandom seedrandom_seedsolversmtlib2_logcancel_backup_fileprint lemmas during searchlemmas2consoleinstantiations2consoleaxioms2filesproof.logcheck proof logsproof.checkproof.check_rupproof.saveproof.trimtacticsolve_eqs.context_solveuse theory solvers.solve_eqs.theory_solveruse if-then-else solvers.solve_eqs.ite_solversolve_eqs.max_occsblast_term_ite.max_inflationblast_term_ite.max_steps4propagate_values.max_roundsdefault_tacticparserignore_user_patternsignore malformed patternsignore_bad_patternserror_for_visual_studiosatasymmetric branchingasymm_branch2asymm_branch.roundsasymm_branch.delayasymm_branch.sampled100000000asymm_branch.limitasymm_branch.allsccscc.treliminate blocked clausesbceabceeliminate covered clausescceateaccebce_atbcabce_delayretain_blocked_clausesblocked_clause_limitoverride_incremental500000000resolution.limitresolution.occ_cutoff8resolution.occ_cutoff_range1resolution.occ_cutoff_range2resolution.occ_cutoff_range3700resolution.lit_cutoff_range1400resolution.lit_cutoff_range2300resolution.lit_cutoff_range3resolution.cls_cutoff1700000000resolution.cls_cutoff2elim_varselim_vars_bddelim_vars_bdd_delayprobing5000000probing_limitadd binary literals as lemmasprobing_cache1024probing_cache_limitprobe binary clausesprobing_binaryeliminate subsumed clausessubsumptionsubsumption.limitcombined_solversolver2_timeoutignore_solver1solver2_unknownparallelenable10000threads.maxconquer.batch_sizeconquer.restart.maxconquer.delayconquer.backtrack_frequencysimplify.expsimplify.max_conflictssimplify.restart.maxsimplify.inprocess.maxsat_backenduse incremental SATinc_sat_backendnegation normal formpretty printerreal closed fieldsfixedpoint parametersnonlinear solveroptimization parameterssolver parameterstactic parameterspropositional SAT solversmt solver based on lazy smteagerly instantiate all congruence rulesa bound for number of congruence Ackermann lemmas for div0 modellingmaximum amount of memory in megabytesNNF translation mode: skolem (skolem normal form), quantifiers (skolem normal form + quantifiers in NNF), fullremove/ignore labels in the input formula, this option is ignored if proofs are enabledmax. indentation in pretty printermax. number of lines to be displayed in pretty printermax. ribbon (width - indentation) in pretty printermax. term depth (when pretty printing SMT2 terms/formulas)dont print lets in low level SMT printermin. size for creating an alias for a shared term (when pretty printing SMT2 terms/formulas)pretty print real numbers using decimal notation (the output may be truncated). Z3 adds a ? if the value is not precisemaximum number of decimal places to be used when pp.decimal=trueuse Bit-Vector literals (e.g, #x0F and #b0101) during pretty printinguse real-numbered floating point literals (e.g, +1.0p-1) during pretty printinguse bvneg when displaying Bit-Vector literals where the most significant bit is 1flat associative operators (when pretty printing SMT2 terms/formulas)use a fixed indentation for applicationsignore characters exceeding max widthuse slower, but prettier, printer for proofssimplify nested implications for pretty printingone of the most time-consuming operations in the real algebraic number module is determining the sign of a polynomial evaluated at a sample point with non-rational algebraic number values. Let k be the value of this option. If k is 0, Z3 uses precise computation. Otherwise, the result of a polynomial evaluation is considered to be 0 if Z3 can show it is inside the interval (-1/2^k, 1/2^k)Z3 represents algebraic numbers using a (square-free) polynomial p and an isolating interval (which contains one and only one root of p). This interval may be refined during the computations. This parameter specifies whether to cache the value of a refined interval or not. It says the minimal size of an interval for caching purposes is 1/2^16use polynomial factorization to simplify polynomials representing algebraic numbersparameter for the polynomial factorization procedure in the algebraic number module. Z3 polynomial factorization is composed of three steps: factorization in GF(p), lifting and search. This parameter limits the maximum prime number p to be used in the first stepparameter for the polynomial factorization procedure in the algebraic number module. Z3 polynomial factorization is composed of three steps: factorization in GF(p), lifting and search. The search space may be reduced by factoring the polynomial in different GF(p)'s. This parameter specify the maximum number of finite factorizations to be considered, before lifting and searchingparameter for the polynomial factorization procedure in the algebraic number module. Z3 polynomial factorization is composed of three steps: factorization in GF(p), lifting and search. This parameter can be used to limit the search spaceuse pseudo-remainder instead of remainder when computing GCDs and Sturm-Tarski sequencesclean denominators before root isolationa value k that is the initial interval size (as 1/2^k) when creating transcendentals and approximated divisiona value k that is the initial interval size (i.e., (0, 1/2^l)) used as an approximation for infinitesimal valuesduring sign determination we switch from interval arithmetic to complete methods when the interval size is less than 1/2^k, where k is the max_precisionduring sturm-seq and square-free polynomial computations, only normalize algebraic polynomial expressions when the defining polynomial is monicassigns an interptetation to symbols that do not have one in the current model, when evaluating expressions in the current modelreturn array as a set of storesenable/disable partial function interpretationsuse Z3 version 1.x pretty printeruse Z3 version 2.x (x <= 16) pretty printertry to compact function graph (i.e., function interpretations that are lookup tables)inline local function definitions ignoring possible expansioninclude user defined functions in modelenable/disable model completionprecheck polynomials using variables signVariable Ordering Strategy, 0 for none, 1 for BROWN, 2 for TRIANGULAR, 3 for ONLYPOLYdisplay lemmas as self-contained SMT formulascheck lemmas on the fly using an independent nlsat solversimplify conflicts using equalities before resolving them in nlsat solver.randomize selection of a witness in nlsat.inline variables that can be isolated from equations (not supported in incremental mode)factor polynomials produced during conflict resolution.select optimization engine: 'basic', 'symba'select engine for maxsat: 'core_maxsat', 'wmax', 'maxres', 'pd-maxres', 'maxres-bin', 'rc2'select how to prioritize objectives: 'lex' (lexicographic), 'pareto', 'box'display intermediary models to stdoutpath prefix to dump intermediary, but non-optimal, solutionstimeout (in milliseconds) (UINT_MAX and 0 mean no timeout)resource limit (0 means no limit)enable SLS tuning during weighted maxsatenable LNS during weighted maxsatinitial conflict count for LNS searchenable core rotation to both sample cores and correction setsenable the new SAT core for propositional constraintsset incremental mode. It disables pre-processing and enables adding constraints in model event handleruse neat (as opposed to less readable, but faster) pretty printer when displaying contextcompile arithmetical equalities into pseudo-Boolean equality (instead of two inequalites)print maxsat benchmark into wcnf formatenable maxlex heuristic for lexicographic MaxSAT problemsuse totalizer for rc2 encodinggive preference for large weight coresrestrict upper bound with constraintmaximal number of cores per roundbreak batch of generated cores if size reaches this numberfind an MSS/MCS to improve current assignmentallow generating correction set constraints up to maximal sizemaxres.max_correction_set_sizeuse weighted theory solver to constrain upper boundsreduce soft constraints if the current correction set is smaller than current coremaxres.pivot_on_correction_setsimplify/evaluate expressions containing (algebraic) irrational numbers.collpase (* t ... t) into (^ t k), it is ignored if expand_power is true.expand (^ t k) into (* t ... t) if 1 < k <= max_degree.replace (tan x) with (/ (sin x) (cos x)).max degree of algebraic numbers (and power operators) processed by simplifier.sort the arguments of + application.use gcd rounding on integer arithmetic atoms.all monomials are moved to the left-hand-side, and the right-hand-side is just a constant.rewrite inequalities so that right-hand-side is a constant.eliminate to_real from arithmetic predicates that contain only integers.distribute to_real over * and +.expand equalities into two inequalitiesreplace (rem x y) with (ite (>= y 0) (mod x y) (- (mod x y))).conservatively replace a (select (store ...) ...) term by an if-then-else termeagerly replace all (select (store ..) ..) term by an if-then-else termreplace nested stores by a lambda expressionexpand select over ite expressionsreduce (store ...) = (store ...) with a common base into selectssort nested stores when the indices are known to be differentextra ite simplifications, these additional simplifications may reduce size locally but increase globallycreate nary applications for +,*,bvadd,bvmul,bvand,bvor,bvxorcreate nary applications for and,orconjunctions are rewritten using negation and disjunctionseliminate ite in favor of and/orperform local (i.e., cheap) context simplificationslimit for applying local context simplifierexpand a distinct predicate into a quadratic number of disequalitieswhen blast_distinct is true, only distinct expressions with less than this number of arguments are blastedsplit equalities of the form (= (concat t1 t2) t3)try to convert bit-vector terms of size 1 into Boolean termsblast (some) Bit-vector equalities into bitsexpand sign-ext operator using concat and extractuse the 'hardware interpretation' for division by zero (for bit-vector terms)replace multiplication by a power of two into a concatenationsort the arguments of all AC operatorsattempt to partially propagate extraction inwardsapply simplifications for bvnotrewrite ite that can be simplified to identityadditional bu_(u/s)le simplificationsuse the 'hardware interpretation' for unspecified values in fp.min, fp.max, fp.to_ubv, fp.to_sbv, and fp.to_realuse the 'hardware interpretation' for unspecified values in fp.to_ubv, fp.to_sbv, fp.to_real, and fp.to_ieee_bvwhen patterns are not provided, the prover uses a heuristic to infer them, this option sets the threshold on the number of extra multi-patterns that can be created; by default, the prover creates at most one multi-pattern when there is no unary patternblock looping patterns during pattern inferenceallow decomposition of patterns into multipatterns0 - do not infer patterns with arithmetic terms, 1 - use patterns with arithmetic terms if there is no other pattern, 2 - always use patterns with arithmetic termsenable a heuristic to infer patterns, when they are not provideddefault weight for quantifiers where the only available pattern has nested arithmetic termsdefault weight for quantifiers where the only available pattern has non nested arithmetic termspull nested quantifiers, if no pattern was foundenable/disable warning messages in the pattern inference moduleput polynomials in sum-of-monomials formmaximum increase of monomials generated when putting a polynomial in sum-of-monomials normal formhoist multiplication over summation to minimize number of multiplicationshoist shared summands under ite expressionscreate nary applications for and,or,+,*,bvadd,bvmul,bvand,bvor,bvxorpush if-then-else over arithmetic terms.push if-then-else over bit-vector terms.pull if-then-else terms when cheap.max size of conjunctions on which to perform consistency test based on inequalities on bitvectors.cache all intermediate results.enable destructive equality resolution to quantifiers.ignores patterns on quantifiers that don't mention their bound variables.ignore_patterns_on_ground_qbodycoalesce characters into stringsmaximum number of repairs before restartuse walksat assertion selection (instead of gsat)use bandit heuristic for walksat assertion selection (instead of random)the ucb constant c in the term score + c * f(touched)initialize total ucb touched to formula sizescale touched by this factor every base restart intervaladd noise 0 <= 256 * ucb_noise to ucb score for assertion selectionrepick assertion if randomizing in local minimascale score of unsat expressions by this factorinitial/minimum assertion weightssmooth assertion weights with probability paws_sp / 1024random walk with probability wp / 1024in local minima, try Monte Carlo sampling vns_mc many 2-bit-flips per bitin local minima, try picking a different assertion (only for walksat)base restart interval given by moves per runinitialize to 0 or random value (= 1) after restartuse early pruning for score predictionuse random offset for candidate evaluationrescore/normalize top-level score every base restart intervalkeep a list of unsat assertions as done in SAT - currently disabled internallyfile to save solver interactionfile to save partial search state if search is canceledtimeout on the solver object; overwrites a global timeoutprint quantifier instantiations to the consoleprint negated theory axioms to separate files during searchlog clause proof trail into a filecheck proof RUP inference in proof logssave proof log into a proof object that can be extracted using (get-proof)trim and save proof into a proof object that an be extracted using (get-proof)solve equalities within disjunctions.maximum number of occurrences for considering a variable for gaussian eliminations.multiplicative factor of initial term size.maximal number of steps allowed for tactic.maximal number of rounds to propagate values.overwrite default tactic in strategic solverignore patterns provided by the userdisplay error messages in Visual Studio formatmaximal number of rounds to run asymmetric branch simplifications if progress is madenumber of simplification rounds to wait until invoking asymmetric branch simplificationuse sampling based asymmetric branching based on binary implication graphapprox. maximum number of literals visited during asymmetric branchingasymmetric branching on all literals per clauseeliminate Boolean variables by computing strongly connected componentsapply transitive reduction, eliminate redundant binary clauseseliminate blocked clauses using asymmetric literalsasymmetric tautology eliminationeliminate covered clauses using asymmetric added literalseliminate blocked clauses only once at the given simplification roundblocked clause addition - add blocked binary clausesdelay eliminate blocked clauses until simplification roundretain blocked clauses as lemmasmaximum number of literals visited during blocked clause eliminationoverride incremental safety gaps. Enable elimination of blocked clauses and variables even if solver is reusedapprox. maximum number of literals visited during variable eliminationfirst cutoff (on number of positive/negative occurrences) for Boolean variable eliminationsecond cutoff (number of positive/negative occurrences) for Boolean variable elimination, for problems containing less than res_cls_cutoff1 clausessecond cutoff (number of positive/negative occurrences) for Boolean variable elimination, for problems containing more than res_cls_cutoff1 and less than res_cls_cutoff2second cutoff (number of positive/negative occurrences) for Boolean variable elimination, for problems containing more than res_cls_cutoff2second cutoff (total number of literals) for Boolean variable elimination, for problems containing less than res_cls_cutoff1 clausessecond cutoff (total number of literals) for Boolean variable elimination, for problems containing more than res_cls_cutoff1 and less than res_cls_cutoff2second cutoff (total number of literals) for Boolean variable elimination, for problems containing more than res_cls_cutoff2limit1 - total number of problems clauses for the second cutoff of Boolean variable eliminationlimit2 - total number of problems clauses for the second cutoff of Boolean variable eliminationenable variable elimination using resolution during simplificationenable variable elimination using BDD recompilation during simplificationdelay elimination of variables using BDDs until after simplification roundapply failed literal detection during simplificationlimit to the number of probe callscache binaries unless overall memory usage exceeds cache limitapprox. maximum number of literals visited during subsumption (and subsumption resolution)fallback to solver 1 after timeout even when in incremental modelif true, solver 2 is always usedwhat should be done when solver 2 returns unknown: 0 - just return unknown, 1 - execute solver 1 if quantifier free problem, 2 - execute solver 1enable parallel solver by default on selected tactics (for QF_BV)caps maximal number of threads below the number of processorsnumber of cubes to batch together for fast conquermaximal number of restarts during conquer phasedelay of cubes until applying conquerfrequency to apply core minimization during conquerrestart and inprocess max is multiplied by simplify.exp ^ depthmaximal number of conflicts during simplification phasemaximal number of restarts during simplification phasemaximal number of inprocessing steps during simplificationuse SAT rather than SMT in qfufbv_ackr_tacticsolving UF via ackermannizationreal algebraic number package. Non-default parameter settings are not supportedpattern inference (heuristics) for universal formulas (without annotation)new formula simplification module used in the tactic framework, and new solversExperimental Stochastic Local Search Solver (for QFBV only).combines two solvers: non-incremental (solver1) and incremental (solver2)parameters for parallel solvertactics based on solving UF-theories via ackermannization (see also ackr module)fpauto-configenginesparsedatalog.default_tablepentagondatalog.default_relationdatalog.generate_explanationsdatalog.use_map_namesdatalog.unbound_compressordatalog.similarity_compressor11datalog.all_or_nothing_deltasdatalog.compile_with_wideningdatalog.default_table_checkednullsee default_table_checkeddatalog.default_table_checkerdatalog.check_relationdatalog.timeoutdatalog.output_profiledatalog.print.tuplesdatalog.subsumptiongenerate_proof_tracespacer.push_pobspacer.push_pob_max_depthvalidatespacer.simplify_lemmas_prespacer.simplify_lemmas_post500spacer.max_num_contextsprint_fixedpoint_extensionsprint_low_level_smt2print_answerprint_certificateprint_boogie_certificateprint_aigprint statisticsprint_statisticsweighttab.selectionbit-blast bit-vectorsxform.bit_blastxform.magicxform.scaletry linear inlining methodxform.inline_lineartry eager inlining of rulesxform.inline_eagerxform.inline_linear_branchxform.compress_unboundfix unbound variables in tailxform.fix_unbound_varsxform.unfold_rulesxform.slicespacer.use_euf_genxform.transform_arraysxform.instantiate_arraysno-slicingxform.quantify_arraysxform.instantiate_quantifierscoalesce rulesxform.coalesce_rulesxform.tail_simplifier_pvexform.subsumption_checkerxform.coispacer.order_childrenspacer.use_lemma_as_ctispacer.reset_pob_queuespacer.use_derivationsxform.array_blastxform.array_blast_fullxform.elim_term_itexform.elim_term_ite.inflationspacer.propagateMaximum level to explorespacer.max_levelspacer.elim_auxspacer.reach_dnfMaximal level to explorebmc.linear_unrolling_depthSplit Farkas literalsUse native mbp of Z3spacer.native_mbpspacer.eq_propWeak abstractionspacer.weak_absspacer.restartsspacer.random_seedEnable mbqispacer.mbqispacer.keep_proxyspacer.q3Instantiate quantified lemmasspacer.q3.instantiatespacer.q3.use_qgenspacer.q3.qgen.normalizespacer.iucspacer.iuc.arithspacer.iuc.old_hyp_reducerspacer.validate_lemmasspacer.ground_pobsspacer.iuc.print_farkas_statsspacer.iuc.debug_proofspacer.simplify_pobShare frame lemmasspacer.p3.share_lemmasShare invariants lemmasspacer.p3.share_invariantsMinimal level to explorespacer.min_levelLog file for progress eventsspacer.trace_filespacer.ctpspacer.use_inc_clausespacer.dump_benchmarks5.0spacer.dump_thresholdspacer.gpdrspacer.gpdr.bfsspacer.use_bg_invsspacer.use_lim_num_genspacer.logicspacer.arith.solverEnable global guidancespacer.globalspacer.gg.concretizespacer.gg.conjecturespacer.gg.subsumespacer.use_iucspacer.expand_bndSelect: auto-config, datalog, bmc, spacerdefault table implementation: sparse, hashtable, bitvector, intervaldefault relation implementation: external_relation, pentagonproduce explanations for produced facts when using the datalog engineuse names from map files when displaying tuplesmagic set transformation will be used for queriesdatalog.magic_sets_for_queriesif true, explanations are generated as history of each relation, rather than per fact (generate_explanations must be set to true for this option to have any effect)datalog.explanations_on_relation_levelauxiliary relations will be introduced to avoid unbound variables in rule headsrules that differ only in values of constants will be merged into a single ruleif similarity_compressor is on, this value determines how many similar rules there must be in order for them to be mergeddatalog.similarity_compressor_thresholdcompile rules so that it is enough for the delta relation in union and widening operations to determine only whether the updated relation was modified or notwidening will be used to compile recursive rulesif true, the default table will be default_table inside a wrapper that checks that its results are the same as of default_table_checker tablename of default relation to check. operations on the default relation will be verified using SMT solvinglength of saturation run before the first restart (in ms), zero means no restartsdatalog.initial_restart_timeoutTime limit used for saturationdetermines whether profile information should be output when outputting Datalog rules or instructionsdetermines whether tuples for output predicates should be outputinstructions and rules that took less than the threshold will not be printed when printed the instruction/rule listdatalog.profile_timeout_millisecondsif true, finite_product_relation will attempt to avoid creating inner relation with empty signature by putting in half of the table columns, if it would have been empty otherwisedatalog.dbg_fpr_nonempty_relation_signatureif true, removes/filters predicates with total transitionstrace for 'sat' answer as proof objectpush blocked pobs to higher levelMaximum depth at which push_pob is enabledvalidate result (by proof checking or model checking)simplify derived lemmas before inductive propagationsimplify derived lemmas after inductive propagationgeneralize lemmas using induction strengtheningspacer.use_inductive_generalizermaximal number of contexts to createuse SMT-LIB2 fixedpoint extensions, instead of pure SMT2, when printing rulesuse (faster) low-level SMT2 printer (the printer is scalable but the result may not be as readable)use variable declarations when displaying rules (instead of attempting to use original names)print_with_variable_declarationsprint answer instance(s) to queryprint certificate for reachability or non-reachabilityprint certificate for reachability or non-reachability using a format understood by BoogieDump clauses in AIG text format (AAG) to the given file nameselection method for tabular strategy: weight (default), first, var-useperform symbolic magic set transformationadd scaling variable to linear real arithmetic clausestry linear inlining method with potential expansioncompress tails with unbound variablesunfold rules statically using iterative squaringsimplify clause set using slicingGeneralize lemmas and pobs using implied equalitiesRewrites arrays equalities and applies select over storeTransforms P(a) into P(i, a[i] a)Transforms P(a) into P(i, a[i]), discards a from predicatexform.instantiate_arrays.enforceGives the number of quantifiers per arrayxform.instantiate_arrays.nb_quantifier=> GetId(i) = i, => GetId(i) = truexform.instantiate_arrays.slice_techniquecreate quantified Horn clauses from clauses with arraysinstantiate quantified Horn clauses using E-matching heuristicpropagate_variable_equivalencesEnable subsumption checker (no support for model conversion)use cone of influence simplificationSPACER: order of enqueuing children in non-linear rules : 0 (original), 1 (reverse), 2 (random)SPACER: use a lemma instead of a CTI in flexible_traceSPACER: reset pob obligation queue when entering a new levelSPACER: attempt to generalize lemmas with array equalitiesspacer.use_array_eq_generalizerSPACER: using derivation mechanism to cache intermediate results for non-linear rulestry to eliminate local array terms using Ackermannization -- some array terms may remaineliminate all local array variables by QEEliminate term-ite expressionsMaximum inflation for non-Boolean ite-terms blasting: 0 (none), k (multiplicative)Enable propagate/pushing phaseEliminate auxiliary variables in reachability factsMaximum inflation for non-Boolean ite-terms expansion: 0 (none), k (multiplicative)spacer.blast_term_ite_inflationRestrict reachability facts to DNFspacer.iuc.split_farkas_literalsEnable equality and bound propagation in arithmeticEnable resetting obligation queueInitial threshold for restartsspacer.restart_initial_thresholdRandom seed to be used by SMT solverkeep proxy variables (internal parameter)Allow quantified lemmas in framesuse quantified lemma generalizernormalize cube before quantified generalization0 = use old implementation of unsat-core-generation, 1 = use new implementation of IUC generation, 2 = use new implementation of IUC + min-cut optimization0 = use simple Farkas plugin, 1 = use simple Farkas plugin with constant from other partition (like old unsat-core-generation),2 = use Gaussian elimination optimization (broken), 3 = use additive IUC pluginuse old hyp reducer instead of new implementation, for debugging onlyValidate each lemma after generalizationGround pobs by using values from a modelprints for each proof how many Farkas lemmas it contains and how many of these participate in the cut (for debugging)prints proof used by unsat-core-learner for debugging purposes (debugging)simplify pobs by removing redundant constraintsEnable counterexample-to-pushingUse incremental clause to represent transDump SMT queries as benchmarksThreshold in seconds on dumping benchmarksUse GPDR solving strategy for non-linear CHCUse BFS exploration strategy for expanding model searchEnable external background invariantsEnable limit numbers generalizer to get smaller numbersSMT-LIB logic to configure internal SMT solversarithmetic solver: 0 - no solver, 1 - bellman-ford based solver (diff. logic only), 2 - simplex based solver, 3 - floyd-warshall based solver (diff. logic only) and no theory combination 4 - utvpi, 5 - infinitary lra, 6 - lra solverEnable global guidance concretizeEnable global guidance conjectureEnable global guidance subsumeEnable Interpolating Unsat Core(IUC) for lemma generalizationEnable expand-bound lemma generalizationS║HЙ√LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀[LН LНHН ║HН5щcachingphaseuse sticky phase cachingphase.stickysearch.unsat.conflictssearch.sat.conflictsrephase.basereorder.base4.0reorder.itaureorder.activity_scalepropagate.prefetchemarestartrestart.initialmaximal number of restarts.restart.maxrestart.fast1.5restart.factor1.1restart.margin0.03restart.emafastglue1e-05restart.emaslowglue110variable_decayinprocess.maxinprocess.outvsidsbranching.heuristicbranching.anti_exploration0.01random_freqburst_searchenable_pre_simplifymaximum number of conflictsglue_psmgc20000gc.initialgc.incrementgc.small_lbd7gc.kgc.burstgc.defragsimplify.delayforce_cleanupminimize learned clausesminimize_lemmasdyn_sub_resminimize computed corecore.minimizecore.minimize_partialbacktrack.scopes4000backtrack.conflictsthreadsdimacs.coredrat.disablesmtsmt.proof.checkfile to dump DRAT proofsdrat.fileuse Binary DRAT output formatdrat.binarydrat.check_unsatdrat.check_satdump variable activitiesdrat.activityuse cardinality solvercardinality.solverpb.solver9pb.min_aritygroupedcardinality.encodingcardinalitypb.resolvepb.lemma_formateufddfw_searchddfw.init_clause_weight15ddfw.use_reward_pct100000ddfw.restart_baseddfw.reinit_baseddfw.threadsprob_searchlocal_searchlocal_search_threadswsatlocal_search_modelocal_search_dbg_flipsbinspranfanf.delayanf.exlincutcut.delaycut.aigcut.lutcut.xorcut.npn3cut.dont_carescut.redundanciescut.forcedepthlookahead.cube.cutoff0.4lookahead.cube.fractionlookahead.cube.depth0.8lookahead.cube.freevarslookahead.cube.psat.var_expclause base for PSAT cutofflookahead.cube.psat.triggerlookahead.preselectlookahead_simplifylookahead_scoresenable double lookaheadlookahead.doublelookahead.use_learnedlookahead_simplify.bcalookahead.global_autarkylookahead.delta_fractionmarch_culookahead.rewardphase selection strategy: always_false, always_true, basic_caching, random, caching, local_searchperiod for solving for unsat (in number of conflicts)period for solving for sat (in number of conflicts)number of conflicts per rephase number of conflicts per random reorder inverse temperature for softmaxscaling factor for activity updateprefetch watch lists for assigned literalsrestart strategy: static, luby, ema or geometricinitial restart (number of conflicts)use fast restart approach only removing less active literals.restart increment factor for geometric strategymargin between fast and slow restart factors. For emaema alpha factor for fast moving averageema alpha factor for slow moving averagemultiplier (divided by 100) for the VSIDS activity incrementmaximal number of inprocessing passesfile to dump result of the first inprocessing step and exitbranching heuristic vsids, chbapply anti-exploration heuristic for branch selectionfrequency of random case splitsnumber of conflicts before first global simplificationenable pre simplifications before the bounded searchgarbage collection strategy: psm, glue, glue_psm, dyn_psmlearned clauses garbage collection frequencyincrement to the garbage collection thresholdlearned clauses with small LBD are never deleted (only used in dyn_psm)learned clauses that are inactive for k gc rounds are permanently deleted (only used in dyn_psm)perform eager garbage collection during initializationdefragment clauses when garbage collectingset initial delay of simplification by a conflict countforce cleanup to remove tautologies and simplify clausesdynamic subsumption resolution for minimizing learned clausesapply partial (cheap) core minimizationnumber of scopes to enable chronological backtrackingnumber of conflicts before enabling chronological backtrackingnumber of parallel threads to useextract core from DIMACS benchmarksoverride anything that enables DRATuse the SAT solver based incremental SMT corecheck proofs on the fly during SMT searchbuild up internal proof and checkbuild up internal trace, check satisfying modelmethod for handling Pseudo-Boolean constraints: circuit (arithmetical circuit), sorting (sorting circuit), totalizer (use totalizer encoding), binary_merge, segmented, solver (use native solver)minimal arity to compile pb/cardinality constraints to CNFencoding used for at-most-k constraints: grouped, bimander, ordered, unate, circuitresolution strategy for boolean algebra solver: cardinality, roundinggenerate either cardinality or pb lemmasenable euf solver (this feature is preliminary and not ready for general consumption)use ddfw local search instead of CDCLinitial clause weight for DDFW local searchpercentage to pick highest reward variable when it has reward 0number of flips used a starting point for hesitant restart backoffincrement basis for geometric backoff scheme of re-initialization of weightsnumber of ddfw threads to run in parallel with sat solveruse probsat local search instead of CDCLuse local search instead of CDCLnumber of local search threads to find satisfiable solutionlocal search algorithm, either default wsat or qsatwrite debug information for number of flipsenable SPR inferences of binary propagation redundant clauses. This inprocessing step eliminates modelsenable ANF based simplification in-processingdelay ANF simplification by in-processing roundenable extended linear simplificationenable AIG based simplification in-processingdelay cut simplification by in-processing roundextract aigs (and ites) from cluases for cut simplificationextract luts from clauses for cut simplificationextract xors from clauses for cut simplificationextract 3 input functions from clauses for cut simplificationintegrate dont cares with cutsintegrate redundancy checking of cutsforce redoing cut-enumeration until a fixed-pointcutoff type used to create lookahead cubes: depth, freevars, psat, adaptive_freevars, adaptive_psatadaptive fraction to create lookahead cubes. Used when lookahead.cube.cutoff is adaptive_freevars or adaptive_psatcut-off depth to create cubes. Used when lookahead.cube.cutoff is depth.cube free variable fraction. Used when lookahead.cube.cutoff is freevarsfree variable exponent for PSAT cutofflookahead.cube.psat.clause_basetrigger value to create lookahead cubes for PSAT cutoff. Used when lookahead.cube.cutoff is psatuse pre-selection of subset of variables for branchinguse lookahead solver during simplificationextract lookahead scores. A utility that can only be used from the DIMACS front-enduse learned clauses when selecting lookahead literaladd learned binary clauses as part of lookahead simplificationprefer to branch on variables that occur in clauses that are reducednumber between 0 and 1, the smaller the more literals are selected for double lookaheadselect lookahead heuristic: ternary, heule_schur (Heule Schur), heuleu (Heule Unit), unit, or march_cuS1╥HЙ√LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀[LН LНHН ║HН5щautomatically configure solverlogic used to setup the SMT solverrandom seed for the smt solverrelevancy propagation heuristic: 0 - disabled, 1 - relevancy is tracked by only affects quantifier instantiation, 2 - relevancy is tracked, and an atom is only asserted if it is relevanttry to find universally quantified formulas that can be viewed as macrostry to find universally quantified formulas that are quasi-macrostry to find universally quantified formulas that are restricted quasi-macrosE-Matching based quantifier instantiationphase selection heuristic: 0 - always false, 1 - always true, 2 - phase caching, 3 - phase caching conservative, 4 - phase caching conservative 2, 5 - random, 6 - number of occurrences, 7 - theorynumber of conflicts while phase caching is onnumber of conflicts while phase caching is off0 - geometric, 1 - inner-outer-geometric, 2 - luby, 3 - fixed, 4 - arithmeticwhen using geometric (or inner-outer-geometric) progression of restarts, it specifies the constant used to multiply the current restart threshold0 - case split based on variable activity, 1 - similar to 0, but delay case splits created during the search, 2 - similar to 0, but cache the relevancy, 3 - case split based on relevancy (structural splitting), 4 - case split on relevancy and activity, 5 - case split on relevancy and current goal, 6 - activity-based case split with theory-aware branching activityif true then z3 will not restart when a unit clause is learnedmaximum number of learned unit clauses before restarting, ignored if delay_units is falsepre-processing: eliminate unconstrained subtermspre-processing: solve equalitiespre-processing: propagate valuesapply bounds simplification during pre-processingpre-processing: pull nested quantifierspre-processing: refine injectivity axiomscreate candidate models even when quantifier or theory reasoning is incompletemaximum number of conflicts before giving up.maximal number of parallel threads.maximal number of conflicts between rounds of cubing for parallel SMTmodel based quantifier instantiation (MBQI)initial maximal number of counterexamples used in MBQI, each counterexample generates a quantifier instantiationincrement for MBQI_MAX_CEXS, the increment is performed after each round of MBQImaximum number of rounds of MBQIgenerate tracing messages for Model Based Quantifier Instantiation (MBQI). It will display a message before every round of MBQI, and the quantifiers that were not satisfiedsome quantifiers can be used as templates for building interpretations for functions. Z3 uses heuristics to decide whether a quantifier will be used as a template or not. Quantifiers with weight >= mbqi.force_template are forced to be used as a templateOnly use model-based instantiation for quantifiers with id's beginning with string0 - don not lift non-ground if-then-else, 1 - use conservative ite lifting, 2 - use full lifting of if-then-else under quantifiersUse cheap quantifier elimination during pre-processingprofile quantifier instantiationhow frequent results are reported by qi.profilemaximum number of quantifier instantiationsthreshold for eager quantifier instantiationthreshold for lazy quantifier instantiationexpression specifying what is the cost of a given quantifier instantiationspecify the number of extra multi patternsspecify quick checker mode, 0 - no quick checker, 1 - using unsat instances, 2 - using both unsat and no-sat instancesenable generation of induction lemmascreate enode for every bit-vector termenable support for int2bv and bv2int operatorsuse watch lists instead of eager axioms for bit-vectorsdelay internalize expensive bit-vector operationspre-processing; turn assertions that set the upper bits of a bit-vector to constants into a substitution that replaces the bit-vector with constant bits. Useful for minimizing circuits as many input bits to circuits are constantbit-vector solver engine: 0 - bit-blasting, 1 - polysat, 2 - intblast, requires sat.smt=trueuse random initial values in the simplex-based procedure for linear arithmetic(incomplete) nonlinear arithmetic support based on Groebner basis and interval propagation, relevant only if smt.arith.solver=2call nra_solver when incremental linearization does not produce a lemma, this option is ignored when arith.nl=false, relevant only if smt.arith.solver=6branching on integer variables in non linear clustersuse the expensive of monomialsthreshold for number of (nested) final checks for non linear arithmetic, relevant only if smt.arith.solver=20 - no subs, 1 - substitute, 2 - substitute fixed zeros onlyrow is disregarded by the heuristic if its length is longer than the valuearith.nl.horner_row_length_limitarith.nl.grobner_row_length_limitgrobner's number of equalities growth grobner's maximum expr size growtharith.nl.grobner_expr_size_growthgrobner's maximum expr degree growtharith.nl.grobner_expr_degree_growthgrobner's maximum number of simplificationsarith.nl.grobner_max_simplifiedgrobner's maximum number of conflicts to reportarith.nl.grobner_cnfl_to_reportnumber of calls to final check before invoking bounded nlsat checkarith.nl.propagate_linear_monomialsenable cross-nested consistency checking0 - no propagation, 1 - propagate existing literals, 2 - refine finite boundsbranch/cut ratio for linear integer arithmeticbranching using derived integer equationstreat integer variables as realdump arithmetic theory lemmas to filesforce simplex solver in auto_configthe report frequency, in how many iterations print the cost and other infovalidate lemmas generated by arithmetic solversimplex strategy for the solverenable hnf (Hermite Normal Form) cutspropagate bounds on rows changed by the pivot operationconflict frequency for Pseudo-Boolean theorylearn complement literals for Pseudo-Boolean theoryreplay propagated clauses below the levels they are asserted0 - disable dynamic ackermannization, 1 - expand Leibniz's axiom if a congruence is the root of a conflict, 2 - expand Leibniz's axiom if a congruence is used during conflict resolutionenable dynamic ackermannization for transitivity of equalitiesnumber of instance per conflictDynamic ackermannization garbage collection frequency (per conflict)Dynamic ackermannization garbage collection decay number of times the congruence rule must be used before Leibniz's axiom is expandedAllow the context to use heuristics involving theory case splits, which are a set of literals of which exactly one can be assigned True. If this option is false, the context will generate extra axioms to enforce this instead.solver for string/sequence theories. options are: 'z3str3' (specialized string solver), 'seq' (sequence solver), 'auto' (use static features to choose best solver), 'empty' (a no-op solver that forces an answer unknown if strings were used), 'none' (no solver)[internal] validate unsat core produced by SMT context. This option is intended for debuggingenable splitting guided by length constraintsenable self-validation of theory axioms created by seq theorymaximal unfolding depth for checking string equations and regular expressionsinitial bound for strings whose lengths are bounded by iterative deepening. Set this to a higher value if there are only models with larger string lengthsassert equivalences instead of implications when generating string arrangement axiomsprioritize testing concrete length values over generating more optionsprioritize testing concrete string constant values over generating more optionsprioritize testing concrete regex unroll counts over generating more optionscache length tester constants instead of regenerating themcache value tester constants instead of regenerating themcache all generated string constants generated from anywhere in theory_strAllow the context to use extra information from theory solvers regarding literal branching prioritization.theory-aware priority for overlapping variable cases; use smt.theory_aware_branching=truedifficulty threshold for regex automata heuristicsstr.regex_automata_difficulty_thresholddifficulty threshold for regex intersection heuristicsstr.regex_automata_intersection_difficulty_thresholdnumber of failed automaton construction attempts after which a full automaton is automatically builtstr.regex_automata_failed_automaton_thresholdnumber of failed automaton intersection attempts after which intersection is always computedstr.regex_automata_failed_intersection_thresholdnumber of length/path constraint attempts before checking unsatisfiability of regex termsstr.regex_automata_length_attempt_thresholduse abstraction refinement in fixed-length equation solver (Z3str3 only)construct naive counterexamples when fixed-length model construction fails for a given length assignment (Z3str3 only)enable sls co-processor with SMT engineminimize unsat core produced by SMT contextextend unsat core with literals that trigger (potential) quantifier instanceslimits the distance of a pattern-extended unsat corecore.extend_patterns.max_distanceextend unsat cores with literals that have quantifiers with patterns that contain symbols which are not in the quantifier's bodylemma garbage collection strategy: 0 - fixed, 1 - geometric, 2 - at restart, 3 - noneHow lazy datatype splits are performed: 0- eager, 1- lazy for infinite types, 2- lazyUse QEL for lite quantifier elimination and model-based projection in QSATauto_configlogicrelevancymacro_finderquasi_macrosrestricted_quasi_macrosematchingphase_selectionphase_caching_onphase_caching_offrestart_strategyrestart_factorcase_splitdelay_units32delay_units_thresholdelim_unconstrainedsolve_eqspropagate_valuesbound_simplifierpull_nested_quantifiersrefine_inj_axiomscandidate_modelscube depth.cube_depththreads.max_conflictsfrequency for using cubingthreads.cube_frequencymbqimbqi.max_cexsmbqi.max_cexs_incrmbqi.max_iterationsmbqi.tracembqi.force_templatembqi.idq.lift_iteq.liteqi.profileqi.profile_freqqi.max_instances10.0qi.eager_thresholdqi.lazy_threshold(+ weight generation)qi.costqi.max_multi_patternsqi.quick_checkerinductionbv.reflectbv.enable_int2bvbv.watch_diseqbv.delaybv.size_reducebv.solverarith.random_initial_value6arith.solverarith.nlarith.nl.nraarith.nl.branchingarith.nl.expensive_patchingarith.nl.roundsrun order lemmasarith.nl.orderexpensive patchingarith.nl.expprun tangent lemmasarith.nl.tangentsrun horner's heuristicarith.nl.hornerarith.nl.horner_subs_fixedhorner's call frequencyarith.nl.horner_frequencygrobner's call frequencyarith.nl.grobner_frequencyrun grobner's basis heuristicarith.nl.grobnerarith.nl.grobner_eqs_growthgrobner's quotaarith.nl.gr_qarith.nl.grobner_subs_fixedarith.nl.delaypropagate linear monomialsenable bounds optimizationarith.nl.optimize_boundsarith.nl.cross_nestedLog lemmas sent to nra solverarith.nl.logpropagate (cheap) equalitiesarith.propagate_eqsarith.propagation_modearith.branch_cut_ratioarith.int_eq_brancharith.ignore_intarith.dump_lemmasPivoting strategyarith.greatest_error_pivoteager equality axiomsarith.eager_eq_axiomsarith.auto_config_simplexarith.rep_freqminimize costarith.minprint statisticarith.print_statsarith.validatearith.simplex_strategyarith.enable_hnfarith.bprop_on_pivoted_rowsprint external variable namesarith.print_ext_var_namespb.conflict_frequencypb.learn_complementsup.persist_clausesweak array theoryarray.weakextensional array theoryarray.extensionalrecord a clausal proofclause_proofdackdack.eq0.1dack.factor2000dack.gcdack.gc_inv_decaydack.thresholdtheory_case_splitseqstring_solvercore.validateseq.split_w_lenseq.validate1000000000seq.max_unfoldingseq.min_unfoldingstr.strong_arrangementsstr.aggressive_length_testingstr.aggressive_value_testingstr.aggressive_unroll_testingstr.fast_length_tester_cachestr.fast_value_tester_cachestr.string_constant_cachetheory_aware_branching-0.1str.overlap_prioritystr.fixed_length_refinementstr.fixed_length_naive_cexsls.enablecore.extend_patternscore.extend_nonlocal_patternslemma_gc_strategydt_lazy_splitsqsat_use_qelS║HЙ√LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀1╥LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5ш1╥HЙ▀LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀LН LНHН ║HН5шHЙ▀1╥LН LНHН HН5шHЙ▀1╥LН LНHН HН5шHЙ▀[LН LНHН ║HН5щHЙ▀шHЙяшHЙ▀шHЙяш   о.6 ╢Y╬   HГьHН=шHЛ=HГ─HНHН5щGCC: (Debian 8.3.0-6) 8.3.0zRx Р#AГa8DAГBTAAГp╝AГ║МшAГциAГ─AГртAГр№:AГ8ЬAГЪ4ЕAГГP-AГ+lAГИпAГндAГ└DAГB▄DAГB°йAГзхAГу0мAГкLDAГBhпAГнД█AГ┘аWAГU╝ЦAГФ╪AГЇmAГk▀AГ▌,РAГОHЭAГЫdmAГkАЖAГ_Ь#AГa╕йAГВ╘#AГaЁAГю #AГazPLRxЫ Р,$>AЖAГD0% AAA zPLRxЫ Р0ГЖ( ┤.DWhё #  /0D\АAК╨╝╕РшцАРBатpР:Ю╨Ь╠p Е√-*0YPпИ╖Dц`D░йD`хsPмвD╤Pп █/р!W^@#ЦНр#╝Ё$mы`%▀@*РI╨*Эxp,m   зр,#╒-#@-#3 Y.Е!"Ф Щ Ю г и н %▓ 0╖ *╝ ?┴ C╞ x╠ N╥ Y╪ _▐ lф tъ аЁ {Ў № А О h С Р Ь  к& н, ╩2 ╚8 ╘> ▀D J сP @V ы\ єb ph Ўn ╨t z HА Ж РМ Т ╪Ш +Ю (д <к А░ C╢ ╚╝ N┬ [╚ x╬ °╘ Д┌ р Мц Pь ЩЄ к° ┤■ И ╢  ─  ╟ p" ╧( ╓. ╚4 ┘: ъ@ ╨ F ьL ■R P X ^ d @ j p а v #| 6В ╨ И 9О @ Ф KЪ Yа ╕ ж ]м X▓ k╕ И╛ Ш─ ░╩ ш╨ ║╓ ┼▄ ▀т pщ ЁЁ ў Р■  └  ш ! ( / p6 = ░D 'K ╪R 6Y °` <g (n Iu d| {Г ЗК ЯС дШ ╖Я Аж ┐н ░┤ ╩╗ Ё┬ ╫╔ ъ╨ ¤╫ @▐ х ь 7є E· b p o { И ╨$ Н+ С2 9 Ч@ еG 8N мU ║\ Шc ╛j ╟q хx ш їЖ Н Ф Ы Pв й Р░ ╖ ╕╛ !┼ ш╠ ,╙ ┌ 7с 8ш Eя xЎ X¤ c z ░ В  О' x. Ц5 ╪< кC J ▓Q @X └_ `f ╬m Иt р{ ¤В ░Й Р Ч ╪Ю е м -│ H║ И┴ и╚ H╧ р╓ 8▌ Xф Tы иЄ o∙ ° | 8 Й Ф h# Ч* ╕1 в8 р? мF M ╣T p[ ├b ░i ╥p w ▀~ (Е ьМ PУ ЇЪ Рб ¤и рп ╢ (╜ $─ X╦ 9╥ А┘ Kр ╚ч [ю ї f№ x v ╕ { З е& р- ╖4 ; └B HI ╔P АW ╙^ ░e уl °s Єz h Б И а П Ц р Э $д !л 3▓ H!╣ A└ Ш!╟ I╬ ╪!╒ T▄ "у _ъ 8"ё o° X"  | И"  Ж Т п" ░") ╜0 (#7 ╧> Ш#E ╥L Ш$S хZ ╚$a ∙h %o v  } ' Д и%Л 4 Т Ё%Щ < а P&з I о ░&╡ a ╝ ш&├ r ╩ ('╤ { ╪ X'▀  ц └'э К Ї (√ Ф  @(  И( Ю  ╕( н % ш(, ╣ 3 ): ╚ A x)H х O Ш)V я ] · d k ╨)r *y @*А  З , О 0 Х K Ь h*г X к Ш*▒ d ╕ ╨*┐ l ╞ x ═ +╘ } █ X+т Т щ г Ё И+ў з ■ ║  ╚+  ┴  , ╙ ! т ( @,/ ц 6 Є = p,D ї K   R Ш,Y  ` g ╪,n  u -|  Г P-К  С Ш-Ш # Я ╚-ж 0 н .┤ = ╗ (.┬ I ╔ X.╨ W ╫ Ш.▐ _ х k ь w є Г · ш. К  / Ц  @/ й $ ─ + А/2 ╙ 9 ░/@ ъ G Ё/N ў U  \  c 0j  q @0x .  Р0Ж 9 Н D Ф р0Ы K в c й w ░ П ╖ й ╛ 1┼ ╛ ╠ `1╙ ╤ ┌ Р1с ю ш  я └1Ў ¤ Ё1 %  4  2 ;  P ' j . H25 ~ < Ц C Ъ J п Q ╝ X x2_ ╛ f ╨2m ╥ t (3{ х В · Й x3Р Ч └3Ю е Ё3м (│ 84║ ,┴ 3╚ M╧ x4╓ Q▌ Vф pы ░4Є t∙ ╪4 x 5 } `5 Д# Ш5* И1 ╪58 Т? 6F йM H6T ╛[ ╙b ╕6i ▌p 7w ю~ Е `7М У °7Ъ #б и8и @п ]╢ 89╜ a─ ~╦ └9╥ В┘ Яр `:ч гю р:ї └№ ╫ @;  с а; ° ш;& - 8<4 ; И<B $I ,P └<W 4^ Be `l ns ш<z sБ ЗИ ЬП лЦ ╞Э (=д ╥л ф▓ И=╣ Ї└ ╨=╟ ╬ °=╒ ▄ #у Р>ъ ,ё 3° ╪>  9 ?  E P? X" А?) l0 и?7 z> р?E ЦL @S гZ X@a ║h Р@o ╧v ╨@} цД ЄЛ Т Щ:а Aи ░ +╕ A└ :╚ M╨ c╪ tр pAш └AЁ B° М Ю ░ ╔ PB  аB( └B0 7 > E L 0S Z 3a xh <o ╕v U} Д sЛ 0Т hЩ Иа 0з Xо Й╡ и╝ д├ ┬╩ °╤ x╪ а▀ ┼ц @э уЇ x√    $ >  \% x, ╨3 Ё: sA H ГO xV Ъ] └d 8k `r y HА пЗ ИО ├Х ░Ь ╪г ╪к ш▒  ╕ ┐ @ ╞ ═ x ╘ &█ ░ т р щ BЁ  ў F■ 0  ^  А  z ш ! H ( p / П6 Ш = ЬD ╨ K оR 0 Y ╟` ╤g тn єu p | ·Г К С ╕ Ш .Я ш ж :н F┤ a╗ u┬ С╔ ╨ д╫ X ▐ ┐х ╓ь Їє А ·  ╕   р  * $ =+ X2 T9 А@ └G шN U m\ @c xj иq xx р ОЖ мН ╗Ф Ы ╨в @й ъ░ А╖ ╛ и┼ ╠ ╙ $┌ @с <ш Ая └Ў р¤ S 8  j Ш |  ╚' У. ш5 з< @C ┼J ╓Q яX `_ f Шm Ёt { В !Й :Р UЧ 8Ю kе Ам `│ Т║ б┴ ▓╚ Ш╧ ┬╓ └▌ рф ы ╥Є х∙ ё 0 ¤ `  # 7* И1 M8 ░? `F рM yT А[ Дb Pi Хp Шw ░~ ╚Е ╟М °У ┌Ъ pб °и └п ╢ #╜ 6─ M╦ e╥ А┘ Щр кч ╟ю Ёї ┘№  ф  H ·   h&  - Ш4 + ; ╚B 7 I P G W (^ Z e `l q s Рz ~ Б Т И й П АЦ ╖ Э ид ╠ л ╨▓ с ╣ Ё└ є ╟ 0╬  ╒▄уъё'°h 4а K╪`")m0z7(>~EHLЛSpZвa╡hаo╣v╪}┴Д╤ЛэТЩ∙аз@о ╡╝p├╩,╤и╪1▀Eц╪эKЇ_√c HrpА%О,░3Ф:╨AиH├OV╚](d╘k`rсyїАЗШОХЬ╪г#к▒.╕8┐;╞H═А╘J█штOщ ЁXўP■bИ qШ!╚(и/┤6╦=D┘K0RяY`hgnиu|╨Г!К°С-Ш ЯPж>нN┤g╗q┬П╔А╨Ы╫и▐мх╗ь╘єт·∙ ╪    а  $ %+ р 2 -9 B@ 8 G NN А U Y\ ░ c ij  q mx 0  yЖ СН ` Ф ФЫ ив а й п░ ш ╖ ┴╛ 8 ┼ ╥╠ x ╙ ▀┌ и с ыш ╨ я °Ў  ¤  ! !H !$!x !;'!р .!B5!"F"TN"hV"p^"аf"Дn"╨v"Ч~"иЖ"└О"(Ц"╤Ю"`ж"чо"а╢"■╛"ш╞"╬"0╓"@▐"9ц"ю"Ў" ■" #H#h##(&#.#x6#)>#└F#6N#V#N^#@f#Xn#v#h~#8Ж#yО#hЦ#ЛЮ#╕ж#Ьо#P╢#л╛#└╞#╢╬#┬╓#▐#┼ц#`ю#█Ў#Ш■#ю$└$°$ш$ &$ .$6$H>$2F$xN$DV$╚^$Uf$an$°v$ ~$lЖ$ВО$ЭЦ$hЮ$┤ж$Шо$╣╢$ ╛$╟╞$h ╬$┌╓$Р ▐$юц$@ ю$∙Ў$@ ■$ %Ш %% % &%X .%'6%А >%2F%░ N%BV%S^%р f%Xn% v%k~%}Ж%@ О%УЦ%Р Ю%Ыж%└ о%▒╢%8╛%┬╞%`╬%╠╓%И▐%╫ц%╕ю%шЎ%Ё■%ў&(&&&&&p.&6&4>&6F&└N&CV&@^&Lf&рn&Yv&~&lЖ&8О&ИЦ&ШЮ&йж&╕о&╦╢&┘╛&ь╞&■╬&╓&и▐&%ц&@ю&XЎ&ш■&8'`'r'Л'ж&'─.'И6'╒>'░F'╪N'V'(^'Pf'Аn'аv'╨~'ёЖ'О'Ц'ЁЮ'+ж':о'8╢'U╛'p╞'`╬'Й╓'Я▐'╜ц'╩ю'чЎ'Р■'√(р((()&(@.(=6(`>(NF(`N(rV(Н^(гf(Иn(╣v(░~(╙Ж(тО(ЁЦ(·Ю( ж(о(╢(0╛(+╞(P╬(B╓(x▐(Sц(oю(НЎ(░■(з)р)╜))╥&)х.)ў6)>)F)-N)DV)X^)Qf)n)Vv)^~)XЖ)bО)nЦ)xЮ)sж)└о){╢)°╛)Н╞)P╬)Ь╓)о▐)8ц)▓ю)@Ў)└■)а*╬*╨*▐*ы&*.*Ў6*`>* F*N* V*X^*2 f*аn*P v*Ё~*m Ж*@О*Л Ц*АЮ*и ж*└о*─ ╢* ╛*▐ ╞*ї ╬*А ╓*· ▐*р ц*!ю*@!Ў*x!■*░!+"+H"+и"+р"&+@#.+p#6+ >+└#F++ N+8$V+F ^+`$f+Р$n+Q v+р$~+%Ж+@%О+f Ц+╚%Ю+Д ж+ &о+Ц ╢+x&╛+е  ╞+▄+Є+,2,f," ЖЪ,"й╨," -p->+-!G-Б-о-─-·-..2-X.g..Ч.д._ZZ24gparams_register_modulesvENUlvE1_4_FUNEv_ZZ24gparams_register_modulesvENUlvE_4_FUNEv_ZZ24gparams_register_modulesvENUlvE0_4_FUNEv_ZZ24gparams_register_modulesvENUlvE2_4_FUNEv_ZZ24gparams_register_modulesvENUlvE3_4_FUNEv_ZZ24gparams_register_modulesvENUlvE4_4_FUNEv_ZZ24gparams_register_modulesvENUlvE5_4_FUNEv_ZZ24gparams_register_modulesvENUlvE6_4_FUNEv_ZZ24gparams_register_modulesvENUlvE7_4_FUNEv_ZZ24gparams_register_modulesvENUlvE9_4_FUNEv_ZZ24gparams_register_modulesvENUlvE10_4_FUNEv_ZZ24gparams_register_modulesvENUlvE11_4_FUNEv_ZZ24gparams_register_modulesvENUlvE12_4_FUNEv_ZZ24gparams_register_modulesvENUlvE13_4_FUNEv_ZZ24gparams_register_modulesvENUlvE14_4_FUNEv_ZZ24gparams_register_modulesvENUlvE15_4_FUNEv_ZZ24gparams_register_modulesvENUlvE16_4_FUNEv_ZZ24gparams_register_modulesvENUlvE17_4_FUNEv_ZZ24gparams_register_modulesvENUlvE18_4_FUNEv_ZZ24gparams_register_modulesvENUlvE19_4_FUNEv_ZZ24gparams_register_modulesvENUlvE20_4_FUNEv_ZZ24gparams_register_modulesvENUlvE21_4_FUNEv_ZZ24gparams_register_modulesvENUlvE22_4_FUNEv_ZZ24gparams_register_modulesvENUlvE23_4_FUNEv_ZZ24gparams_register_modulesvENUlvE24_4_FUNEv_ZZ24gparams_register_modulesvENUlvE25_4_FUNEv_ZZ24gparams_register_modulesvENUlvE27_4_FUNEv_ZZ24gparams_register_modulesvENUlvE28_4_FUNEv_ZZ24gparams_register_modulesvENUlvE30_4_FUNEv_ZZ24gparams_register_modulesvENUlvE31_4_FUNEv_ZZ24gparams_register_modulesvENUlvE32_4_FUNEv_ZZ24gparams_register_modulesvENUlvE8_4_FUNEv_ZZ24gparams_register_modulesvENUlvE26_4_FUNEv_ZZ24gparams_register_modulesvENUlvE29_4_FUNEv_Z24gparams_register_modulesv.cold.36_GLOBAL__sub_I_gparams_register_modules.cpp_ZStL8__ioinit.LC0.LC1.LC2.LC3.LC4.LC5.LC6.LC7.LC8.LC9.LC10.LC11.LC12.LC13.LC14.LC15.LC16.LC17.LC18.LC19.LC20.LC21.LC22.LC23.LC24.LC25.LC26.LC27.LC28.LC29.LC30.LC31.LC32.LC33.LC34.LC35.LC36.LC37.LC38.LC39.LC40.LC41.LC42.LC43.LC44.LC45.LC46.LC47.LC48.LC49.LC50.LC51.LC52.LC53.LC54.LC55.LC56.LC57.LC58.LC59.LC60.LC61.LC62.LC63.LC64.LC65.LC66.LC67.LC68.LC69.LC70.LC71.LC72.LC73.LC74.LC75.LC76.LC77.LC78.LC79.LC80.LC81.LC82.LC83.LC84.LC85.LC86.LC87.LC88.LC89.LC90.LC91.LC92.LC93.LC94.LC95.LC96.LC97.LC98.LC99.LC100.LC101.LC102.LC103.LC104.LC105.LC106.LC107.LC108.LC109.LC110.LC111.LC112.LC113.LC114.LC115.LC116.LC117.LC118.LC119.LC120.LC121.LC122.LC123.LC124.LC125.LC126.LC127.LC128.LC129.LC130.LC131.LC132.LC133.LC134.LC135.LC136.LC137.LC138.LC139.LC140.LC141.LC142.LC143.LC144.LC145.LC146.LC147.LC148.LC149.LC150.LC151.LC152.LC153.LC154.LC155.LC156.LC157.LC158.LC159.LC160.LC161.LC162.LC163.LC164.LC165.LC166.LC167.LC168.LC169.LC170.LC171.LC172.LC173.LC174.LC175.LC176.LC177.LC178.LC179.LC180.LC181.LC182.LC183.LC184.LC185.LC186.LC187.LC188.LC189.LC190.LC191.LC192.LC193.LC194.LC195.LC196.LC197.LC198.LC199.LC200.LC201.LC202.LC203.LC204.LC205.LC206.LC207.LC208.LC209.LC210.LC211.LC212.LC213.LC214.LC215.LC216.LC217.LC218.LC219.LC220.LC221.LC222.LC223.LC224.LC225.LC226.LC227.LC228.LC229.LC230.LC231.LC232.LC233.LC234.LC235.LC236.LC237.LC238.LC239.LC240.LC241.LC242.LC243.LC244.LC245.LC246.LC247.LC248.LC249.LC250.LC251.LC252.LC253.LC254.LC255.LC256.LC257.LC258.LC259.LC260.LC261.LC262.LC263.LC264.LC265.LC266.LC267.LC268.LC269.LC270.LC271.LC272.LC273.LC274.LC275.LC276.LC277.LC278.LC279.LC280.LC281.LC282.LC283.LC284.LC285.LC286.LC287.LC288.LC289.LC290.LC291.LC292.LC293.LC294.LC295.LC296.LC297.LC298.LC299.LC300.LC301.LC302.LC303.LC304.LC305.LC306.LC307.LC308.LC309.LC310.LC311.LC312.LC313.LC314.LC315.LC316.LC317.LC318.LC319.LC320.LC321.LC322.LC323.LC324.LC325.LC326.LC327.LC328.LC329.LC330.LC331.LC332.LC333.LC334.LC335.LC336.LC337.LC338.LC339.LC340.LC341.LC342.LC343.LC344.LC345.LC346.LC347.LC348.LC349.LC350.LC351.LC352.LC353.LC354.LC355.LC356.LC357.LC358.LC359.LC360.LC361.LC362.LC363.LC364.LC365.LC366.LC367.LC368.LC369.LC370.LC371.LC372.LC373.LC374.LC375.LC376.LC377.LC378.LC379.LC380.LC381.LC382.LC383.LC384.LC385.LC386.LC387.LC388.LC389.LC390.LC391.LC392.LC393.LC394.LC395.LC396.LC397.LC398.LC399.LC400.LC401.LC402.LC403.LC404.LC405.LC406.LC407.LC408.LC409.LC410.LC411.LC412.LC413.LC414.LC415.LC416.LC417.LC418.LC419.LC420.LC421.LC422.LC423.LC424.LC425.LC426.LC427.LC428.LC429.LC430.LC431.LC432.LC433.LC434.LC435.LC436.LC437.LC438.LC439.LC440.LC441.LC442.LC443.LC444.LC445.LC446.LC447.LC448.LC449.LC450.LC451.LC452.LC453.LC454.LC455.LC456.LC457.LC458.LC459.LC460.LC461.LC462.LC463.LC464.LC465.LC466.LC467.LC468.LC469.LC470.LC471.LC472.LC473.LC474.LC475.LC476.LC477.LC478.LC479.LC480.LC481.LC482.LC483.LC484.LC485.LC486.LC487.LC488.LC489.LC490.LC491.LC492.LC493.LC494.LC495.LC496.LC497.LC498.LC499.LC500.LC501.LC502.LC503.LC504.LC505.LC506.LC507.LC508.LC509.LC510.LC511.LC512.LC513.LC514.LC515.LC516.LC517.LC518.LC519.LC520.LC521.LC522.LC523.LC524.LC525.LC526.LC527.LC528.LC529.LC530.LC531.LC532.LC533.LC534.LC535.LC536.LC537.LC538.LC539.LC540.LC541.LC542.LC543.LC544.LC545.LC546.LC547.LC548.LC549.LC550.LC551.LC552.LC553.LC554.LC555.LC556.LC557.LC558.LC559.LC560.LC561.LC562.LC563.LC564.LC910.LC1311.LC1312.LC1313.LC1314.LC1315.LC1316.LC1317.LC1318.LC1319.LC1320.LC1321.LC1322.LC1323.LC1324.LC1325.LC1326.LC1327.LC1328.LC565.LC566.LC567.LC568.LC569.LC570.LC571.LC572.LC573.LC574.LC575.LC576.LC577.LC578.LC579.LC580.LC581.LC582.LC583.LC584.LC585.LC586.LC587.LC588.LC589.LC590.LC591.LC592.LC593.LC594.LC595.LC596.LC597.LC598.LC599.LC600.LC601.LC602.LC603.LC604.LC605.LC606.LC607.LC608.LC609.LC610.LC611.LC612.LC613.LC614.LC615.LC616.LC617.LC618.LC619.LC620.LC621.LC622.LC623.LC624.LC625.LC626.LC627.LC628.LC629.LC630.LC631.LC632.LC633.LC634.LC635.LC636.LC637.LC638.LC639.LC640.LC641.LC642.LC643.LC644.LC645.LC646.LC647.LC648.LC649.LC650.LC651.LC652.LC653.LC654.LC655.LC656.LC657.LC658.LC659.LC660.LC661.LC662.LC663.LC664.LC665.LC666.LC667.LC668.LC669.LC670.LC671.LC672.LC673.LC674.LC675.LC676.LC677.LC678.LC679.LC680.LC681.LC682.LC683.LC684.LC685.LC686.LC687.LC688.LC689.LC690.LC691.LC692.LC693.LC694.LC695.LC696.LC697.LC698.LC699.LC700.LC701.LC702.LC703.LC704.LC705.LC706.LC707.LC708.LC709.LC710.LC711.LC712.LC713.LC714.LC715.LC716.LC717.LC718.LC719.LC720.LC721.LC722.LC723.LC724.LC725.LC726.LC727.LC728.LC729.LC730.LC731.LC732.LC733.LC734.LC735.LC736.LC737.LC738.LC739.LC740.LC741.LC742.LC743.LC744.LC745.LC746.LC747.LC748.LC749.LC750.LC751.LC752.LC753.LC754.LC755.LC756.LC757.LC758.LC759.LC760.LC761.LC762.LC763.LC764.LC765.LC766.LC767.LC768.LC769.LC770.LC771.LC772.LC773.LC774.LC775.LC776.LC777.LC778.LC779.LC780.LC781.LC782.LC783.LC784.LC785.LC786.LC787.LC788.LC789.LC790.LC791.LC792.LC793.LC794.LC795.LC796.LC797.LC798.LC799.LC800.LC801.LC802.LC803.LC804.LC805.LC806.LC807.LC808.LC809.LC810.LC811.LC812.LC813.LC814.LC815.LC816.LC817.LC818.LC819.LC820.LC821.LC822.LC823.LC824.LC825.LC826.LC827.LC828.LC829.LC830.LC831.LC832.LC833.LC834.LC835.LC836.LC837.LC838.LC839.LC840.LC841.LC842.LC843.LC844.LC845.LC846.LC847.LC848.LC849.LC850.LC851.LC852.LC853.LC854.LC855.LC856.LC857.LC858.LC859.LC860.LC861.LC862.LC863.LC864.LC865.LC866.LC867.LC868.LC869.LC870.LC871.LC872.LC873.LC874.LC875.LC876.LC877.LC878.LC879.LC880.LC881.LC882.LC883.LC884.LC885.LC886.LC887.LC888.LC889.LC890.LC891.LC892.LC893.LC894.LC895.LC896.LC897.LC898.LC899.LC900.LC901.LC902.LC903.LC904.LC905.LC906.LC907.LC908.LC909.LC911.LC912.LC913.LC914.LC915.LC916.LC917.LC918.LC919.LC920.LC921.LC922.LC923.LC924.LC925.LC926.LC927.LC928.LC929.LC930.LC931.LC932.LC933.LC934.LC935.LC936.LC937.LC938.LC939.LC940.LC941.LC942.LC943.LC944.LC945.LC946.LC947.LC948.LC949.LC950.LC951.LC952.LC953.LC954.LC955.LC956.LC957.LC958.LC959.LC960.LC961.LC962.LC963.LC964.LC965.LC966.LC967.LC968.LC969.LC970.LC971.LC972.LC973.LC974.LC975.LC976.LC977.LC978.LC979.LC980.LC981.LC982.LC983.LC984.LC985.LC986.LC987.LC988.LC989.LC990.LC991.LC992.LC993.LC994.LC995.LC996.LC997.LC998.LC999.LC1000.LC1001.LC1002.LC1003.LC1004.LC1005.LC1006.LC1007.LC1008.LC1009.LC1010.LC1011.LC1012.LC1013.LC1014.LC1015.LC1016.LC1017.LC1018.LC1019.LC1020.LC1021.LC1022.LC1023.LC1024.LC1025.LC1026.LC1027.LC1028.LC1029.LC1030.LC1031.LC1032.LC1033.LC1034.LC1035.LC1036.LC1037.LC1038.LC1039.LC1040.LC1041.LC1042.LC1043.LC1044.LC1045.LC1046.LC1047.LC1048.LC1049.LC1050.LC1051.LC1052.LC1053.LC1054.LC1055.LC1056.LC1057.LC1058.LC1059.LC1060.LC1061.LC1062.LC1063.LC1064.LC1065.LC1066.LC1067.LC1068.LC1069.LC1070.LC1071.LC1072.LC1073.LC1074.LC1075.LC1076.LC1077.LC1078.LC1079.LC1080.LC1081.LC1082.LC1083.LC1084.LC1085.LC1086.LC1087.LC1088.LC1089.LC1090.LC1091.LC1092.LC1093.LC1094.LC1095.LC1096.LC1097.LC1098.LC1099.LC1100.LC1101.LC1102.LC1103.LC1104.LC1105.LC1106.LC1107.LC1108.LC1109.LC1110.LC1111.LC1112.LC1113.LC1114.LC1115.LC1116.LC1117.LC1118.LC1119.LC1120.LC1121.LC1122.LC1123.LC1124.LC1125.LC1126.LC1127.LC1128.LC1129.LC1130.LC1131.LC1132.LC1133.LC1134.LC1135.LC1136.LC1137.LC1138.LC1139.LC1140.LC1141.LC1142.LC1143.LC1144.LC1145.LC1146.LC1147.LC1148.LC1149.LC1150.LC1151.LC1152.LC1153.LC1154.LC1155.LC1156.LC1157.LC1158.LC1159.LC1160.LC1161.LC1162.LC1163.LC1164.LC1165.LC1166.LC1167.LC1168.LC1169.LC1170.LC1171.LC1172.LC1173.LC1174.LC1175.LC1176.LC1177.LC1178.LC1179.LC1180.LC1181.LC1182.LC1183.LC1184.LC1185.LC1186.LC1187.LC1188.LC1189.LC1190.LC1191.LC1192.LC1193.LC1194.LC1195.LC1196.LC1197.LC1198.LC1199.LC1200.LC1201.LC1202.LC1203.LC1204.LC1205.LC1206.LC1207.LC1208.LC1209.LC1210.LC1211.LC1212.LC1213.LC1214.LC1215.LC1216.LC1217.LC1218.LC1219.LC1220.LC1221.LC1222.LC1223.LC1224.LC1225.LC1226.LC1227.LC1228.LC1229.LC1230.LC1231.LC1232.LC1233.LC1234.LC1235.LC1236.LC1237.LC1238.LC1239.LC1240.LC1241.LC1242.LC1243.LC1244.LC1245.LC1246.LC1247.LC1248.LC1249.LC1250.LC1251.LC1252.LC1253.LC1254.LC1255.LC1256.LC1257.LC1258.LC1259.LC1260.LC1261.LC1262.LC1263.LC1264.LC1265.LC1266.LC1267.LC1268.LC1269.LC1270.LC1271.LC1272.LC1273.LC1274.LC1275.LC1276.LC1277.LC1278.LC1279.LC1280.LC1281.LC1282.LC1283.LC1284.LC1285.LC1286.LC1287.LC1288.LC1289.LC1290.LC1291.LC1292.LC1293.LC1294.LC1295.LC1296.LC1297.LC1298.LC1299.LC1300.LC1301.LC1302.LC1303.LC1304.LC1305.LC1306.LC1307.LC1308.LC1309.LC1310_GLOBAL_OFFSET_TABLE__ZN6memory8allocateEm_ZN12param_descrsC1Ev_ZN3nnf16get_param_descrsER12param_descrs_ZN12param_descrs6insertEPKc12cmd_arg_kindS1_S1_S1__ZN9fp_params20collect_param_descrsER12param_descrs_ZN10sat_params20collect_param_descrsER12param_descrs_ZN17smt_params_helper20collect_param_descrsER12param_descrs_Z24gparams_register_modulesvDW.ref.__gxx_personality_v0_ZN14context_params20collect_param_descrsER12param_descrs_ZN7gparams15register_globalER12param_descrs_ZN12param_descrsD1Ev_ZN10env_params20collect_param_descrsER12param_descrs_ZN7gparams15register_moduleEPKcPFP12param_descrsvE_ZN7gparams21register_module_descrEPKcS1__Unwind_Resume_ZNSt8ios_base4InitC1Ev_ZNSt8ios_base4InitD1Ev__dso_handle__cxa_atexits№       t№       u№       7s№       Bt№       L<№       S=№       Z>№       f?№       kv№       Зs№       Тt№       Ю@№       еA№       мB№       │C№       ╕v№       ╫s№       тt№       юD№       їE№       №F№       G№       v№       D№       H№        I№       ,J№       1v№       ;D№       BK№       IL№       UM№       Zv№       dD№       kH№       rN№       ~O№       Гv№       Чs№       вt№       оP№       ╡E№       ╝Q№       ├R№       ╚v№       ╘P№       █E№       тS№       щT№       юv№       ·P№       U№       V№       W№       v№        P№       'U№       .X№       5Y№       :v№       FP№       MZ№       T[№       [\№       `v№       jP№       qH№       x]№       Д^№       Йv№       ХP№       Ь_№       г`№       кa№       пv№       ╣P№       └H№       ╟b№       ╙c№       ╪v№       фP№       ы_№       Єd№       ∙e№       ■v№       P№       =№       f№       "g№       'v№       1P№       8H№       ?h№       Ki№       Pv№       ZP№       aH№       hj№       tk№       yv№       ГP№       К=№       Сl№       Эm№       вv№       мP№       │H№       ║n№       ╞o№       ╦v№       ╒P№       ▄H№       уp№       яq№       Їv№       ■P№       H№        r№       s№       v№       'P№       .H№       5t№       Au№       Fv№       PP№       W=№       ^v№       jw№       ov№       Зs№       Тt№       Юx№       еy№       мz№       │{№       ╕v№       ─x№       ╦|№       ╥}№       ┘~№       ▐v№       шx№       я=№       Ў№       А№       v№       x№       Б№       !В№       (Г№       -v№       9x№       @Д№       GЕ№       NЖ№       Sv№       _x№       fЗ№       mИ№       tЙ№       yv№       Чs№       вt№       мК№       │=№       ║Л№       ╞М№       ╦v№       ╒К№       ▄=№       уН№       яО№       Їv№       К№       П№       Р№       С№       v№       &К№       -П№       4Т№       ;У№       @v№       LК№       SФ№       ZХ№       aЦ№       fv№       pК№       w=№       ~Ч№       КШ№       Пv№       зs№       ▓t№       ╛Щ№       ┼E№       ╠F№       ╙G№       ╪v№       фЩ№       ыE№       ЄЪ№       ∙Ы№       ■v№       Щ№       H№       Ь№       "Э№       'v№       1Щ№       8=№       ?Ю№       KЯ№       Pv№       ZЩ№       a=№       hа№       tб№       yv№       Чs№       вt№       мв№       │H№       ║г№       ╞д№       ╦v№       ╒в№       ▄H№       уе№       яж№       Їv№       ■в№       H№        з№       и№       v№       'в№       .=№       5й№       Aк№       Fv№       Pв№       WH№       ^л№       jм№       ov№       yв№       А=№       Зн№       Уо№       Шv№       вв№       йH№       ░п№       ╝Э№       ┴v№       ╫s№       тt№       ю░№       їE№       №F№        G№        v№        ░№        H№        ▒№       , ▓№       1 v№       = ░№       D y№       K │№       R ┤№       W v№       a ░№       h =№       o ╡№       { ╢№       А v№       М ░№       У y№       Ъ ╖№       б ╕№       ж v№       ░ ░№       ╖ =№       ╛ ╣№       ╩ ║№       ╧ v№       ┘ ░№       р H№       ч ╗№       є ╝№       ° v№        ░№        H№        ╜№        ╛№       ! v№       + ░№       2 =№       9 ┐№       E └№       J v№       T ░№       [ H№       b ┴№       n ┬№       s v№       } ░№       Д =№       Л ├№       Ч ─№       Ь v№       и ░№       п E№       ╢ ┼№       ╜ ╞№       ┬ v№       ╠ ░№       ╙ H№       ┌ ╟№       ц ╚№       ы v№       ї ░№       № H№        ╔№        ╩№        v№        ░№       ' y№       . ╦№       5 ╠№       : v№       D ░№       K =№       R ═№       ^ А№       c v№       w s№       В t№       М ╬№       У ╧№       Ъ ╨№       ж ╤№       л v№       ╡ ╬№       ╝ ╥№       ├ ╙№       ╧ ╘№       ╘ v№       ▐ ╬№       х ╒№       ь ╓№       ° ╫№       ¤ v№        ╬№        H№        ╪№       ! ┘№       & v№       0 ╬№       7 H№       > ┌№       J █№       O v№       Y ╬№       ` ▄№       g ▌№       s ▐№       x v№       Д ╬№       Л E№       Т ▀№       Щ р№       Ю v№       к ╬№       ▒ y№       ╕ с№       ┐ т№       ─ v№       ╬ ╬№       ╒ H№       ▄ у№       ш ф№       э v№       ў ╬№       ■ H№        х№        ц№        v№       " ╬№       ) A№       0 ч№       7 ш№       < v№       F ╬№       M H№       T щ№       ` ъ№       e v№       o ╬№       v =№       } ы№       Й ь№       О v№       Ш ╬№       Я =№       ж э№       ▓ ю№       ╖ v№       ┴ ╬№       ╚ H№       ╧ я№       █ Ё№       р v№       ъ ╬№       ё =№       ° ё№       Є№        v№       ╬№       H№       !є№       -Ї№       2v№       <╬№       CH№       Jї№       VЎ№       [v№       e╬№       l=№       sў№       °№       Дv№       О╬№       Х=№       Ь∙№       и·№       нv№       ╖╬№       ╛=№       ┼√№       ╤№№       ╓v№       р╬№       чH№       ю¤№       ·■№        v№        ╬№        №       №        №       %v№       1╬№       8№       ?№       F№       Kv№       U╬№       \H№       c№       o№       tv№       А╬№       З№       О№       Х№       Ъv№       д╬№       лH№       ▓ №       ╛ №       ├v№       ═╬№       ╘=№       █ №       ч №       ьv№       s№       t№       @№       #=№       * №       6№       ;v№       E@№       LH№       S№       _№       dv№       n@№       uH№       |№       И№       Нv№       Ч@№       ЮH№       е№       ▒№       ╢v№       ┬@№       ╔№       ╨№       ╫№       ▄v№       ц@№       эH№       Ї№       №       v№       @№       H№       №       )№       .v№       8@№       ?H№       F№       R№       Wv№       a@№       hH№       o№       {№       Аv№       К@№       СH№       Ш №       д!№       йv№       │@№       ║=№       ┴"№       ═#№       ╥v№       ▄@№       уH№       ъ$№       Ў%№       √v№       @№        H№       &№       '№       $v№       7s№       Bt№       L@№       SH№       Z(№       f)№       kv№       u@№       |H№       Г*№       П+№       Фv№       Ю@№       еH№       м,№       ╕-№       ╜v№       ╟@№       ╬H№       ╒.№       с/№       цv№       Ё@№       ўH№       ■0№        1№       v№       @№        H№       '2№       33№       8v№       Ws№       bt№       l@№       s=№       z4№       Ж5№       Лv№       Х@№       Ь=№       г6№       п7№       ┤v№       ╛@№       ┼=№       ╠8№       ╪9№       ▌v№       ч@№       ю=№       ї:№       ;№       v№       @№       H№       <№       *=№       /v№       9@№       @=№       G>№       S?№       Xv№       b@№       iH№       p@№       |A№       Бv№       Н@№       ФE№       ЫB№       вC№       зv№       ▒@№       ╕H№       ┐D№       ╦E№       ╨v№       ▄@№       уE№       ъF№       ёG№       Ўv№       s№       t№       @№       #H№       *H№       6I№       ;v№       E@№       L=№       SJ№       _K№       dv№       n@№       uH№       |L№       ИM№       Нv№       Ч@№       Ю=№       еN№       ▒O№       ╢v№       └@№       ╟=№       ╬P№       ┌Q№       ▀v№       щ@№       ЁH№       ўR№       S№       v№       @№       H№        T№       ,U№       1v№       ;@№       BH№       IV№       UW№       Zv№       d@№       kH№       rX№       ~Y№       Гv№       Н@№       ФH№       ЫZ№       з[№       мv№       ╢@№       ╜H№       ─\№       ╨]№       ╒v№       ▀@№       ц=№       э^№       ∙_№       ■v№       s№       "t№       ,@№       3H№       :`№       Fa№       Kv№       gs№       rt№       |@№       ГH№       Кb№       Цa№       Ыv№       ╖s№       ┬t№       ╬c№       ╒y№       ▄d№       уe№       шv№       Єc№       ∙=№       f№        g№       v№       c№       "=№       )h№       5i№       :v№       Fc№       MД№       Tj№       [k№       `v№       jc№       qH№       xl№       Дm№       Йv№       Уc№       Ъ=№       бn№       нo№       ▓v№       ╛c№       ┼Z№       ╠p№       ╙q№       ╪v№       фc№       ы_№       Єr№       ∙s№       ■v№       c№       =№       t№       "u№       'v№       1c№       8H№       ?v№       Kw№       Pv№       gs№       rt№       |@№       ГH№       Кx№       Цy№       Ыv№       з@№       о_№       ╡z№       ╝{№       ┴v№       ╦@№       ╥H№       ┘|№       х}№       ъv№       Ї@№       √H№       ~№       №       v№       @№       $=№       +А№       77№       <v№       Ws№       bt№       n@№       uE№       |F№       ГG№       Иv№       Ф@№       ЫE№       вЪ№       йЫ№       оv№       ╕@№       ┐H№       ╞Б№       ╥В№       ╫v№       с@№       шH№       яГ№       √Д№       v№        @№       H№       Е№       $Ж№       )v№       5@№       <y№       CЗ№       JИ№       Ov№       Y@№       `H№       gЙ№       sК№       xv№       В@№       Й=№       РЛ№       ЬМ№       бv№       л@№       ▓H№       ╣Н№       ┼О№       ╩v№       ╘@№       █=№       тП№       юР№       єv№       s№       t№       @№       #=№       *С№       6Т№       ;v№       Ws№       bt№       nУ№       uE№       |F№       ГG№       Иv№       ФУ№       ЫE№       вФ№       йХ№       оv№       ║У№       ┴A№       ╚Ц№       ╧Ч№       ╘v№       ▐У№       х=№       ьШ№       °Щ№       ¤v№       У№       =№       Ъ№       !Ы№       &v№       0У№       7Ь№       >Э№       JЮ№       Ov№       YУ№       `H№       gЯ№       sа№       xv№       ВУ№       Йб№       Рв№       Ьг№       бv№       лУ№       ▓д№       ╣е№       ┼ж№       ╩v№       ╘У№       █=№       тз№       юи№       єv№       ¤У№       й№        к№       л№       v№       (У№       /м№       6н№       =о№       Bv№       NУ№       Uп№       \░№       c▒№       hv№       tУ№       {▓№       В│№       Й┤№       Оv№       ЪУ№       бy№       и╡№       п╢№       ┤v№       ╛У№       ┼H№       ╠╖№       ╪╕№       ▌v№       щУ№       Ё▓№       ў╣№       ■║№       v№        У№       H№       ╗№       '╝№       ,v№       6У№       ==№       D╜№       P╛№       Uv№       _У№       f=№       m┐№       y└№       ~v№       ИУ№       П=№       Ц┴№       в┬№       зv№       ▒У№       ╕H№       ┐├№       ╦─№       ╨v№       ▄У№       уy№       ъ┼№       ё╞№       Ўv№        s№        t№        ╟№       # ▄№       * ╚№       6 ╔№       ; v№       E ╟№       L ▄№       S ╩№       _ ╦№       d v№       p ╟№       w E№       ~ ╠№       Е р№       К v№       Ф ╟№       Ы H№       в ═№       о ╬№       │ v№       ╜ ╟№       ─ H№       ╦ ╧№       ╫ ╨№       ▄ v№       ц ╟№       э H№       Ї ╤№       !╥№       !v№       !╟№       !▄№       !╙№       )!╘№       .!v№       8!╟№       ?!=№       F!╒№       R!╓№       W!v№       a!╟№       h!=№       o!╫№       {!╪№       А!v№       К!╟№       С!H№       Ш!┘№       д!┌№       й!v№       │!╟№       ║!H№       ┴!█№       ═!▄№       ╥!v№       ч!s№       Є!t№       №!▌№       "=№        "▐№       "▀№       "v№       %"▌№       ,"=№       3"р№       ?"с№       D"v№       N"▌№       U"=№       \"т№       h"у№       m"v№       y"▌№       А"E№       З"ф№       О"х№       У"v№       Я"▌№       ж"E№       н"ц№       ┤"ч№       ╣"v№       ┼"▌№       ╠"E№       ╙"ш№       ┌"щ№       ▀"v№       ы"▌№       Є"ъ№       ∙"ы№       #ь№       #v№       #▌№       #▄№       #э№       )#ю№       .#v№       G#s№       R#t№       \#я№       c#H№       j#Ё№       v#ё№       {#v№       Е#я№       М#=№       У#Є№       Я#є№       д#v№       о#я№       ╡#H№       ╝#Ї№       ╚#ї№       ═#v№       ч#s№       Є#t№       №#Ў№       $=№        $ў№       $°№       $v№       '$Ў№       .$∙№       5$·№       <$√№       A$v№       M$Ў№       T$Д№       [$№№       b$¤№       g$v№       q$Ў№       x$=№       $■№       Л$ №       Р$v№       Ь$Ў№       г$№       к$№       ▒$№       ╢$v№       └$Ў№       ╟$H№       ╬$№       ┌$№       ▀$v№       ў$s№       %t№        %Ў№       %=№       %№       &%№       +%v№       5%Ў№       <%=№       C%№       O%№       T%v№       g%s№       r%t№       |%Ў№       Г%H№       К% №       Ц% №       Ы%v№       е%Ў№       м%H№       │% №       ┐% №       ─%v№       ╬%Ў№       ╒%H№       ▄% №       ш%№       э%v№       ў%Ў№       ■%=№       &№       &№       &v№        &Ў№       '&H№       .&№       :&№       ?&v№       K&Ў№       R&∙№       Y&№       `&№       e&v№       o&Ў№       v&H№       }&№       Й&№       О&v№       Ъ&Ў№       б&∙№       и&№       п&№       ┤&v№       ╛&Ў№       ┼&=№       ╠&№       ╪&№       ▌&v№       щ&Ў№       Ё&№       ў&№       ■&№       'v№        'Ў№       'H№       '№       ''№       ,'v№       8'Ў№       ?'№       F' №       M'!№       R'v№       ^'Ў№       e'_№       l'"№       s'#№       x'v№       Д'Ў№       Л'$№       Т'%№       Щ'&№       Ю'v№       к'Ў№       ▒'Z№       ╕''№       ┐'(№       ─'v№       ╨'Ў№       ╫'№       ▐')№       х'*№       ъ'v№       Ў'Ў№       ¤'+№       (,№        (-№       (v№       (Ў№       #(.№       *(/№       1(0№       6(v№       B(Ў№       I(1№       P(2№       W(3№       \(v№       h(Ў№       o(№       v(4№       }(5№       В(v№       О(Ў№       Х(6№       Ь(7№       г(8№       и(v№       ▓(Ў№       ╣(=№       └(9№       ╠(:№       ╤(v№       █(Ў№       т(=№       щ(;№       ї(<№       ·(v№       )Ў№        )№       )=№       )>№        )v№       *)Ў№       1)=№       8)?№       D)@№       I)v№       U)Ў№       \)A№       c)B№       j)C№       o)v№       y)Ў№       А)=№       З)D№       У)E№       Ш)v№       д)Ў№       л)F№       ▓)G№       ╣)H№       ╛)v№       ╚)Ў№       ╧)=№       ╓)I№       т)J№       ч)v№       ё)Ў№       °)=№        )K№        *L№       *v№       *Ў№       #*№       **M№       1*N№       6*v№       G*s№       R*t№       ^*O№       e*E№       l*P№       s*Q№       x*v№       В*O№       Й*H№       Р*R№       Ь*S№       б*v№       н*O№       ┤*Д№       ╗*T№       ┬*U№       ╟*v№       ╫*s№       т*t№       ь*V№       є*H№       ·*W№       +X№        +v№       +V№       +Y№       %+Z№       ,+[№       1+v№       =+V№       D+▓№       K+\№       R+]№       W+v№       c+V№       j+Z№       q+^№       x+_№       }+v№       Й+V№       Р+_№       Ч+`№       Ю+a№       г+v№       п+V№       ╢+_№       ╜+b№       ─+c№       ╔+v№       ╙+V№       ┌+Д№       с+d№       э+e№       Є+v№       ■+V№       ,E№        ,f№       ,g№       ,v№       $,V№       +,З№       2,h№       9,i№       >,v№       J,V№       Q,∙№       X,j№       _,k№       d,v№       w,s№       В,t№       М,<№       У,H№       Ъ,l№       ж,m№       л,v№       ╡,<№       ╝,H№       ├,n№       ╧,o№       ╘,v№       ч,s№       Є,t№       ·,w№       -s№       "-t№       *-x№       G-s№       R-t№       Z-y№       -t№       З-|№       П-}№       Ч-~№       Я-t№       з-№       п-}№       ╖-~№       ┼-<№       ╩-А№       ╪-@№       ▌-А№       ы-D№       Ё-А№       ■-D№       .А№       .P№       .А№       $.x№       ).А№       7.К№       <.А№       J.Щ№       O.А№       ].в№       b.А№       p.p№       u.А№       Г.░№       И.А№       Ц.╬№       Ы.А№       й.@№       о.А№       ╝.@№       ┴.А№       ╧.@№       ╘.А№       т.@№       ч.А№       ї.@№       ·.А№       /@№        /А№       /c№        /А№       ./@№       3/А№       A/@№       F/А№       T/@№       Y/А№       g/У№       l/А№       z/╟№       /А№       Н/▌№       Т/А№       а/я№       е/А№       │/Ў№       ╕/А№       ╞/Ў№       ╦/А№       ┘/Ў№       ▐/А№       ь/Ў№       ё/А№        /q№       0А№       0O№       0А№       %0V№       *0А№       80<№       =0А№       D0r№       K0<№       P0Б№       W0s№       ^0D№       c0Б№       j0t№       q0P№       v0Б№       }0u№       Д0x№       Й0Б№       Р0v№       Ч0К№       Ь0Б№       г0w№       к0p№       п0Б№       ╢0x№       ╜0░№       ┬0Б№       ╔0y№       ╨0╬№       ╒0Б№       ▄0z№       у0c№       ш0Б№       я0{№       Ў0@№       √0Б№       1|№        1У№       1Б№       1}№       1╟№       !1Б№       (1~№       /1▌№       41Б№       ;1№       B1Ў№       G1Б№       N1А№       U1q№       Z1Б№       a1Б№       h1O№       m1Б№       t1В№       {1V№       А1Б№       З1Г№       О1<№       У1Б№       в12№       к12 p№       Д№       Е№       !Ж№       &v№       0p№       7З№       >И№       JЙ№       Ov№       Yp№       `К№       gЛ№       sМ№       xv№       Вp№       ЙH№       РН№       ЬО№       бv№       лp№       ▓=№       ╣П№       ┼Р№       ╩v№       ╘p№       █H№       тС№       юТ№       єv№       ¤p№       H№        У№       Ф№       v№       &p№       -=№       4Х№       @Ц№       Ev№       Op№       V=№       ]Ч№       iШ№       nv№       zp№       БЩ№       ИЪ№       ПЫ№       Фv№       Юp№       еH№       мЬ№       ╕Э№       ╜v№       ╟p№       ╬H№       ╒Ю№       сЯ№       цv№       Ёp№       ўH№       ■а№        б№       v№       p№        в№       'г№       3д№       8v№       Bp№       Iв№       Pе№       \ж№       av№       mp№       ty№       {з№       Ви№       Зv№       Уp№       Ъy№       бй№       ик№       нv№       ╖p№       ╛H№       ┼л№       ╤м№       ╓v№       рp№       ч=№       юн№       ·о№        v№        p№       y№       п№        ░№       %v№       /p№       6H№       =▒№       I▓№       Nv№       Xp№       _=№       f│№       r┤№       wv№       Бp№       ИH№       П╡№       Ы╢№       аv№       кp№       ▒H№       ╕╖№       ─╕№       ╔v№       ╒p№       ▄E№       у╣№       ъ║№       яv№       ∙p№       H№       ╗№       ╝№       v№       "p№       )H№       0╜№       <╛№       Av№       Kp№       RH№       Y┐№       e└№       jv№       tp№       {=№       В┴№       О┬№       Уv№       Яp№       ж├№       н─№       ┤┼№       ╣v№       ├p№       ╩=№       ╤╞№       ▌╟№       тv№       ьp№       єH№       ·╚№       ╔№        v№       p№       =№       #╩№       /╦№       4v№       >p№       EH№       L╠№       X═№       ]v№       gp№       nH№       u╬№       Б╧№       Жv№       Рp№       ЧH№       Ю╨№       к╤№       пv№       ╣p№       └▄№       ╟╥№       ╙╙№       ╪v№       тp№       щH№       Ё╘№       №╒№       v№        p№       ╓№       ╫№       %╪№       *v№       4p№       ;H№       B┘№       N┌№       Sv№       ]p№       dH№       k█№       w▄№       |v№       Жp№       НH№       Ф▌№       а▐№       еv№       пp№       ╢=№       ╜▀№       ╔р№       ╬v№       ╪p№       ▀=№       цс№       Єт№       ўv№       p№       H№       у№       ф№        v№       *p№       1=№       8х№       Dц№       Iv№       Sp№       ZH№       aч№       mш№       rv№       ~p№       Еy№       Мщ№       Уъ№       Шv№       вp№       й=№       ░ы№       ╝ь№       ┴v№       ╦p№       ╥H№       ┘э№       хю№       ъv№       Їp№       √H№       я№       Ё№       v№       p№       $H№       +ё№       7Є№       <v№       Fp№       MH№       Tє№       `Ї№       ev№       qp№       xД№       ї№       ЖЎ№       Лv№       Хp№       Ьў№       г°№       п∙№       ┤v№       ╛p№       ┼H№       ╠·№       ╪√№       ▌v№       чp№       юH№       ї№№        ¤№        v№        p№        H№        ■№       *  №       / v№       9 p№       @ =№       G №       S №       X v№       b p№       i =№       p №       | №       Б v№       Л p№       Т =№       Щ №       е №       к v№       ╢ p№       ╜ y№       ─ №       ╦ №       ╨ v№       ┌ p№       с H№       ш №       Ї  №       ∙ v№        p№        =№         №         №       " v№       , p№       3 =№       :  №       F  №       K v№       U p№       \ =№       c №       o №       t v№       ~ p№       Е H№       М №       Ш №       Э v№       з p№       о H№       ╡ №       ┴ №       ╞ v№       ╨ p№       ╫ H№       ▐ №       ъ №       я v№       √ p№        №        №        №        v№        p№       & =№       - №       9 №       > v№       J p№       Q E№       X №       _ №       d v№       n p№       u =№       | №       И №       Н v№       Щ p№       а №       з №       о №       │ v№       ╜ p№       ─ =№       ╦  №       ╫ !№       ▄ v№       ш p№       я E№       Ў "№       ¤ #№        v№        p№        H№        $№       & %№       + v№       5 p№       < =№       C &№       O '№       T v№       ^ p№       e =№       l (№       x )№       } v№       З p№       О =№       Х *№       б +№       ж v№       ░ p№       ╖ H№       ╛ ,№       ╩ -№       ╧ v№       █ p№       т _№       щ .№       Ё /№       ї v№        p№        y№        0№        1№        v№       % p№       , =№       3 2№       ? 3№       D v№       N p№       U =№       \ 4№       h 5№       m v№       w p№       ~ =№       Е 6№       С 7№       Ц v№       а p№       з =№       о 8№       ║ 9№       ┐ v№       ╔ p№       ╨ H№       ╫ :№       у ;№       ш v№       Є p№       ∙ =№       <№        =№       v№       p№       $Д№       +>№       2?№       7v№       Cp№       JД№       Q@№       XA№       ]v№       gp№       nH№       uB№       БC№       Жv№       Рp№       ЧH№       ЮD№       кE№       пv№       ╣p№       └=№       ╟F№       ╙G№       ╪v№       тp№       щH№       ЁH№       №I№       v№        p№       H№       J№       %K№       *v№       4p№       ;H№       BL№       NM№       Sv№       ]p№       dH№       kN№       wO№       |v№       Жp№       НH№       ФP№       аQ№       еv№       ▒p№       ╕y№       ┐R№       ╞S№       ╦v№       ╒p№       ▄▄№       уT№       яU№       Їv№       ■p№       =№        V№       W№       v№       'p№       .=№       5X№       AY№       Fv№       Pp№       WH№       ^Z№       j[№       ov№       yp№       А\№       З]№       У^№       Шv№       вp№       йH№       ░_№       ╝`№       ┴v№       ╦p№       ╥=№       ┘a№       хb№       ъv№       Їp№       √H№       c№       d№       v№       p№       $H№       +e№       7f№       <v№       Fp№       M▄№       Tg№       `h№       ev№       qp№       x∙№       i№       Жj№       Лv№       Хp№       ЬH№       гk№       пl№       ┤v№       ╛p№       ┼=№       ╠m№       ╪n№       ▌v№       чp№       ю=№       їo№       p№       v№       p№       =№       q№       *r№       /v№       9p№       @=№       Gs№       St№       Xv№       cp№       jH№       qu№       }v№       Вv№        Ў№       E№       F№       G№       #v№       -Ў№       4w№       ;x№       Gy№       Lv№       VЎ№       ]=№       dz№       p{№       uv№       БЎ№       И.№       П|№       Ц}№       Ыv№       зЎ№       о.№       ╡~№       ╝№       ┴v№       ═Ў№       ╘A№       █А№       тБ№       чv№       єЎ№       ·E№       В№       Г№        v№       Ў№       Д№       %Е№       1Ж№       6v№       BЎ№       I▓№       PЗ№       WИ№       \v№       fЎ№       m=№       tЙ№       АК№       Еv№       ПЎ№       ЦЛ№       ЭМ№       йН№       оv№       ║Ў№       ┴∙№       ╚О№       ╧П№       ╘v№       рЎ№       чE№       юР№       їС№       ·v№       Ў№        =№       Т№       У№       #v№       -Ў№       4Ф№       ;Х№       GЦ№       Lv№       VЎ№       ]Ч№       dШ№       pЩ№       uv№       Ў№       ЖЪ№       НЫ№       ЩЬ№       Юv№       иЎ№       пЭ№       ╢Ю№       ┬Я№       ╟v№       ╙Ў№       ┌а№       сб№       шв№       эv№       ∙Ў№       E№       г№       д№       v№       Ў№       $▄№       +е№       7ж№       <v№       FЎ№       Mз№       Tи№       `й№       ev№       oЎ№       vH№       }к№       Йл№       Оv№       ШЎ№       Ям№       жн№       ▓о№       ╖v№       ├Ў№       ╩y№       ╤┼№       ╪╞№       ▌v№       щЎ№       Ё▓№       ўп№       ■░№       v№        Ў№       H№       ▒№       '▓№       ,v№       8Ў№       ?E№       F│№       M╞№       Rv№       \Ў№       c┤№       j╡№       v╢№       {v№       ЗЎ№       О╖№       Х╕№       Ь╣№       бv№       нЎ№       ┤├№       ╗║№       ┬╗№       ╟v№       ╙Ў№       ┌№       с╝№       ш╜№       эv№       ∙Ў№       ╛№       ┐№       └№       v№       Ў№       $H№       +┴№       7┬№       <v№       FЎ№       M=№       T├№       `─№       ev№       qЎ№       xy№       ┼№       Ж╞№       Лv№       ХЎ№       ЬH№       г╟№       п╚№       ┤v№       ╛Ў№       ┼=№       ╠╔№       ╪╩№       ▌v№       чЎ№       ю=№       ї╦№       ╠№       v№       Ў№       H№       ═№       *╬№       /v№       9Ў№       @H№       G╧№       S╨№       Xv№       dЎ№       k▓№       r╤№       y╥№       ~v№       КЎ№       С╙№       Ш╘№       Я╒№       дv№       ░Ў№       ╖Д№       ╛╓№       ┼╫№       ╩v№       ╘Ў№       █H№       т╪№       ю┘№       єv№       ¤Ў№       H№        ┌№       █№       v№       &Ў№       -H№       4▄№       @q№       Ev№       OЎ№       VH№       ]▌№       i▐№       nv№       xЎ№       ▄№       Ж▀№       Тр№       Чv№       бЎ№       иH№       пс№       ╗т№       └v№       ╩Ў№       ╤H№       ╪у№       фф№       щv№       єЎ№       ·H№       х№        ц№       v№       Ў№       #H№       *ч№       6ш№       ;v№       EЎ№       L=№       Sщ№       _ъ№       dv№       nЎ№       u╟№       |ы№       Иь№       Нv№       ЩЎ№       аэ№       зю№       оя№       │v№       ╜Ў№       ─Ё№       ╦ё№       ╫Є№       ▄v№       цЎ№       эє№       ЇЇ№        ї№        v№        Ў№        є№        Ў№       ) ў№       . v№       8 Ў№       ? H№       F °№       R ∙№       W v№       a Ў№       h H№       o ·№       { √№       А v№       М Ў№       У $№       Ъ №№       б ¤№       ж v№       ▓ Ў№       ╣ ■№       └  №       ╟ №       ╠ v№       ╪ Ў№       ▀ №       ц №       э №       Є v№       ■ Ў№        Y№        №        №        v№       $ Ў№       + y№       2 №       9 №       > v№       H Ў№       O H№       V №       b  №       g v№       q Ў№       x H№         №       Л  №       Р v№       Ь Ў№       г y№       к  №       ▒  №       ╢ v№       └ Ў№       ╟ №       ╬ №       ┌ №       ▀ v№       щ Ў№       Ё H№       ў №        №        v№        Ў№        H№        №       , №       1 v№       ; Ў№       B H№       I №       U №       Z v№       f Ў№       m ∙№       t №       { №       А v№       К Ў№       С H№       Ш №       д №       й v№       │ Ў№       ║ H№       ┴ №       ═ №       ╥ v№       ▐ Ў№       х ∙№       ь №       є №       ° v№        Ў№        H№        №         №       ! v№       + Ў№       2 H№       9 !№       E "№       J v№       T Ў№       [ H№       b #№       n $№       s v№       } Ў№       Д H№       Л %№       Ч &№       Ь v№       ж Ў№       н =№       ┤ '№       └ (№       ┼ v№       ╧ Ў№       ╓ =№       ▌ )№       щ *№       ю v№       ° Ў№         H№        +№        ,№        v№       ! Ў№       ( -№       / .№       ; /№       @ v№       J Ў№       Q 0№       X 1№       d 2№       i v№       u Ў№       | Д№       Г 3№       К 4№       П v№       Щ Ў№       а 5№       з 6№       │ 7№       ╕ v№       ┬ Ў№       ╔ Д№       ╨ 8№       ▄ 9№       с v№       ы Ў№       Є ∙№       ∙ :№       ;№        v№       Ў№       Z№       "<№       .=№       3v№       =Ў№       DH№       K>№       W?№       \v№       fЎ№       mH№       t@№       АA№       Еv№       ПЎ№       ЦH№       ЭB№       йC№       оv№       ╕Ў№       ┐=№       ╞D№       ╥E№       ╫v№       сЎ№       шH№       яF№       √G№       v№        Ў№       =№       H№       $I№       )v№       3Ў№       :H№       AJ№       MK№       Rv№       \Ў№       cб№       jL№       vM№       {v№       ЖЎ№       НN№       ФO№       аP№       еv№        q№       =№       Q№       !R№       &v№       0q№       7▄№       >S№       JT№       Ov№       [q№       by№       iU№       p╞№       uv№       Бq№       И∙№       ПV№       ЦW№       Ыv№       еq№       мH№       │X№       ┐Y№       ─v№       ╬q№       ╒H№       ▄Z№       ш[№       эv№       ўq№       ■H№       \№       ]№       v№        q№       '=№       .^№       :_№       ?v№       Kq№       R№       Y`№       `a№       ev№       qq№       x.№       b№       Жc№       Лv№       Чq№       Ю▓№       еd№       мe№       ▒v№       ╜q№       ─Д№       ╦f№       ╥g№       ╫v№       сq№       шЧ№       яh№       √i№       v№        q№       Д№       j№       !k№       &v№       0q№       7H№       >l№       Jm№       Ov№       [q№       bn№       io№       pp№       uv№       q№       Ж=№       Нq№       Щr№       Юv№       иq№       п=№       ╢s№       ┬t№       ╟v№       ╤q№       ╪=№       ▀u№       ыv№       Ёv№       ·q№       =№       w№       x№       v№       #q№       *H№       1y№       =z№       Bv№       Lq№       S=№       Z{№       f|№       kv№       uq№       |H№       Г}№       П~№       Фv№       аq№       зE№       о№       ╡╞№       ║v№       ╞q№       ═E№       ╘Р№       █С№       рv№       ьq№       єД№       ·А№       Б№       v№       q№       Д№        В№       '╫№       ,v№       8q№       ?.№       FГ№       MД№       Rv№       ^q№       e∙№       lЕ№       sЖ№       xv№       Вq№       Й=№       РЗ№       ЬИ№       бv№       нq№       ┤Д№       ╗Й№       ┬К№       ╟v№       ╙q№       ┌y№       сЛ№       шМ№       эv№       ∙q№       A№       Н№       О№       v№       q№       $H№       +П№       7Р№       <v№       Hq№       O_№       VС№       ]Т№       bv№       lq№       s▄№       zУ№       ЖФ№       Лv№       Чq№       Юy№       еХ№       мЦ№       ▒v№       ╗q№       ┬H№       ╔Ч№       ╒Ш№       ┌v№       фq№       ыH№       ЄЩ№       ■Ъ№       v№       q№       E№       Ы№       $Ь№       )v№       5q№       <E№       CЭ№       JЮ№       Ov№       Yq№       `Я№       gа№       sб№       xv№       Вq№       ЙЬ№       Рв№       Ьг№       бv№       лq№       ▓д№       ╣е№       ┼ж№       ╩v№       ╓q№       ▌y№       фз№       ыи№       Ёv№       №q№       y№        й№       к№       v№        q№       'H№       .л№       :м№       ?v№       Iq№       P=№       Wн№       cо№       hv№       rq№       y=№       Ап№       М░№       Сv№       Ыq№       вH№       й▒№       ╡▓№       ║v№       ─q№       ╦H№       ╥│№       ▐┤№       уv№       эq№       ЇH№       √╡№       ╢№        v№       q№       y№       &╖№       -╕№       2v№       <q№       CH№       J╣№       V║№       [v№       gq№       n╗№       ui№       |╝№       Бv№       Лq№       Т=№       Щ╜№       е╛№       кv№       ┤q№       ╗=№       ┬┐№       ╬└№       ╙v№       ▌q№       ф=№       ы┴№       ў┬№       №v№        q№        H№        ├№        ─№       % v№       1 q№       8 F№       ? ┼№       F ╞№       K v№       U q№       \ =№       c ╟№       o ╚№       t v№       ~ q№       Е H№       М ╔№       Ш ╩№       Э v№       з q№       о =№       ╡ ╦№       ┴ ╠№       ╞ v№       ╨ q№       ╫ =№       ▐ ═№       ъ ╬№       я v№       √ q№        ∙№        ╧№        ╨№        v№       ! q№       ( ъ№       / ╤№       6 ╥№       ; v№       G q№       N _№       U ╙№       \ ╘№       a v№       m q№       t _№       { ╙№       В ╒№       З v№       У q№       Ъ ъ№       б ╓№       и ╫№       н v№       ╖ q№       ╛ =№       ┼ ╪№       ╤ ┘№       ╓ v№       т q№       щ _№       Ё ┌№       ў █№       № v№        q№        ∙№        ▄№        ▌№       " v№       . q№       5 ∙№       < ▐№       C ▀№       H v№       T q№       [ Y№       b р№       i с№       n v№       z q№       Б Д№       И т№       П у№       Ф v№       а q№       з _№       о ф№       ╡ х№       ║ v№       ╞ q№       ═ Д№       ╘ ╧№       █ ц№       р v№       ь q№       є _№       · ч№        ш№        v№        q№        =№        щ№       * ъ№       / v№       9 q№       @ =№       G ы№       S ь№       X v№       b q№       i =№       p э№       | ю№       Б v№       Л q№       Т H№       Щ я№       е Ё№       к v№       ┤ q№       ╗ =№       ┬ ё№       ╬ Є№       ╙ v№       ▀ q№       ц Д№       э є№       Ї Ї№       ∙ v№        q№        ∙№        ї№        Ў№        v№       ) q№       0 H№       7 ў№       C °№       H v№       R q№       Y H№       ` ∙№       l ·№       q v№       { q№       В H№       Й √№       Х №№       Ъ v№       д q№       л H№       ▓ ¤№       ╛ ■№       ├ v№       ═ q№       ╘ =№       █  №       ч №       ь v№       Ў q№       ¤ H№       №       №       v№       !q№       (y№       /№       6№       ;v№       Eq№       LH№       S№       _№       dv№       nq№       uH№       |№       И№       Нv№       Чq№       ЮH№       е №       ▒ №       ╢v№       ┬q№       ╔y№       ╨ №       ╫ №       ▄v№       цq№       э=№       Ї №       №       v№       q№       =№       №       )№       .v№       8q№       ?H№       F№       R№       Wv№       cq№       jA№       q№       x№       }v№       Зq№       О=№       Х№       б№       жv№       ░q№       ╖=№       ╛№       ╩№       ╧v№       ┘q№       рH№       ч№       є№       °v№       q№        =№       №       №       !v№       +q№       2H№       9№       E№       Jv№       Vq№       ]Д№       d№       k №       pv№       zq№       БH№       И!№       Ф"№       Щv№       гq№       к#№       ▒$№       ╜%№       ┬v№       ╬q№       ╒&№       ▄'№       у(№       шv№       Єq№       ∙5№       )№        *№       v№       q№       $_№       ++№       2,№       7v№       Aq№       HH№       O-№       [.№       `v№       jq№       q/№       x0№       Д1№       Йv№       Уq№       ЪH№       б2№       н3№       ▓v№       ╝q№       ├=№       ╩4№       ╓5№       █v№       хq№       ьH№       є6№        7№       v№       q№       8№       9№       %:№       *v№       6q№       =Д№       D;№       K<№       Pv№       Zq№       a=№       h=№       t>№       yv№       Гq№       КH№       С?№       Э@№       вv№       мq№       │H№       ║A№       ╞B№       ╦v№       ╒q№       ▄=№       уC№       яD№       Їv№       ■q№       H№        E№       F№       v№       'q№       .=№       5G№       AH№       Fv№       Pq№       W=№       ^I№       jJ№       ov№       yq№       АH№       ЗK№       УL№       Шv№       вq№       йM№       ░N№       ╝O№       ┴v№       ═q№       ╘A№       █P№       тQ№       чv№       єq№       ·A№       R№       S№        v№       q№        _№       'T№       .U№       3v№       ?q№       F_№       MV№       TW№       Yv№       eq№       l_№       sX№       zY№       v№       Йq№       РH№       ЧZ№       г[№       иv№       ▓q№       ╣=№       └\№       ╠]№       ╤v№       █q№       тH№       щ^№       ї_№       ·v№       q№        H№       `№       ╬№       #v№       -q№       4H№       ;a№       Gb№       Lv№       Xq№       _E№       fc№       md№       rv№       |q№       ГH№       Кe№       Цf№       Ыv№       зq№       оy№       ╡g№       ╝h№       ┴v№       ═q№       ╘Д№       █i№       тj№       чv№       Єq№       ∙=№       k№        l№       v№       ~№        Г№       ~№       Г№       №        Д№       *Е№       Ж№       %№       *З№       5В <0XАt╨РРмА╚РфаР╨8p Tp0МPи─р`№░`4PPlPИ др!└@#▄р#°Ё$`%0@*L╨*hp,Д(ар,╝,╪-Ї0@-7{Lp-U3З{а2й3╕5.symtab.strtab.shstrtab.rela.text.data.bss.rodata.str1.1.rodata.str1.8.rodata._ZN9fp_params20collect_param_descrsER12param_descrs.str1.1.rodata._ZN9fp_params20collect_param_descrsER12param_descrs.str1.8.rela.text._ZN9fp_params20collect_param_descrsER12param_descrs.rodata._ZN10sat_params20collect_param_descrsER12param_descrs.str1.1.rodata._ZN10sat_params20collect_param_descrsER12param_descrs.str1.8.rela.text._ZN10sat_params20collect_param_descrsER12param_descrs.rodata._ZN17smt_params_helper20collect_param_descrsER12param_descrs.str1.8.rodata._ZN17smt_params_helper20collect_param_descrsER12param_descrs.str1.1.rela.text._ZN17smt_params_helper20collect_param_descrsER12param_descrs.rela.text.unlikely.gcc_except_table.rela.text.startup.rela.init_array.rela.data.rel.local.DW.ref.__gxx_personality_v0.comment.note.GNU-stack.rela.eh_frame.groupb@ $wbL $xbX $ybd ${ pо1@@эН$&2,2122ц@2ECO2И Т20ТY┌РоЖ╒@@z╪6$ 2┴JY2`╚зг▌йЮ@▒р.$▀2└ь├&+2Г▓ |@w@°▀РB$─U4 ┐@И"`$╙u4#ъа4.х@ш"Р$¤╨4°@x#$╪4 @Р#$:0р4C¤4X5╚S@и# $"╚9└Д%r И╛▒.╚'i