./Ultimate.py --spec ../../sv-benchmarks/c/properties/termination.prp --file ../../sv-benchmarks/c/eca-rers2012/Problem14_label04.c --full-output --architecture 32bit -------------------------------------------------------------------------------- Checking for termination Using default analysis Version cad46833 Calling Ultimate with: /usr/lib/jvm/java-8-openjdk-amd64/bin/java -Dosgi.configuration.area=/tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/data/config -Xmx12G -Xms1G -jar /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/plugins/org.eclipse.equinox.launcher_1.3.100.v20150511-1540.jar -data @noDefault -ultimatedata /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/data -tc /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/config/AutomizerTermination.xml -i ../../sv-benchmarks/c/eca-rers2012/Problem14_label04.c -s /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/config/svcomp-Termination-32bit-Automizer_Default.epf --cacsl2boogietranslator.entry.function main --witnessprinter.witness.directory /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer --witnessprinter.witness.filename witness.graphml --witnessprinter.write.witness.besides.input.file false --witnessprinter.graph.data.specification CHECK( init(main()), LTL(F end) ) --witnessprinter.graph.data.producer Automizer --witnessprinter.graph.data.architecture 32bit --witnessprinter.graph.data.programhash e4f93eb95cdae688384271d92bae052385a66833 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Execution finished normally Writing output log to file Ultimate.log Result: UNKNOWN --- Real Ultimate output --- This is Ultimate 0.1.24-cad4683 [2019-11-15 20:12:18,544 INFO L177 SettingsManager]: Resetting all preferences to default values... [2019-11-15 20:12:18,546 INFO L181 SettingsManager]: Resetting UltimateCore preferences to default values [2019-11-15 20:12:18,562 INFO L184 SettingsManager]: Ultimate Commandline Interface provides no preferences, ignoring... [2019-11-15 20:12:18,562 INFO L181 SettingsManager]: Resetting Boogie Preprocessor preferences to default values [2019-11-15 20:12:18,564 INFO L181 SettingsManager]: Resetting Boogie Procedure Inliner preferences to default values [2019-11-15 20:12:18,566 INFO L181 SettingsManager]: Resetting Abstract Interpretation preferences to default values [2019-11-15 20:12:18,578 INFO L181 SettingsManager]: Resetting LassoRanker preferences to default values [2019-11-15 20:12:18,580 INFO L181 SettingsManager]: Resetting Reaching Definitions preferences to default values [2019-11-15 20:12:18,581 INFO L181 SettingsManager]: Resetting SyntaxChecker preferences to default values [2019-11-15 20:12:18,582 INFO L181 SettingsManager]: Resetting Sifa preferences to default values [2019-11-15 20:12:18,584 INFO L184 SettingsManager]: Büchi Program Product provides no preferences, ignoring... [2019-11-15 20:12:18,584 INFO L181 SettingsManager]: Resetting LTL2Aut preferences to default values [2019-11-15 20:12:18,585 INFO L181 SettingsManager]: Resetting PEA to Boogie preferences to default values [2019-11-15 20:12:18,586 INFO L181 SettingsManager]: Resetting BlockEncodingV2 preferences to default values [2019-11-15 20:12:18,587 INFO L181 SettingsManager]: Resetting ChcToBoogie preferences to default values [2019-11-15 20:12:18,588 INFO L181 SettingsManager]: Resetting AutomataScriptInterpreter preferences to default values [2019-11-15 20:12:18,589 INFO L181 SettingsManager]: Resetting BuchiAutomizer preferences to default values [2019-11-15 20:12:18,591 INFO L181 SettingsManager]: Resetting CACSL2BoogieTranslator preferences to default values [2019-11-15 20:12:18,593 INFO L181 SettingsManager]: Resetting CodeCheck preferences to default values [2019-11-15 20:12:18,595 INFO L181 SettingsManager]: Resetting InvariantSynthesis preferences to default values [2019-11-15 20:12:18,596 INFO L181 SettingsManager]: Resetting RCFGBuilder preferences to default values [2019-11-15 20:12:18,597 INFO L181 SettingsManager]: Resetting Referee preferences to default values [2019-11-15 20:12:18,597 INFO L181 SettingsManager]: Resetting TraceAbstraction preferences to default values [2019-11-15 20:12:18,600 INFO L184 SettingsManager]: TraceAbstractionConcurrent provides no preferences, ignoring... [2019-11-15 20:12:18,600 INFO L184 SettingsManager]: TraceAbstractionWithAFAs provides no preferences, ignoring... [2019-11-15 20:12:18,601 INFO L181 SettingsManager]: Resetting TreeAutomizer preferences to default values [2019-11-15 20:12:18,602 INFO L181 SettingsManager]: Resetting IcfgToChc preferences to default values [2019-11-15 20:12:18,602 INFO L181 SettingsManager]: Resetting IcfgTransformer preferences to default values [2019-11-15 20:12:18,603 INFO L184 SettingsManager]: ReqToTest provides no preferences, ignoring... [2019-11-15 20:12:18,603 INFO L181 SettingsManager]: Resetting Boogie Printer preferences to default values [2019-11-15 20:12:18,604 INFO L181 SettingsManager]: Resetting ChcSmtPrinter preferences to default values [2019-11-15 20:12:18,605 INFO L181 SettingsManager]: Resetting ReqPrinter preferences to default values [2019-11-15 20:12:18,606 INFO L181 SettingsManager]: Resetting Witness Printer preferences to default values [2019-11-15 20:12:18,607 INFO L184 SettingsManager]: Boogie PL CUP Parser provides no preferences, ignoring... [2019-11-15 20:12:18,607 INFO L181 SettingsManager]: Resetting CDTParser preferences to default values [2019-11-15 20:12:18,608 INFO L184 SettingsManager]: AutomataScriptParser provides no preferences, ignoring... [2019-11-15 20:12:18,608 INFO L184 SettingsManager]: ReqParser provides no preferences, ignoring... [2019-11-15 20:12:18,608 INFO L181 SettingsManager]: Resetting SmtParser preferences to default values [2019-11-15 20:12:18,609 INFO L181 SettingsManager]: Resetting Witness Parser preferences to default values [2019-11-15 20:12:18,610 INFO L188 SettingsManager]: Finished resetting all preferences to default values... [2019-11-15 20:12:18,610 INFO L101 SettingsManager]: Beginning loading settings from /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/config/svcomp-Termination-32bit-Automizer_Default.epf [2019-11-15 20:12:18,635 INFO L113 SettingsManager]: Loading preferences was successful [2019-11-15 20:12:18,635 INFO L115 SettingsManager]: Preferences different from defaults after loading the file: [2019-11-15 20:12:18,637 INFO L136 SettingsManager]: Preferences of BlockEncodingV2 differ from their defaults: [2019-11-15 20:12:18,637 INFO L138 SettingsManager]: * Create parallel compositions if possible=false [2019-11-15 20:12:18,638 INFO L138 SettingsManager]: * Use SBE=true [2019-11-15 20:12:18,638 INFO L136 SettingsManager]: Preferences of BuchiAutomizer differ from their defaults: [2019-11-15 20:12:18,638 INFO L138 SettingsManager]: * NCSB implementation=INTSET_LAZY3 [2019-11-15 20:12:18,638 INFO L138 SettingsManager]: * Use old map elimination=false [2019-11-15 20:12:18,639 INFO L138 SettingsManager]: * Use external solver (rank synthesis)=false [2019-11-15 20:12:18,639 INFO L138 SettingsManager]: * Use only trivial implications for array writes=true [2019-11-15 20:12:18,640 INFO L138 SettingsManager]: * Rank analysis=LINEAR_WITH_GUESSES [2019-11-15 20:12:18,640 INFO L136 SettingsManager]: Preferences of CACSL2BoogieTranslator differ from their defaults: [2019-11-15 20:12:18,640 INFO L138 SettingsManager]: * sizeof long=4 [2019-11-15 20:12:18,640 INFO L138 SettingsManager]: * Check unreachability of error function in SV-COMP mode=false [2019-11-15 20:12:18,641 INFO L138 SettingsManager]: * Overapproximate operations on floating types=true [2019-11-15 20:12:18,641 INFO L138 SettingsManager]: * sizeof POINTER=4 [2019-11-15 20:12:18,641 INFO L138 SettingsManager]: * Check division by zero=IGNORE [2019-11-15 20:12:18,641 INFO L138 SettingsManager]: * Pointer to allocated memory at dereference=ASSUME [2019-11-15 20:12:18,642 INFO L138 SettingsManager]: * If two pointers are subtracted or compared they have the same base address=ASSUME [2019-11-15 20:12:18,642 INFO L138 SettingsManager]: * Check array bounds for arrays that are off heap=ASSUME [2019-11-15 20:12:18,642 INFO L138 SettingsManager]: * sizeof long double=12 [2019-11-15 20:12:18,642 INFO L138 SettingsManager]: * Check if freed pointer was valid=false [2019-11-15 20:12:18,642 INFO L138 SettingsManager]: * Assume nondeterminstic values are in range=false [2019-11-15 20:12:18,643 INFO L138 SettingsManager]: * Use constant arrays=true [2019-11-15 20:12:18,643 INFO L138 SettingsManager]: * Pointer base address is valid at dereference=ASSUME [2019-11-15 20:12:18,643 INFO L136 SettingsManager]: Preferences of RCFGBuilder differ from their defaults: [2019-11-15 20:12:18,644 INFO L138 SettingsManager]: * Size of a code block=SequenceOfStatements [2019-11-15 20:12:18,644 INFO L138 SettingsManager]: * To the following directory=/home/matthias/ultimate/dump [2019-11-15 20:12:18,644 INFO L136 SettingsManager]: Preferences of TraceAbstraction differ from their defaults: [2019-11-15 20:12:18,644 INFO L138 SettingsManager]: * Trace refinement strategy=CAMEL [2019-11-15 20:12:18,644 INFO L138 SettingsManager]: * Dump automata to the following directory=/home/matthias/ultimate/dump/auto [2019-11-15 20:12:18,646 INFO L136 SettingsManager]: Preferences of IcfgTransformer differ from their defaults: [2019-11-15 20:12:18,646 INFO L138 SettingsManager]: * TransformationType=MODULO_NEIGHBOR Applying setting for plugin de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator: Entry function -> main Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Witness directory -> /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Witness filename -> witness.graphml Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Write witness besides input file -> false Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Graph data specification -> CHECK( init(main()), LTL(F end) ) Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Graph data producer -> Automizer Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Graph data architecture -> 32bit Applying setting for plugin de.uni_freiburg.informatik.ultimate.witnessprinter: Graph data programhash -> e4f93eb95cdae688384271d92bae052385a66833 [2019-11-15 20:12:18,695 INFO L81 nceAwareModelManager]: Repository-Root is: /tmp [2019-11-15 20:12:18,714 INFO L258 ainManager$Toolchain]: [Toolchain 1]: Applicable parser(s) successfully (re)initialized [2019-11-15 20:12:18,718 INFO L214 ainManager$Toolchain]: [Toolchain 1]: Toolchain selected. [2019-11-15 20:12:18,721 INFO L271 PluginConnector]: Initializing CDTParser... [2019-11-15 20:12:18,721 INFO L275 PluginConnector]: CDTParser initialized [2019-11-15 20:12:18,722 INFO L428 ainManager$Toolchain]: [Toolchain 1]: Parsing single file: /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/../../sv-benchmarks/c/eca-rers2012/Problem14_label04.c [2019-11-15 20:12:18,785 INFO L220 CDTParser]: Created temporary CDT project at /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/data/87f459cea/11ab9ccdedac425d875bc196fc67ffee/FLAG03e3d8128 [2019-11-15 20:12:19,335 INFO L306 CDTParser]: Found 1 translation units. [2019-11-15 20:12:19,353 INFO L160 CDTParser]: Scanning /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/sv-benchmarks/c/eca-rers2012/Problem14_label04.c [2019-11-15 20:12:19,368 INFO L349 CDTParser]: About to delete temporary CDT project at /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/data/87f459cea/11ab9ccdedac425d875bc196fc67ffee/FLAG03e3d8128 [2019-11-15 20:12:19,607 INFO L357 CDTParser]: Successfully deleted /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/data/87f459cea/11ab9ccdedac425d875bc196fc67ffee [2019-11-15 20:12:19,610 INFO L296 ainManager$Toolchain]: ####################### [Toolchain 1] ####################### [2019-11-15 20:12:19,613 INFO L131 ToolchainWalker]: Walking toolchain with 6 elements. [2019-11-15 20:12:19,614 INFO L113 PluginConnector]: ------------------------CACSL2BoogieTranslator---------------------------- [2019-11-15 20:12:19,615 INFO L271 PluginConnector]: Initializing CACSL2BoogieTranslator... [2019-11-15 20:12:19,621 INFO L275 PluginConnector]: CACSL2BoogieTranslator initialized [2019-11-15 20:12:19,622 INFO L185 PluginConnector]: Executing the observer ACSLObjectContainerObserver from plugin CACSL2BoogieTranslator for "CDTParser AST 15.11 08:12:19" (1/1) ... [2019-11-15 20:12:19,625 INFO L205 PluginConnector]: Invalid model from CACSL2BoogieTranslator for observer de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator.ACSLObjectContainerObserver@697ca505 and model type de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:19, skipping insertion in model container [2019-11-15 20:12:19,625 INFO L185 PluginConnector]: Executing the observer CACSL2BoogieTranslatorObserver from plugin CACSL2BoogieTranslator for "CDTParser AST 15.11 08:12:19" (1/1) ... [2019-11-15 20:12:19,634 INFO L142 MainTranslator]: Starting translation in SV-COMP mode [2019-11-15 20:12:19,700 INFO L173 MainTranslator]: Built tables and reachable declarations [2019-11-15 20:12:20,346 INFO L206 PostProcessor]: Analyzing one entry point: main [2019-11-15 20:12:20,354 INFO L188 MainTranslator]: Completed pre-run [2019-11-15 20:12:20,482 INFO L206 PostProcessor]: Analyzing one entry point: main [2019-11-15 20:12:20,499 INFO L192 MainTranslator]: Completed translation [2019-11-15 20:12:20,500 INFO L202 PluginConnector]: Adding new model de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20 WrapperNode [2019-11-15 20:12:20,500 INFO L132 PluginConnector]: ------------------------ END CACSL2BoogieTranslator---------------------------- [2019-11-15 20:12:20,501 INFO L113 PluginConnector]: ------------------------Boogie Procedure Inliner---------------------------- [2019-11-15 20:12:20,502 INFO L271 PluginConnector]: Initializing Boogie Procedure Inliner... [2019-11-15 20:12:20,502 INFO L275 PluginConnector]: Boogie Procedure Inliner initialized [2019-11-15 20:12:20,511 INFO L185 PluginConnector]: Executing the observer TypeChecker from plugin Boogie Procedure Inliner for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,534 INFO L185 PluginConnector]: Executing the observer Inliner from plugin Boogie Procedure Inliner for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,633 INFO L132 PluginConnector]: ------------------------ END Boogie Procedure Inliner---------------------------- [2019-11-15 20:12:20,634 INFO L113 PluginConnector]: ------------------------Boogie Preprocessor---------------------------- [2019-11-15 20:12:20,634 INFO L271 PluginConnector]: Initializing Boogie Preprocessor... [2019-11-15 20:12:20,634 INFO L275 PluginConnector]: Boogie Preprocessor initialized [2019-11-15 20:12:20,645 INFO L185 PluginConnector]: Executing the observer EnsureBoogieModelObserver from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,646 INFO L185 PluginConnector]: Executing the observer TypeChecker from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,657 INFO L185 PluginConnector]: Executing the observer ConstExpander from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,658 INFO L185 PluginConnector]: Executing the observer StructExpander from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,699 INFO L185 PluginConnector]: Executing the observer UnstructureCode from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,718 INFO L185 PluginConnector]: Executing the observer FunctionInliner from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,735 INFO L185 PluginConnector]: Executing the observer BoogieSymbolTableConstructor from plugin Boogie Preprocessor for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... [2019-11-15 20:12:20,754 INFO L132 PluginConnector]: ------------------------ END Boogie Preprocessor---------------------------- [2019-11-15 20:12:20,755 INFO L113 PluginConnector]: ------------------------RCFGBuilder---------------------------- [2019-11-15 20:12:20,756 INFO L271 PluginConnector]: Initializing RCFGBuilder... [2019-11-15 20:12:20,756 INFO L275 PluginConnector]: RCFGBuilder initialized [2019-11-15 20:12:20,757 INFO L185 PluginConnector]: Executing the observer RCFGBuilderObserver from plugin RCFGBuilder for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (1/1) ... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 1 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 1 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:20,842 INFO L130 BoogieDeclarations]: Found specification of procedure ULTIMATE.start [2019-11-15 20:12:20,842 INFO L138 BoogieDeclarations]: Found implementation of procedure ULTIMATE.start [2019-11-15 20:12:22,630 INFO L279 CfgBuilder]: Using the 1 location(s) as analysis (start of procedure ULTIMATE.start) [2019-11-15 20:12:22,631 INFO L284 CfgBuilder]: Removed 7 assume(true) statements. [2019-11-15 20:12:22,632 INFO L202 PluginConnector]: Adding new model de.uni_freiburg.informatik.ultimate.plugins.generator.rcfgbuilder CFG 15.11 08:12:22 BoogieIcfgContainer [2019-11-15 20:12:22,632 INFO L132 PluginConnector]: ------------------------ END RCFGBuilder---------------------------- [2019-11-15 20:12:22,633 INFO L113 PluginConnector]: ------------------------BuchiAutomizer---------------------------- [2019-11-15 20:12:22,633 INFO L271 PluginConnector]: Initializing BuchiAutomizer... [2019-11-15 20:12:22,637 INFO L275 PluginConnector]: BuchiAutomizer initialized [2019-11-15 20:12:22,638 INFO L99 BuchiAutomizer]: Safety of program was proven or not checked, starting termination analysis [2019-11-15 20:12:22,639 INFO L185 PluginConnector]: Executing the observer BuchiAutomizerObserver from plugin BuchiAutomizer for "CDTParser AST 15.11 08:12:19" (1/3) ... [2019-11-15 20:12:22,640 INFO L205 PluginConnector]: Invalid model from BuchiAutomizer for observer de.uni_freiburg.informatik.ultimate.plugins.generator.buchiautomizer.BuchiAutomizerObserver@7e69d9e3 and model type de.uni_freiburg.informatik.ultimate.plugins.generator.buchiautomizer AST 15.11 08:12:22, skipping insertion in model container [2019-11-15 20:12:22,640 INFO L99 BuchiAutomizer]: Safety of program was proven or not checked, starting termination analysis [2019-11-15 20:12:22,640 INFO L185 PluginConnector]: Executing the observer BuchiAutomizerObserver from plugin BuchiAutomizer for "de.uni_freiburg.informatik.ultimate.plugins.generator.cacsl2boogietranslator AST 15.11 08:12:20" (2/3) ... [2019-11-15 20:12:22,641 INFO L205 PluginConnector]: Invalid model from BuchiAutomizer for observer de.uni_freiburg.informatik.ultimate.plugins.generator.buchiautomizer.BuchiAutomizerObserver@7e69d9e3 and model type de.uni_freiburg.informatik.ultimate.plugins.generator.buchiautomizer AST 15.11 08:12:22, skipping insertion in model container [2019-11-15 20:12:22,641 INFO L99 BuchiAutomizer]: Safety of program was proven or not checked, starting termination analysis [2019-11-15 20:12:22,641 INFO L185 PluginConnector]: Executing the observer BuchiAutomizerObserver from plugin BuchiAutomizer for "de.uni_freiburg.informatik.ultimate.plugins.generator.rcfgbuilder CFG 15.11 08:12:22" (3/3) ... [2019-11-15 20:12:22,643 INFO L371 chiAutomizerObserver]: Analyzing ICFG Problem14_label04.c [2019-11-15 20:12:22,691 INFO L356 BuchiCegarLoop]: Interprodecural is true [2019-11-15 20:12:22,692 INFO L357 BuchiCegarLoop]: Hoare is false [2019-11-15 20:12:22,692 INFO L358 BuchiCegarLoop]: Compute interpolants for ForwardPredicates [2019-11-15 20:12:22,692 INFO L359 BuchiCegarLoop]: Backedges is STRAIGHT_LINE [2019-11-15 20:12:22,692 INFO L360 BuchiCegarLoop]: Determinization is PREDICATE_ABSTRACTION [2019-11-15 20:12:22,693 INFO L361 BuchiCegarLoop]: Difference is false [2019-11-15 20:12:22,693 INFO L362 BuchiCegarLoop]: Minimize is MINIMIZE_SEVPA [2019-11-15 20:12:22,693 INFO L365 BuchiCegarLoop]: ======== Iteration 0==of CEGAR loop == BuchiCegarLoop======== [2019-11-15 20:12:22,719 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 244 states. [2019-11-15 20:12:22,759 INFO L131 ngComponentsAnalysis]: Automaton has 1 accepting balls. 239 [2019-11-15 20:12:22,760 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:22,760 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:22,772 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1] [2019-11-15 20:12:22,773 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:22,773 INFO L424 BuchiCegarLoop]: ======== Iteration 1============ [2019-11-15 20:12:22,773 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 244 states. [2019-11-15 20:12:22,786 INFO L131 ngComponentsAnalysis]: Automaton has 1 accepting balls. 239 [2019-11-15 20:12:22,786 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:22,787 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:22,790 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1] [2019-11-15 20:12:22,790 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:22,796 INFO L791 eck$LassoCheckResult]: Stem: 87#ULTIMATE.startENTRYtrue ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 9#L-1true havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 118#L880-2true [2019-11-15 20:12:22,798 INFO L793 eck$LassoCheckResult]: Loop: 118#L880-2true assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 34#L885true assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 11#L21true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 120#L21-2true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 241#L24-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 100#L27-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 208#L30-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 88#L33-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 202#L36-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 174#L39-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 42#L42-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 165#L45-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 23#L48-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 133#L51-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 12#L54-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 243#L57-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 101#L60-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 209#L63-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 90#L66-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 204#L69-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 176#L72-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 51#L75-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 168#L78-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 25#L81-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 135#L84-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 15#L87-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 245#L90-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 103#L93-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 218#L96-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 92#L99-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 187#L102-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 181#L105-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 53#L108-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 171#L111-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 28#L114-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 138#L117-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 17#L120-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 230#L123-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 106#L126-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 220#L129-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 94#L132-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 189#L135-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 183#L138-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 56#L141-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 156#L144-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 30#L147-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 148#L150-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 20#L153-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 233#L156-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 108#L159-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 222#L162-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 98#L165-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 191#L168-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 70#L171-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 59#L174-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 158#L177-1true assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 32#L180-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 151#L183-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 22#L186-1true assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 236#L189-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 121#L192-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 224#L195-1true assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 80#L198-1true assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 196#L201-1true assume (1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0;~a12~0 := 5 * (if -1 * (555500 + ~a12~0) < 0 && 0 != -1 * (555500 + ~a12~0) % 10 then 1 + -1 * (555500 + ~a12~0) / 10 else -1 * (555500 + ~a12~0) / 10);~a15~0 := 5;~a21~0 := 6;calculate_output_#res := -1; 153#L871true main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 118#L880-2true [2019-11-15 20:12:22,803 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:22,804 INFO L82 PathProgramCache]: Analyzing trace with hash 963, now seen corresponding path program 1 times [2019-11-15 20:12:22,811 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:22,812 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1712389838] [2019-11-15 20:12:22,812 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:22,812 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:22,812 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:22,892 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:22,899 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:22,921 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:22,923 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:22,923 INFO L82 PathProgramCache]: Analyzing trace with hash 1810395834, now seen corresponding path program 1 times [2019-11-15 20:12:22,923 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:22,924 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1640611973] [2019-11-15 20:12:22,924 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:22,924 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:22,925 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:23,047 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:23,116 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:23,137 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:23,138 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:23,138 INFO L82 PathProgramCache]: Analyzing trace with hash 1921382200, now seen corresponding path program 1 times [2019-11-15 20:12:23,139 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:23,139 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1224946610] [2019-11-15 20:12:23,139 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:23,139 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:23,140 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:23,166 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:23,377 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:23,377 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1224946610] [2019-11-15 20:12:23,378 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:12:23,379 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [] total 3 [2019-11-15 20:12:23,379 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1700532333] [2019-11-15 20:12:23,897 WARN L191 SmtUtils]: Spent 498.00 ms on a formula simplification. DAG size of input: 154 DAG size of output: 53 [2019-11-15 20:12:23,976 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:23,977 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:23,977 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:23,977 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:23,977 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:12:23,978 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:23,978 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:23,978 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:23,978 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration1_Loop [2019-11-15 20:12:23,978 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:23,979 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:24,005 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,031 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,049 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,053 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,064 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,067 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,080 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:24,307 WARN L191 SmtUtils]: Spent 209.00 ms on a formula simplification. DAG size of input: 44 DAG size of output: 40 [2019-11-15 20:12:24,542 WARN L191 SmtUtils]: Spent 166.00 ms on a formula simplification. DAG size of input: 38 DAG size of output: 38 [2019-11-15 20:12:24,607 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:24,607 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 2 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 2 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:24,624 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:24,625 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 3 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 3 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:24,823 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:12:24,823 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:25,741 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:12:25,746 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:25,746 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:25,746 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:25,746 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:25,746 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:12:25,747 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:25,747 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:25,747 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:25,747 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration1_Loop [2019-11-15 20:12:25,747 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:25,747 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:25,750 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,773 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,794 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,799 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,811 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,818 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,821 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:25,959 WARN L191 SmtUtils]: Spent 125.00 ms on a formula simplification. DAG size of input: 44 DAG size of output: 40 [2019-11-15 20:12:26,196 WARN L191 SmtUtils]: Spent 174.00 ms on a formula simplification. DAG size of input: 38 DAG size of output: 38 [2019-11-15 20:12:26,256 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:26,263 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:12:26,265 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:26,267 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:26,267 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:26,268 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:26,268 INFO L203 nArgumentSynthesizer]: 2 loop disjuncts [2019-11-15 20:12:26,268 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:26,274 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:12:26,274 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:26,326 INFO L419 nArgumentSynthesizer]: Found a termination argument, trying to simplify. [2019-11-15 20:12:26,349 INFO L443 ModelExtractionUtils]: Simplification made 3 calls to the SMT solver. [2019-11-15 20:12:26,355 INFO L444 ModelExtractionUtils]: 0 out of 3 variables were initially zero. Simplification set additionally 1 variables to zero. [2019-11-15 20:12:26,357 INFO L435 nArgumentSynthesizer]: Simplifying supporting invariants... [2019-11-15 20:12:26,358 INFO L438 nArgumentSynthesizer]: Removed 0 redundant supporting invariants from a total of 0. [2019-11-15 20:12:26,359 INFO L510 LassoAnalysis]: Proved termination. [2019-11-15 20:12:26,359 INFO L512 LassoAnalysis]: Termination argument consisting of: Ranking function f(~a12~0) = 1*~a12~0 Supporting invariants [] [2019-11-15 20:12:26,364 INFO L297 tatePredicateManager]: 0 out of 0 supporting invariants were superfluous and have been removed [2019-11-15 20:12:26,385 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:26,400 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:26,402 INFO L256 TraceCheckSpWp]: Trace formula consists of 24 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:12:26,404 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:26,447 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:26,448 INFO L256 TraceCheckSpWp]: Trace formula consists of 90 conjuncts, 4 conjunts are in the unsatisfiable core [2019-11-15 20:12:26,452 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:26,481 INFO L319 QuantifierPusher]: Applying distributivity, recursing on 2 terms [2019-11-15 20:12:26,482 INFO L319 QuantifierPusher]: Applying distributivity, recursing on 2 terms [2019-11-15 20:12:26,559 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:26,578 INFO L152 lantAutomatonBouncer]: Defining deterministic Buchi interpolant automaton with honda bouncer for stem and without honda bouncer for loop.1 stem predicates 2 loop predicates [2019-11-15 20:12:26,579 INFO L72 iDifferenceNCSBLazy3]: Start buchiDifferenceNCSBLazy3. First operand 244 states. Second operand 4 states. [2019-11-15 20:12:27,873 INFO L76 iDifferenceNCSBLazy3]: Finished buchiDifferenceNCSBLazy3. First operand 244 states.. Second operand 4 states. Result 974 states and 1561 transitions. Complement of second has 6 states. [2019-11-15 20:12:27,874 INFO L142 InterpolantAutomaton]: Switched to read-only mode: Buchi interpolant automaton has 4 states 1 stem states 1 non-accepting loop states 1 accepting loop states [2019-11-15 20:12:27,875 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 4 states. [2019-11-15 20:12:27,877 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 4 states to 4 states and 809 transitions. [2019-11-15 20:12:27,879 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 4 states and 809 transitions. Stem has 2 letters. Loop has 65 letters. [2019-11-15 20:12:27,882 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:27,883 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 4 states and 809 transitions. Stem has 67 letters. Loop has 65 letters. [2019-11-15 20:12:27,884 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:27,885 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 4 states and 809 transitions. Stem has 2 letters. Loop has 130 letters. [2019-11-15 20:12:27,887 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:27,888 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 974 states and 1561 transitions. [2019-11-15 20:12:27,901 INFO L131 ngComponentsAnalysis]: Automaton has 2 accepting balls. 417 [2019-11-15 20:12:27,914 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 974 states to 601 states and 943 transitions. [2019-11-15 20:12:27,915 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 420 [2019-11-15 20:12:27,917 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 422 [2019-11-15 20:12:27,918 INFO L73 IsDeterministic]: Start isDeterministic. Operand 601 states and 943 transitions. [2019-11-15 20:12:27,920 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:27,921 INFO L688 BuchiCegarLoop]: Abstraction has 601 states and 943 transitions. [2019-11-15 20:12:27,939 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 601 states and 943 transitions. [2019-11-15 20:12:27,980 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 601 to 599. [2019-11-15 20:12:27,981 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 599 states. [2019-11-15 20:12:27,984 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 599 states to 599 states and 941 transitions. [2019-11-15 20:12:27,986 INFO L711 BuchiCegarLoop]: Abstraction has 599 states and 941 transitions. [2019-11-15 20:12:27,986 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:12:27,989 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:12:27,990 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:12:27,991 INFO L87 Difference]: Start difference. First operand 599 states and 941 transitions. Second operand 4 states. [2019-11-15 20:12:29,814 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:12:29,814 INFO L93 Difference]: Finished difference Result 1669 states and 2368 transitions. [2019-11-15 20:12:29,815 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:12:29,815 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 1669 states and 2368 transitions. [2019-11-15 20:12:29,832 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1068 [2019-11-15 20:12:29,848 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 1669 states to 1608 states and 2246 transitions. [2019-11-15 20:12:29,848 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 1071 [2019-11-15 20:12:29,850 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 1071 [2019-11-15 20:12:29,851 INFO L73 IsDeterministic]: Start isDeterministic. Operand 1608 states and 2246 transitions. [2019-11-15 20:12:29,851 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:29,851 INFO L688 BuchiCegarLoop]: Abstraction has 1608 states and 2246 transitions. [2019-11-15 20:12:29,853 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 1608 states and 2246 transitions. [2019-11-15 20:12:29,892 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 1608 to 1608. [2019-11-15 20:12:29,892 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 1608 states. [2019-11-15 20:12:29,900 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 1608 states to 1608 states and 2246 transitions. [2019-11-15 20:12:29,900 INFO L711 BuchiCegarLoop]: Abstraction has 1608 states and 2246 transitions. [2019-11-15 20:12:29,900 INFO L591 BuchiCegarLoop]: Abstraction has 1608 states and 2246 transitions. [2019-11-15 20:12:29,901 INFO L424 BuchiCegarLoop]: ======== Iteration 2============ [2019-11-15 20:12:29,901 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 1608 states and 2246 transitions. [2019-11-15 20:12:29,911 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1068 [2019-11-15 20:12:29,911 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:29,911 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:29,914 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1] [2019-11-15 20:12:29,914 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:29,915 INFO L791 eck$LassoCheckResult]: Stem: 4069#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 3758#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 3759#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 3844#L885 [2019-11-15 20:12:29,917 INFO L793 eck$LassoCheckResult]: Loop: 3844#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 3768#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 3769#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 4150#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 4089#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 4040#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 4041#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 5207#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 5206#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 5205#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 5204#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 5203#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 5202#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 5200#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 5198#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 5196#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 5194#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 5192#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 5190#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 5188#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 5186#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 5184#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 5182#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 5180#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 5179#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 5178#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 5176#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 5174#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 5172#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 5170#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 5168#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 5014#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 5010#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 5002#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 4971#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 4970#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 4968#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 4966#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 4964#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 4962#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 4960#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 4958#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 4956#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 4954#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 4952#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 4950#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 4948#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 4946#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 4944#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 4942#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 4940#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 4938#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 4936#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 4934#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 4932#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 4930#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 4928#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 4926#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 4924#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 4922#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 4920#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 4918#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 4916#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 4914#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 4912#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 4910#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 4908#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 4906#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 4904#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 4902#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 4900#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 4898#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 4896#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 4894#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 4892#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 4890#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 4888#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 4886#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 4884#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 4882#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 4880#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 4878#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 4876#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 4874#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 4872#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 4870#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 4868#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 4866#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 4864#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 4862#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 4860#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 4858#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 4856#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 4854#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 4852#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 4850#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 4848#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 4844#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 4840#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 4836#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 4832#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 4828#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 4824#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 4820#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 4816#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 4812#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 4808#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 4804#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 4799#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 4086#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 4087#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 5307#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 5306#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 5305#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 4053#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 3967#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 3883#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 3791#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 3792#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 3787#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 3788#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 3782#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 3741#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 3742#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 3879#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 3880#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 3956#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 5304#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 4171#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 4172#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 5321#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 5319#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 5318#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 5317#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 5316#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 3718#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 3719#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 4030#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 4005#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 4006#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 5296#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 5295#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 5294#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 4081#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 4082#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 4079#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 4080#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 5288#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 5286#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 4160#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 4091#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 4008#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 3971#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 3972#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 3969#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 3888#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 3889#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 3885#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 3886#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 3977#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 3896#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 3866#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 3750#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 3751#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 4038#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 3960#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 3961#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 3774#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 3775#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 4142#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 4024#L837 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 4025#L842 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (6 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0); 4022#L848 assume !(8 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 5 == calculate_output_~input); 3939#L854 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 80 < ~a12~0); 3940#L859 assume !((((5 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0) && 1 == ~a24~0) && 9 == ~a15~0); 3936#L865 assume !(9 == ~a15~0 && ((4 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && -43 < ~a12~0 && 11 >= ~a12~0);calculate_output_#res := -2; 3855#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 3856#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 3844#L885 [2019-11-15 20:12:29,919 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:29,919 INFO L82 PathProgramCache]: Analyzing trace with hash 29864, now seen corresponding path program 1 times [2019-11-15 20:12:29,920 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:29,920 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [839282722] [2019-11-15 20:12:29,920 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:29,920 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:29,920 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:29,924 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:29,926 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:29,928 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:29,928 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:29,928 INFO L82 PathProgramCache]: Analyzing trace with hash 387190220, now seen corresponding path program 1 times [2019-11-15 20:12:29,929 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:29,929 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [505109800] [2019-11-15 20:12:29,929 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:29,929 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:29,930 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:29,969 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:30,007 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:30,026 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:30,027 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:30,027 INFO L82 PathProgramCache]: Analyzing trace with hash 400194227, now seen corresponding path program 1 times [2019-11-15 20:12:30,027 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:30,028 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1206220418] [2019-11-15 20:12:30,028 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:30,028 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:30,028 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:30,064 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:31,008 INFO L134 CoverageAnalysis]: Checked inductivity of 1 backedges. 1 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:31,009 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1206220418] [2019-11-15 20:12:31,009 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:12:31,009 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [9] imperfect sequences [] total 9 [2019-11-15 20:12:31,009 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1856721365] [2019-11-15 20:12:33,239 WARN L191 SmtUtils]: Spent 2.20 s on a formula simplification. DAG size of input: 294 DAG size of output: 86 [2019-11-15 20:12:33,409 WARN L191 SmtUtils]: Spent 169.00 ms on a formula simplification that was a NOOP. DAG size: 86 [2019-11-15 20:12:33,425 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:12:33,426 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 10 interpolants. [2019-11-15 20:12:33,426 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=34, Invalid=56, Unknown=0, NotChecked=0, Total=90 [2019-11-15 20:12:33,426 INFO L87 Difference]: Start difference. First operand 1608 states and 2246 transitions. cyclomatic complexity: 642 Second operand 10 states. [2019-11-15 20:12:35,201 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:12:35,201 INFO L93 Difference]: Finished difference Result 1936 states and 2584 transitions. [2019-11-15 20:12:35,202 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 9 states. [2019-11-15 20:12:35,202 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 1936 states and 2584 transitions. [2019-11-15 20:12:35,226 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1068 [2019-11-15 20:12:35,243 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 1936 states to 1936 states and 2584 transitions. [2019-11-15 20:12:35,244 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 1235 [2019-11-15 20:12:35,245 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 1235 [2019-11-15 20:12:35,246 INFO L73 IsDeterministic]: Start isDeterministic. Operand 1936 states and 2584 transitions. [2019-11-15 20:12:35,246 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:35,246 INFO L688 BuchiCegarLoop]: Abstraction has 1936 states and 2584 transitions. [2019-11-15 20:12:35,248 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 1936 states and 2584 transitions. [2019-11-15 20:12:35,283 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 1936 to 1936. [2019-11-15 20:12:35,283 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 1936 states. [2019-11-15 20:12:35,291 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 1936 states to 1936 states and 2584 transitions. [2019-11-15 20:12:35,293 INFO L711 BuchiCegarLoop]: Abstraction has 1936 states and 2584 transitions. [2019-11-15 20:12:35,293 INFO L591 BuchiCegarLoop]: Abstraction has 1936 states and 2584 transitions. [2019-11-15 20:12:35,293 INFO L424 BuchiCegarLoop]: ======== Iteration 3============ [2019-11-15 20:12:35,305 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 1936 states and 2584 transitions. [2019-11-15 20:12:35,317 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1068 [2019-11-15 20:12:35,318 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:35,318 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:35,324 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:35,324 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:35,326 INFO L791 eck$LassoCheckResult]: Stem: 7657#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 7325#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 7326#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 7837#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 9117#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9115#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9113#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 9111#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 9109#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 9107#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9105#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9103#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9101#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 9099#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 9097#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 9095#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9093#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9091#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 9089#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9087#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 9085#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9083#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 9081#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9079#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9019#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 9016#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 9015#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 9014#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9013#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9011#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 9010#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 9009#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9007#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 9006#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9005#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 9004#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 9003#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 9002#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9001#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 9000#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 8999#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 8997#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 8995#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 8993#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 8991#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 8989#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 8987#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 8985#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 8983#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 8981#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 8979#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 8977#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 8975#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 8973#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 8971#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 8970#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 8969#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 8967#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 8965#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 8963#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 8962#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 8961#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 8960#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 8959#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 8708#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 8567#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 7768#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 7769#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 8636#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 8635#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 8633#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 7295#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 7296#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 7300#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 7301#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 7630#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 7631#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 7635#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 7636#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 7647#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 7383#L293 assume ((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0;~a15~0 := 5;~a21~0 := 6;calculate_output_#res := -1; 7384#L871 [2019-11-15 20:12:35,328 INFO L793 eck$LassoCheckResult]: Loop: 7384#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 8219#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 9218#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 9217#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9216#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9215#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 9214#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 9213#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 9212#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9211#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9210#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9209#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 9208#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 9207#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 9206#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 9205#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9204#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 9203#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9202#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 9201#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9200#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 9199#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 9198#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 9197#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 9196#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 9195#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 9194#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 9193#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9192#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 9191#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 9190#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 9189#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 7517#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 7518#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 7489#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 7394#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 7395#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 7364#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 7365#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 7700#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 7701#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 9183#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 9182#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 9181#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 9180#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 7444#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 7402#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 7403#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 7372#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 7373#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 7704#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 7705#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 7676#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 7564#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 7565#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 7541#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 7447#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 7410#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 7411#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 7425#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 7762#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 7763#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 7729#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 7618#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 7580#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 7581#L211 assume (9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0;~a15~0 := 5;~a21~0 := 6;calculate_output_#res := -1; 7384#L871 [2019-11-15 20:12:35,328 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:35,328 INFO L82 PathProgramCache]: Analyzing trace with hash 450936965, now seen corresponding path program 1 times [2019-11-15 20:12:35,329 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:35,329 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1686093229] [2019-11-15 20:12:35,329 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,329 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,330 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:35,347 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:35,358 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:35,375 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:35,376 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:35,376 INFO L82 PathProgramCache]: Analyzing trace with hash 759334578, now seen corresponding path program 1 times [2019-11-15 20:12:35,376 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:35,376 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1467292211] [2019-11-15 20:12:35,377 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,377 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,377 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:35,388 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:35,400 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:35,407 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:35,407 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:35,407 INFO L82 PathProgramCache]: Analyzing trace with hash 2092373558, now seen corresponding path program 1 times [2019-11-15 20:12:35,408 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:35,408 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [593338603] [2019-11-15 20:12:35,408 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,408 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:35,408 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:35,426 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:35,658 INFO L134 CoverageAnalysis]: Checked inductivity of 65 backedges. 61 proven. 4 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:35,658 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [593338603] [2019-11-15 20:12:35,658 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [1760465880] [2019-11-15 20:12:35,658 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 4 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 4 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:12:35,727 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:35,729 INFO L256 TraceCheckSpWp]: Trace formula consists of 207 conjuncts, 8 conjunts are in the unsatisfiable core [2019-11-15 20:12:35,746 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:35,811 INFO L134 CoverageAnalysis]: Checked inductivity of 65 backedges. 65 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:35,812 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:12:35,812 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [4] total 5 [2019-11-15 20:12:35,812 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [861833342] [2019-11-15 20:12:36,159 WARN L191 SmtUtils]: Spent 340.00 ms on a formula simplification. DAG size of input: 142 DAG size of output: 39 [2019-11-15 20:12:36,184 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:36,184 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:36,185 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:36,185 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:36,185 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:12:36,185 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,185 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:36,185 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:36,185 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration3_Loop [2019-11-15 20:12:36,185 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:36,185 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:36,187 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,204 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,207 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,211 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,221 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,231 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,233 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,336 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:36,336 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 5 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 5 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,343 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:36,343 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:36,349 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:12:36,349 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_calculate_output_#res=-1, ULTIMATE.start_main_~output~0=-1} Honda state: {ULTIMATE.start_calculate_output_#res=-1, ULTIMATE.start_main_~output~0=-1} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 6 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 6 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,356 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:36,356 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:36,359 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:12:36,360 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~a24~0=1} Honda state: {~a24~0=1} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 7 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 7 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,366 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:36,366 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:36,369 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:12:36,370 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~a12~0=-43} Honda state: {~a12~0=-43} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 8 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 8 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,376 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:36,376 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:36,383 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:12:36,383 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Honda state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 9 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 9 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,394 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:36,394 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 10 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 10 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,405 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:12:36,405 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:36,426 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:12:36,434 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:36,434 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:36,434 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:36,434 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:36,434 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:12:36,434 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:36,435 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:36,435 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:36,435 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration3_Loop [2019-11-15 20:12:36,435 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:36,435 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:36,436 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,445 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,448 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,450 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,453 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,464 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,476 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:36,613 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:36,613 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:12:36,614 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:36,615 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:36,615 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:36,615 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:36,615 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:36,615 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:36,616 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:36,616 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:36,619 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:12:36,619 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:36,620 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:36,620 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:36,620 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:36,620 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:36,621 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:36,621 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:36,621 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:36,622 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:12:36,623 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:36,623 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:36,623 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:36,624 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:36,624 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:36,624 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:36,624 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:36,624 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:36,625 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:12:36,626 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:36,627 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:36,627 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:36,627 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:36,628 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:36,628 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:36,628 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:36,629 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:36,629 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:12:36,630 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:36,630 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:36,631 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:36,631 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:36,631 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:12:36,631 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:36,633 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:12:36,633 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:36,641 INFO L419 nArgumentSynthesizer]: Found a termination argument, trying to simplify. [2019-11-15 20:12:36,643 INFO L443 ModelExtractionUtils]: Simplification made 3 calls to the SMT solver. [2019-11-15 20:12:36,644 INFO L444 ModelExtractionUtils]: 0 out of 3 variables were initially zero. Simplification set additionally 1 variables to zero. [2019-11-15 20:12:36,644 INFO L435 nArgumentSynthesizer]: Simplifying supporting invariants... [2019-11-15 20:12:36,644 INFO L438 nArgumentSynthesizer]: Removed 0 redundant supporting invariants from a total of 0. [2019-11-15 20:12:36,645 INFO L510 LassoAnalysis]: Proved termination. [2019-11-15 20:12:36,645 INFO L512 LassoAnalysis]: Termination argument consisting of: Ranking function f(~a21~0) = 1*~a21~0 Supporting invariants [] [2019-11-15 20:12:36,645 INFO L297 tatePredicateManager]: 0 out of 0 supporting invariants were superfluous and have been removed [2019-11-15 20:12:36,670 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:36,705 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:36,706 INFO L256 TraceCheckSpWp]: Trace formula consists of 122 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:12:36,712 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:36,732 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:36,733 INFO L256 TraceCheckSpWp]: Trace formula consists of 87 conjuncts, 4 conjunts are in the unsatisfiable core [2019-11-15 20:12:36,734 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:36,739 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:36,740 INFO L152 lantAutomatonBouncer]: Defining deterministic Buchi interpolant automaton with honda bouncer for stem and without honda bouncer for loop.1 stem predicates 1 loop predicates [2019-11-15 20:12:36,740 INFO L72 iDifferenceNCSBLazy3]: Start buchiDifferenceNCSBLazy3. First operand 1936 states and 2584 transitions. cyclomatic complexity: 652 Second operand 3 states. [2019-11-15 20:12:37,717 INFO L76 iDifferenceNCSBLazy3]: Finished buchiDifferenceNCSBLazy3. First operand 1936 states and 2584 transitions. cyclomatic complexity: 652. Second operand 3 states. Result 6049 states and 8087 transitions. Complement of second has 5 states. [2019-11-15 20:12:37,718 INFO L142 InterpolantAutomaton]: Switched to read-only mode: Buchi interpolant automaton has 3 states 1 stem states 1 non-accepting loop states 1 accepting loop states [2019-11-15 20:12:37,718 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 3 states. [2019-11-15 20:12:37,719 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 3 states to 3 states and 559 transitions. [2019-11-15 20:12:37,719 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 559 transitions. Stem has 81 letters. Loop has 66 letters. [2019-11-15 20:12:37,720 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:37,720 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 559 transitions. Stem has 147 letters. Loop has 66 letters. [2019-11-15 20:12:37,721 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:37,721 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 559 transitions. Stem has 81 letters. Loop has 132 letters. [2019-11-15 20:12:37,722 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:37,722 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 6049 states and 8087 transitions. [2019-11-15 20:12:37,778 INFO L131 ngComponentsAnalysis]: Automaton has 9 accepting balls. 3026 [2019-11-15 20:12:37,836 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 6049 states to 6049 states and 8087 transitions. [2019-11-15 20:12:37,837 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 3197 [2019-11-15 20:12:37,842 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 3200 [2019-11-15 20:12:37,842 INFO L73 IsDeterministic]: Start isDeterministic. Operand 6049 states and 8087 transitions. [2019-11-15 20:12:37,843 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:37,843 INFO L688 BuchiCegarLoop]: Abstraction has 6049 states and 8087 transitions. [2019-11-15 20:12:37,850 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 6049 states and 8087 transitions. [2019-11-15 20:12:37,947 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 6049 to 6046. [2019-11-15 20:12:37,947 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 6046 states. [2019-11-15 20:12:37,971 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 6046 states to 6046 states and 8084 transitions. [2019-11-15 20:12:37,971 INFO L711 BuchiCegarLoop]: Abstraction has 6046 states and 8084 transitions. [2019-11-15 20:12:37,971 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:12:37,972 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:12:37,972 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=14, Invalid=16, Unknown=0, NotChecked=0, Total=30 [2019-11-15 20:12:37,972 INFO L87 Difference]: Start difference. First operand 6046 states and 8084 transitions. Second operand 4 states. [2019-11-15 20:12:39,013 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:12:39,014 INFO L93 Difference]: Finished difference Result 2373 states and 3112 transitions. [2019-11-15 20:12:39,014 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:12:39,014 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 2373 states and 3112 transitions. [2019-11-15 20:12:39,032 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1246 [2019-11-15 20:12:39,048 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 2373 states to 1994 states and 2331 transitions. [2019-11-15 20:12:39,048 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 1353 [2019-11-15 20:12:39,050 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 1353 [2019-11-15 20:12:39,051 INFO L73 IsDeterministic]: Start isDeterministic. Operand 1994 states and 2331 transitions. [2019-11-15 20:12:39,051 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:39,051 INFO L688 BuchiCegarLoop]: Abstraction has 1994 states and 2331 transitions. [2019-11-15 20:12:39,053 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 1994 states and 2331 transitions. [2019-11-15 20:12:39,081 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 1994 to 1816. [2019-11-15 20:12:39,081 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 1816 states. [2019-11-15 20:12:39,087 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 1816 states to 1816 states and 2105 transitions. [2019-11-15 20:12:39,088 INFO L711 BuchiCegarLoop]: Abstraction has 1816 states and 2105 transitions. [2019-11-15 20:12:39,088 INFO L591 BuchiCegarLoop]: Abstraction has 1816 states and 2105 transitions. [2019-11-15 20:12:39,088 INFO L424 BuchiCegarLoop]: ======== Iteration 4============ [2019-11-15 20:12:39,088 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 1816 states and 2105 transitions. [2019-11-15 20:12:39,098 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 1068 [2019-11-15 20:12:39,098 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:39,098 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:39,101 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:39,101 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:39,101 INFO L791 eck$LassoCheckResult]: Stem: 24942#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 24632#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 24633#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 25072#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 26358#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26356#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26354#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26352#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26350#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26348#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26346#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26344#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26342#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26340#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26338#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26336#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26334#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26332#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26330#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26328#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26326#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26324#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26322#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26320#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26318#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26316#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26314#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26312#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26310#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26308#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26306#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26304#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26302#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26300#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26298#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26296#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26294#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26292#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26290#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 26288#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26286#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26284#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26282#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26280#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26278#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26276#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26274#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26272#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26270#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26269#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26268#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26267#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26265#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26228#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26227#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26226#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26224#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26222#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26220#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26218#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26214#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26210#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26206#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26202#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26201#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26200#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 26199#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 26197#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 26195#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 26193#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 26191#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 26189#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 26129#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 26128#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 25909#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 24918#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 24919#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 24922#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 24923#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 24933#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 24687#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 24653#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 24654#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 24909#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 24827#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 24743#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 24634#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 24635#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 24988#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 24885#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 24804#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 24805#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 24908#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 24822#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 24787#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 24715#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 24716#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 24978#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 24881#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 24791#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 24722#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 24723#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 26371#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 26370#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 26369#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 26368#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 26367#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 25013#L871 [2019-11-15 20:12:39,102 INFO L793 eck$LassoCheckResult]: Loop: 25013#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 26364#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 26363#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 26362#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26361#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26360#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26359#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26357#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26355#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26353#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26351#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26349#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26347#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26345#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26343#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26341#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26339#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26337#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26335#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26333#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26331#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26329#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26327#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26325#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26323#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26321#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26319#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26317#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26315#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26313#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26311#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26309#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26307#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26305#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26303#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26301#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26299#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 26297#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 26295#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26293#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 26291#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26289#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26287#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26285#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26283#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26281#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26279#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 26277#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26275#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 26273#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 26271#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26266#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26264#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 26263#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 26261#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 26256#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 26255#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 26254#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26253#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 26252#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 26250#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26248#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 26246#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 26244#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 26242#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 26240#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 26238#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 26237#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 25459#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 25460#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 24603#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 24604#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 25042#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 26165#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 26139#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 25490#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 25491#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 26212#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 25498#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 25499#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 25502#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 25503#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 26158#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 26156#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 26154#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 26152#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 26150#L335 assume 9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input;~a15~0 := 7;~a21~0 := 10;calculate_output_#res := -1; 25013#L871 [2019-11-15 20:12:39,102 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:39,103 INFO L82 PathProgramCache]: Analyzing trace with hash -1242580186, now seen corresponding path program 1 times [2019-11-15 20:12:39,103 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:39,103 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [624989411] [2019-11-15 20:12:39,103 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,104 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,104 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:39,119 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:39,133 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:39,142 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:39,143 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:39,143 INFO L82 PathProgramCache]: Analyzing trace with hash -1947640445, now seen corresponding path program 1 times [2019-11-15 20:12:39,143 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:39,143 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1756978342] [2019-11-15 20:12:39,144 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,144 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,144 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:39,155 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:39,166 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:39,172 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:39,172 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:39,172 INFO L82 PathProgramCache]: Analyzing trace with hash 1375310014, now seen corresponding path program 1 times [2019-11-15 20:12:39,173 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:39,173 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [409281393] [2019-11-15 20:12:39,173 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,173 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:39,174 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:39,205 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:39,527 INFO L134 CoverageAnalysis]: Checked inductivity of 86 backedges. 21 proven. 65 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:39,528 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [409281393] [2019-11-15 20:12:39,528 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [267834506] [2019-11-15 20:12:39,528 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 11 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 11 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:12:39,621 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:39,623 INFO L256 TraceCheckSpWp]: Trace formula consists of 252 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:12:39,627 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:39,710 INFO L134 CoverageAnalysis]: Checked inductivity of 86 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 86 trivial. 0 not checked. [2019-11-15 20:12:39,711 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:12:39,711 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [1] imperfect sequences [5] total 6 [2019-11-15 20:12:39,712 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1707426400] [2019-11-15 20:12:40,217 WARN L191 SmtUtils]: Spent 496.00 ms on a formula simplification. DAG size of input: 198 DAG size of output: 36 [2019-11-15 20:12:40,242 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:40,242 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:40,242 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:40,242 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:40,242 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:12:40,242 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:40,242 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:40,242 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:40,242 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration4_Loop [2019-11-15 20:12:40,243 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:40,243 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:40,244 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,251 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,252 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,257 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,259 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,267 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,274 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,373 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:40,373 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 12 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 12 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:40,383 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:40,383 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 13 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 13 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:40,391 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:12:40,391 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:40,395 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:12:40,401 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:40,401 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:40,401 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:40,401 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:40,402 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:12:40,402 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:40,402 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:40,402 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:40,402 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration4_Loop [2019-11-15 20:12:40,402 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:40,402 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:40,403 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,409 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,410 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,415 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,418 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,426 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,429 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:40,530 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:40,530 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:12:40,530 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:40,531 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:40,531 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:40,531 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:40,531 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:40,532 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:40,532 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:40,532 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:40,534 INFO L419 nArgumentSynthesizer]: Found a termination argument, trying to simplify. [2019-11-15 20:12:40,535 INFO L443 ModelExtractionUtils]: Simplification made 3 calls to the SMT solver. [2019-11-15 20:12:40,535 INFO L444 ModelExtractionUtils]: 0 out of 3 variables were initially zero. Simplification set additionally 1 variables to zero. [2019-11-15 20:12:40,536 INFO L435 nArgumentSynthesizer]: Simplifying supporting invariants... [2019-11-15 20:12:40,536 INFO L438 nArgumentSynthesizer]: Removed 0 redundant supporting invariants from a total of 0. [2019-11-15 20:12:40,536 INFO L510 LassoAnalysis]: Proved termination. [2019-11-15 20:12:40,536 INFO L512 LassoAnalysis]: Termination argument consisting of: Ranking function f(~a15~0) = 1*~a15~0 Supporting invariants [] [2019-11-15 20:12:40,536 INFO L297 tatePredicateManager]: 0 out of 0 supporting invariants were superfluous and have been removed [2019-11-15 20:12:40,564 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:40,597 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:40,598 INFO L256 TraceCheckSpWp]: Trace formula consists of 146 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:12:40,600 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:40,636 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:40,637 INFO L256 TraceCheckSpWp]: Trace formula consists of 108 conjuncts, 4 conjunts are in the unsatisfiable core [2019-11-15 20:12:40,639 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:40,643 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:40,646 INFO L152 lantAutomatonBouncer]: Defining deterministic Buchi interpolant automaton with honda bouncer for stem and without honda bouncer for loop.1 stem predicates 1 loop predicates [2019-11-15 20:12:40,646 INFO L72 iDifferenceNCSBLazy3]: Start buchiDifferenceNCSBLazy3. First operand 1816 states and 2105 transitions. cyclomatic complexity: 293 Second operand 3 states. [2019-11-15 20:12:41,299 INFO L76 iDifferenceNCSBLazy3]: Finished buchiDifferenceNCSBLazy3. First operand 1816 states and 2105 transitions. cyclomatic complexity: 293. Second operand 3 states. Result 5039 states and 5749 transitions. Complement of second has 5 states. [2019-11-15 20:12:41,300 INFO L142 InterpolantAutomaton]: Switched to read-only mode: Buchi interpolant automaton has 3 states 1 stem states 1 non-accepting loop states 1 accepting loop states [2019-11-15 20:12:41,300 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 3 states. [2019-11-15 20:12:41,301 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 3 states to 3 states and 338 transitions. [2019-11-15 20:12:41,301 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 338 transitions. Stem has 107 letters. Loop has 87 letters. [2019-11-15 20:12:41,302 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:41,302 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 338 transitions. Stem has 194 letters. Loop has 87 letters. [2019-11-15 20:12:41,303 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:41,303 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 338 transitions. Stem has 107 letters. Loop has 174 letters. [2019-11-15 20:12:41,304 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:41,305 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 5039 states and 5749 transitions. [2019-11-15 20:12:41,344 INFO L131 ngComponentsAnalysis]: Automaton has 6 accepting balls. 2136 [2019-11-15 20:12:41,382 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 5039 states to 5039 states and 5749 transitions. [2019-11-15 20:12:41,383 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 2247 [2019-11-15 20:12:41,385 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 2252 [2019-11-15 20:12:41,386 INFO L73 IsDeterministic]: Start isDeterministic. Operand 5039 states and 5749 transitions. [2019-11-15 20:12:41,386 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:41,386 INFO L688 BuchiCegarLoop]: Abstraction has 5039 states and 5749 transitions. [2019-11-15 20:12:41,391 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 5039 states and 5749 transitions. [2019-11-15 20:12:41,484 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 5039 to 5034. [2019-11-15 20:12:41,484 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 5034 states. [2019-11-15 20:12:41,498 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 5034 states to 5034 states and 5744 transitions. [2019-11-15 20:12:41,498 INFO L711 BuchiCegarLoop]: Abstraction has 5034 states and 5744 transitions. [2019-11-15 20:12:41,498 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:12:41,498 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 3 interpolants. [2019-11-15 20:12:41,499 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=19, Invalid=37, Unknown=0, NotChecked=0, Total=56 [2019-11-15 20:12:41,499 INFO L87 Difference]: Start difference. First operand 5034 states and 5744 transitions. Second operand 3 states. [2019-11-15 20:12:42,197 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:12:42,198 INFO L93 Difference]: Finished difference Result 5560 states and 6083 transitions. [2019-11-15 20:12:42,198 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 3 states. [2019-11-15 20:12:42,198 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 5560 states and 6083 transitions. [2019-11-15 20:12:42,218 INFO L131 ngComponentsAnalysis]: Automaton has 6 accepting balls. 2848 [2019-11-15 20:12:42,257 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 5560 states to 5560 states and 6083 transitions. [2019-11-15 20:12:42,257 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 2957 [2019-11-15 20:12:42,261 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 2957 [2019-11-15 20:12:42,261 INFO L73 IsDeterministic]: Start isDeterministic. Operand 5560 states and 6083 transitions. [2019-11-15 20:12:42,261 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:42,262 INFO L688 BuchiCegarLoop]: Abstraction has 5560 states and 6083 transitions. [2019-11-15 20:12:42,267 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 5560 states and 6083 transitions. [2019-11-15 20:12:42,368 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 5560 to 5560. [2019-11-15 20:12:42,369 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 5560 states. [2019-11-15 20:12:42,382 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 5560 states to 5560 states and 6083 transitions. [2019-11-15 20:12:42,382 INFO L711 BuchiCegarLoop]: Abstraction has 5560 states and 6083 transitions. [2019-11-15 20:12:42,382 INFO L591 BuchiCegarLoop]: Abstraction has 5560 states and 6083 transitions. [2019-11-15 20:12:42,383 INFO L424 BuchiCegarLoop]: ======== Iteration 5============ [2019-11-15 20:12:42,383 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 5560 states and 6083 transitions. [2019-11-15 20:12:42,397 INFO L131 ngComponentsAnalysis]: Automaton has 6 accepting balls. 2848 [2019-11-15 20:12:42,398 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:42,398 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:42,400 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:42,400 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:42,401 INFO L791 eck$LassoCheckResult]: Stem: 43580#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 43266#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 43267#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 43803#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 43802#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 43801#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 43800#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43799#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43798#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 43797#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 43796#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 43795#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 43794#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 43793#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 43792#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 43791#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 43790#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 43789#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 43788#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 43787#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 43786#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 43785#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 43784#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 43783#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 43782#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 43781#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 43780#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 43779#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 43778#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 43777#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 43776#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 43775#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 43774#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 43773#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 43772#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 43771#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 43770#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 43769#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 43768#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 43767#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 43766#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 43765#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 43764#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 43763#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 43762#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 43761#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43760#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 43759#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 43758#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 43757#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 43756#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 43755#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 43754#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 43753#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 43752#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43751#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 43750#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 43749#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 43748#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 43747#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 43746#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 43745#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 43744#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 43743#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 43742#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 43741#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 43740#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 43739#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 43738#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 43737#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 43736#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 43735#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 43734#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 43733#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 43732#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 43731#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 43730#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 43729#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 43728#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 43727#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 43726#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 43725#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 43724#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 43723#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 43722#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 43721#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 43720#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 43719#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 43718#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 43717#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 43716#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 43715#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 43714#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 43713#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 43712#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 43711#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 43710#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 43709#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 43708#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 43707#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 43706#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 43705#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 43704#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 43703#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 43702#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 43701#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 43700#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 43698#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 43662#L880-2 [2019-11-15 20:12:42,401 INFO L793 eck$LassoCheckResult]: Loop: 43662#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 43354#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 43279#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 43280#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 43672#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43601#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 43549#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 43550#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 46538#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 46536#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 46534#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 46533#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 46532#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 46530#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 46528#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 46526#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 46525#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 46523#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 46521#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 46520#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 46519#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 46517#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 46515#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 46513#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 46511#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 46509#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 46507#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 46505#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 46503#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 46501#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 46499#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 46497#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 46495#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 46493#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 46491#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 46489#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 46487#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 46485#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 46483#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 46481#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 46479#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 46477#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 46475#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 46473#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 46471#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 46468#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 46469#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 47052#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 47050#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 46459#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 46457#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 46455#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 46453#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 46451#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 46449#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 46447#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 46445#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 46442#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 46443#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 46997#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 46995#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 46993#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 46991#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 46989#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 46987#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 46425#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 46423#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 46420#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 46421#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 46931#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 46929#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 46927#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 46925#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 46923#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 46921#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 46919#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 46917#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 46915#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 46913#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 46911#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 46909#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 46907#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 46906#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 46904#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 46902#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 46900#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 46898#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 46896#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 46895#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 44345#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 44346#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 46930#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 46928#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 46926#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 46924#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 46922#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 46920#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 46918#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 46916#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 46914#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 46912#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 46910#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 46908#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 44309#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 44311#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 46582#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 43662#L880-2 [2019-11-15 20:12:42,402 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:42,402 INFO L82 PathProgramCache]: Analyzing trace with hash 134720974, now seen corresponding path program 1 times [2019-11-15 20:12:42,402 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:42,402 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [816625523] [2019-11-15 20:12:42,402 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,403 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,403 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:42,421 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:42,436 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:42,444 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:42,445 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:42,445 INFO L82 PathProgramCache]: Analyzing trace with hash -422540148, now seen corresponding path program 1 times [2019-11-15 20:12:42,446 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:42,446 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [755930024] [2019-11-15 20:12:42,446 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,446 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,447 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:42,461 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:42,476 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:42,482 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:42,483 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:42,483 INFO L82 PathProgramCache]: Analyzing trace with hash -1637694951, now seen corresponding path program 2 times [2019-11-15 20:12:42,483 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:42,483 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1289152502] [2019-11-15 20:12:42,484 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,484 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:42,484 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:42,508 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:42,646 INFO L134 CoverageAnalysis]: Checked inductivity of 106 backedges. 106 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:42,647 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1289152502] [2019-11-15 20:12:42,647 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:12:42,647 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [4] imperfect sequences [] total 4 [2019-11-15 20:12:42,648 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [575510953] [2019-11-15 20:12:43,333 WARN L191 SmtUtils]: Spent 675.00 ms on a formula simplification. DAG size of input: 214 DAG size of output: 32 [2019-11-15 20:12:43,352 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:43,352 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:43,352 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:43,352 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:43,352 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:12:43,352 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:43,353 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:43,353 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:43,353 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration5_Loop [2019-11-15 20:12:43,353 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:43,353 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:43,354 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,361 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,364 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,367 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,371 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,374 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,382 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,477 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:43,477 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 14 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 14 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:43,482 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:43,483 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 15 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) [2019-11-15 20:12:43,510 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:12:43,510 INFO L160 nArgumentSynthesizer]: Using integer mode. Waiting until toolchain timeout for monitored process 15 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:43,516 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:12:43,519 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:43,519 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:43,519 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:43,519 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:43,519 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:12:43,519 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:43,520 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:43,520 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:43,520 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration5_Loop [2019-11-15 20:12:43,520 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:43,520 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:43,521 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,530 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,542 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,547 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,549 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,552 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,554 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:43,635 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:43,635 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:12:43,636 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:12:43,636 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:12:43,636 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:12:43,636 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:12:43,637 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:12:43,637 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:12:43,637 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:12:43,638 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:12:43,639 INFO L419 nArgumentSynthesizer]: Found a termination argument, trying to simplify. [2019-11-15 20:12:43,641 INFO L443 ModelExtractionUtils]: Simplification made 3 calls to the SMT solver. [2019-11-15 20:12:43,641 INFO L444 ModelExtractionUtils]: 0 out of 3 variables were initially zero. Simplification set additionally 0 variables to zero. [2019-11-15 20:12:43,641 INFO L435 nArgumentSynthesizer]: Simplifying supporting invariants... [2019-11-15 20:12:43,641 INFO L438 nArgumentSynthesizer]: Removed 0 redundant supporting invariants from a total of 0. [2019-11-15 20:12:43,642 INFO L510 LassoAnalysis]: Proved termination. [2019-11-15 20:12:43,642 INFO L512 LassoAnalysis]: Termination argument consisting of: Ranking function f(~a21~0) = -2*~a21~0 + 17 Supporting invariants [] [2019-11-15 20:12:43,642 INFO L297 tatePredicateManager]: 0 out of 0 supporting invariants were superfluous and have been removed [2019-11-15 20:12:43,672 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:43,706 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:43,707 INFO L256 TraceCheckSpWp]: Trace formula consists of 148 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:12:43,709 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:43,745 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:43,746 INFO L256 TraceCheckSpWp]: Trace formula consists of 126 conjuncts, 4 conjunts are in the unsatisfiable core [2019-11-15 20:12:43,748 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:43,777 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:43,778 INFO L152 lantAutomatonBouncer]: Defining deterministic Buchi interpolant automaton with honda bouncer for stem and without honda bouncer for loop.1 stem predicates 2 loop predicates [2019-11-15 20:12:43,778 INFO L72 iDifferenceNCSBLazy3]: Start buchiDifferenceNCSBLazy3. First operand 5560 states and 6083 transitions. cyclomatic complexity: 534 Second operand 4 states. [2019-11-15 20:12:44,474 INFO L76 iDifferenceNCSBLazy3]: Finished buchiDifferenceNCSBLazy3. First operand 5560 states and 6083 transitions. cyclomatic complexity: 534. Second operand 4 states. Result 10569 states and 11330 transitions. Complement of second has 5 states. [2019-11-15 20:12:44,475 INFO L142 InterpolantAutomaton]: Switched to read-only mode: Buchi interpolant automaton has 3 states 1 stem states 1 non-accepting loop states 1 accepting loop states [2019-11-15 20:12:44,475 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 4 states. [2019-11-15 20:12:44,476 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 3 states to 3 states and 294 transitions. [2019-11-15 20:12:44,476 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 294 transitions. Stem has 108 letters. Loop has 106 letters. [2019-11-15 20:12:44,478 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:44,478 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 294 transitions. Stem has 214 letters. Loop has 106 letters. [2019-11-15 20:12:44,479 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:44,479 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 294 transitions. Stem has 108 letters. Loop has 212 letters. [2019-11-15 20:12:44,482 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:12:44,483 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 10569 states and 11330 transitions. [2019-11-15 20:12:44,523 INFO L131 ngComponentsAnalysis]: Automaton has 12 accepting balls. 3916 [2019-11-15 20:12:44,570 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 10569 states to 10569 states and 11330 transitions. [2019-11-15 20:12:44,570 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 4026 [2019-11-15 20:12:44,575 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 4033 [2019-11-15 20:12:44,576 INFO L73 IsDeterministic]: Start isDeterministic. Operand 10569 states and 11330 transitions. [2019-11-15 20:12:44,576 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:44,576 INFO L688 BuchiCegarLoop]: Abstraction has 10569 states and 11330 transitions. [2019-11-15 20:12:44,587 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 10569 states and 11330 transitions. [2019-11-15 20:12:44,712 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 10569 to 10562. [2019-11-15 20:12:44,712 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 10562 states. [2019-11-15 20:12:44,736 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 10562 states to 10562 states and 11323 transitions. [2019-11-15 20:12:44,736 INFO L711 BuchiCegarLoop]: Abstraction has 10562 states and 11323 transitions. [2019-11-15 20:12:44,738 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:12:44,738 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:12:44,738 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:12:44,739 INFO L87 Difference]: Start difference. First operand 10562 states and 11323 transitions. Second operand 4 states. [2019-11-15 20:12:45,804 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:12:45,804 INFO L93 Difference]: Finished difference Result 5558 states and 5926 transitions. [2019-11-15 20:12:45,805 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:12:45,805 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 5558 states and 5926 transitions. [2019-11-15 20:12:45,827 INFO L131 ngComponentsAnalysis]: Automaton has 5 accepting balls. 2670 [2019-11-15 20:12:45,846 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 5558 states to 3849 states and 4198 transitions. [2019-11-15 20:12:45,846 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 2779 [2019-11-15 20:12:45,849 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 2779 [2019-11-15 20:12:45,849 INFO L73 IsDeterministic]: Start isDeterministic. Operand 3849 states and 4198 transitions. [2019-11-15 20:12:45,855 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:12:45,855 INFO L688 BuchiCegarLoop]: Abstraction has 3849 states and 4198 transitions. [2019-11-15 20:12:45,860 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 3849 states and 4198 transitions. [2019-11-15 20:12:45,891 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 3849 to 2957. [2019-11-15 20:12:45,892 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 2957 states. [2019-11-15 20:12:45,898 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 2957 states to 2957 states and 3255 transitions. [2019-11-15 20:12:45,898 INFO L711 BuchiCegarLoop]: Abstraction has 2957 states and 3255 transitions. [2019-11-15 20:12:45,898 INFO L591 BuchiCegarLoop]: Abstraction has 2957 states and 3255 transitions. [2019-11-15 20:12:45,898 INFO L424 BuchiCegarLoop]: ======== Iteration 6============ [2019-11-15 20:12:45,899 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 2957 states and 3255 transitions. [2019-11-15 20:12:45,908 INFO L131 ngComponentsAnalysis]: Automaton has 2 accepting balls. 2136 [2019-11-15 20:12:45,908 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:12:45,908 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:12:45,915 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:45,915 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:12:45,916 INFO L791 eck$LassoCheckResult]: Stem: 76467#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 76180#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 76181#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 76637#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 76636#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76635#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76634#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76633#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76632#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76631#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76630#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76629#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76628#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76627#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76626#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76625#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76624#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76623#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76622#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76621#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76620#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76619#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76618#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76617#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76616#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76615#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76614#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76613#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76612#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76611#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76610#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76609#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76608#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76607#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76606#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76605#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76604#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76603#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76602#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 76601#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76600#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76599#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76598#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76597#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76596#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76595#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76594#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76593#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76592#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76591#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76590#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76589#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76588#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76587#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76586#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76585#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76584#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76583#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76582#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76581#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76580#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76579#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76578#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76577#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76576#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76575#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 76574#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 76573#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 76572#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 76571#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 76570#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 76569#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 76568#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 76567#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 76566#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 76565#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 76564#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 76563#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 76562#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 76561#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 76560#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 76559#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 76558#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 76557#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 76556#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 76555#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 76554#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76553#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 76552#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 76551#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 76550#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76549#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 76548#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 76547#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 76546#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 76545#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 76544#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 76543#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76542#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 76541#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 76540#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 76539#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 76538#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 76537#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 76536#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 76535#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 76534#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 76533#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 76274#L880-2 [2019-11-15 20:12:45,917 INFO L793 eck$LassoCheckResult]: Loop: 76274#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 76263#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 76192#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76193#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76528#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76481#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76439#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76440#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76418#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76330#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76302#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76303#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76230#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76160#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76161#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76190#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76485#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76456#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76457#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76426#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76332#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76333#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76317#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76235#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76168#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76169#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76206#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76489#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76490#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76468#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76376#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76347#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76348#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76321#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76245#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76176#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 76177#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 76216#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76495#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 76496#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76473#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76380#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76351#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76352#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76279#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76247#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 76248#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76222#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 76223#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 76501#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76502#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76477#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 76386#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 76387#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 76367#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 76287#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 76255#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76256#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 76226#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 76227#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76526#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 76516#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 76430#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 76400#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 76401#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 76520#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 76464#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 76325#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 76308#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 76309#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 79077#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 79076#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 79075#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 76443#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 76444#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 76447#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 76448#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 76532#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 76232#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 76200#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 76201#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 76433#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 76359#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 76285#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 76186#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76187#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 76505#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 76416#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 76338#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76339#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 76432#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 76355#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 76323#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 76259#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 76260#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 76493#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76412#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 76328#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 76265#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 76140#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 76141#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 76471#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 76394#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 76395#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 76390#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 76391#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 76470#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 76530#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 76237#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 76238#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 76479#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 76460#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 76461#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 76522#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 76518#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 76451#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 76365#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 76293#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 76212#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 76213#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 76208#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 76209#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76204#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 76164#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 76165#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 76289#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 76290#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 76357#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 76273#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 76274#L880-2 [2019-11-15 20:12:45,918 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:45,918 INFO L82 PathProgramCache]: Analyzing trace with hash 134720974, now seen corresponding path program 3 times [2019-11-15 20:12:45,918 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:45,918 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1741316244] [2019-11-15 20:12:45,919 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:45,919 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:45,919 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:45,935 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:45,950 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:45,967 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:45,969 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:45,969 INFO L82 PathProgramCache]: Analyzing trace with hash 1885969946, now seen corresponding path program 1 times [2019-11-15 20:12:45,977 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:45,977 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [462961974] [2019-11-15 20:12:45,978 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:45,978 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:45,978 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:45,996 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:46,014 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:12:46,021 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:12:46,023 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:12:46,023 INFO L82 PathProgramCache]: Analyzing trace with hash 1946647021, now seen corresponding path program 1 times [2019-11-15 20:12:46,023 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:12:46,023 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1260802669] [2019-11-15 20:12:46,024 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:46,024 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:12:46,024 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:12:46,053 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:46,532 INFO L134 CoverageAnalysis]: Checked inductivity of 106 backedges. 102 proven. 4 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:46,532 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1260802669] [2019-11-15 20:12:46,532 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [1655846045] [2019-11-15 20:12:46,532 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 16 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 16 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:12:46,645 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:12:46,646 INFO L256 TraceCheckSpWp]: Trace formula consists of 295 conjuncts, 10 conjunts are in the unsatisfiable core [2019-11-15 20:12:46,650 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:12:46,688 INFO L319 QuantifierPusher]: Applying distributivity, recursing on 2 terms [2019-11-15 20:12:46,885 INFO L134 CoverageAnalysis]: Checked inductivity of 106 backedges. 83 proven. 23 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:12:46,886 INFO L223 tionRefinementEngine]: Constructing automaton from 0 perfect and 2 imperfect interpolant sequences. [2019-11-15 20:12:46,886 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [] imperfect sequences [6, 4] total 8 [2019-11-15 20:12:46,886 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1675026283] [2019-11-15 20:12:48,121 WARN L191 SmtUtils]: Spent 1.22 s on a formula simplification. DAG size of input: 264 DAG size of output: 55 [2019-11-15 20:12:48,178 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:12:48,179 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:12:48,179 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:12:48,179 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:12:48,179 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:12:48,179 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:48,179 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:12:48,179 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:12:48,179 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration6_Loop [2019-11-15 20:12:48,180 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:12:48,180 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:12:48,181 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:48,187 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:48,266 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:48,268 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:48,271 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:12:48,838 WARN L191 SmtUtils]: Spent 419.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:12:48,868 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:12:48,868 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 17 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 17 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:48,882 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:48,882 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:12:48,889 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:12:48,889 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_calculate_output_#res=26, ULTIMATE.start_main_~output~0=26} Honda state: {ULTIMATE.start_calculate_output_#res=26, ULTIMATE.start_main_~output~0=26} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 18 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 18 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:48,902 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:12:48,902 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 19 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 19 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:12:50,224 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:12:50,225 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:13:02,373 INFO L442 LassoAnalysis]: Proving nontermination failed: SMT Solver returned 'unknown'. [2019-11-15 20:13:02,379 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:02,380 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:02,380 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:02,380 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:02,380 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:13:02,380 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:02,380 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:02,380 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:02,380 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration6_Loop [2019-11-15 20:13:02,380 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:02,380 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:02,382 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:02,399 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:02,462 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:02,468 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:02,473 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:02,604 WARN L191 SmtUtils]: Spent 104.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:13:03,048 WARN L191 SmtUtils]: Spent 398.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:13:03,064 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:03,064 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:13:03,065 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,065 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,065 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,065 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,065 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,066 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:03,066 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:03,066 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,068 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,069 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,071 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,071 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,072 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,072 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,072 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:03,076 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:03,077 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,126 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,133 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,133 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,133 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,134 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,134 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,134 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:03,134 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:03,135 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,135 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,136 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,136 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,136 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,138 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,138 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,138 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:03,139 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:03,139 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,140 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,141 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,149 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,150 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,150 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,150 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,150 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:03,151 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:03,151 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,152 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,152 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:13:03,153 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,153 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,154 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,154 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,154 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,154 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,155 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,155 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,158 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,161 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,161 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,162 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,162 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,162 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,162 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,165 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:13:03,165 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,221 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,222 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,224 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,224 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,225 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,225 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,225 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,226 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,226 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,227 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,227 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,228 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,228 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,228 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,229 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,229 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,229 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,230 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,232 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,232 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,233 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,233 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,233 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,234 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,234 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,234 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,235 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,236 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,236 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:13:03,236 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,237 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,237 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,238 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,238 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,239 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,240 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,240 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,255 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,265 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,266 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,266 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,267 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,267 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,267 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,270 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:03,270 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,331 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,333 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,334 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,334 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,334 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,334 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,334 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,335 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,335 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,336 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,336 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,337 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,337 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,337 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,337 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,337 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,338 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,338 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,341 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,341 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,342 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,342 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,343 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,343 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,343 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,343 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,344 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,345 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,345 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:13:03,346 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,347 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,347 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,347 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,348 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,348 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,349 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,349 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,353 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,354 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,355 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,355 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,356 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,356 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,356 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,369 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:13:03,369 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,415 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,417 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,417 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,418 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,420 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,420 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,420 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,421 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,421 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,422 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,422 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,423 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,423 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,423 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,423 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,423 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,424 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,424 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,432 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,432 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,433 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:03,433 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,433 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,434 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,434 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,439 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,440 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,441 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,441 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:13:03,442 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,443 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,443 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,443 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,443 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,443 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,444 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,445 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,445 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,460 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,461 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,462 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,462 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,462 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,462 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,462 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,463 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,480 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:13:03,480 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,641 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,642 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,643 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,643 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,643 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,643 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,643 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,644 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,644 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,644 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,645 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,646 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,646 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,647 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,647 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,647 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,647 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,647 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,648 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,648 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,651 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,651 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,652 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,652 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,652 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,652 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,653 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,653 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:03,653 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:03,653 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,657 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,657 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:13:03,658 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,659 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,659 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:03,659 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,660 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,660 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,660 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,662 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,662 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,669 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,670 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,670 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,671 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:03,671 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,671 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,672 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,672 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,682 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:03,683 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,726 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,728 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,729 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,730 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:03,730 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,730 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,730 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,730 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,731 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,731 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,732 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,733 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,734 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,734 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:03,734 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,734 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,734 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,735 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,736 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,736 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,741 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,741 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,742 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,742 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:03,743 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,744 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,744 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,745 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,746 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,746 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,748 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,749 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:13:03,749 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,750 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,750 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:03,750 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,751 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,751 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,751 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,754 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,754 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,783 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,784 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,785 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,785 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:03,785 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,785 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,786 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,786 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,796 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:13:03,796 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,861 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,862 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,863 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,863 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:03,863 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,864 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,864 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,864 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,866 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,866 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,866 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,867 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,868 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,868 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:03,868 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,869 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,869 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,869 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,871 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,871 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,878 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,879 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,879 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,880 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:03,880 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,880 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,880 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,880 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:03,881 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:03,882 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,886 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,886 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:13:03,887 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,888 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,888 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,888 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,889 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,889 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:03,889 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,890 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:03,890 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:03,901 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:03,902 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:03,903 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:03,903 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:03,903 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:03,903 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:03,903 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:03,904 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:03,908 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:03,909 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,078 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,085 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,087 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,087 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:04,087 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,088 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,088 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,088 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:04,088 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:04,089 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,090 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,091 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,091 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,092 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:04,092 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,092 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,092 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,092 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:04,093 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:04,093 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,101 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,103 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,104 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,104 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:04,104 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,105 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,105 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,105 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:04,105 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:04,106 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,107 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,108 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:13:04,108 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,109 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,109 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:04,109 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,109 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,110 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,110 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:04,112 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:04,112 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,164 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,165 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,166 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,166 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:04,166 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,167 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,167 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:04,167 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:04,174 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:13:04,175 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,763 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,764 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,765 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,766 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:04,766 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,766 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,766 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,766 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:04,767 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:04,767 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,770 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,770 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,771 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,771 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:04,771 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,772 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,772 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,772 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:04,773 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:04,773 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,784 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,784 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:04,785 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:04,785 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:04,786 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:04,786 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:04,786 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:04,786 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:04,787 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:04,787 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:04,790 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:04,790 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:04,791 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 9 interpolants. [2019-11-15 20:13:04,791 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=25, Invalid=47, Unknown=0, NotChecked=0, Total=72 [2019-11-15 20:13:04,792 INFO L87 Difference]: Start difference. First operand 2957 states and 3255 transitions. cyclomatic complexity: 301 Second operand 9 states. [2019-11-15 20:13:07,026 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:07,026 INFO L93 Difference]: Finished difference Result 5354 states and 5737 transitions. [2019-11-15 20:13:07,027 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 10 states. [2019-11-15 20:13:07,027 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 5354 states and 5737 transitions. [2019-11-15 20:13:07,050 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 3795 [2019-11-15 20:13:07,068 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 5354 states to 5354 states and 5737 transitions. [2019-11-15 20:13:07,068 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 3907 [2019-11-15 20:13:07,071 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 3907 [2019-11-15 20:13:07,072 INFO L73 IsDeterministic]: Start isDeterministic. Operand 5354 states and 5737 transitions. [2019-11-15 20:13:07,078 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:07,078 INFO L688 BuchiCegarLoop]: Abstraction has 5354 states and 5737 transitions. [2019-11-15 20:13:07,084 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 5354 states and 5737 transitions. [2019-11-15 20:13:07,135 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 5354 to 4737. [2019-11-15 20:13:07,135 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 4737 states. [2019-11-15 20:13:07,145 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 4737 states to 4737 states and 5114 transitions. [2019-11-15 20:13:07,145 INFO L711 BuchiCegarLoop]: Abstraction has 4737 states and 5114 transitions. [2019-11-15 20:13:07,145 INFO L591 BuchiCegarLoop]: Abstraction has 4737 states and 5114 transitions. [2019-11-15 20:13:07,146 INFO L424 BuchiCegarLoop]: ======== Iteration 7============ [2019-11-15 20:13:07,146 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 4737 states and 5114 transitions. [2019-11-15 20:13:07,163 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 3382 [2019-11-15 20:13:07,163 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:07,163 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:07,170 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:07,170 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:07,171 INFO L791 eck$LassoCheckResult]: Stem: 85511#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 85221#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 85222#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 86732#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 86731#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 86730#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 86729#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 86728#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 86727#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 86726#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 86725#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 86724#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 86723#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 86722#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 86721#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 86720#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 86719#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 86718#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 86717#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 86716#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 86715#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 86714#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 86713#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 86712#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 86711#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 86710#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 86709#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 86708#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 86707#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 86706#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 86705#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 86704#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 86703#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 86702#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 86701#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 86700#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 86699#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 86698#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 86697#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 86696#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 86695#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 86694#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 86693#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 86692#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 86691#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 86690#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 86689#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 86688#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 86687#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 86686#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 86685#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 86684#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 86683#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 86682#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 86681#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 86680#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 86679#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 86678#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 86677#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 86676#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 86675#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 86674#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 86673#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 86672#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 86671#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 86670#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 86669#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 86668#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 86667#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 86666#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 86665#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 86664#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 86663#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 86662#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 86661#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 86660#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 86659#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 86658#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 86657#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 86656#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 86655#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 86654#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 86653#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 86652#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 86651#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 86650#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 86649#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 86648#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 86647#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 86646#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 86645#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 86644#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 86643#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 86642#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 86641#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 86640#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 86639#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 86638#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 86637#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 86636#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 86635#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 86634#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 86633#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 86632#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 86631#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 86630#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 86629#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 86628#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 85314#L880-2 [2019-11-15 20:13:07,171 INFO L793 eck$LassoCheckResult]: Loop: 85314#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 85305#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 85231#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 85232#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 85575#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 85527#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 85483#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 85484#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 85463#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 85372#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 85341#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 85342#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 85272#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 85201#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 85202#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 85235#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 85532#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 85497#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 85498#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 85471#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 85374#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 85375#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 85357#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 85277#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 85209#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 85210#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 85252#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 85536#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 85537#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 85512#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 85421#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 85388#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 85389#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 85361#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 85283#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 85217#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 85218#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 85262#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 85542#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 85543#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 85517#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 85423#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 85424#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 87722#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 87719#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 87716#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 87713#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 87710#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 87709#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 87708#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 87707#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 87706#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 87705#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 87704#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 87702#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 87700#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 87698#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 87696#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 87694#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 87692#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 87690#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 87688#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 87686#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 87684#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 87682#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 87680#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 87678#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 87676#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 87674#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 87672#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 87670#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 87668#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 87666#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 87664#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 87662#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 87660#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 87658#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 87656#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 87654#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 87652#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 87650#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 87648#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 87646#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 87644#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 87642#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87640#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 87638#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 87636#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 87634#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87632#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 87630#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 87628#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 87625#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 87626#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 87620#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 87618#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87616#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 87614#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 87612#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 87610#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 87608#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 87606#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 87603#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 87604#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 87598#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 87596#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 87594#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 87592#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 87590#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 87588#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 87586#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 87584#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 87582#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 87580#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 87578#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 87576#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 87574#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 87572#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 87570#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 87568#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 87566#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 87564#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87562#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 87560#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 87558#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 87556#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 87554#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87552#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 87550#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 87548#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 87546#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 87544#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 87542#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 87540#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 87538#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 87536#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 87534#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 87532#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 87530#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 87528#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 87526#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 87524#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 87522#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 87520#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 87518#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 87516#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 87514#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 87512#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 87510#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 87508#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 87506#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 87504#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 87502#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 87500#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 87498#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 87496#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 85337#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 85338#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 89403#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 89401#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 89399#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 89397#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 89395#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 89393#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 89391#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 89389#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 89354#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 85570#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 85237#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 85238#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 85555#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 85467#L837 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 85468#L842 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (6 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0); 85554#L848 assume !(8 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 5 == calculate_output_~input); 89913#L854 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 80 < ~a12~0); 85460#L859 assume !((((5 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0) && 1 == ~a24~0) && 9 == ~a15~0); 85380#L865 assume !(9 == ~a15~0 && ((4 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && -43 < ~a12~0 && 11 >= ~a12~0);calculate_output_#res := -2; 85313#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 85314#L880-2 [2019-11-15 20:13:07,172 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:07,172 INFO L82 PathProgramCache]: Analyzing trace with hash 134720974, now seen corresponding path program 4 times [2019-11-15 20:13:07,172 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:07,173 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1064820989] [2019-11-15 20:13:07,173 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,173 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,173 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:07,187 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:07,201 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:07,213 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:07,214 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:07,215 INFO L82 PathProgramCache]: Analyzing trace with hash -1358438122, now seen corresponding path program 2 times [2019-11-15 20:13:07,215 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:07,215 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [816627190] [2019-11-15 20:13:07,215 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,216 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,216 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:07,249 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:07,280 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:07,291 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:07,292 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:07,292 INFO L82 PathProgramCache]: Analyzing trace with hash 1023103395, now seen corresponding path program 1 times [2019-11-15 20:13:07,292 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:07,293 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [2132024256] [2019-11-15 20:13:07,293 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,293 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:07,293 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:07,353 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:08,428 INFO L134 CoverageAnalysis]: Checked inductivity of 106 backedges. 102 proven. 4 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:13:08,428 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [2132024256] [2019-11-15 20:13:08,429 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [1933791162] [2019-11-15 20:13:08,429 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 20 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 20 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:13:08,547 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:08,548 INFO L256 TraceCheckSpWp]: Trace formula consists of 334 conjuncts, 18 conjunts are in the unsatisfiable core [2019-11-15 20:13:08,553 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:13:09,212 INFO L134 CoverageAnalysis]: Checked inductivity of 106 backedges. 106 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:13:09,213 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:13:09,213 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [9] imperfect sequences [10] total 11 [2019-11-15 20:13:09,213 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1947835067] [2019-11-15 20:13:11,532 WARN L191 SmtUtils]: Spent 2.30 s on a formula simplification. DAG size of input: 289 DAG size of output: 85 [2019-11-15 20:13:11,704 WARN L191 SmtUtils]: Spent 171.00 ms on a formula simplification that was a NOOP. DAG size: 85 [2019-11-15 20:13:11,712 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:11,712 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 10 interpolants. [2019-11-15 20:13:11,712 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=59, Invalid=73, Unknown=0, NotChecked=0, Total=132 [2019-11-15 20:13:11,712 INFO L87 Difference]: Start difference. First operand 4737 states and 5114 transitions. cyclomatic complexity: 381 Second operand 10 states. [2019-11-15 20:13:12,616 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:12,617 INFO L93 Difference]: Finished difference Result 4852 states and 5230 transitions. [2019-11-15 20:13:12,617 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 9 states. [2019-11-15 20:13:12,617 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 4852 states and 5230 transitions. [2019-11-15 20:13:12,633 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 3414 [2019-11-15 20:13:12,649 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 4852 states to 4696 states and 5074 transitions. [2019-11-15 20:13:12,650 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 3522 [2019-11-15 20:13:12,652 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 3522 [2019-11-15 20:13:12,653 INFO L73 IsDeterministic]: Start isDeterministic. Operand 4696 states and 5074 transitions. [2019-11-15 20:13:12,653 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:12,653 INFO L688 BuchiCegarLoop]: Abstraction has 4696 states and 5074 transitions. [2019-11-15 20:13:12,658 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 4696 states and 5074 transitions. [2019-11-15 20:13:12,705 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 4696 to 4518. [2019-11-15 20:13:12,706 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 4518 states. [2019-11-15 20:13:12,717 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 4518 states to 4518 states and 4892 transitions. [2019-11-15 20:13:12,717 INFO L711 BuchiCegarLoop]: Abstraction has 4518 states and 4892 transitions. [2019-11-15 20:13:12,718 INFO L591 BuchiCegarLoop]: Abstraction has 4518 states and 4892 transitions. [2019-11-15 20:13:12,718 INFO L424 BuchiCegarLoop]: ======== Iteration 8============ [2019-11-15 20:13:12,718 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 4518 states and 4892 transitions. [2019-11-15 20:13:12,732 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 3236 [2019-11-15 20:13:12,732 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:12,733 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:12,735 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:12,736 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1, 1] [2019-11-15 20:13:12,736 INFO L791 eck$LassoCheckResult]: Stem: 95972#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 95682#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 95683#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 96371#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 96369#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 96367#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 96365#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 96363#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 96361#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 96359#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 96357#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 96355#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 96353#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 96351#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 96349#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 96347#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 96345#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 96343#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 96341#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 96339#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 96337#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 96335#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 96333#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 96331#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 96329#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 96327#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 96325#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 96323#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 96321#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 96319#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 96317#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 96315#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 96313#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 96311#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 96309#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 96307#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 96305#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 96303#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 96301#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 96299#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 96297#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 96295#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 96293#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 96291#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 96289#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 96287#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 96285#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 96283#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 96281#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 96279#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 96277#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 96275#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 96273#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 96271#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 96269#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 96267#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 96265#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 96263#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 96261#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 96259#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 96257#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 96255#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 96253#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 96251#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 96249#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 96247#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 96245#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 96243#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 96241#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 96239#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 96237#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 96235#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 96233#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 96231#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 96229#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 96227#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 96225#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 96223#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 96221#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 96219#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 96217#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 96215#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 96213#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 96211#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 96209#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 96207#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 96205#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 96203#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 96201#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 96199#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 96197#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 96195#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 96193#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 96191#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 96189#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 96187#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 96185#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 96183#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 96181#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 96179#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 96177#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 96175#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 96173#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 96171#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 96169#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 96167#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 96164#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 96161#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 96162#L880-2 [2019-11-15 20:13:12,737 INFO L793 eck$LassoCheckResult]: Loop: 96162#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 100159#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 100158#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 100157#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 100156#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 100155#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 100154#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 100153#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 100152#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 100151#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 100150#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 100149#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 100148#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 100147#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 100146#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 100145#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 100144#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 100143#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 100142#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 100141#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 100140#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 100139#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 100138#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 100137#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 100136#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 100135#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 100134#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 100133#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 100132#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 100131#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 100130#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 100129#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 100128#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 100127#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 100126#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 100125#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 100124#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 100123#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 100122#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 100121#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 100120#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 100119#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 100118#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 100116#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 100115#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 100114#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 100113#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 100112#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 100111#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 100110#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 100109#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 100108#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 100107#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 100106#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 100105#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 100104#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 100103#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 100102#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 100101#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 100100#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 100099#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 100098#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 100097#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 100096#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 100095#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 100094#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 100093#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 100092#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 100091#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 100090#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 100089#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 100088#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 100087#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 100086#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 100085#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 100084#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 96053#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 95963#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 95735#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 95702#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 95703#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 95939#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 95864#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 95789#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 95684#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 95685#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 96012#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 95921#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 95844#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 95772#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 95773#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 95862#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 95832#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 95762#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 95763#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 96002#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 95918#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 95836#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 95768#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 95642#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 95643#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 96046#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 95900#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 95901#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 98193#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 99480#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 99476#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 99472#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 99468#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 99464#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 99460#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 99456#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 99452#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 99448#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 99444#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 99440#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 99436#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 99432#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 99428#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 99424#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 99420#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 99416#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 99412#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 99408#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 99404#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 99400#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 99396#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 99392#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 99388#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 99384#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 99380#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 99376#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 99372#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 99368#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 99364#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 99359#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 99354#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 99348#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 99342#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 99336#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 99330#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 99324#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 99318#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 99312#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 99306#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 99300#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 99292#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 99291#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 99290#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 99288#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 99286#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 99284#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 99282#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 99280#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 99278#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 99276#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 99274#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 99272#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 99270#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 99268#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 99266#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 99262#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 99259#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 99256#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 99253#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 99249#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 99247#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 99244#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 99241#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 99238#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 99235#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 99232#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 99229#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 99226#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 99223#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 99220#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 99217#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 99214#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 99211#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 99208#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 99205#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 99202#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 99199#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 99196#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 99193#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 99190#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 99187#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 99185#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 99184#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 99183#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 99182#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 99181#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 99180#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 99179#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 99178#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 99177#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 99176#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 99175#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 99174#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 99173#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 99172#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 99171#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 99170#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 99169#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 99168#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 99167#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 99166#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 99165#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 99164#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 99162#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 99163#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 96162#L880-2 [2019-11-15 20:13:12,738 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:12,738 INFO L82 PathProgramCache]: Analyzing trace with hash 134720974, now seen corresponding path program 5 times [2019-11-15 20:13:12,738 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:12,739 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1937282509] [2019-11-15 20:13:12,739 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:12,739 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:12,739 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:12,754 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:12,768 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:12,778 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:12,778 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:12,779 INFO L82 PathProgramCache]: Analyzing trace with hash 1045125153, now seen corresponding path program 1 times [2019-11-15 20:13:12,784 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:12,784 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1199999431] [2019-11-15 20:13:12,785 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:12,785 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:12,785 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:12,816 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:13,039 INFO L134 CoverageAnalysis]: Checked inductivity of 105 backedges. 105 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:13:13,039 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1199999431] [2019-11-15 20:13:13,040 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:13:13,040 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [4] imperfect sequences [] total 4 [2019-11-15 20:13:13,040 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [151924667] [2019-11-15 20:13:13,041 INFO L808 eck$LassoCheckResult]: loop already infeasible [2019-11-15 20:13:13,041 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:13,041 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:13:13,043 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:13:13,043 INFO L87 Difference]: Start difference. First operand 4518 states and 4892 transitions. cyclomatic complexity: 378 Second operand 4 states. [2019-11-15 20:13:14,151 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:14,151 INFO L93 Difference]: Finished difference Result 7542 states and 8205 transitions. [2019-11-15 20:13:14,151 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:13:14,151 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 7542 states and 8205 transitions. [2019-11-15 20:13:14,176 INFO L131 ngComponentsAnalysis]: Automaton has 6 accepting balls. 5801 [2019-11-15 20:13:14,204 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 7542 states to 7542 states and 8205 transitions. [2019-11-15 20:13:14,204 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 6013 [2019-11-15 20:13:14,209 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 6013 [2019-11-15 20:13:14,209 INFO L73 IsDeterministic]: Start isDeterministic. Operand 7542 states and 8205 transitions. [2019-11-15 20:13:14,209 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:14,209 INFO L688 BuchiCegarLoop]: Abstraction has 7542 states and 8205 transitions. [2019-11-15 20:13:14,217 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 7542 states and 8205 transitions. [2019-11-15 20:13:14,271 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 7542 to 5584. [2019-11-15 20:13:14,272 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 5584 states. [2019-11-15 20:13:14,283 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 5584 states to 5584 states and 6069 transitions. [2019-11-15 20:13:14,283 INFO L711 BuchiCegarLoop]: Abstraction has 5584 states and 6069 transitions. [2019-11-15 20:13:14,283 INFO L591 BuchiCegarLoop]: Abstraction has 5584 states and 6069 transitions. [2019-11-15 20:13:14,283 INFO L424 BuchiCegarLoop]: ======== Iteration 9============ [2019-11-15 20:13:14,284 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 5584 states and 6069 transitions. [2019-11-15 20:13:14,299 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4199 [2019-11-15 20:13:14,299 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:14,300 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:14,304 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:14,304 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:14,305 INFO L791 eck$LassoCheckResult]: Stem: 108063#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 107749#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 107750#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 108376#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 108375#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 108374#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 108373#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 108372#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 108371#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 108370#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 108369#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 108368#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 108367#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 108366#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 108365#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 108364#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 108363#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 108362#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 108361#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 108360#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 108359#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 108358#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 108357#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 108356#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 108355#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 108354#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 108353#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 108352#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 108351#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 108350#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 108349#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 108348#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 108347#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 108346#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 108345#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 108344#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 108343#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 108342#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 108341#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 108340#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 108339#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 108338#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 108337#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 108336#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 108335#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 108334#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 108333#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 108332#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 108331#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 108330#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 108329#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 108328#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 108327#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 108326#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 108325#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 108324#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 108323#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 108322#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 108321#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 108320#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 108319#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 108318#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 108317#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 108316#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 108315#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 108314#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 108313#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 108312#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 108311#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 108310#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 108309#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 108308#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 108307#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 108306#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 108305#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 108304#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 108303#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 108302#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 108301#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 108300#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 108299#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 108298#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 108297#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 108296#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 108295#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 108294#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 108293#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 108292#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 108291#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 108290#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 108289#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 108288#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 108287#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 108286#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 108285#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 108284#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 108283#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 108282#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 108281#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 108280#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 108279#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 108278#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 108277#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 108276#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 108275#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 108274#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 108273#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 108271#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 108272#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 110668#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 110669#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110660#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110661#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110652#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110653#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110644#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110645#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110636#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110637#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110628#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110629#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110620#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110621#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110612#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110613#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110604#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110605#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110596#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110597#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110588#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110589#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110580#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110581#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110572#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110573#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110564#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110565#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110556#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110557#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110548#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110549#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110540#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110541#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110532#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110533#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 110524#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110525#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110516#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110517#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110508#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110509#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110500#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110501#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110492#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110493#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110484#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110485#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110476#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110477#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110468#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110469#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110460#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110461#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110452#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110453#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110444#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110445#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110436#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110437#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110428#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110429#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110420#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 110421#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 110412#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 110413#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 110404#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 110405#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 110396#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 110397#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 110388#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 110389#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 110378#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 110379#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 110368#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 110369#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 110358#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 110359#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 110348#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 110349#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 110338#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 110339#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 110328#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 110329#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110320#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 110321#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 110310#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 110311#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110300#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 110301#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 110290#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 110291#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 110280#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 110281#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 110270#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110271#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 109861#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 109862#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 109855#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 109856#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 109849#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 109850#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 107887#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 107888#L871 [2019-11-15 20:13:14,305 INFO L793 eck$LassoCheckResult]: Loop: 107888#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 110720#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 110721#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 110716#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110717#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110712#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110713#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110708#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110709#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110704#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110705#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110700#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110701#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110696#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110697#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110692#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110693#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110688#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110689#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110684#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110685#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110680#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110681#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110676#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110677#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110670#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110671#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110662#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110663#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110654#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110655#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110646#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110647#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110638#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110639#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110630#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110631#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 110622#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 110623#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110614#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 110615#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110606#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110607#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110598#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110599#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110590#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110591#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 110582#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110583#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 110574#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 110575#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110566#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110567#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 110558#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 110559#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 110550#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 110551#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 110542#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110543#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 110534#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 110535#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110526#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 110527#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 110518#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 110519#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 110510#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 110511#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 110502#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 110503#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 110494#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 110495#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 110486#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 110487#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 110478#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 110479#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 110470#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 110471#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 110462#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 110463#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 110454#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 110455#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 110446#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 110447#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 110438#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 110439#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 110430#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110431#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 110422#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 110423#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 110414#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110415#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 110406#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 110407#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 110398#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 110399#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 110390#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 110391#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110380#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 110381#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 110370#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 110371#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 110360#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 110361#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 110350#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 110351#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 110340#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 110341#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 110330#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 110331#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 110322#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 110323#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 110312#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 110313#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 110302#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 110303#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 110292#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 110293#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 110282#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 110283#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 110272#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 110273#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 110264#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 110265#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110254#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 110255#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 109872#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 109873#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 109867#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 109868#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 110262#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 110263#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 110252#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 110253#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 110246#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 110247#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 110240#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 110241#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 110233#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 110234#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 110225#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 110226#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 110217#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 110218#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 110209#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 110210#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 110201#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 110202#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 110193#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 110194#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 110185#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 110186#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 110177#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 110178#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 110169#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 110170#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 110161#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 110162#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 110152#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 110154#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 110144#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 110145#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 110136#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 110137#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 110128#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 110129#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 110120#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 110121#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 110112#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 110113#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 110104#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 110105#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 110077#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 110078#L837 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 110730#L842 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (6 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0); 110731#L848 assume !(8 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 5 == calculate_output_~input); 110726#L854 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 80 < ~a12~0); 110727#L859 assume !((((5 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0) && 1 == ~a24~0) && 9 == ~a15~0); 110723#L865 assume !(9 == ~a15~0 && ((4 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && -43 < ~a12~0 && 11 >= ~a12~0);calculate_output_#res := -2; 107888#L871 [2019-11-15 20:13:14,306 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:14,306 INFO L82 PathProgramCache]: Analyzing trace with hash -448631061, now seen corresponding path program 1 times [2019-11-15 20:13:14,307 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:14,307 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [48038151] [2019-11-15 20:13:14,307 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,307 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,307 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:14,336 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:14,377 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:14,399 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:14,400 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:14,400 INFO L82 PathProgramCache]: Analyzing trace with hash 777703628, now seen corresponding path program 3 times [2019-11-15 20:13:14,401 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:14,401 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [733418651] [2019-11-15 20:13:14,401 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,401 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,401 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:14,424 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:14,450 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:14,460 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:14,461 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:14,461 INFO L82 PathProgramCache]: Analyzing trace with hash -300003018, now seen corresponding path program 1 times [2019-11-15 20:13:14,461 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:14,462 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [139093598] [2019-11-15 20:13:14,462 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,462 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:14,462 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:14,502 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:15,043 WARN L191 SmtUtils]: Spent 112.00 ms on a formula simplification. DAG size of input: 49 DAG size of output: 34 [2019-11-15 20:13:15,225 WARN L191 SmtUtils]: Spent 123.00 ms on a formula simplification. DAG size of input: 50 DAG size of output: 39 [2019-11-15 20:13:15,454 WARN L191 SmtUtils]: Spent 183.00 ms on a formula simplification. DAG size of input: 52 DAG size of output: 45 [2019-11-15 20:13:15,676 WARN L191 SmtUtils]: Spent 167.00 ms on a formula simplification. DAG size of input: 52 DAG size of output: 43 [2019-11-15 20:13:15,836 WARN L191 SmtUtils]: Spent 134.00 ms on a formula simplification. DAG size of input: 54 DAG size of output: 37 [2019-11-15 20:13:16,043 WARN L191 SmtUtils]: Spent 176.00 ms on a formula simplification. DAG size of input: 53 DAG size of output: 43 [2019-11-15 20:13:16,300 WARN L191 SmtUtils]: Spent 215.00 ms on a formula simplification. DAG size of input: 54 DAG size of output: 45 [2019-11-15 20:13:16,479 WARN L191 SmtUtils]: Spent 125.00 ms on a formula simplification. DAG size of input: 57 DAG size of output: 45 [2019-11-15 20:13:16,631 WARN L191 SmtUtils]: Spent 124.00 ms on a formula simplification. DAG size of input: 58 DAG size of output: 44 [2019-11-15 20:13:16,835 WARN L191 SmtUtils]: Spent 146.00 ms on a formula simplification. DAG size of input: 58 DAG size of output: 44 [2019-11-15 20:13:17,081 WARN L191 SmtUtils]: Spent 173.00 ms on a formula simplification. DAG size of input: 59 DAG size of output: 44 [2019-11-15 20:13:17,231 WARN L191 SmtUtils]: Spent 110.00 ms on a formula simplification. DAG size of input: 58 DAG size of output: 44 [2019-11-15 20:13:17,382 WARN L191 SmtUtils]: Spent 114.00 ms on a formula simplification. DAG size of input: 60 DAG size of output: 44 [2019-11-15 20:13:17,530 WARN L191 SmtUtils]: Spent 105.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 42 [2019-11-15 20:13:17,688 WARN L191 SmtUtils]: Spent 108.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 42 [2019-11-15 20:13:19,447 INFO L134 CoverageAnalysis]: Checked inductivity of 314 backedges. 210 proven. 0 refuted. 0 times theorem prover too weak. 104 trivial. 0 not checked. [2019-11-15 20:13:19,447 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [139093598] [2019-11-15 20:13:19,447 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:13:19,447 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [27] imperfect sequences [] total 27 [2019-11-15 20:13:19,448 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [732379971] [2019-11-15 20:13:21,488 WARN L191 SmtUtils]: Spent 2.02 s on a formula simplification. DAG size of input: 292 DAG size of output: 86 [2019-11-15 20:13:21,665 WARN L191 SmtUtils]: Spent 176.00 ms on a formula simplification that was a NOOP. DAG size: 86 [2019-11-15 20:13:21,667 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:21,668 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 28 interpolants. [2019-11-15 20:13:21,668 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=378, Invalid=378, Unknown=0, NotChecked=0, Total=756 [2019-11-15 20:13:21,668 INFO L87 Difference]: Start difference. First operand 5584 states and 6069 transitions. cyclomatic complexity: 490 Second operand 28 states. [2019-11-15 20:13:22,763 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:22,764 INFO L93 Difference]: Finished difference Result 5744 states and 6229 transitions. [2019-11-15 20:13:22,764 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 28 states. [2019-11-15 20:13:22,764 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 5744 states and 6229 transitions. [2019-11-15 20:13:22,780 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 4190 [2019-11-15 20:13:22,798 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 5744 states to 5735 states and 6220 transitions. [2019-11-15 20:13:22,798 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 4571 [2019-11-15 20:13:22,801 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 4571 [2019-11-15 20:13:22,801 INFO L73 IsDeterministic]: Start isDeterministic. Operand 5735 states and 6220 transitions. [2019-11-15 20:13:22,808 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:22,809 INFO L688 BuchiCegarLoop]: Abstraction has 5735 states and 6220 transitions. [2019-11-15 20:13:22,814 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 5735 states and 6220 transitions. [2019-11-15 20:13:22,859 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 5735 to 5735. [2019-11-15 20:13:22,859 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 5735 states. [2019-11-15 20:13:22,869 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 5735 states to 5735 states and 6220 transitions. [2019-11-15 20:13:22,869 INFO L711 BuchiCegarLoop]: Abstraction has 5735 states and 6220 transitions. [2019-11-15 20:13:22,869 INFO L591 BuchiCegarLoop]: Abstraction has 5735 states and 6220 transitions. [2019-11-15 20:13:22,869 INFO L424 BuchiCegarLoop]: ======== Iteration 10============ [2019-11-15 20:13:22,870 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 5735 states and 6220 transitions. [2019-11-15 20:13:22,884 INFO L131 ngComponentsAnalysis]: Automaton has 3 accepting balls. 4190 [2019-11-15 20:13:22,885 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:22,885 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:22,891 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:22,892 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:22,892 INFO L791 eck$LassoCheckResult]: Stem: 119429#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 119110#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 119111#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 119932#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 119931#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 119930#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 119929#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 119928#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 119927#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 119926#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 119925#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 119924#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 119923#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 119922#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 119921#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 119920#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 119919#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 119918#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 119917#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 119916#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 119915#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 119914#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 119913#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 119912#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 119911#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 119910#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 119909#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 119908#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 119907#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 119906#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 119905#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 119904#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 119903#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 119902#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 119901#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 119900#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 119899#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 119898#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 119897#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 119896#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 119895#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 119894#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 119893#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 119892#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 119891#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 119890#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 119889#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 119888#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 119887#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 119886#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 119885#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 119884#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 119883#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 119882#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 119881#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 119880#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 119879#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 119878#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 119877#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 119876#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 119875#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 119874#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 119873#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 119872#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 119871#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 119870#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 119869#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 119868#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 119867#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 119866#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 119865#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 119864#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 119863#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 119862#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 119861#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 119860#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 119859#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 119858#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 119857#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 119856#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 119855#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 119854#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 119853#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 119852#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 119851#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 119850#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 119849#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 119848#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 119847#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 119846#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 119845#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 119844#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 119843#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 119842#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 119841#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 119840#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 119839#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 119838#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 119837#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 119836#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 119835#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 119834#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 119833#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 119832#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 119831#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 119830#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 119829#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 119825#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 119826#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 124759#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 124758#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 124757#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 124756#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 124755#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 124754#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 124753#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 124752#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 124751#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 124750#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 124749#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 124748#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 124747#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 124746#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 124745#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 124744#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 124743#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 124742#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 124741#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 124740#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 124739#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 124738#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 124737#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 124736#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 124735#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 124734#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 124733#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 124732#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 124731#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 124730#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 124729#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 124728#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 124727#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 124726#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 124725#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 124724#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 124723#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 124722#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 124721#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 124720#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 124719#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 124718#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 124717#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 124716#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 124715#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 124714#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 124713#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 124712#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 124711#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 124710#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 124709#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 124708#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 124707#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 124706#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 124705#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 124704#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 124703#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 124702#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 124701#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 124700#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 124699#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 124698#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 124697#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 124696#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 124695#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 124694#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 120812#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 120811#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 120810#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 120809#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 120808#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 120807#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 120806#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 120805#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 120804#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 120803#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 120802#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 120801#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 120800#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 120799#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 120798#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 120797#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 120796#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 120795#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120794#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 120793#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 120792#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 120791#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120790#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 120789#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 120788#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 120787#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 120786#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 120785#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 120784#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120783#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 120782#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 120781#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 120780#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 120779#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 120778#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 120777#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 120776#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 120775#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 120774#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 120773#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 120772#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 120771#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 120770#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 120769#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 120768#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 120767#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 120766#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 120765#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 120764#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 120763#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 120762#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 120761#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 120760#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 120759#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 120758#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 120757#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 120756#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 120755#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 120754#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 120753#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 120752#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 120751#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 120750#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 120749#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 120748#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 120747#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 120746#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 120745#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 120744#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 120743#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 120742#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 120741#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 120740#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 120739#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 120738#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 120737#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 120736#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 120735#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 120734#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 120733#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 120732#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 120731#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 120730#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 120729#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 120728#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 120727#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 120726#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 120725#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 120724#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 120723#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 120722#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 120721#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 120720#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 120719#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 120718#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 120717#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 120716#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 120715#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 120714#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 120713#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 120712#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 120711#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 120710#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 120709#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 120708#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 120707#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 120706#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 120705#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 120704#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 120703#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 120702#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 120701#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 120700#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 120699#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 120698#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 120697#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 120696#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 120695#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 120694#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 120693#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 120692#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 120691#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 120690#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120689#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 120688#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 120687#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 120686#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120685#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 120684#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 120683#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 120682#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 120681#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 120680#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 120679#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 120678#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 120677#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 120676#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 120675#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 120674#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 120673#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 120672#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 120671#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 120670#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 120669#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 120668#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 120667#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 120666#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 120665#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 120663#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 120664#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 122376#L871 [2019-11-15 20:13:22,893 INFO L793 eck$LassoCheckResult]: Loop: 122376#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 122657#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 122655#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 122653#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 122651#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 122649#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 122647#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 122645#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 122643#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 122641#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 122639#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 122637#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 122635#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 122633#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 122631#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 122629#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 122627#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 122625#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 122623#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 122621#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 122619#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 122617#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 122615#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 122613#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 122611#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 122609#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 122607#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 122605#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 122603#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 122601#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 122599#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 122597#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 122595#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 122593#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 122591#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 122589#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 122587#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 122585#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 122583#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 122581#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 122579#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 122577#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 122575#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 122573#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 122571#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 122569#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 122567#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 122565#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 122563#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 122561#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 122559#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 122557#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 122555#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 122553#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 122551#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 122549#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 122547#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 122545#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 122543#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 122541#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 122539#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 122537#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 122535#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 122533#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 122531#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 122529#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 122527#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 122525#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 122523#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 122519#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 122515#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 122389#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 122390#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 122521#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 122517#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 122401#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 122373#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 122374#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 122938#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 122935#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 122932#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 122929#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 122926#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 122923#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 122920#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 122917#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 122914#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 122911#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 122908#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 122905#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 122902#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 122899#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 122896#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 122893#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 122890#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 122887#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 122884#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 122881#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 122878#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 122875#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 122872#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 122869#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 122866#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 122863#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 122860#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 122857#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 122854#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 122851#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 122848#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 122845#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 122842#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 122839#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 122836#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 122376#L871 [2019-11-15 20:13:22,894 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:22,894 INFO L82 PathProgramCache]: Analyzing trace with hash -1555867174, now seen corresponding path program 1 times [2019-11-15 20:13:22,894 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:22,894 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1665115960] [2019-11-15 20:13:22,895 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:22,895 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:22,895 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:22,946 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:22,987 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:23,019 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:23,019 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:23,020 INFO L82 PathProgramCache]: Analyzing trace with hash -909123708, now seen corresponding path program 1 times [2019-11-15 20:13:23,020 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:23,020 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1249394394] [2019-11-15 20:13:23,020 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:23,021 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:23,021 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:23,034 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:23,047 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:23,053 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:23,054 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:23,054 INFO L82 PathProgramCache]: Analyzing trace with hash 2086518475, now seen corresponding path program 2 times [2019-11-15 20:13:23,054 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:23,054 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1874047764] [2019-11-15 20:13:23,055 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:23,055 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:23,055 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:23,097 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:23,362 INFO L134 CoverageAnalysis]: Checked inductivity of 637 backedges. 323 proven. 0 refuted. 0 times theorem prover too weak. 314 trivial. 0 not checked. [2019-11-15 20:13:23,362 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1874047764] [2019-11-15 20:13:23,362 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:13:23,362 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [] total 3 [2019-11-15 20:13:23,363 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [1281758223] [2019-11-15 20:13:24,020 WARN L191 SmtUtils]: Spent 646.00 ms on a formula simplification. DAG size of input: 234 DAG size of output: 38 [2019-11-15 20:13:24,042 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:24,042 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:24,042 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:24,042 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:24,042 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:13:24,042 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,042 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:24,042 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:24,042 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration10_Loop [2019-11-15 20:13:24,042 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:24,042 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:24,043 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,048 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,057 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,065 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,072 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,077 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,079 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,187 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:24,187 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 21 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 21 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,191 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:24,191 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:13:24,195 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:13:24,195 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~a12~0=-20} Honda state: {~a12~0=-20} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 22 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 22 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,200 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:24,200 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:13:24,203 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:13:24,203 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#t~ret3=0} Honda state: {ULTIMATE.start_main_#t~ret3=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 23 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 23 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,209 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:24,209 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:13:24,216 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:13:24,217 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_~input~0=1, ULTIMATE.start_main_#t~nondet2=1, ULTIMATE.start_calculate_output_~input=1, ULTIMATE.start_calculate_output_#in~input=1} Honda state: {ULTIMATE.start_main_~input~0=1, ULTIMATE.start_main_#t~nondet2=1, ULTIMATE.start_calculate_output_~input=1, ULTIMATE.start_calculate_output_#in~input=1} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 24 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 24 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,231 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:24,231 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 25 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) [2019-11-15 20:13:24,249 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:13:24,249 INFO L160 nArgumentSynthesizer]: Using integer mode. Waiting until toolchain timeout for monitored process 25 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,264 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:13:24,266 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:24,266 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:24,266 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:24,266 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:24,266 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:13:24,266 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:24,266 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:24,267 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:24,267 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration10_Loop [2019-11-15 20:13:24,267 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:24,267 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:24,269 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,285 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,287 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,292 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,304 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,312 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,314 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:24,446 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:24,446 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:13:24,447 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:24,447 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:24,448 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:24,448 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:24,448 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:24,448 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:24,448 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:24,448 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:24,449 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:24,449 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:24,450 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:24,450 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:24,450 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:24,450 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:24,450 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:24,451 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:24,451 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:24,451 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:24,451 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:24,451 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:24,452 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:24,452 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:24,452 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:24,452 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:24,452 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:24,452 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:24,454 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:24,454 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:24,454 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:24,454 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:24,454 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:24,455 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:24,455 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:24,455 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:24,455 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:24,461 INFO L419 nArgumentSynthesizer]: Found a termination argument, trying to simplify. [2019-11-15 20:13:24,464 INFO L443 ModelExtractionUtils]: Simplification made 3 calls to the SMT solver. [2019-11-15 20:13:24,464 INFO L444 ModelExtractionUtils]: 0 out of 3 variables were initially zero. Simplification set additionally 0 variables to zero. [2019-11-15 20:13:24,465 INFO L435 nArgumentSynthesizer]: Simplifying supporting invariants... [2019-11-15 20:13:24,465 INFO L438 nArgumentSynthesizer]: Removed 0 redundant supporting invariants from a total of 0. [2019-11-15 20:13:24,465 INFO L510 LassoAnalysis]: Proved termination. [2019-11-15 20:13:24,465 INFO L512 LassoAnalysis]: Termination argument consisting of: Ranking function f(~a21~0) = -2*~a21~0 + 17 Supporting invariants [] [2019-11-15 20:13:24,466 INFO L297 tatePredicateManager]: 0 out of 0 supporting invariants were superfluous and have been removed [2019-11-15 20:13:24,497 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:24,573 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:24,575 INFO L256 TraceCheckSpWp]: Trace formula consists of 401 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:13:24,579 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:13:24,617 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:24,618 INFO L256 TraceCheckSpWp]: Trace formula consists of 133 conjuncts, 4 conjunts are in the unsatisfiable core [2019-11-15 20:13:24,620 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:13:24,626 INFO L134 CoverageAnalysis]: Checked inductivity of 0 backedges. 0 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:13:24,627 INFO L152 lantAutomatonBouncer]: Defining deterministic Buchi interpolant automaton with honda bouncer for stem and without honda bouncer for loop.1 stem predicates 1 loop predicates [2019-11-15 20:13:24,627 INFO L72 iDifferenceNCSBLazy3]: Start buchiDifferenceNCSBLazy3. First operand 5735 states and 6220 transitions. cyclomatic complexity: 489 Second operand 3 states. [2019-11-15 20:13:25,055 INFO L76 iDifferenceNCSBLazy3]: Finished buchiDifferenceNCSBLazy3. First operand 5735 states and 6220 transitions. cyclomatic complexity: 489. Second operand 3 states. Result 13297 states and 14341 transitions. Complement of second has 5 states. [2019-11-15 20:13:25,055 INFO L142 InterpolantAutomaton]: Switched to read-only mode: Buchi interpolant automaton has 3 states 1 stem states 1 non-accepting loop states 1 accepting loop states [2019-11-15 20:13:25,056 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 3 states. [2019-11-15 20:13:25,056 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 3 states to 3 states and 420 transitions. [2019-11-15 20:13:25,057 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 420 transitions. Stem has 325 letters. Loop has 113 letters. [2019-11-15 20:13:25,058 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:13:25,058 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 420 transitions. Stem has 438 letters. Loop has 113 letters. [2019-11-15 20:13:25,059 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:13:25,059 INFO L84 BuchiAccepts]: Start buchiAccepts Operand 3 states and 420 transitions. Stem has 325 letters. Loop has 226 letters. [2019-11-15 20:13:25,061 INFO L116 BuchiAccepts]: Finished buchiAccepts. [2019-11-15 20:13:25,061 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 13297 states and 14341 transitions. [2019-11-15 20:13:25,114 INFO L131 ngComponentsAnalysis]: Automaton has 10 accepting balls. 9092 [2019-11-15 20:13:25,153 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 13297 states to 12763 states and 13792 transitions. [2019-11-15 20:13:25,154 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 9644 [2019-11-15 20:13:25,161 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 9646 [2019-11-15 20:13:25,161 INFO L73 IsDeterministic]: Start isDeterministic. Operand 12763 states and 13792 transitions. [2019-11-15 20:13:25,164 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:25,165 INFO L688 BuchiCegarLoop]: Abstraction has 12763 states and 13792 transitions. [2019-11-15 20:13:25,175 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 12763 states and 13792 transitions. [2019-11-15 20:13:25,296 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 12763 to 12227. [2019-11-15 20:13:25,297 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 12227 states. [2019-11-15 20:13:25,318 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 12227 states to 12227 states and 13241 transitions. [2019-11-15 20:13:25,319 INFO L711 BuchiCegarLoop]: Abstraction has 12227 states and 13241 transitions. [2019-11-15 20:13:25,319 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:25,319 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:13:25,319 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:13:25,319 INFO L87 Difference]: Start difference. First operand 12227 states and 13241 transitions. Second operand 4 states. [2019-11-15 20:13:26,821 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:26,821 INFO L93 Difference]: Finished difference Result 12225 states and 13020 transitions. [2019-11-15 20:13:26,822 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:13:26,822 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 12225 states and 13020 transitions. [2019-11-15 20:13:26,870 INFO L131 ngComponentsAnalysis]: Automaton has 10 accepting balls. 8736 [2019-11-15 20:13:26,906 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 12225 states to 11691 states and 12483 transitions. [2019-11-15 20:13:26,906 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 9288 [2019-11-15 20:13:26,913 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 9288 [2019-11-15 20:13:26,913 INFO L73 IsDeterministic]: Start isDeterministic. Operand 11691 states and 12483 transitions. [2019-11-15 20:13:26,914 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:26,914 INFO L688 BuchiCegarLoop]: Abstraction has 11691 states and 12483 transitions. [2019-11-15 20:13:26,922 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 11691 states and 12483 transitions. [2019-11-15 20:13:26,982 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 11691 to 5557. [2019-11-15 20:13:26,982 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 5557 states. [2019-11-15 20:13:26,992 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 5557 states to 5557 states and 5936 transitions. [2019-11-15 20:13:26,992 INFO L711 BuchiCegarLoop]: Abstraction has 5557 states and 5936 transitions. [2019-11-15 20:13:26,992 INFO L591 BuchiCegarLoop]: Abstraction has 5557 states and 5936 transitions. [2019-11-15 20:13:26,992 INFO L424 BuchiCegarLoop]: ======== Iteration 11============ [2019-11-15 20:13:26,992 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 5557 states and 5936 transitions. [2019-11-15 20:13:27,005 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4012 [2019-11-15 20:13:27,005 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:27,005 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:27,011 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:27,012 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:27,012 INFO L791 eck$LassoCheckResult]: Stem: 164208#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 163930#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 163931#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 164656#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 164655#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164654#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164653#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164652#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164651#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164650#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164649#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164648#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164647#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 164646#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 164645#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 164644#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164643#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164642#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164641#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164640#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164639#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164638#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164637#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164636#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164635#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164634#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 164633#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164632#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164631#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164630#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164629#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164628#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164627#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164626#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164625#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164624#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164623#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 164622#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164621#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 164620#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 164619#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164618#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164617#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164616#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164615#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164614#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164613#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164612#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 164611#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164610#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164609#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164608#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164607#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164606#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164605#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164604#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164603#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164602#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164601#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164600#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164599#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 164598#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164597#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164596#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164595#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164594#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 164593#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 164592#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 164591#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 164590#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 164589#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 164588#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 164587#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 164586#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 164585#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 164584#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 164583#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 164582#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 164581#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 164580#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 164579#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 164578#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 164577#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 164576#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 164575#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 164574#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 164573#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 164572#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 164571#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 164570#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 164569#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 164568#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 164567#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 164566#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 164565#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 164564#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 164563#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 164562#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 164561#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 164560#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 164559#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 164558#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 164557#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 164556#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 164555#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 164554#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 164553#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 164550#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 164551#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 169084#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 169083#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 169082#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 169081#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 169080#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 169079#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 169078#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 169077#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 169076#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 169075#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 169074#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 169073#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 169072#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 169071#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 169070#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 169069#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 169068#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 169067#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 169066#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 169065#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 169064#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 169063#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 169062#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 169061#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 169060#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 169059#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 169058#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 169057#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 169056#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 169055#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 169054#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 169053#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 169052#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 169051#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 169050#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 169049#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 169048#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 169047#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 169046#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 169045#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 169044#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 169043#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 169042#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 169041#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 169040#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 169039#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 169038#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 169037#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 169036#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 169035#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 169034#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 169033#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 169032#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 169031#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 169030#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 169029#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 169028#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 169027#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 169026#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 169025#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 169024#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 169023#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 169022#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 169021#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 169020#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 169019#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 169018#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 169017#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 169016#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 169015#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 169014#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 169013#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 169012#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 169011#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 169010#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 169009#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 169008#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 169007#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 169006#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 169005#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 169004#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 169003#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 169002#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 169001#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 169000#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 168999#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 168998#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 168997#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 165547#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 165548#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 169216#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 169215#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 169214#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 169213#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 169212#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 169211#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 169210#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 169209#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 169208#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 169207#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 169206#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 169205#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 168153#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 168152#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 168151#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 168150#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 168149#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 168148#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 168147#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 168146#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 168145#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 168144#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 168143#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 168142#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 168141#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 168140#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 168139#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 168138#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 168137#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 168136#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 168135#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 168134#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 168133#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 168132#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 168131#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 168130#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 168129#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 168128#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 168127#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 168126#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 168125#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 168124#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 168123#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 168122#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 168121#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 168120#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 168119#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 168118#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 168117#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 168116#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 168115#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 168114#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 168113#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 168112#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 168111#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 168110#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 168109#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 168108#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 168107#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 168106#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 168105#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 168104#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 168103#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 168102#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 168101#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 168100#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 168099#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 168098#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 168097#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 168096#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 168095#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 168094#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 168093#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 168092#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 168091#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 168090#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 168089#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 168088#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 168087#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 168086#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 168085#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 168084#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 168083#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 168082#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 168081#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 168080#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 168079#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 168078#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 168077#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 168076#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 168075#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 168074#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 168073#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 168072#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 168071#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 168070#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 168069#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 168068#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 168067#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 168066#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 168065#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 168064#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 168063#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 168062#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 168061#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 168060#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 168059#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 168058#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 168057#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 168056#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 168055#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 168054#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 168053#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 168052#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 168051#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 168050#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 168049#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 168048#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 168047#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 168046#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 168045#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 168044#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 168043#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 168042#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 168041#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 168040#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 164020#L871 [2019-11-15 20:13:27,013 INFO L793 eck$LassoCheckResult]: Loop: 164020#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 164021#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 164012#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 163940#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 163941#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164263#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164222#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164180#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164181#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164163#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164077#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164049#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 164050#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 163980#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 163910#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 163911#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 163944#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164226#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164195#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164196#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164169#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164079#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 164080#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164063#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 163984#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 163918#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 163919#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 163956#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164230#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164231#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164209#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164122#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164094#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 164095#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164068#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 163994#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 163926#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 163927#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 163970#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 164236#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 164237#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164214#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164124#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164098#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164099#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164029#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 163996#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 163997#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 163972#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 163973#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 164240#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164241#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 164218#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 164126#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 164127#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 164110#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 164031#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 164004#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164005#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 163976#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 163977#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164261#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 164252#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 164173#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 164145#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 164146#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 164254#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 164206#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 164072#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 164055#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 163902#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 163903#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 164268#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 168987#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 168986#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 168985#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 168975#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 168976#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 169446#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 169445#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 169444#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 169442#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 169440#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 169438#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 169436#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 169434#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 169432#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 169430#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 169428#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 169426#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 169424#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 169422#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 169420#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 169418#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 169416#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 169414#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 169412#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 169410#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 169408#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 169406#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 169404#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 169402#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 169401#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 169400#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 164057#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 164058#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 164134#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 169334#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 169332#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 163986#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 163987#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 164220#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 164201#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 164202#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 164258#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 164256#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 164193#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 164112#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 164041#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 163962#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 163963#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 163958#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 163959#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 163954#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 163914#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 163915#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 164037#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 164038#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 164035#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 163936#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 163937#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 164246#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 164158#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 164088#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 164024#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 163898#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 163899#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 163894#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 163895#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 169331#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 169281#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 164065#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 164000#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 164001#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 164228#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 164216#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 164141#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 164142#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 164139#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 164061#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 163990#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 163991#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 164224#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 164152#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 164116#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 164118#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 169443#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 169441#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 169439#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 169437#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 169435#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 169433#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 169431#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 169429#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 169427#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 169425#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 169423#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 169421#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 169419#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 169417#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 169415#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 169413#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 169411#L837 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 169409#L842 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (6 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0); 169407#L848 assume !(8 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 5 == calculate_output_~input); 169405#L854 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 80 < ~a12~0); 169403#L859 assume !((((5 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0) && 1 == ~a24~0) && 9 == ~a15~0); 169398#L865 assume !(9 == ~a15~0 && ((4 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && -43 < ~a12~0 && 11 >= ~a12~0);calculate_output_#res := -2; 164020#L871 [2019-11-15 20:13:27,014 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:27,014 INFO L82 PathProgramCache]: Analyzing trace with hash -1555867174, now seen corresponding path program 3 times [2019-11-15 20:13:27,014 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:27,014 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1627936791] [2019-11-15 20:13:27,015 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,015 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,015 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:27,069 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:27,110 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:27,142 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:27,143 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:27,143 INFO L82 PathProgramCache]: Analyzing trace with hash 777703628, now seen corresponding path program 4 times [2019-11-15 20:13:27,143 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:27,144 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [286236550] [2019-11-15 20:13:27,144 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,144 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,144 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:27,166 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:27,186 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:27,198 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:27,198 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:27,199 INFO L82 PathProgramCache]: Analyzing trace with hash -1875930523, now seen corresponding path program 1 times [2019-11-15 20:13:27,199 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:27,199 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1300250335] [2019-11-15 20:13:27,200 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,200 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:27,200 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:27,255 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:28,946 INFO L134 CoverageAnalysis]: Checked inductivity of 637 backedges. 323 proven. 199 refuted. 0 times theorem prover too weak. 115 trivial. 0 not checked. [2019-11-15 20:13:28,946 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [1300250335] [2019-11-15 20:13:28,946 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [486193292] [2019-11-15 20:13:28,946 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 26 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 26 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:13:29,091 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:29,093 INFO L256 TraceCheckSpWp]: Trace formula consists of 587 conjuncts, 19 conjunts are in the unsatisfiable core [2019-11-15 20:13:29,100 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:13:30,641 INFO L134 CoverageAnalysis]: Checked inductivity of 637 backedges. 323 proven. 0 refuted. 0 times theorem prover too weak. 314 trivial. 0 not checked. [2019-11-15 20:13:30,642 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:13:30,642 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [9] imperfect sequences [10] total 10 [2019-11-15 20:13:30,642 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [921946959] [2019-11-15 20:13:32,635 WARN L191 SmtUtils]: Spent 1.97 s on a formula simplification. DAG size of input: 295 DAG size of output: 86 [2019-11-15 20:13:32,819 WARN L191 SmtUtils]: Spent 183.00 ms on a formula simplification that was a NOOP. DAG size: 86 [2019-11-15 20:13:32,821 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:32,821 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 10 interpolants. [2019-11-15 20:13:32,821 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=55, Invalid=55, Unknown=0, NotChecked=0, Total=110 [2019-11-15 20:13:32,821 INFO L87 Difference]: Start difference. First operand 5557 states and 5936 transitions. cyclomatic complexity: 384 Second operand 10 states. [2019-11-15 20:13:33,879 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:33,880 INFO L93 Difference]: Finished difference Result 6227 states and 6617 transitions. [2019-11-15 20:13:33,880 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 9 states. [2019-11-15 20:13:33,880 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 6227 states and 6617 transitions. [2019-11-15 20:13:33,898 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4500 [2019-11-15 20:13:33,913 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 6227 states to 6200 states and 6590 transitions. [2019-11-15 20:13:33,913 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 4881 [2019-11-15 20:13:33,916 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 4881 [2019-11-15 20:13:33,916 INFO L73 IsDeterministic]: Start isDeterministic. Operand 6200 states and 6590 transitions. [2019-11-15 20:13:33,917 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:33,917 INFO L688 BuchiCegarLoop]: Abstraction has 6200 states and 6590 transitions. [2019-11-15 20:13:33,921 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 6200 states and 6590 transitions. [2019-11-15 20:13:33,964 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 6200 to 6022. [2019-11-15 20:13:33,964 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 6022 states. [2019-11-15 20:13:33,975 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 6022 states to 6022 states and 6404 transitions. [2019-11-15 20:13:33,975 INFO L711 BuchiCegarLoop]: Abstraction has 6022 states and 6404 transitions. [2019-11-15 20:13:33,975 INFO L591 BuchiCegarLoop]: Abstraction has 6022 states and 6404 transitions. [2019-11-15 20:13:33,975 INFO L424 BuchiCegarLoop]: ======== Iteration 12============ [2019-11-15 20:13:33,976 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 6022 states and 6404 transitions. [2019-11-15 20:13:33,991 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4322 [2019-11-15 20:13:33,991 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:33,992 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:34,000 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:34,000 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:34,001 INFO L791 eck$LassoCheckResult]: Stem: 177547#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 177236#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 177237#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 178035#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 178034#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 178033#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 178032#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 178031#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 178030#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 178029#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 178028#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 178027#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 178026#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 178025#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 178024#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 178023#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 178022#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 178021#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 178020#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 178019#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 178018#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 178017#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 178016#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 178015#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 178014#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 178013#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 178012#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 178011#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 178010#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 178009#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 178008#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 178007#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 178006#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 178005#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 178004#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 178003#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 178002#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 178001#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 178000#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 177999#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 177998#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 177997#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 177996#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 177995#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 177994#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 177993#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 177992#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 177991#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 177990#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 177989#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 177988#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 177987#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 177986#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 177985#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 177984#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 177983#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 177982#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 177981#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 177980#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 177979#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 177978#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 177977#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 177976#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 177975#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 177974#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 177973#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 177972#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 177971#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 177970#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 177969#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 177968#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 177967#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 177966#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 177965#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 177964#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 177963#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 177962#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 177961#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 177960#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 177959#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 177958#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 177957#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 177956#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 177955#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 177954#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 177953#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 177952#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 177951#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 177950#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 177949#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 177948#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 177947#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 177946#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 177945#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 177944#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 177943#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 177942#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 177941#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 177940#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 177939#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 177938#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 177937#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 177936#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 177935#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 177934#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 177933#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 177932#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 177928#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 177929#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 179306#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 179302#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179303#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179298#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179299#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179294#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179295#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179290#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179291#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179286#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179287#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179282#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179283#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179278#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179279#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179274#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179275#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179270#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179271#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179266#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179267#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179262#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179263#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179258#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179259#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179254#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179255#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179250#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179251#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179246#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179247#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179243#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179242#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179241#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179240#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179239#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 179238#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179237#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179236#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179235#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179234#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179233#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179232#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179231#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179230#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179229#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179228#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179227#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179226#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179225#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179224#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179223#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179222#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179221#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179220#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179219#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179218#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179217#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179216#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179215#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179214#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179213#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179212#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 179211#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 179210#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 179209#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 179208#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 179207#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 179206#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 179205#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 179204#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 179203#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 179202#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 179201#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 179199#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 179200#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 182657#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 182655#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 182653#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 179193#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 179192#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 179191#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 179190#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 179189#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 179188#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 179187#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 179186#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 179185#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 179184#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 179183#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 179182#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 179181#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 179180#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 179179#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 179178#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 179176#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 179177#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 182618#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 182616#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 179171#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 179170#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 179169#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 179167#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 179168#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 179163#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 179164#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 179159#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179160#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179155#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179156#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179151#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179152#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179147#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179148#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179143#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179144#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179139#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179140#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179135#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179136#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179131#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179132#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179127#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179128#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179123#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179124#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179119#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179120#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179115#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179116#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179111#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179112#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179107#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179108#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179103#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179104#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179099#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179100#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179095#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179096#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 179091#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 179092#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179087#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 179088#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179083#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179084#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179079#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179080#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179075#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179076#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 179071#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179072#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 179067#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 179068#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179063#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179064#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 179059#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 179060#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 179055#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 179056#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 179051#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179052#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 179047#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 179048#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179043#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 179044#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 179039#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 179040#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 179035#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 179036#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 179031#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 179032#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 179027#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 179028#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 179023#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 179024#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 179019#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 179020#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 179015#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 179016#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 179011#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 179012#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 179007#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 179008#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 179003#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 179004#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 178999#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 179000#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 178995#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 178996#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 178991#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 178992#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 178987#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 178988#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 178983#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 178984#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 178979#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 178980#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 178975#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 178976#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 178971#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 178972#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 178967#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 178968#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 178963#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 178964#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 178959#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 178960#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 178955#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 178956#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 178951#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 178952#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 178947#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 178948#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 178943#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 178944#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 181068#L871 [2019-11-15 20:13:34,002 INFO L793 eck$LassoCheckResult]: Loop: 181068#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 183020#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 183019#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 183018#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 183017#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 183016#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 183015#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 183014#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 183013#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 183012#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 183011#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 183010#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 183009#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 183008#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 183007#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 183006#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 183005#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 183004#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 183003#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 183002#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 183001#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 183000#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182999#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182998#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182997#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182996#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182995#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182994#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182993#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182992#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182991#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182990#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182989#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182988#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182987#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182986#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182985#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182984#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 182983#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182982#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182981#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182980#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182979#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182978#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182977#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182976#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182975#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182974#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182973#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182972#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182971#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182970#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182969#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182968#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182967#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182966#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182965#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182964#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182963#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182962#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182961#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182960#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182959#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182958#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182957#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 182956#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 182955#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 182954#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 182953#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 182952#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 182951#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 182950#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 182949#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 182948#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 182947#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 182946#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 182316#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 182317#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 183166#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 183164#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 183162#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 183160#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 183158#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 183156#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 183154#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 183152#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 183150#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 183148#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 183146#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 183144#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 183142#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 183140#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 183138#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 183137#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 183108#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 183109#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 183101#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 183102#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 183097#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 183098#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 183093#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 183094#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 183089#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 183090#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 183085#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 183086#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 183081#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 183082#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 183134#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 183133#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 177629#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 177630#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 183132#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 183131#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 177625#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 177626#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 183130#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 183129#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 183128#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 183127#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 177617#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 177265#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 177266#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 177614#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 183124#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 183123#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 183122#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 183121#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 183120#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 183119#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 177648#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 177649#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 183118#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 177405#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 177406#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 177204#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 177205#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 183117#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 177596#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 177505#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 177478#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 177479#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 183114#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 177638#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 177571#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 177572#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 183112#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 183111#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 183110#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 177379#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 177380#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 183107#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 183106#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 183105#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 177443#L730 assume 9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0;~a12~0 := ~a12~0 - -61 - -3 - -1;~a21~0 := 8;calculate_output_#res := 26; 177444#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 182753#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 182752#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 182751#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182750#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182749#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182748#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182747#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182746#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182745#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182744#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182743#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182742#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182741#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182740#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182739#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182738#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182737#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182736#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182735#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182734#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182733#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182732#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182731#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182730#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182729#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182728#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182726#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182724#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182722#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182720#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182718#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182716#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182714#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182712#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182710#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182708#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 182706#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 182704#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182702#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 182700#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182698#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182696#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182694#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182692#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182690#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182688#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 182686#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182684#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 182682#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 182680#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182678#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182677#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 182676#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 182675#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 182673#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 182671#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 182669#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182667#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 182615#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 182613#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182611#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 182608#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 182605#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 182602#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 182601#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 182575#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 182571#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 182570#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 182569#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 182567#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 182565#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 182563#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 182561#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 182553#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 182435#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 177525#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 177526#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 182674#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 182672#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 182670#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 182668#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 182666#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 182665#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 182664#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 182663#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 182662#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 182661#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 182660#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 182659#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 182658#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 182656#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 182654#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 182652#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 182651#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 182650#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 182648#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 182646#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 182644#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 182642#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 182640#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 182638#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 182636#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 182634#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 182632#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 182630#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 182628#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 182626#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 182624#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 182620#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 182619#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 182617#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 182614#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 181068#L871 [2019-11-15 20:13:34,002 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:34,003 INFO L82 PathProgramCache]: Analyzing trace with hash -1555867174, now seen corresponding path program 4 times [2019-11-15 20:13:34,003 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:34,003 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1863137282] [2019-11-15 20:13:34,003 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:34,004 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:34,004 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:34,041 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:34,075 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:34,106 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:34,106 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:34,107 INFO L82 PathProgramCache]: Analyzing trace with hash -860151464, now seen corresponding path program 1 times [2019-11-15 20:13:34,107 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:34,107 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [876209967] [2019-11-15 20:13:34,107 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:34,107 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:34,108 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:34,136 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:34,324 INFO L134 CoverageAnalysis]: Checked inductivity of 113 backedges. 113 proven. 0 refuted. 0 times theorem prover too weak. 0 trivial. 0 not checked. [2019-11-15 20:13:34,324 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [876209967] [2019-11-15 20:13:34,324 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:13:34,324 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [] total 3 [2019-11-15 20:13:34,325 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [747781624] [2019-11-15 20:13:34,325 INFO L808 eck$LassoCheckResult]: loop already infeasible [2019-11-15 20:13:34,326 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:34,326 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:13:34,326 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:13:34,326 INFO L87 Difference]: Start difference. First operand 6022 states and 6404 transitions. cyclomatic complexity: 387 Second operand 4 states. [2019-11-15 20:13:35,192 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:35,192 INFO L93 Difference]: Finished difference Result 8158 states and 8699 transitions. [2019-11-15 20:13:35,192 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:13:35,193 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 8158 states and 8699 transitions. [2019-11-15 20:13:35,218 INFO L131 ngComponentsAnalysis]: Automaton has 5 accepting balls. 6125 [2019-11-15 20:13:35,239 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 8158 states to 8158 states and 8699 transitions. [2019-11-15 20:13:35,239 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 6661 [2019-11-15 20:13:35,244 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 6661 [2019-11-15 20:13:35,244 INFO L73 IsDeterministic]: Start isDeterministic. Operand 8158 states and 8699 transitions. [2019-11-15 20:13:35,244 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:35,244 INFO L688 BuchiCegarLoop]: Abstraction has 8158 states and 8699 transitions. [2019-11-15 20:13:35,250 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 8158 states and 8699 transitions. [2019-11-15 20:13:35,298 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 8158 to 6734. [2019-11-15 20:13:35,299 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 6734 states. [2019-11-15 20:13:35,320 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 6734 states to 6734 states and 7176 transitions. [2019-11-15 20:13:35,320 INFO L711 BuchiCegarLoop]: Abstraction has 6734 states and 7176 transitions. [2019-11-15 20:13:35,320 INFO L591 BuchiCegarLoop]: Abstraction has 6734 states and 7176 transitions. [2019-11-15 20:13:35,320 INFO L424 BuchiCegarLoop]: ======== Iteration 13============ [2019-11-15 20:13:35,320 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 6734 states and 7176 transitions. [2019-11-15 20:13:35,338 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4879 [2019-11-15 20:13:35,338 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:35,339 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:35,347 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:35,348 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:35,349 INFO L791 eck$LassoCheckResult]: Stem: 191707#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 191423#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 191424#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 192223#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 192222#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 192221#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 192220#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 192219#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 192218#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 192217#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 192216#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 192215#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 192214#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 192213#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 192212#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 192211#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 192210#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 192209#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 192208#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 192207#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 192206#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 192205#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 192204#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 192203#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 192202#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 192201#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 192200#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 192199#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 192198#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 192197#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 192196#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 192195#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 192194#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 192193#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 192192#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 192191#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 192190#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 192189#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 192188#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 192187#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 192186#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 192185#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 192184#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 192183#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 192182#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 192181#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 192180#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 192179#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 192178#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 192177#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 192176#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 192175#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 192174#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 192173#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 192172#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 192171#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 192170#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 192169#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 192168#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 192167#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 192166#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 192165#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 192164#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 192163#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 192162#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 192161#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 192160#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 192159#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 192158#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 192157#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 192156#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 192155#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 192154#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 192153#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 192152#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 192151#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 192150#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 192149#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 192148#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 192147#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 192146#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 192145#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 192144#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 192143#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 192142#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 192141#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 192140#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 192139#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 192138#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 192137#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 192136#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 192135#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 192134#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 192133#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 192132#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 192131#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 192130#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 192129#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 192128#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 192127#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 192126#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 192125#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 192124#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 192123#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 192122#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 192121#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 192120#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 192117#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 192119#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 193577#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 193573#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193574#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193569#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193570#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193565#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193566#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193561#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193562#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193557#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193558#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193553#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193554#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193549#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193550#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193545#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193546#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193541#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193542#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193537#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193538#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193533#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193534#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193529#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193530#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193525#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193526#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193521#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193522#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193517#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193518#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193513#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193514#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193509#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193510#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193505#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 193506#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193501#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193502#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193497#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193498#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193493#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193494#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193489#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193490#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193485#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193486#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193481#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193482#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193477#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193478#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193473#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193474#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193469#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193470#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193465#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193466#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193461#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193462#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193457#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193458#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193453#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193454#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 193449#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 193450#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 193445#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 193446#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 193441#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 193442#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 193437#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 193438#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 193433#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 193434#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 193429#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 193430#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 193425#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 193426#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 193421#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 193422#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 193417#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 193418#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 193413#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 193414#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 193409#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193410#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 193405#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 193406#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 193401#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193402#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 193397#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 193398#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 193393#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 193394#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 193389#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 193390#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193385#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 193386#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 193381#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 193382#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 193377#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 193378#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 193373#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 193374#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 193369#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 193370#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 193365#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 193366#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193361#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193362#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193357#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193358#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193353#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193354#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193349#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193350#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193345#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193346#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193341#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193342#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193337#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193338#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193333#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193334#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193329#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193330#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193325#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193326#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193321#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193322#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193317#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193318#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193313#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193314#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193309#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193310#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193305#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193306#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193301#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193302#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193297#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 193298#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 193293#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193294#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 193289#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193290#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193285#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193286#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193281#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193282#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193277#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 193278#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193273#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 193274#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 193269#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193270#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193265#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 193266#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 193261#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 193262#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 193257#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 193258#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193253#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 193254#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 193249#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193250#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 193245#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 193246#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 193241#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 193242#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 193237#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 193238#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 193233#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 193234#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 193229#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 193230#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 193225#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 193226#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 193221#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 193222#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 193217#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 193218#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 193213#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 193214#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 193209#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 193210#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 193205#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 193206#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 193201#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 193202#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193197#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 193198#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 193193#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 193194#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 196475#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 196474#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 193187#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 193188#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 193183#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 193184#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 193179#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193180#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 193175#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 193176#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 193171#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 193172#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 193167#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 193168#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 193163#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 193164#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 193159#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 193160#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 193155#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 193156#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 193151#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 193152#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 193146#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 193148#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 193142#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 193143#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 193138#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 193139#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 193134#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 193135#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 193130#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 193131#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 193126#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193127#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 193122#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 193123#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 193118#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 193119#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193114#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 193115#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 193110#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 193111#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 193106#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 193107#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 193102#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 193103#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 193098#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 193099#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 193094#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 193095#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 193090#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 193091#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 193086#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 193087#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 193082#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 193083#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 193078#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 193079#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 193074#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 193075#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 193070#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 193071#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 193066#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 193067#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 193062#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 193063#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 193058#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 193059#L747 assume 1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0));~a12~0 := 165863 + (if (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81 < 0 && 0 != ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) % 5 then 1 + ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5 else ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5);~a21~0 := 10;calculate_output_#res := 22; 194527#L871 [2019-11-15 20:13:35,350 INFO L793 eck$LassoCheckResult]: Loop: 194527#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 197737#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 197736#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 197735#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 197734#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 197733#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 197732#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 197731#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 197730#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 197729#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 197728#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 197727#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 197726#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 197725#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 197724#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 197723#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 197722#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 197721#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 197720#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 197719#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 197718#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 197717#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 197716#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 197715#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 197714#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 197713#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 197712#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 197711#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 197710#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 197709#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 197708#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 197707#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 197706#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 197705#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 197704#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 197703#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 197702#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 197701#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 197700#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 197699#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 197698#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 197697#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 197696#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 197695#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 197694#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 197693#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 197692#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 197691#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 197690#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 197689#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 197688#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 197687#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 197686#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 197685#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 197684#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 197683#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 197682#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 197681#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 197680#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 197679#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 197678#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 197677#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 197676#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 197675#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 197674#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 197673#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 197672#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 197671#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 197670#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 197669#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 197668#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 197667#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 197666#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 197665#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 197664#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 197663#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 197662#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 197661#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 197660#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 197659#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 197658#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 197657#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 197656#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 197655#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 197654#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 197653#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 197652#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 197651#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 197650#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 197649#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 197648#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 197647#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 197646#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 197645#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 197644#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 197643#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 197642#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 197641#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 197640#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 197639#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 197638#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 197637#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 197636#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 197635#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 197634#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 197633#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 197632#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 197631#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 197630#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 197629#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 197628#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 197627#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 197626#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 197625#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 197624#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 197623#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 197622#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 197621#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 197620#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 197619#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 197618#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 197617#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 197616#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 197615#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 197614#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 197613#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 197612#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 197611#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 197610#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 194527#L871 [2019-11-15 20:13:35,350 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:35,351 INFO L82 PathProgramCache]: Analyzing trace with hash -1940158654, now seen corresponding path program 1 times [2019-11-15 20:13:35,351 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:35,351 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [677611929] [2019-11-15 20:13:35,351 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:35,351 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:35,352 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:35,392 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:35,736 INFO L134 CoverageAnalysis]: Checked inductivity of 314 backedges. 210 proven. 0 refuted. 0 times theorem prover too weak. 104 trivial. 0 not checked. [2019-11-15 20:13:35,736 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [677611929] [2019-11-15 20:13:35,736 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 0 imperfect interpolant sequences. [2019-11-15 20:13:35,737 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [] total 3 [2019-11-15 20:13:35,737 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [578015580] [2019-11-15 20:13:35,737 INFO L796 eck$LassoCheckResult]: stem already infeasible [2019-11-15 20:13:35,737 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:35,738 INFO L82 PathProgramCache]: Analyzing trace with hash 328299948, now seen corresponding path program 2 times [2019-11-15 20:13:35,738 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:35,738 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1865599574] [2019-11-15 20:13:35,738 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:35,738 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:35,739 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:35,769 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:35,786 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:35,793 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:36,839 WARN L191 SmtUtils]: Spent 1.03 s on a formula simplification. DAG size of input: 263 DAG size of output: 59 [2019-11-15 20:13:36,884 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:36,885 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:36,885 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:36,885 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:36,885 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:13:36,885 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:36,885 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:36,885 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:36,885 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration13_Loop [2019-11-15 20:13:36,885 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:36,885 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:36,886 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:36,973 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:36,977 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:36,979 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:36,982 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:37,130 WARN L191 SmtUtils]: Spent 139.00 ms on a formula simplification. DAG size of input: 64 DAG size of output: 63 [2019-11-15 20:13:37,452 WARN L191 SmtUtils]: Spent 286.00 ms on a formula simplification. DAG size of input: 76 DAG size of output: 51 [2019-11-15 20:13:37,476 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:37,476 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 27 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 27 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:37,482 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:37,482 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 28 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 28 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:39,742 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:13:39,742 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:13:48,447 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:13:48,453 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:48,454 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:48,454 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:48,454 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:48,454 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:13:48,454 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:48,454 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:48,454 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:48,454 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration13_Loop [2019-11-15 20:13:48,455 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:48,455 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:48,456 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:48,524 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:48,528 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:48,530 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:48,537 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:48,932 WARN L191 SmtUtils]: Spent 284.00 ms on a formula simplification. DAG size of input: 76 DAG size of output: 51 [2019-11-15 20:13:48,957 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:48,957 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:13:48,957 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,958 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,958 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,958 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,958 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:48,958 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:48,959 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:48,959 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:48,968 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:48,968 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,969 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,969 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,969 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,970 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:48,970 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:48,970 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:48,970 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:48,971 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:48,971 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,972 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,972 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,972 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,972 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:48,972 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:48,973 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:48,973 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:48,973 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:48,974 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,974 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,974 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,974 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,975 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:48,975 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:48,975 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:48,975 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:48,976 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:48,977 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,977 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,977 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,977 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,978 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:48,978 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:13:48,978 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:13:48,978 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:48,979 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:48,979 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:13:48,979 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:48,980 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:48,980 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:48,980 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:48,980 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:48,980 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:48,981 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:13:48,982 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,002 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,002 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,003 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,003 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,003 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,003 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,004 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,004 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,004 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,005 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,006 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,006 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,007 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,007 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,007 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,007 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,007 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,008 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,008 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,008 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,009 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,009 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,009 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,009 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,010 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,010 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,010 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,012 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,013 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,013 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,013 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,014 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,014 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,014 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,014 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,014 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,015 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,015 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:13:49,016 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,016 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,017 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,017 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,017 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,017 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,019 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:49,019 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,071 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,071 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,072 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,072 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,072 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,072 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,073 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,073 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,073 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,075 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,075 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,076 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,076 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,076 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,076 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,077 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,077 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,077 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,077 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,078 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,078 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,078 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,079 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,079 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,079 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,080 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,080 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,082 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,083 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,083 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,083 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,084 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,084 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,084 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,084 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,085 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,086 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,086 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:13:49,086 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,087 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,087 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,087 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,087 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,087 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,089 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:13:49,090 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,117 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,117 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,119 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,119 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,119 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,119 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,119 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,120 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,120 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,122 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,123 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,123 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,123 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,124 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,124 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,124 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,124 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,124 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,125 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,126 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,126 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,126 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,127 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,127 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,127 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,128 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,128 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,131 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,131 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,132 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:13:49,132 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,132 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,132 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,132 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,133 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,133 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,134 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,134 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:13:49,134 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,135 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,135 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,135 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,136 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,136 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,136 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,147 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:13:49,156 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,233 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,233 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,234 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,234 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,234 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,234 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,234 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,234 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,235 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,235 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,238 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,238 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,239 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,239 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,239 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,239 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,240 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,240 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,240 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,240 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,241 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,241 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,242 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,242 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,242 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,242 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,242 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,243 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,243 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,243 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,252 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,253 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,253 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,253 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,254 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,254 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,254 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,254 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:13:49,254 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:13:49,255 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,256 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,256 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:13:49,257 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,257 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,257 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:49,258 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,258 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,258 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,258 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,263 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:49,263 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,386 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,386 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,387 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,387 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:49,387 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,388 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,388 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,388 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,389 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,389 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,395 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,396 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,396 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,396 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:49,397 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,397 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,397 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,397 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,398 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,398 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,399 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,399 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,400 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,400 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:49,400 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,401 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,401 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,401 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,402 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,403 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,408 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,410 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,410 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,410 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:13:49,411 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,411 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,411 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,411 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,412 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,412 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,416 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,416 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:13:49,417 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,417 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,418 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,418 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,418 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,418 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,418 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,426 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:13:49,426 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,572 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,572 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,573 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,573 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,573 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,574 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,574 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,574 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,575 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,576 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,581 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,582 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,582 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,583 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,583 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,583 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,583 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,583 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,584 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,584 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,585 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,585 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,587 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,587 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,587 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,587 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,588 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,588 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,590 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,590 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,607 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,608 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,608 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,609 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,609 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,609 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,609 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,609 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:13:49,610 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:13:49,610 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,614 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,614 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:13:49,615 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,615 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,615 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,615 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,616 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,616 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,616 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,619 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:13:49,619 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,672 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,673 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,673 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,674 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,674 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,674 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,674 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,674 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,675 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,675 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,678 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,678 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,678 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,679 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,679 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,679 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,679 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,679 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,680 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,680 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,681 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,682 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,682 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,683 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,683 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,683 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,683 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,683 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,684 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,684 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,696 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,697 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,697 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,698 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:13:49,698 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,698 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,698 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:49,698 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:13:49,699 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:13:49,699 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:49,701 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:49,702 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:13:49,702 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:49,704 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:49,704 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:49,704 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:49,704 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:49,705 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:13:49,705 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:49,710 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:13:49,710 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:50,546 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:50,547 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:50,548 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:50,548 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:50,548 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:50,548 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:50,549 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:50,549 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:50,550 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:50,550 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:50,559 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:50,559 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:50,560 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:50,560 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:50,561 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:50,561 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:50,561 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:50,561 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:50,562 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:50,562 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:50,565 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:50,566 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:50,567 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:50,567 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:50,567 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:50,567 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:50,568 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:50,568 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:50,570 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:50,570 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:50,612 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:50,613 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:13:50,614 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:13:50,614 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:13:50,614 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:13:50,614 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:13:50,615 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:13:50,615 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:13:50,615 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:13:50,616 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:13:50,618 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:13:50,619 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:13:50,619 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 4 interpolants. [2019-11-15 20:13:50,619 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=6, Invalid=6, Unknown=0, NotChecked=0, Total=12 [2019-11-15 20:13:50,620 INFO L87 Difference]: Start difference. First operand 6734 states and 7176 transitions. cyclomatic complexity: 447 Second operand 4 states. [2019-11-15 20:13:51,738 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:13:51,738 INFO L93 Difference]: Finished difference Result 6734 states and 7169 transitions. [2019-11-15 20:13:51,739 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 4 states. [2019-11-15 20:13:51,739 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 6734 states and 7169 transitions. [2019-11-15 20:13:51,766 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4823 [2019-11-15 20:13:51,782 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 6734 states to 6566 states and 7001 transitions. [2019-11-15 20:13:51,782 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 5303 [2019-11-15 20:13:51,786 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 5303 [2019-11-15 20:13:51,786 INFO L73 IsDeterministic]: Start isDeterministic. Operand 6566 states and 7001 transitions. [2019-11-15 20:13:51,786 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is not deterministic. [2019-11-15 20:13:51,787 INFO L688 BuchiCegarLoop]: Abstraction has 6566 states and 7001 transitions. [2019-11-15 20:13:51,791 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 6566 states and 7001 transitions. [2019-11-15 20:13:51,842 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 6566 to 6566. [2019-11-15 20:13:51,842 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 6566 states. [2019-11-15 20:13:51,854 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 6566 states to 6566 states and 7001 transitions. [2019-11-15 20:13:51,855 INFO L711 BuchiCegarLoop]: Abstraction has 6566 states and 7001 transitions. [2019-11-15 20:13:51,855 INFO L591 BuchiCegarLoop]: Abstraction has 6566 states and 7001 transitions. [2019-11-15 20:13:51,855 INFO L424 BuchiCegarLoop]: ======== Iteration 14============ [2019-11-15 20:13:51,855 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 6566 states and 7001 transitions. [2019-11-15 20:13:51,873 INFO L131 ngComponentsAnalysis]: Automaton has 4 accepting balls. 4823 [2019-11-15 20:13:51,873 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:13:51,874 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:13:51,878 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:51,878 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:13:51,879 INFO L791 eck$LassoCheckResult]: Stem: 205226#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 204898#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 204899#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 206453#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 206452#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206451#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206450#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206449#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206448#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206447#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206446#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206445#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206444#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206443#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206442#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206441#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206440#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206439#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206438#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206437#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206436#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206435#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206434#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206433#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206432#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206431#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206430#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206429#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206428#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206427#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206426#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206425#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206424#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206423#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206422#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206421#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206420#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206419#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206418#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 206417#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206416#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206415#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206414#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206413#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206412#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206411#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206410#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206409#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206408#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206407#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206406#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206405#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206404#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206403#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206402#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206401#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206400#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206399#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206398#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206397#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206396#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206395#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206394#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206392#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206391#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206390#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 206388#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 206386#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 206385#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 206384#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 206383#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 206381#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 206379#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 206377#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 206376#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 206374#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 206372#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 206370#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 206368#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 206367#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 206366#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 206365#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 206364#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 206363#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 206362#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 206361#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 206360#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 206359#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 206358#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 206357#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 206356#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 206354#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 206353#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 206351#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 206349#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 206348#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 206347#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 206346#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 206345#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 206344#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 206343#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 206342#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 206341#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 206340#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 206339#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 206338#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 206337#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 206335#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 205305#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 204986#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 204908#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 204909#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 205316#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 205248#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 205195#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 205196#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 205170#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 205067#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 205031#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 205032#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 204951#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 204878#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 204879#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 204912#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 205254#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 205209#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 205210#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 205181#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 205182#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 211404#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 211403#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 211402#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 211401#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 211400#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 211399#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 205258#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 205259#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 211398#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 211397#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 211396#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 211395#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 211394#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 211393#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 211392#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 211391#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 211390#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 211389#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 211388#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 211387#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 211386#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 211385#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 211383#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 211381#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 204970#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 204971#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 204943#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 204944#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 205268#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 205269#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 211217#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 205131#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 205132#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 205107#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 205012#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 204978#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 204979#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 211296#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 211294#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 211292#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 211290#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 211289#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 211288#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 211287#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 211286#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 211285#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 205062#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 205063#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 204870#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 204871#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 205332#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 211280#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 205199#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 205200#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 205338#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 211276#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 211275#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 211273#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 211271#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 211270#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 211268#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 211267#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 211265#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 211264#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 211263#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 211262#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 211260#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 211258#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 211256#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 211255#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 211253#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 211251#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 211250#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 211248#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 211246#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 211244#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 211243#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 211241#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 211239#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 211237#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 211235#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 211233#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 206887#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 206880#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 206879#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 206878#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 206877#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206876#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206875#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206874#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206873#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206872#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206871#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206870#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206869#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206868#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206867#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206866#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206865#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206864#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206863#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206862#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206861#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206860#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206859#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206858#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206857#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206856#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206855#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206854#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206853#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206852#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206851#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206850#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206849#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206848#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206847#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206846#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206845#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206844#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206843#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 206842#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206841#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206840#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206839#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206838#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206837#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206836#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206835#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206834#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206833#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206832#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206831#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206830#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206829#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206828#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206827#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206826#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206825#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206824#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206823#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206822#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206820#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206821#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 208916#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 208914#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 208911#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 208909#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 208907#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 208904#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 208479#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 206809#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 206810#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 208903#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 208902#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 208901#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 208900#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 208899#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 208898#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 208897#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 208896#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 208895#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 208725#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 206795#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 206794#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 206793#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 206792#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 206791#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 206790#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 206789#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 206788#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 206787#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 206786#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 206784#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 206785#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 208983#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 208982#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 208981#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 208980#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 208979#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 208977#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 208978#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 209914#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 209912#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 208910#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 208908#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 208905#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 208906#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 209884#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 209882#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 206765#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 206766#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 209831#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 209829#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 206758#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 206759#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 206754#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 206755#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 206750#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 206751#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206746#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206747#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206742#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206743#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206738#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206739#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206734#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206735#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206730#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206731#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206726#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206727#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206722#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206723#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206718#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206719#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206714#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206715#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206710#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206711#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206706#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206707#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206702#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206703#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206698#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206699#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206694#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206695#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206690#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206691#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206686#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206687#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206682#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 206683#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 206678#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206679#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 206674#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206675#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206670#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206671#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206666#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206667#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206662#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 206663#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206658#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 206659#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 206654#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206655#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206650#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 206651#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 206646#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 206647#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 206642#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 206643#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206638#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 206639#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 206634#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206635#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 206630#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 206631#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 206626#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 206627#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 206622#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 206623#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 206618#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 206619#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 206614#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 206615#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 206610#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 206611#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 206606#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 206607#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 206601#L275 assume (((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0;~a21~0 := 10;calculate_output_#res := 24; 206602#L871 [2019-11-15 20:13:51,880 INFO L793 eck$LassoCheckResult]: Loop: 206602#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 210586#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 210584#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 210582#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 210580#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 210578#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 210576#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 210574#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 210572#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 210570#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 210568#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 210566#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 210564#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 210562#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 210560#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 210558#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 210556#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 210554#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 210552#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 210550#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 210548#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 210546#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 210544#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 210542#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 210540#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 210538#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 210536#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 210534#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 210532#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 210530#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 210528#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 210526#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 210524#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 210522#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 210520#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 210518#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 210516#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 210514#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 210512#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 210510#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 210508#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 210506#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 210504#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 210502#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 210500#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 210498#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 210496#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 210494#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 210492#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 210490#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 210488#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 210486#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 210484#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 210482#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 210480#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 210478#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 210476#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 210474#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 210472#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 210470#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 210468#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 210466#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 210464#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 210462#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 210460#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 210458#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 210456#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 210454#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 210452#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 210450#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 210448#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 210446#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 210444#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 210442#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 210440#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 210438#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 210435#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 210433#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 210431#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 210429#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 210426#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 210423#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 210420#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 210418#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 210415#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 210412#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 210409#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 210406#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 210403#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 210400#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 210397#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 210394#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 210391#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 210388#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 210385#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 210382#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 210380#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 210377#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 210374#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 210371#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 210368#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 210365#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 210362#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 210359#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 210356#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 210352#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 210348#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 210344#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 210340#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 210336#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 210332#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 210328#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 210324#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 210320#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 210316#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 210312#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 210308#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 210304#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 210301#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 210298#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 210295#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 210292#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 210288#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 210284#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 210280#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 210276#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 210272#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 210268#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 210264#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 206602#L871 [2019-11-15 20:13:51,881 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:51,881 INFO L82 PathProgramCache]: Analyzing trace with hash 259009649, now seen corresponding path program 1 times [2019-11-15 20:13:51,882 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:51,882 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [213472122] [2019-11-15 20:13:51,882 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:51,882 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:51,882 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:51,932 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:51,981 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:52,022 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:52,022 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:52,023 INFO L82 PathProgramCache]: Analyzing trace with hash 328299948, now seen corresponding path program 3 times [2019-11-15 20:13:52,023 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:52,023 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [15167152] [2019-11-15 20:13:52,023 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:52,024 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:52,024 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:52,052 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:52,065 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:13:52,071 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:13:52,071 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:13:52,072 INFO L82 PathProgramCache]: Analyzing trace with hash 377345852, now seen corresponding path program 1 times [2019-11-15 20:13:52,072 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:13:52,072 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [854528889] [2019-11-15 20:13:52,072 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:52,072 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:13:52,073 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:13:52,121 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:52,982 INFO L134 CoverageAnalysis]: Checked inductivity of 944 backedges. 502 proven. 260 refuted. 0 times theorem prover too weak. 182 trivial. 0 not checked. [2019-11-15 20:13:52,982 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [854528889] [2019-11-15 20:13:52,982 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [1297839612] [2019-11-15 20:13:52,983 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 29 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 29 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:13:53,122 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:13:53,124 INFO L256 TraceCheckSpWp]: Trace formula consists of 644 conjuncts, 3 conjunts are in the unsatisfiable core [2019-11-15 20:13:53,128 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:13:53,484 INFO L134 CoverageAnalysis]: Checked inductivity of 944 backedges. 553 proven. 0 refuted. 0 times theorem prover too weak. 391 trivial. 0 not checked. [2019-11-15 20:13:53,484 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:13:53,485 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [2] imperfect sequences [6] total 8 [2019-11-15 20:13:53,485 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [2146382953] [2019-11-15 20:13:54,478 WARN L191 SmtUtils]: Spent 981.00 ms on a formula simplification. DAG size of input: 261 DAG size of output: 56 [2019-11-15 20:13:54,514 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:13:54,514 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:13:54,514 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:13:54,514 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:13:54,514 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:13:54,514 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:54,514 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:13:54,514 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:13:54,515 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration14_Loop [2019-11-15 20:13:54,515 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:13:54,515 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:13:54,516 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:54,572 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:54,579 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:54,584 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:54,586 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:13:54,937 WARN L191 SmtUtils]: Spent 271.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:13:54,961 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:13:54,962 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 30 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) [2019-11-15 20:13:54,982 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:13:54,982 INFO L160 nArgumentSynthesizer]: Using integer mode. Waiting until toolchain timeout for monitored process 30 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 31 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 31 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:13:55,418 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:13:55,418 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:14:07,471 INFO L442 LassoAnalysis]: Proving nontermination failed: SMT Solver returned 'unknown'. [2019-11-15 20:14:07,478 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:14:07,478 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:14:07,478 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:14:07,478 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:14:07,478 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:14:07,478 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:14:07,478 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:14:07,479 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:14:07,479 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration14_Loop [2019-11-15 20:14:07,479 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:14:07,479 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:14:07,480 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:14:07,537 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:14:07,544 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:14:07,550 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:14:07,552 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:14:07,672 WARN L191 SmtUtils]: Spent 114.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:14:08,019 WARN L191 SmtUtils]: Spent 321.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:14:08,041 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:14:08,041 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:14:08,042 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,042 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,042 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,042 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,042 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,042 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:14:08,043 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:14:08,043 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,067 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,068 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,068 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,068 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,069 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,069 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,069 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:14:08,069 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:14:08,069 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,071 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,071 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,071 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,071 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,072 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,072 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,072 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:14:08,072 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:14:08,072 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,073 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,073 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,074 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,074 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,074 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,074 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,074 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:14:08,074 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:14:08,074 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,075 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,075 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,076 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,076 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,076 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,076 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,076 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:14:08,076 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:14:08,076 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,077 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,077 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:14:08,083 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,084 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,084 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,084 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,084 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,085 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,086 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:14:08,086 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,107 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,108 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,109 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,109 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,109 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,109 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,110 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,110 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,110 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,112 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,113 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,113 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,113 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,114 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,114 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,114 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,114 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,115 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,116 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,116 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,117 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,117 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,117 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,117 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,118 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,118 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,118 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,119 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,119 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,120 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,120 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,120 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,120 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,120 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,121 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,121 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,122 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,122 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:14:08,123 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,123 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,123 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,124 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,124 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,124 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,126 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:14:08,126 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,156 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,156 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,157 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,157 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,157 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,157 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,157 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,158 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,158 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,160 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,161 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,161 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,162 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,162 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,162 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,162 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,163 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,163 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,164 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,165 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,165 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,165 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,166 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,166 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,166 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,166 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,167 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,167 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,168 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,168 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,169 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,169 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,169 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,169 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,169 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,170 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,170 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,170 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:14:08,171 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,171 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,171 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,171 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,172 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,172 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:14:08,174 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:14:08,174 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,213 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,213 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,214 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,214 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,214 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,215 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,215 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:14:08,216 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:14:08,216 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,219 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,219 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,220 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,220 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,220 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,221 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,221 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:14:08,221 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:14:08,221 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,223 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,224 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,224 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,225 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,225 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,225 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,225 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:14:08,226 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:14:08,226 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,227 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,227 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,228 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:14:08,228 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,228 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,228 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,229 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:14:08,229 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:14:08,229 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,230 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,230 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:14:08,230 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,231 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,231 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:14:08,231 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,232 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,232 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,232 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,235 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:14:08,235 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,281 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,286 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,287 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,287 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:14:08,287 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,288 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,288 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,288 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,289 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,289 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,291 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,292 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,293 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,293 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:14:08,293 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,293 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,293 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,293 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,294 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,294 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,296 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,296 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,297 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,297 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:14:08,297 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,297 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,297 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,298 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,298 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,298 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,299 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,300 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,300 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,300 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:14:08,301 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,301 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,301 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,301 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:14:08,301 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:14:08,302 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,302 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,302 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:14:08,303 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,303 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,304 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:14:08,304 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,312 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,312 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:14:08,312 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,317 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:14:08,317 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,382 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,383 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,384 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,384 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:14:08,384 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,384 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,384 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,384 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,386 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,386 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,395 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,395 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,396 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,396 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:14:08,396 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,397 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,397 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,397 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,398 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,398 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,401 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,401 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:14:08,402 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:14:08,402 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:14:08,402 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:14:08,403 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:14:08,403 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:14:08,403 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:14:08,403 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:14:08,403 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:14:08,405 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:14:08,406 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: WARNING: YOUR LOGFILE WAS TOO LONG, SOME LINES IN THE MIDDLE WERE REMOVED. [2019-11-15 20:15:47,562 INFO L793 eck$LassoCheckResult]: Loop: 556560#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 556559#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 556558#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 556557#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556556#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556555#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556554#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556553#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556552#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556551#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556550#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556549#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556548#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556547#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556546#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556545#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556544#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556543#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556542#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556541#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556540#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556539#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556538#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556537#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556536#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556535#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556534#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556533#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556532#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556531#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556530#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556529#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556528#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556527#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556526#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556525#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556524#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556523#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 556522#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556521#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556520#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556519#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556518#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556517#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556516#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556515#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556514#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556513#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556512#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556511#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556510#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556509#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556508#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556507#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556506#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556505#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556504#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556503#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556502#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556501#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556500#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556499#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556498#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556497#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556496#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 556495#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 556494#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 556493#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 556492#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 556491#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 556490#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556489#L247 assume (((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0;~a12~0 := (if 32000 + (~a12~0 - -334333) < 0 && 0 != (32000 + (~a12~0 - -334333)) % 5 then 1 + (32000 + (~a12~0 - -334333)) / 5 else (32000 + (~a12~0 - -334333)) / 5);~a21~0 := 8;calculate_output_#res := 22; 556488#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 556487#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 556486#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 556485#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556484#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556483#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556482#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556481#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556480#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556479#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556478#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556477#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556476#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556475#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556474#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556473#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556472#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556471#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556470#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556469#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556468#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556467#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556466#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556465#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556464#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556463#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556462#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556461#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556460#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556459#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556458#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556457#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556456#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556455#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556454#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556453#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556452#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556451#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 556450#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556449#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556448#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556447#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556446#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556445#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556444#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556443#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556442#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556441#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556440#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556439#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556438#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556437#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556436#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556435#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556434#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556433#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556432#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556431#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556430#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556429#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556428#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556427#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556426#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556425#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556424#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 556423#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 556422#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 556421#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 556420#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 556419#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 556418#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556417#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 556416#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 556415#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 556414#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 556413#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 556412#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 556411#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 556410#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 556409#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 556408#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556407#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 556406#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 556405#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 556404#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 556403#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556402#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 556401#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 556400#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 556399#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556398#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556397#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556396#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 556395#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 556394#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 556393#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556392#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556391#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 556390#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 556389#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 556388#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 556387#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 556386#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 556385#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 556384#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 556383#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 556382#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556381#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 556380#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 556379#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 556378#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556377#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 556376#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 556375#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 556374#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 556373#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 556372#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 556371#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 556370#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556369#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 556368#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 556367#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 556366#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556365#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 556364#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 556363#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 556362#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 556361#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556360#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 556359#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 556358#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 556357#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 556356#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 556355#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 556354#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556353#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 556352#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 556351#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 556350#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 556349#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 556348#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 556347#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 556346#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 556345#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 556344#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 556343#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 556342#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 556341#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 556340#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 556339#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 556338#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 556337#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 556336#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 556335#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 556334#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 556333#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 556332#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 556331#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 556330#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 556329#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 556328#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 556327#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 556326#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556325#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 556324#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 556323#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 556322#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 556321#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 556320#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 556319#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 556318#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 556317#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 556316#L837 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 556315#L842 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (6 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0); 556245#L848 assume 8 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 5 == calculate_output_~input;~a12~0 := -600079 + ~a12~0 - -316691 - 316661;~a15~0 := 9;~a21~0 := 8;calculate_output_#res := 26; 556246#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 557842#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 557841#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 557840#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557839#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557838#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557837#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557836#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557835#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557834#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557833#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557832#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557831#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557830#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557829#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557828#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557827#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557826#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557825#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557824#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557823#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557822#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557821#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557820#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557819#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557818#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557817#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557816#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557815#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557814#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557813#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557812#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557811#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557810#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557809#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557808#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557807#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557806#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 557805#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557804#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557803#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557802#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557801#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557800#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557799#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557798#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557797#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557796#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557795#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557794#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557793#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557792#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557791#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557790#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557789#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557788#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557787#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557786#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557785#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557784#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557783#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557782#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557781#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557780#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557779#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 557778#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 557777#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 557776#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 557775#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 557774#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 557773#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 557772#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 557771#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 557770#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 557768#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 557767#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 557766#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 557765#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 557764#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 557763#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 557762#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 557761#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 557760#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 557759#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 557758#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 557757#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557756#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 557755#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 557754#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 557753#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557752#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 557751#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 557750#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 557749#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 557748#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 557747#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 557746#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557745#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 557744#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 557743#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 557742#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 557741#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 557740#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 557739#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 557738#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 557737#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 557736#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 557735#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 557733#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 557732#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 557731#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 557730#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 557729#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 557715#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 557717#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 557908#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 557907#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 557906#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 557905#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 557904#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 557903#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 557902#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 557901#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557900#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 557899#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 557898#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 557897#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 557896#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557895#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 557894#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 557893#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 557892#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 557891#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 557890#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 557889#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557887#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 557886#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 557885#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 557884#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 557883#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 557882#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 557881#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 557880#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 557879#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 557878#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 557877#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 557876#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 557875#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 557874#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 557873#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 557872#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 557871#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 557870#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 557869#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 557868#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 557867#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 557866#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 557865#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 557864#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 557863#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 557862#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 557861#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 557860#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 557859#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 557858#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 557857#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 557856#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 557855#L807 assume (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input;~a12~0 := -262569 + (if -300020 + (if ~a12~0 < 0 && 0 != ~a12~0 % 299978 then ~a12~0 % 299978 - 299978 else ~a12~0 % 299978) < 0 && 0 != (-300020 + (if ~a12~0 < 0 && 0 != ~a12~0 % 299978 then ~a12~0 % 299978 - 299978 else ~a12~0 % 299978)) % 5 then 1 + (-300020 + (if ~a12~0 < 0 && 0 != ~a12~0 % 299978 then ~a12~0 % 299978 - 299978 else ~a12~0 % 299978)) / 5 else (-300020 + (if ~a12~0 < 0 && 0 != ~a12~0 % 299978 then ~a12~0 % 299978 - 299978 else ~a12~0 % 299978)) / 5);~a24~0 := 2;~a15~0 := 5;~a21~0 := 6;calculate_output_#res := 25; 557172#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 557170#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 557168#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 557166#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557164#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557162#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557160#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557158#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557156#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557154#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557152#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557150#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557148#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557146#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557144#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557142#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557140#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557138#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557136#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557134#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557132#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557130#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557128#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557126#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557124#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557122#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557120#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557118#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557116#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557114#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557112#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557110#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557108#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557106#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557104#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557102#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557100#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 557098#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 557096#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557094#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 557092#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557090#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557088#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557086#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557084#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557082#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557080#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 557078#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557076#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 557074#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 557072#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557070#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557068#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 557066#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 557064#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 557062#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 557060#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 557058#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557056#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 557054#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 557052#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557050#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 557048#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 557046#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 557044#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 557042#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 557040#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 557038#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 557036#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 557034#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 557032#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 557030#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 557028#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 557026#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 557024#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 557022#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 557020#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 557018#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 557016#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 557014#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 557012#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 557010#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 557008#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 557006#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 557004#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 557002#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 557000#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 556998#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 556996#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 556994#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556992#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556990#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556988#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 556986#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 556984#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 556982#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556980#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556978#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 556976#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 556974#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 556972#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 556970#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 556968#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 556966#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 556964#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 556962#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 556960#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556957#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 556955#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 556953#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 556951#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556949#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 556947#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 556945#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 556943#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 556941#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 556939#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 556937#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 556935#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556933#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 556931#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 556929#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 556927#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556925#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 556923#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 556919#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 556916#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 556913#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556909#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 556907#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 556902#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 556903#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 556898#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556899#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556894#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556895#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556890#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556891#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556886#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556887#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556882#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556883#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556878#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556879#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556874#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556875#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556870#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556871#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556866#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556867#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556862#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556863#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556858#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556859#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556854#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556855#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556850#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556851#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556846#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556847#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556842#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556843#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556838#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556839#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556834#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556835#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 556830#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 556831#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556826#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 556827#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556822#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556823#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556818#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556819#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556814#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556815#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 556810#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556811#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 556806#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 556807#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556802#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556803#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 556798#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 556799#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 556794#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 556795#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 556790#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556791#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 556786#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 556787#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556782#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 556783#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 556778#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 556779#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 556774#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 556775#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 556770#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 556771#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 556766#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 556767#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556762#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 556763#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 556758#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 556759#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 556754#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 556755#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 556750#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 556751#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 556746#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 556747#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556742#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 556743#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 556738#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 556739#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 556734#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556735#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 556730#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 556731#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 556726#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556727#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556722#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556723#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 556718#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 556719#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 556714#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556715#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556710#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 556711#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 556706#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 556707#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 556702#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 556703#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 556698#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 556699#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 556694#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 556695#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556690#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 556691#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 556686#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 556687#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 556682#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 556683#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 556678#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 556679#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 556674#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 556675#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 556670#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 556671#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 556666#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 556667#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 556662#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 556663#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556658#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 556659#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 556654#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 556655#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 556650#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556651#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 556646#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 556647#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 556642#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 556643#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 556638#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 556639#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 556634#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 556635#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 556630#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 556631#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 556626#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 556627#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 556622#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 556623#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 556618#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 556619#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 556614#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 556615#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 556610#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 556611#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 556606#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 556607#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 556602#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 556603#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 556598#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 556599#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 556594#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 556595#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 556590#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 556591#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 556586#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 556587#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 556582#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 556583#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 556578#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 556579#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 556574#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 556575#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 556570#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 556571#L814 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0); 556566#L819 assume !(((((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 556567#L825 assume !(1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 6 == calculate_output_~input) && 9 == ~a15~0); 556562#L831 assume !(1 == ~a24~0 && (((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) && 1 == calculate_output_~input) && 8 == ~a15~0); 556563#L837 assume (8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0;~a12~0 := (if ~a12~0 - -338613 - -126296 < 0 && 0 != (~a12~0 - -338613 - -126296) % 34 then (~a12~0 - -338613 - -126296) % 34 - 34 else (~a12~0 - -338613 - -126296) % 34) - -42;~a21~0 := 9;calculate_output_#res := 25; 556560#L871 [2019-11-15 20:15:47,563 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:15:47,563 INFO L82 PathProgramCache]: Analyzing trace with hash 1713374250, now seen corresponding path program 9 times [2019-11-15 20:15:47,563 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:15:47,563 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [932166810] [2019-11-15 20:15:47,564 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:47,564 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:47,564 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:15:47,602 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:47,642 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:47,680 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:15:47,680 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:15:47,680 INFO L82 PathProgramCache]: Analyzing trace with hash -794675555, now seen corresponding path program 1 times [2019-11-15 20:15:47,681 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:15:47,681 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [290919080] [2019-11-15 20:15:47,681 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:47,681 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:47,681 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:15:47,720 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:15:48,646 INFO L134 CoverageAnalysis]: Checked inductivity of 1184 backedges. 887 proven. 168 refuted. 0 times theorem prover too weak. 129 trivial. 0 not checked. [2019-11-15 20:15:48,646 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleSmtInterpolCraig [290919080] [2019-11-15 20:15:48,647 INFO L342 tionRefinementEngine]: Using interpolant generator IpTcStrategyModuleZ3 [69519205] [2019-11-15 20:15:48,647 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 42 with z3 -smt2 -in SMTLIB2_COMPLIANT=true (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 42 with z3 -smt2 -in SMTLIB2_COMPLIANT=true [2019-11-15 20:15:48,819 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is unsat [2019-11-15 20:15:48,821 INFO L256 TraceCheckSpWp]: Trace formula consists of 815 conjuncts, 2 conjunts are in the unsatisfiable core [2019-11-15 20:15:48,826 INFO L279 TraceCheckSpWp]: Computing forward predicates... [2019-11-15 20:15:49,114 INFO L134 CoverageAnalysis]: Checked inductivity of 1184 backedges. 872 proven. 0 refuted. 0 times theorem prover too weak. 312 trivial. 0 not checked. [2019-11-15 20:15:49,115 INFO L223 tionRefinementEngine]: Constructing automaton from 1 perfect and 1 imperfect interpolant sequences. [2019-11-15 20:15:49,115 INFO L236 tionRefinementEngine]: Number of different interpolants: perfect sequences [3] imperfect sequences [6] total 7 [2019-11-15 20:15:49,115 INFO L342 tionRefinementEngine]: Using interpolant automaton builder IpAbStrategyModuleStraightlineAll [2074482870] [2019-11-15 20:15:49,116 INFO L808 eck$LassoCheckResult]: loop already infeasible [2019-11-15 20:15:49,116 INFO L137 tionRefinementEngine]: Using predicate unifier PredicateUnifier provided by strategy CAMEL [2019-11-15 20:15:49,116 INFO L142 InterpolantAutomaton]: Constructing interpolant automaton starting with 3 interpolants. [2019-11-15 20:15:49,117 INFO L144 InterpolantAutomaton]: CoverageRelationStatistics Valid=15, Invalid=27, Unknown=0, NotChecked=0, Total=42 [2019-11-15 20:15:49,117 INFO L87 Difference]: Start difference. First operand 4431 states and 4612 transitions. cyclomatic complexity: 184 Second operand 3 states. [2019-11-15 20:15:49,567 INFO L144 Difference]: Subtrahend was deterministic. Have not used determinization. [2019-11-15 20:15:49,567 INFO L93 Difference]: Finished difference Result 4253 states and 4430 transitions. [2019-11-15 20:15:49,567 INFO L142 InterpolantAutomaton]: Switched to read-only mode: deterministic interpolant automaton has 3 states. [2019-11-15 20:15:49,567 INFO L82 GeneralOperation]: Start removeNonLiveStates. Operand 4253 states and 4430 transitions. [2019-11-15 20:15:49,577 INFO L131 ngComponentsAnalysis]: Automaton has 7 accepting balls. 3026 [2019-11-15 20:15:49,583 INFO L88 GeneralOperation]: Finished removeNonLiveStates. Reduced from 4253 states to 4253 states and 4430 transitions. [2019-11-15 20:15:49,584 INFO L87 BuchiClosureNwa]: Accepting states before buchiClosure: 4253 [2019-11-15 20:15:49,585 INFO L106 BuchiClosureNwa]: Accepting states after buchiClosure: 4253 [2019-11-15 20:15:49,585 INFO L73 IsDeterministic]: Start isDeterministic. Operand 4253 states and 4430 transitions. [2019-11-15 20:15:49,586 INFO L80 IsDeterministic]: Finished isDeterministic. Operand is deterministic. [2019-11-15 20:15:49,586 INFO L688 BuchiCegarLoop]: Abstraction has 4253 states and 4430 transitions. [2019-11-15 20:15:49,587 INFO L82 GeneralOperation]: Start minimizeSevpa. Operand 4253 states and 4430 transitions. [2019-11-15 20:15:49,606 INFO L88 GeneralOperation]: Finished minimizeSevpa. Reduced states from 4253 to 4253. [2019-11-15 20:15:49,606 INFO L82 GeneralOperation]: Start removeUnreachable. Operand 4253 states. [2019-11-15 20:15:49,612 INFO L88 GeneralOperation]: Finished removeUnreachable. Reduced from 4253 states to 4253 states and 4430 transitions. [2019-11-15 20:15:49,612 INFO L711 BuchiCegarLoop]: Abstraction has 4253 states and 4430 transitions. [2019-11-15 20:15:49,612 INFO L591 BuchiCegarLoop]: Abstraction has 4253 states and 4430 transitions. [2019-11-15 20:15:49,612 INFO L424 BuchiCegarLoop]: ======== Iteration 32============ [2019-11-15 20:15:49,612 INFO L72 BuchiIsEmpty]: Start buchiIsEmpty. Operand 4253 states and 4430 transitions. [2019-11-15 20:15:49,619 INFO L131 ngComponentsAnalysis]: Automaton has 7 accepting balls. 3026 [2019-11-15 20:15:49,619 INFO L87 BuchiIsEmpty]: Finished buchiIsEmpty Result is false [2019-11-15 20:15:49,619 INFO L119 BuchiIsEmpty]: Starting construction of run [2019-11-15 20:15:49,626 INFO L849 BuchiCegarLoop]: Counterexample stem histogram [6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 6, 5, 5, 4, 4, 4, 4, 4, 4, 4, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2, 2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:15:49,627 INFO L850 BuchiCegarLoop]: Counterexample loop histogram [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1] [2019-11-15 20:15:49,627 INFO L791 eck$LassoCheckResult]: Stem: 567106#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 566960#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 566961#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567969#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567968#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567967#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567966#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567965#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567964#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567963#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567962#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567961#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567960#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567959#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567958#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567957#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567956#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567955#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567954#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567953#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567952#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567951#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567950#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567949#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567948#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567947#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567946#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567945#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567944#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567943#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567942#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567941#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567940#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567939#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567938#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567937#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567936#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567935#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567934#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567933#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567932#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567931#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567930#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567929#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567928#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567927#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567926#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567925#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567924#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567923#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567922#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567921#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567920#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567919#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567918#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567917#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567916#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567915#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567914#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567913#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567912#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567911#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567910#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567909#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567908#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567907#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567906#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567905#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567904#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567903#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567902#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567901#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567900#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567899#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567898#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567897#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567896#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567895#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567894#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567893#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567892#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567891#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567890#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567889#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567888#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567887#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567886#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567885#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567884#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567883#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567882#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567881#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567880#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567879#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567878#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567877#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567876#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567875#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567874#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567873#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567872#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567871#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567870#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567869#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567868#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567867#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 567866#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 567865#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567864#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567863#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567862#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567861#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567860#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567859#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567858#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567857#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567856#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567855#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567854#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567853#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567852#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567851#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567850#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567849#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567848#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567847#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567846#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567845#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567844#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567843#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567842#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567841#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567840#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567839#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567838#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567837#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567836#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567835#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567834#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567833#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567832#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567831#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567830#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567829#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567828#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567827#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567826#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567825#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567824#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567823#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567822#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567821#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567820#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567819#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567818#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567817#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567816#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567815#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567814#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567813#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567812#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567811#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567810#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567809#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567808#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567807#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567806#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567805#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567804#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567803#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567802#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567801#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567800#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567799#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567798#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567797#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567796#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567795#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567794#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567793#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567792#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567791#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567790#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567789#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567788#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567787#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567786#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567785#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567784#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567783#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567782#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567781#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567780#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567779#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567778#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567777#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567776#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567775#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567774#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567773#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567772#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567771#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567770#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567769#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567768#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567767#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567766#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567765#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567764#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567763#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567762#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567761#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 567760#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567759#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567758#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567757#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567756#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567755#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567754#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567753#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567752#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567751#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567750#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567749#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567748#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567747#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567746#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567745#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567744#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567743#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567742#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567741#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567740#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567739#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567738#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567737#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567736#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567735#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567734#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567733#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567732#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567731#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567730#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567729#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567728#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567727#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567726#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567725#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567724#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567723#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567722#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567721#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567720#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567719#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567718#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567717#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567716#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567715#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567714#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567713#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567712#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567711#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567710#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567709#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567708#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567707#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567706#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567705#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567704#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567703#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567702#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567701#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567700#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567699#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567698#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567697#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567696#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567695#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567694#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567693#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567692#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567691#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567690#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567689#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567688#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567687#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567686#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567685#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567684#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567683#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567682#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567681#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567680#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567679#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567678#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567677#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567676#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567675#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567674#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567673#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567672#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567671#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567670#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567669#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567668#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567667#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567666#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567665#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567664#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567663#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567662#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567661#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567660#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567659#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567658#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567657#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567656#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 567655#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 567654#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567653#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 567652#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 567651#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 567650#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567649#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 567648#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 567647#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567646#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567645#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567644#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567643#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567642#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567641#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567640#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567639#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567638#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567637#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567636#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567635#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567634#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567633#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567632#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567631#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567630#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567629#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567628#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567627#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567626#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567625#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567624#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567623#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567622#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567621#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567620#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567619#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567618#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567617#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567616#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567615#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567614#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567613#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567612#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567611#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567610#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567609#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567608#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567607#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567606#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567605#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567604#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567603#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567602#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567601#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567600#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567599#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567598#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567597#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567596#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567595#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567594#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567593#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567592#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567591#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567590#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567589#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567588#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567587#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567586#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567585#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567584#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567583#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567582#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567581#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567580#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567579#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567578#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567577#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567576#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567575#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567574#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567573#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567572#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567570#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567571#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568216#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568215#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568214#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568213#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568212#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568211#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568210#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568209#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568208#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568207#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568206#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568205#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568204#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568203#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568202#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568201#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568200#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568199#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568198#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568197#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568196#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568195#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568194#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568193#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568192#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568191#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568190#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568189#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568188#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568187#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568186#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568185#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568184#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568183#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568182#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568181#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568180#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568179#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568178#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568177#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568176#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568175#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568174#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568173#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568172#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568171#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568170#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568169#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568168#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568167#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568166#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568165#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568164#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568163#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568162#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568161#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568160#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568159#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568158#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568157#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568156#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568155#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 568154#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 568153#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568152#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568151#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568150#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 568149#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 568148#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 568147#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 568146#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 568145#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568144#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568143#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 568142#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568141#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 568140#L730 assume 9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0;~a12~0 := ~a12~0 - -61 - -3 - -1;~a21~0 := 8;calculate_output_#res := 26; 568139#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568138#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568137#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568136#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568135#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568134#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568133#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568132#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568131#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568130#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568129#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568128#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568127#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568126#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568125#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568124#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568123#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568122#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568121#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568120#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568119#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568118#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568117#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568116#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568115#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568114#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568113#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568112#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568111#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568110#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568109#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568108#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568107#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568106#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568105#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568104#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568103#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568102#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568101#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568100#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568099#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568098#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568097#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568096#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568095#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568094#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568093#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568092#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568091#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568090#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568089#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568088#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568087#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568086#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568085#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568084#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568083#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568082#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568081#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568080#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568079#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568078#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568077#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568076#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568075#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568074#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568073#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568072#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568071#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568070#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568069#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568068#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568067#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568066#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568065#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568064#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568063#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568062#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568061#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568060#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568059#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568058#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568057#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568056#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568055#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568054#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568053#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568052#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568051#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568050#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568049#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568048#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568047#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568046#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568045#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568044#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568043#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568042#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568041#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568040#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568039#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568038#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568037#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568036#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568035#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568034#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568033#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568032#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568031#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568030#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568029#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568028#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568027#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568026#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568025#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568024#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568023#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568022#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568021#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568020#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568019#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568018#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568017#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568016#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568015#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568014#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568013#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568012#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568011#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568010#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568009#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568008#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568007#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568006#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568005#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568004#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568003#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568002#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568001#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568000#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 567999#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 567998#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567997#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567996#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567995#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 567994#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 567993#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 567992#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 567991#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 567990#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 567989#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567988#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 567987#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567986#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 567985#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 567984#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 567983#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 567982#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 567981#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567980#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 567979#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 567978#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 567977#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567976#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 567975#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 567133#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 567091#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 567051#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 567052#L814 assume (1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0;~a12~0 := 517842 + 5 * (if 68 * ~a12~0 < 0 && 0 != 68 * ~a12~0 % 10 then 1 + 68 * ~a12~0 / 10 else 68 * ~a12~0 / 10);~a21~0 := 6;calculate_output_#res := 25; 567138#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568372#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568371#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568370#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568369#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568368#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568367#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568366#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568365#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568364#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568363#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568362#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568361#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568360#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568359#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568358#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568357#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568356#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568355#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568354#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568353#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568352#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568351#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568350#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568349#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568348#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568347#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568346#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568345#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568344#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568343#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568342#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568341#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568340#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568339#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568338#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568337#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568336#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568335#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568334#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568333#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568332#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568331#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568330#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568329#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568328#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568327#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568326#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568325#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568324#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568323#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568322#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568321#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568320#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568319#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568318#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568317#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568316#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568315#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568314#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568313#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568312#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568311#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568310#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568309#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568308#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568307#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568306#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568305#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568304#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568303#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568302#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568301#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568300#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568299#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568298#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568297#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568296#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568295#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568294#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568293#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568292#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568291#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568290#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568289#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568288#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568287#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568286#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568285#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568284#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568283#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568282#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568281#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568280#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568279#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568278#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568277#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568276#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568275#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568274#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568273#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568272#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568271#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568270#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568269#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568268#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568267#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568266#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568265#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568264#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568263#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568262#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568261#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568260#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568259#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568258#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568257#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568256#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568255#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568254#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568253#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568252#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568251#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568250#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568249#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568248#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568247#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568246#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568245#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568244#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568243#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568242#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568241#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568240#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568239#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568238#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568237#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568236#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568235#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568234#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 568233#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 568232#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568231#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568230#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568229#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 568228#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 568227#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 568226#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 568225#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 568224#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568223#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567147#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 567116#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567074#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 567057#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 567058#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 567056#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 567021#L747 assume 1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0));~a12~0 := 165863 + (if (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81 < 0 && 0 != ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) % 5 then 1 + ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5 else ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5);~a21~0 := 10;calculate_output_#res := 22; 567022#L871 [2019-11-15 20:15:49,628 INFO L793 eck$LassoCheckResult]: Loop: 567022#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568826#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568823#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568820#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568817#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568814#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568811#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568808#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568805#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568802#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568799#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568796#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568793#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568790#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568787#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568784#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568781#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568778#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568775#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568772#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568769#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568766#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568763#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568760#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568757#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568754#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568751#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568748#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568745#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568742#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568739#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568736#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568733#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568730#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568727#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568724#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568721#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568718#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568715#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568712#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568709#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568705#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568702#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568699#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568697#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568694#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568691#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568688#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568685#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568682#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568679#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568676#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568673#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568670#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568667#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568664#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568661#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568658#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568655#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568652#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568649#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568646#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568643#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568640#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568637#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568634#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568631#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568628#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568625#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568622#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568619#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568616#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568613#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568610#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568607#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568604#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568601#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568598#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568595#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568592#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568589#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568585#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568583#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568581#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568579#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568577#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568575#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568573#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568571#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568569#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568567#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568565#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568563#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568561#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568559#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568557#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568555#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568553#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568551#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568549#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568547#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568545#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568543#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568541#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568539#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568537#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568535#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568533#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568531#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568529#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568527#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568525#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568523#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568521#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568519#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568517#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568515#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568513#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568511#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568509#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568507#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568505#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568503#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568501#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568499#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568497#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568495#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568493#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568491#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 567022#L871 [2019-11-15 20:15:49,628 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:15:49,629 INFO L82 PathProgramCache]: Analyzing trace with hash -1552597740, now seen corresponding path program 1 times [2019-11-15 20:15:49,629 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:15:49,629 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [138402481] [2019-11-15 20:15:49,629 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,629 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,629 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:15:49,694 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:49,787 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:49,904 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:15:49,904 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:15:49,904 INFO L82 PathProgramCache]: Analyzing trace with hash 328299948, now seen corresponding path program 4 times [2019-11-15 20:15:49,905 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:15:49,905 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [481261468] [2019-11-15 20:15:49,905 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,905 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,905 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:15:49,919 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:49,932 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:49,938 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:15:49,938 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:15:49,939 INFO L82 PathProgramCache]: Analyzing trace with hash -1813902599, now seen corresponding path program 1 times [2019-11-15 20:15:49,939 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:15:49,939 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1811462933] [2019-11-15 20:15:49,939 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,940 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:15:49,940 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:15:50,047 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:50,162 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:15:50,318 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:15:51,348 WARN L191 SmtUtils]: Spent 1.02 s on a formula simplification. DAG size of input: 265 DAG size of output: 56 [2019-11-15 20:15:51,378 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:15:51,379 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:15:51,379 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:15:51,379 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:15:51,379 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:15:51,379 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:15:51,379 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:15:51,379 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:15:51,379 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Loop [2019-11-15 20:15:51,379 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:15:51,379 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:15:51,380 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:15:51,382 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:15:51,388 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:15:51,452 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:15:51,457 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:15:51,819 WARN L191 SmtUtils]: Spent 244.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 51 [2019-11-15 20:15:51,830 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:15:51,830 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 43 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 43 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:15:51,846 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:15:51,846 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:15:51,850 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:15:51,850 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#t~ret3=0} Honda state: {ULTIMATE.start_main_#t~ret3=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 44 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 44 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:15:51,861 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:15:51,861 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:15:51,866 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:15:51,866 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Honda state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 45 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 45 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:15:51,874 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:15:51,874 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 46 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 46 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:15:52,346 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:15:52,346 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:00,889 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:16:00,895 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:16:00,896 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:16:00,896 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:16:00,896 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:16:00,896 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:16:00,896 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:00,896 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:16:00,896 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:16:00,896 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Loop [2019-11-15 20:16:00,896 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:16:00,896 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:16:00,897 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:00,903 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:00,974 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:00,984 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:00,988 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:01,126 WARN L191 SmtUtils]: Spent 125.00 ms on a formula simplification. DAG size of input: 63 DAG size of output: 62 [2019-11-15 20:16:01,411 WARN L191 SmtUtils]: Spent 251.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 51 [2019-11-15 20:16:01,433 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:16:01,434 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:16:01,434 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,434 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,435 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,435 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,435 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,435 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:01,435 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:01,435 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,436 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,436 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,436 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,436 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,437 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,437 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,437 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:01,438 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:01,438 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,448 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,449 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,449 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,450 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,450 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,450 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,450 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:01,451 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:01,451 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,452 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,452 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,453 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,453 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,453 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,453 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,454 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:01,454 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:01,454 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,455 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,455 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,456 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,456 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,456 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,456 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,456 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:01,457 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:01,457 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,457 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,458 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:16:01,458 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,458 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,458 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,459 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,459 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,459 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,459 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,459 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,460 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,460 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,461 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,461 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,461 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,461 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,461 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,463 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:01,463 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,483 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,483 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,484 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,484 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,484 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,484 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,485 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,485 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,485 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,487 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,487 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,488 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,488 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,488 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,489 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,489 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,489 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,489 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,490 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,491 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,491 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,492 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,492 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,492 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,492 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,492 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,493 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,493 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,494 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:16:01,494 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,494 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,495 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,495 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,495 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,495 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,495 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,496 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,496 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,496 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,497 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,497 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,497 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,498 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,498 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,499 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:01,500 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,527 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,527 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,528 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,528 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,528 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,528 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,528 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,529 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,529 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,531 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,532 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,532 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,533 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,533 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,533 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,533 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,534 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,534 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,535 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,536 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,536 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,536 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,537 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,537 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,537 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,537 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,537 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,538 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,539 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:16:01,539 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,539 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,540 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,540 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,540 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,540 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,541 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,541 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,541 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,542 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,542 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,542 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,543 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,543 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,543 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,545 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:01,545 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,580 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,580 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,581 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,581 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,582 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,582 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,582 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,583 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,583 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,586 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,586 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,587 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,587 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,587 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,587 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,587 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,588 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,588 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,590 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,590 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,591 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:01,591 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,591 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,592 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,592 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,592 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,592 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,593 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,594 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:16:01,594 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,594 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,595 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,595 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,595 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,595 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,595 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,596 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,596 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,596 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,597 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,597 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,597 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,598 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,598 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,598 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,598 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,601 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:01,601 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,637 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,638 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,638 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,638 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,638 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,639 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,639 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,639 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,640 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,640 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,643 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,643 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,644 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,644 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,644 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,644 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,644 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,645 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,645 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,645 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,647 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,648 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,648 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,648 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,648 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,649 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,649 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,649 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:01,649 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:01,649 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,651 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,651 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:16:01,651 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,652 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,652 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:01,652 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,652 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,652 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,652 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,653 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,653 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,654 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,654 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,655 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,655 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:01,655 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,655 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,655 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,656 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,660 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:01,660 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,725 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,726 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,727 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,727 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:01,727 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,727 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,727 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,727 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,729 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,729 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,734 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,734 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,735 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,735 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:01,735 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,736 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,736 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,736 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,737 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,737 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,740 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,741 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,741 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,742 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:01,742 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,742 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,742 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,742 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,743 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,743 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,745 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,745 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:16:01,746 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,746 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,746 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:01,747 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,747 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,747 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,747 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,748 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,748 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,749 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,749 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,750 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,750 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:01,751 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,751 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,751 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,751 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,759 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:01,760 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,951 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,952 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,952 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,953 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:01,953 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,953 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,953 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,953 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,955 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,955 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,962 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,963 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,963 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,964 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:01,964 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,964 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,964 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,964 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,966 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,966 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,970 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,971 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,971 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,972 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:01,972 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,972 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,972 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,972 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:01,973 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:01,973 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,976 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,976 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:16:01,976 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,976 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,977 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,977 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,977 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,977 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:01,977 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,978 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:01,978 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:01,979 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:01,979 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:01,979 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:01,979 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:01,979 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:01,980 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:01,980 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:01,980 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:01,982 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:01,982 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,039 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,039 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,040 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,040 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:02,040 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,040 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,040 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,041 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:02,041 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:02,041 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,048 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,048 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,049 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,049 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:02,049 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,050 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,050 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,050 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:02,050 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:02,051 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,053 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,054 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,054 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,054 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:02,055 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,055 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,055 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,055 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:02,055 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:02,056 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,057 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,057 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:16:02,058 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,058 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,058 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:02,058 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,059 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,059 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,059 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:02,060 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:02,060 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,061 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,062 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,062 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,064 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:02,064 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,064 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,065 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:02,065 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:02,070 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:02,070 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,373 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,373 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,374 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,374 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:02,374 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,375 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,375 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,375 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:02,376 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:02,376 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,398 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,399 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,399 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,400 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:02,400 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,400 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,400 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,400 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:02,401 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:02,401 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,406 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:02,407 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:02,407 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:02,407 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:02,407 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:02,408 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:02,408 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:02,408 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:02,408 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:02,409 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:02,411 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:28,120 WARN L191 SmtUtils]: Spent 25.54 s on a formula simplification. DAG size of input: 1369 DAG size of output: 195 [2019-11-15 20:16:29,978 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:16:29,978 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:16:29,978 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:16:29,978 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:16:29,978 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:16:29,979 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:29,979 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:16:29,979 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:16:29,979 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Lasso [2019-11-15 20:16:29,979 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:16:29,979 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:16:29,980 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:29,987 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:29,988 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:29,990 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:29,998 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,072 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,075 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,087 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,089 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,092 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,094 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,110 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:30,276 WARN L191 SmtUtils]: Spent 136.00 ms on a formula simplification. DAG size of input: 63 DAG size of output: 62 [2019-11-15 20:16:30,600 WARN L191 SmtUtils]: Spent 253.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 51 [2019-11-15 20:16:30,648 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:16:30,648 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 47 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 47 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,659 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:30,659 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:30,662 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:30,662 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~inputE~0=0} Honda state: {~inputE~0=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 48 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 48 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,667 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:30,667 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:30,670 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:30,670 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#res=0} Honda state: {ULTIMATE.start_main_#res=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 49 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 49 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,676 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:30,676 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:30,679 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:30,679 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#t~ret3=0} Honda state: {ULTIMATE.start_main_#t~ret3=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 50 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 50 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,684 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:30,684 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:30,688 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:30,688 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~a24~0=0} Honda state: {~a24~0=1} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 51 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 51 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,693 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:30,693 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 52 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 52 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:30,705 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:16:30,705 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:33,098 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:16:33,101 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:16:33,101 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:16:33,101 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:16:33,101 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:16:33,101 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:16:33,101 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:33,102 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:16:33,102 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:16:33,102 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Lasso [2019-11-15 20:16:33,102 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:16:33,102 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:16:33,104 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,106 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,114 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,116 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,187 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,190 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,192 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,194 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,205 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,207 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,210 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,212 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:33,366 WARN L191 SmtUtils]: Spent 123.00 ms on a formula simplification. DAG size of input: 63 DAG size of output: 62 [2019-11-15 20:16:33,675 WARN L191 SmtUtils]: Spent 240.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 51 [2019-11-15 20:16:33,722 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:16:33,722 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:16:33,722 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,723 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,723 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,723 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,723 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,725 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,726 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,727 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,727 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,727 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,727 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,727 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,728 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,729 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,729 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,734 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,735 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,735 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,735 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:33,736 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,736 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,736 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,736 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:33,736 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:33,737 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,737 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,738 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,738 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,738 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:33,738 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,745 INFO L400 nArgumentSynthesizer]: We have 30 Motzkin's Theorem applications. [2019-11-15 20:16:33,746 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:33,894 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,895 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,895 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,895 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,896 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,896 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,896 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,896 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,898 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,898 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,899 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,899 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:33,899 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,899 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,899 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,900 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:33,900 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:33,900 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,900 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,901 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,901 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,901 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,901 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,902 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,902 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,903 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,903 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,904 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,904 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,904 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,904 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,905 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,905 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,918 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,918 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,919 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,919 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,919 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,919 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,920 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,920 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,921 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,921 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,922 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,922 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,922 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,922 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,923 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,923 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,924 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,924 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,925 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,925 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,925 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,925 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,926 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,926 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,927 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,927 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,928 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,928 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,928 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,928 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:33,929 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:33,929 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:16:33,930 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,930 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:16:33,930 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,931 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,931 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,931 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,931 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:33,932 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:33,933 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:33,934 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,934 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,935 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,935 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,935 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,935 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:33,937 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:33,937 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:33,956 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,956 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,957 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,957 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:33,957 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,957 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:33,958 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:33,958 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:33,958 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:33,958 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:33,959 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:33,959 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:33,959 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:33,960 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:33,960 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:33,970 INFO L400 nArgumentSynthesizer]: We have 45 Motzkin's Theorem applications. [2019-11-15 20:16:33,970 INFO L401 nArgumentSynthesizer]: A total of 9 supporting invariants were added. [2019-11-15 20:16:34,853 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,854 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,854 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,855 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,855 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,855 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,856 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,856 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,858 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,859 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,859 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,859 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:34,859 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,860 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,860 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,860 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:34,860 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:34,861 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,861 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,861 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,862 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,862 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,862 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,863 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,863 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,864 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,865 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,865 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,865 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,866 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,866 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,867 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,867 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,879 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,879 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,880 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,880 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,880 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,881 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,882 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,882 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,883 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,884 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,885 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,885 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,885 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,886 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,886 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,886 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,888 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,888 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,889 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,889 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,889 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,889 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,890 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,890 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,892 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,892 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,892 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,893 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,893 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,893 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:34,894 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:34,894 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:34,895 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,895 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:16:34,896 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,896 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,896 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,897 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,897 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:34,898 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:34,898 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:34,900 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,900 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,901 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,901 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,901 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,901 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:34,902 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:34,902 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:34,913 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,914 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,914 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,914 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:34,915 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,915 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:34,915 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:34,915 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:34,915 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:34,916 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:34,916 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:34,917 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:34,917 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:34,917 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:34,917 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:34,929 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:16:34,929 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:16:35,512 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,512 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,512 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,513 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,513 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,513 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,513 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,513 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,516 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,516 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,517 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,517 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:35,517 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,518 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,518 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,518 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:35,518 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:35,519 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,519 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,519 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,520 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,520 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,520 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,521 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,521 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,523 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,523 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,524 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,524 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,524 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,524 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,526 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,526 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,543 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,543 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,544 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,544 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,544 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,545 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,545 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,546 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,547 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,548 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,548 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,549 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,549 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,549 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,550 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,550 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,552 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,552 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,553 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,553 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,553 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,553 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,554 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,554 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,556 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,557 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,557 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,557 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,557 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,558 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:35,558 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:35,559 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:35,561 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,561 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:16:35,561 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,562 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,562 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,562 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,562 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:35,563 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:35,563 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:35,565 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,566 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,566 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,566 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,567 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,567 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:35,568 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:35,568 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:35,579 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,579 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,580 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,580 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:35,580 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,580 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:35,581 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:35,581 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:35,581 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:35,582 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:35,582 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:35,582 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:35,582 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:35,583 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:35,583 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:35,598 INFO L400 nArgumentSynthesizer]: We have 75 Motzkin's Theorem applications. [2019-11-15 20:16:35,598 INFO L401 nArgumentSynthesizer]: A total of 15 supporting invariants were added. [2019-11-15 20:16:36,191 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,192 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,192 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,192 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,192 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,192 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,193 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,193 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,196 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,197 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,197 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,197 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:36,198 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,198 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,198 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,198 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:36,198 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:36,199 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,199 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,200 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,200 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,200 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,200 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,201 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,201 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,204 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,204 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,204 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,205 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,205 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,205 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,207 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,207 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,231 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,232 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,232 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,233 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,233 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,233 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,234 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,234 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,236 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,236 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,237 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,237 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,237 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,237 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,238 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,238 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,240 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,240 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,241 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,241 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,241 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,241 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,242 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,242 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,244 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,244 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,245 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:36,245 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,245 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,246 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:36,246 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:36,246 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:36,249 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,249 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:16:36,249 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,250 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,250 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,250 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,250 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,251 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,251 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,252 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,253 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,254 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,254 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,254 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,254 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,254 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,254 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,255 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,255 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,259 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,259 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,260 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,260 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,260 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:36,260 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,260 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,260 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,260 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:36,260 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:36,261 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,261 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,261 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,261 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,262 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,262 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:36,262 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,268 INFO L400 nArgumentSynthesizer]: We have 45 Motzkin's Theorem applications. [2019-11-15 20:16:36,269 INFO L401 nArgumentSynthesizer]: A total of 9 supporting invariants were added. [2019-11-15 20:16:36,578 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,578 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,579 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,579 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,579 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,579 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,579 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,579 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,580 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,581 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,582 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,582 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,582 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,582 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:36,582 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,582 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,582 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,583 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:36,583 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:36,583 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,583 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,583 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,584 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,584 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,584 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,584 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,585 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,585 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,586 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,586 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,587 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,587 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,587 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,587 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,587 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,588 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,588 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,596 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,596 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,596 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,596 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,597 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,597 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,597 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,597 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,597 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,598 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,599 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,599 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,599 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,599 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,599 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,599 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,600 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,600 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,601 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,601 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,602 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,602 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,602 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,602 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,602 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,603 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,603 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,604 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,605 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,605 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,605 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:36,605 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,605 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,605 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:36,606 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:36,606 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:16:36,607 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,607 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:16:36,607 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,608 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,608 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:36,608 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,608 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,609 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:36,610 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:36,610 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:36,613 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,613 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,614 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,614 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:36,614 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,614 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,614 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:36,615 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:36,616 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:36,625 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,625 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,625 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,626 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:36,626 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:36,626 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,626 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:36,626 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:36,626 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:36,626 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:36,627 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:36,627 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:36,627 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:36,628 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:36,628 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:36,628 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:36,628 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:36,639 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:16:36,639 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:16:37,529 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,530 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,530 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,530 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,530 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,530 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,530 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,531 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,531 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,534 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,534 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,534 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,534 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,534 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:37,534 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,535 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,535 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,535 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:37,535 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:37,536 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,536 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,536 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,537 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,537 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,537 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,537 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,538 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,538 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,539 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,540 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,540 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,540 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,540 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,540 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,540 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,542 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,542 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,559 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,559 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,560 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,560 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,560 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,560 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,560 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,561 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,561 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,563 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,563 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,563 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,564 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,564 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,564 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,564 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,565 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,565 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,568 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,568 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,568 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,568 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,568 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,568 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,569 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,569 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,569 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,571 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,571 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,572 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,572 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:37,572 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,572 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,573 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:37,574 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:37,574 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:37,576 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,577 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:16:37,577 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,577 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,577 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:37,578 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,578 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,578 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:37,579 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:37,579 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:37,582 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,582 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,582 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,582 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:37,583 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,583 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,583 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:37,584 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:37,584 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:37,631 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,631 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,631 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,632 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:37,632 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:37,632 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,632 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:37,632 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:37,632 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:37,633 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:37,633 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:37,633 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:37,633 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:37,633 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:37,634 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:37,634 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:37,634 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:37,653 INFO L400 nArgumentSynthesizer]: We have 75 Motzkin's Theorem applications. [2019-11-15 20:16:37,653 INFO L401 nArgumentSynthesizer]: A total of 15 supporting invariants were added. [2019-11-15 20:16:38,514 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,514 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,514 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,515 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,515 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,515 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,515 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,516 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,516 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,519 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,519 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,519 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,519 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,519 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:38,519 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,520 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,520 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,520 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:38,520 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:38,520 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,521 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,521 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,521 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,521 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,521 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,521 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,522 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,522 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,524 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,524 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,525 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,525 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,525 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,525 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,525 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,527 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,527 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,540 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,540 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,540 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,541 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,541 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,541 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,541 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,542 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,542 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,544 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,544 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,544 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,544 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,545 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,545 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,545 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,545 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,546 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,548 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,548 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,548 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,548 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,548 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,549 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,549 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,549 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,549 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,552 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,552 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,552 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,552 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:38,552 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,553 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,553 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:38,553 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:38,554 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:16:38,556 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,556 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:16:38,556 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,557 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,557 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:38,557 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,557 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,557 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:38,558 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:38,558 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:38,560 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,560 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,560 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,560 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:38,560 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,560 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,560 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:38,561 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:38,561 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:38,587 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,587 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,588 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,588 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:38,588 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:38,588 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,588 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:38,588 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:38,588 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:38,588 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:38,589 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:38,589 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:38,589 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:38,589 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:38,589 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:38,590 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:38,590 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:38,597 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:16:38,597 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:16:39,580 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,580 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,580 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,580 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,581 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,581 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,581 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,581 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,581 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,583 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,584 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,584 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,584 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,584 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:39,584 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,584 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,585 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,585 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:39,585 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:39,586 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,586 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,587 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,587 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,587 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,587 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,588 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,588 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,588 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,590 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,591 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,591 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,591 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,592 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,592 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,592 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,593 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,594 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,631 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,632 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,632 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,632 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,632 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,633 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,633 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,633 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,634 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,636 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,636 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,637 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,637 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,637 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,637 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,637 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,638 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,638 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,640 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,641 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,641 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,641 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,641 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,642 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,642 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,642 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,643 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,645 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,645 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,645 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,646 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:39,646 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,646 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,646 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:39,647 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:39,647 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:16:39,649 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,649 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:16:39,650 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,650 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,650 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:39,650 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,651 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,651 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:39,652 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:39,652 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:39,655 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,655 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,656 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,656 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:39,656 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,657 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,657 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:39,659 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:39,659 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:39,750 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,750 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,750 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,750 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:39,750 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:39,751 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,751 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:39,751 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:39,751 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:39,751 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:39,752 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:39,752 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:39,752 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:39,753 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:39,753 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:39,753 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:39,753 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:39,765 INFO L400 nArgumentSynthesizer]: We have 90 Motzkin's Theorem applications. [2019-11-15 20:16:39,766 INFO L401 nArgumentSynthesizer]: A total of 18 supporting invariants were added. [2019-11-15 20:16:43,678 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,678 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,678 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,678 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,679 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,679 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,679 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,679 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,680 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,687 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,687 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,688 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,688 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,688 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:43,688 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,688 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,688 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,689 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:43,689 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:43,690 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,690 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,690 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,691 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,691 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,691 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,691 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,691 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,692 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,695 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,695 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,695 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,696 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,696 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,696 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,696 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,698 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,698 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,835 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,836 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,836 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,836 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,836 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,836 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,836 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,837 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,837 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,839 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,840 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,840 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,840 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,840 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,841 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,841 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,842 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,842 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,845 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,846 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,846 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,846 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,847 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,847 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,847 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,848 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,848 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,850 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,850 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:43,851 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:43,851 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:43,851 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:43,851 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:43,851 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:43,852 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:43,853 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:16:43,855 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:43,856 INFO L470 BuchiCegarLoop]: Result of lasso check was UNKNOWN. I will concatenate loop to stem and try again. [2019-11-15 20:16:43,857 INFO L791 eck$LassoCheckResult]: Stem: 567106#ULTIMATE.startENTRY ~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1; 566960#L-1 havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1; 566961#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567969#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567968#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567967#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567966#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567965#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567964#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567963#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567962#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567961#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567960#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567959#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567958#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567957#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567956#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567955#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567954#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567953#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567952#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567951#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567950#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567949#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567948#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567947#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567946#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567945#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567944#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567943#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567942#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567941#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567940#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567939#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567938#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567937#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567936#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567935#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567934#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567933#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567932#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567931#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567930#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567929#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567928#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567927#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567926#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567925#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567924#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567923#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567922#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567921#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567920#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567919#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567918#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567917#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567916#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567915#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567914#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567913#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567912#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567911#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567910#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567909#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567908#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567907#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567906#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567905#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567904#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567903#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567902#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567901#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567900#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567899#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567898#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567897#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567896#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567895#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567894#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567893#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567892#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567891#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567890#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567889#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567888#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567887#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567886#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567885#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567884#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567883#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567882#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567881#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567880#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567879#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567878#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567877#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567876#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567875#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567874#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567873#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567872#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567871#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567870#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567869#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567868#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567867#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 567866#L449 assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22; 567865#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567864#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567863#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567862#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567861#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567860#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567859#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567858#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567857#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567856#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567855#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567854#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567853#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567852#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567851#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567850#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567849#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567848#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567847#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567846#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567845#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567844#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567843#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567842#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567841#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567840#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567839#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567838#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567837#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567836#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567835#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567834#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567833#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567832#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567831#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567830#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567829#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567828#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567827#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567826#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567825#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567824#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567823#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567822#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567821#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567820#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567819#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567818#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567817#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567816#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567815#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567814#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567813#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567812#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567811#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567810#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567809#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567808#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567807#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567806#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567805#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567804#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567803#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567802#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567801#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567800#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567799#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567798#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567797#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567796#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567795#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567794#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567793#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567792#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567791#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567790#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567789#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567788#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567787#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567786#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567785#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567784#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567783#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567782#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567781#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567780#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567779#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567778#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567777#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567776#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567775#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567774#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567773#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567772#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567771#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567770#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567769#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567768#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567767#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567766#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567765#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567764#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567763#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567762#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567761#L444 assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25; 567760#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567759#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567758#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567757#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567756#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567755#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567754#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567753#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567752#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567751#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567750#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567749#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567748#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567747#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567746#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567745#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567744#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567743#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567742#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567741#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567740#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567739#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567738#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567737#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567736#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567735#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567734#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567733#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567732#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567731#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567730#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567729#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567728#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567727#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567726#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567725#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567724#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567723#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567722#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567721#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567720#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567719#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567718#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567717#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567716#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567715#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567714#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567713#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567712#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567711#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567710#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567709#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567708#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567707#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567706#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567705#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567704#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567703#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567702#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567701#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567700#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567699#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567698#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567697#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567696#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567695#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567694#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567693#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567692#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567691#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567690#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567689#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567688#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567687#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567686#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567685#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567684#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567683#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567682#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 567681#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 567680#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567679#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 567678#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 567677#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 567676#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567675#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567674#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567673#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 567672#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 567671#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567670#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 567669#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567668#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 567667#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 567666#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 567665#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567664#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 567663#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 567662#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 567661#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 567660#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 567659#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 567658#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 567657#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 567656#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 567655#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 567654#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567653#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 567652#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 567651#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 567650#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567649#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 567648#L490 assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21; 567647#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 567646#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 567645#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 567644#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567643#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567642#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567641#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567640#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567639#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567638#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567637#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567636#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567635#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567634#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567633#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567632#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567631#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567630#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567629#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567628#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567627#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567626#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567625#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567624#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567623#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567622#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567621#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567620#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567619#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567618#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567617#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567616#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567615#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567614#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567613#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567612#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567611#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 567610#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 567609#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567608#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 567607#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567606#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567605#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567604#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567603#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567602#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567601#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 567600#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567599#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 567598#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 567597#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567596#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567595#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 567594#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 567593#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 567592#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 567591#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 567590#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567589#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 567588#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 567587#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567586#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 567585#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 567584#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 567583#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 567582#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 567581#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 567580#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 567579#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 567578#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 567577#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 567576#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 567575#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567574#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 567573#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 567572#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 567570#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 567571#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568216#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568215#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568214#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568213#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568212#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568211#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568210#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568209#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568208#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568207#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568206#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568205#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568204#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568203#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568202#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568201#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568200#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568199#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568198#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568197#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568196#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568195#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568194#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568193#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568192#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568191#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568190#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568189#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568188#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568187#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568186#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568185#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568184#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568183#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568182#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568181#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568180#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568179#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568178#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568177#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568176#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568175#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568174#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568173#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568172#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568171#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568170#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568169#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568168#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568167#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568166#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568165#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568164#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568163#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568162#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568161#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568160#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568159#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568158#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568157#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568156#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568155#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 568154#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 568153#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568152#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568151#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568150#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 568149#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 568148#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 568147#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 568146#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 568145#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568144#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568143#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 568142#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568141#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 568140#L730 assume 9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0;~a12~0 := ~a12~0 - -61 - -3 - -1;~a21~0 := 8;calculate_output_#res := 26; 568139#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568138#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568137#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568136#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568135#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568134#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568133#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568132#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568131#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568130#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568129#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568128#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568127#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568126#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568125#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568124#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568123#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568122#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568121#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568120#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568119#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568118#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568117#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568116#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568115#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568114#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568113#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568112#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568111#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568110#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568109#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568108#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568107#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568106#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568105#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568104#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568103#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568102#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568101#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568100#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568099#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568098#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568097#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568096#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568095#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568094#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568093#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568092#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568091#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568090#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568089#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568088#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568087#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568086#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568085#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568084#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568083#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568082#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568081#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568080#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568079#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568078#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568077#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568076#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568075#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568074#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568073#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568072#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568071#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568070#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568069#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568068#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568067#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568066#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568065#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568064#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568063#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568062#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568061#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568060#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568059#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568058#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568057#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568056#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568055#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568054#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568053#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568052#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568051#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568050#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568049#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568048#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568047#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568046#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568045#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568044#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568043#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568042#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568041#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568040#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568039#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568038#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568037#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568036#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568035#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568034#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568033#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568032#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568031#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568030#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568029#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568028#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568027#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568026#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568025#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568024#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568023#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568022#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568021#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568020#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568019#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568018#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568017#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568016#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568015#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568014#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568013#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568012#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568011#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568010#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568009#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568008#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568007#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568006#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568005#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568004#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568003#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568002#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568001#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568000#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 567999#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 567998#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 567997#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567996#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567995#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 567994#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 567993#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 567992#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 567991#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 567990#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 567989#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567988#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 567987#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567986#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 567985#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 567984#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 567983#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 567982#L747 assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0))); 567981#L752 assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 567980#L758 assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0); 567979#L764 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input); 567978#L771 assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0); 567977#L777 assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 567976#L783 assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input); 567975#L789 assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 567133#L795 assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input); 567091#L801 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0); 567051#L807 assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input); 567052#L814 assume (1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0;~a12~0 := 517842 + 5 * (if 68 * ~a12~0 < 0 && 0 != 68 * ~a12~0 % 10 then 1 + 68 * ~a12~0 / 10 else 68 * ~a12~0 / 10);~a21~0 := 6;calculate_output_#res := 25; 567138#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568372#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568371#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568370#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568369#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568368#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568367#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568366#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568365#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568364#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568363#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568362#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568361#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568360#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568359#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568358#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568357#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568356#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568355#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568354#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568353#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568352#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568351#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568350#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568349#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568348#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568347#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568346#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568345#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568344#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568343#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568342#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568341#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568340#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568339#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568338#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568337#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568336#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568335#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568334#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568333#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568332#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568331#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568330#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568329#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568328#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568327#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568326#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568325#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568324#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568323#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568322#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568321#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568320#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568319#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568318#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568317#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568316#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568315#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568314#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568313#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568312#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568311#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568310#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568309#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568308#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568307#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568306#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568305#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568304#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568303#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568302#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568301#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568300#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568299#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568298#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568297#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568296#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568295#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568294#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568293#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568292#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568291#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568290#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568289#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568288#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568287#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568286#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568285#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568284#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568283#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568282#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568281#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568280#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568279#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568278#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568277#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568276#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568275#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568274#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568273#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568272#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568271#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568270#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568269#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568268#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568267#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568266#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568265#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568264#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568263#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568262#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568261#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568260#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568259#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568258#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568257#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568256#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568255#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568254#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568253#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568252#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568251#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568250#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568249#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568248#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568247#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568246#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568245#L579 assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0))); 568244#L585 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0); 568243#L591 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568242#L597 assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0); 568241#L603 assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568240#L609 assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568239#L615 assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568238#L621 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568237#L626 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0); 568236#L632 assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0))); 568235#L638 assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568234#L644 assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0); 568233#L650 assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0); 568232#L656 assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568231#L662 assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 568230#L668 assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 568229#L674 assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input); 568228#L677 assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0); 568227#L683 assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input); 568226#L688 assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0); 568225#L694 assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0)); 568224#L700 assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568223#L706 assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0); 567147#L712 assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0); 567116#L718 assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0); 567074#L724 assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43); 567057#L730 assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0); 567058#L735 assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0); 567056#L741 assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0); 567021#L747 assume 1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0));~a12~0 := 165863 + (if (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81 < 0 && 0 != ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) % 5 then 1 + ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5 else ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5);~a21~0 := 10;calculate_output_#res := 22; 567022#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568826#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568823#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568820#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568817#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568814#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568811#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568808#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568805#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568802#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568799#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568796#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568793#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568790#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568787#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568784#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568781#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568778#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568775#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568772#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568769#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568766#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568763#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568760#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568757#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568754#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568751#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568748#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568745#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568742#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568739#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568736#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568733#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568730#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568727#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568724#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568721#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568718#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568715#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568712#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568709#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568705#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568702#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568699#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568697#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568694#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568691#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568688#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568685#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568682#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568679#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568676#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568673#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568670#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568667#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568664#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568661#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568658#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568655#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568652#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568649#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568646#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568643#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568640#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568637#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568634#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568631#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568628#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568625#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568622#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568619#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568616#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568613#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568610#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568607#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568604#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568601#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568598#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568595#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568592#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568589#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568585#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568583#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568581#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568579#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568577#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568575#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568573#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568571#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568569#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568567#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568565#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568563#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568561#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568559#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568557#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568555#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568553#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568551#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568549#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568547#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568545#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568543#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568541#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568539#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568537#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568535#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568533#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568531#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568529#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568527#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568525#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568523#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568521#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568519#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568517#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568515#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568513#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568511#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568509#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568507#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568505#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568503#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568501#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568499#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568497#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568495#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568493#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568491#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 567022#L871 [2019-11-15 20:16:43,858 INFO L793 eck$LassoCheckResult]: Loop: 567022#L871 main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3; 568826#L880-2 assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2; 568823#L885 assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input; 568820#L21 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568817#L21-2 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568814#L24-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568811#L27-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568808#L30-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568805#L33-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568802#L36-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568799#L39-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568796#L42-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568793#L45-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568790#L48-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568787#L51-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568784#L54-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568781#L57-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568778#L60-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568775#L63-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568772#L66-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568769#L69-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568766#L72-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568763#L75-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568760#L78-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568757#L81-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568754#L84-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568751#L87-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568748#L90-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568745#L93-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568742#L96-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568739#L99-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568736#L102-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568733#L105-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568730#L108-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568727#L111-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568724#L114-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568721#L117-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0); 568718#L120-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0); 568715#L123-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568712#L126-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0); 568709#L129-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568705#L132-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568702#L135-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568699#L138-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568697#L141-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568694#L144-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568691#L147-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0); 568688#L150-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568685#L153-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0); 568682#L156-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0); 568679#L159-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568676#L162-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568673#L165-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0); 568670#L168-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0); 568667#L171-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0); 568664#L174-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0); 568661#L177-1 assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0); 568658#L180-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568655#L183-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0); 568652#L186-1 assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0); 568649#L189-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568646#L192-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0); 568643#L195-1 assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0); 568640#L198-1 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0); 568637#L201-1 assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0); 568634#L211 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0); 568631#L217 assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0); 568628#L223 assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)); 568625#L229 assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0); 568622#L235 assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input); 568619#L241 assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568616#L247 assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0); 568613#L252 assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0); 568610#L258 assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0); 568607#L264 assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0); 568604#L269 assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input); 568601#L275 assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0); 568598#L280 assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568595#L286 assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43))); 568592#L293 assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0); 568589#L299 assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568585#L305 assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0); 568583#L311 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0); 568581#L317 assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0); 568579#L323 assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568577#L329 assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568575#L335 assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input); 568573#L341 assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0); 568571#L347 assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0); 568569#L353 assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568567#L359 assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568565#L366 assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568563#L372 assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0); 568561#L378 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0); 568559#L384 assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0); 568557#L390 assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568555#L396 assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568553#L402 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0); 568551#L408 assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0); 568549#L414 assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0); 568547#L420 assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0); 568545#L426 assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0); 568543#L432 assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0); 568541#L438 assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43); 568539#L444 assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0); 568537#L449 assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0); 568535#L454 assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0); 568533#L460 assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input); 568531#L467 assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0); 568529#L472 assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0); 568527#L478 assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0); 568525#L484 assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0))); 568523#L490 assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0); 568521#L495 assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0); 568519#L500 assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0); 568517#L506 assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43); 568515#L512 assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0); 568513#L518 assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0); 568511#L524 assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input); 568509#L530 assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0); 568507#L536 assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0); 568505#L541 assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0); 568503#L547 assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568501#L552 assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0); 568499#L555 assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0); 568497#L561 assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input); 568495#L568 assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0); 568493#L573 assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0); 568491#L579 assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26; 567022#L871 [2019-11-15 20:16:43,858 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:16:43,858 INFO L82 PathProgramCache]: Analyzing trace with hash -1813902599, now seen corresponding path program 2 times [2019-11-15 20:16:43,859 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:16:43,859 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [2022110786] [2019-11-15 20:16:43,859 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:43,859 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:43,859 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:16:43,934 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,036 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,136 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:16:44,136 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:16:44,136 INFO L82 PathProgramCache]: Analyzing trace with hash 328299948, now seen corresponding path program 5 times [2019-11-15 20:16:44,136 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:16:44,136 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1921834379] [2019-11-15 20:16:44,137 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:44,137 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:44,137 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:16:44,145 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,153 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,156 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:16:44,156 INFO L144 PredicateUnifier]: Initialized classic predicate unifier [2019-11-15 20:16:44,157 INFO L82 PathProgramCache]: Analyzing trace with hash -794277452, now seen corresponding path program 3 times [2019-11-15 20:16:44,157 INFO L157 tionRefinementEngine]: Executing refinement strategy CAMEL [2019-11-15 20:16:44,157 INFO L342 tionRefinementEngine]: Using trace check IpTcStrategyModuleSmtInterpolCraig [1356611237] [2019-11-15 20:16:44,157 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:44,157 INFO L116 rtionOrderModulation]: Craig_NestedInterpolation forces the order to NOT_INCREMENTALLY [2019-11-15 20:16:44,157 INFO L94 rtionOrderModulation]: Keeping assertion order NOT_INCREMENTALLY [2019-11-15 20:16:44,234 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,348 INFO L136 AnnotateAndAsserter]: Conjunction of SSA is sat [2019-11-15 20:16:44,490 INFO L168 tionRefinementEngine]: Strategy CAMEL found a feasible trace [2019-11-15 20:16:45,326 WARN L191 SmtUtils]: Spent 827.00 ms on a formula simplification. DAG size of input: 262 DAG size of output: 56 [2019-11-15 20:16:45,362 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:16:45,363 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:16:45,363 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:16:45,363 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:16:45,363 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:16:45,363 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:45,363 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:16:45,363 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:16:45,363 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Loop [2019-11-15 20:16:45,363 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:16:45,363 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:16:45,364 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:45,372 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:45,376 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:45,383 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:45,438 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:45,569 WARN L191 SmtUtils]: Spent 110.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:16:45,882 WARN L191 SmtUtils]: Spent 288.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:16:45,887 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:16:45,887 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 53 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 53 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:45,890 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:45,890 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:45,895 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:45,896 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Honda state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_main_#t~nondet2=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 54 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 54 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:45,901 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:45,901 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:45,904 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:45,904 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#t~ret3=0} Honda state: {ULTIMATE.start_main_#t~ret3=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 55 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 55 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:45,912 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:45,912 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:45,916 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:16:45,916 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_calculate_output_#res=26, ULTIMATE.start_main_~output~0=26} Honda state: {ULTIMATE.start_calculate_output_#res=26, ULTIMATE.start_main_~output~0=26} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 56 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 56 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:45,923 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:16:45,923 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 57 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 57 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:46,920 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:16:46,920 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:16:53,194 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:16:53,200 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:16:53,201 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:16:53,201 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:16:53,201 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:16:53,201 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:16:53,201 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:16:53,201 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:16:53,201 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:16:53,201 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Loop [2019-11-15 20:16:53,201 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:16:53,202 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:16:53,203 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:53,205 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:53,213 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:53,218 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:53,275 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:16:53,434 WARN L191 SmtUtils]: Spent 121.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:16:53,740 WARN L191 SmtUtils]: Spent 280.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:16:53,744 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:16:53,745 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:16:53,745 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,745 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,745 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,745 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,745 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,745 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:53,746 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:53,746 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,746 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,746 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,746 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,746 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,746 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,746 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,747 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:53,747 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:53,747 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,748 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,748 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,748 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,749 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,749 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,749 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,749 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:53,749 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:53,749 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,750 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,750 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,750 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,750 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,750 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,750 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,750 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:53,751 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:53,751 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,757 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,757 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,758 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,758 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,758 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,758 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,758 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:16:53,758 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:16:53,758 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,758 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,759 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:16:53,759 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,759 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,759 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,759 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,759 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,759 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,759 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,760 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,760 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,761 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,762 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,762 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,762 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,762 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,762 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,763 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,763 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,765 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,765 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,766 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,766 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,766 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,766 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,766 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,767 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,767 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,768 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,768 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,768 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,769 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,769 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,769 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,769 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,770 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:53,770 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,777 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,777 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,777 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,778 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,778 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,778 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,778 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,778 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,778 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,779 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,779 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:16:53,779 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,779 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,779 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,780 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,780 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,780 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,780 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,780 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,781 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,781 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,782 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,782 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,782 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,782 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,782 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,783 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,783 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,784 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,784 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,785 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,785 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,785 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,785 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,785 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,785 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,785 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,786 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,786 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,787 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,787 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,787 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,787 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,787 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,788 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:53,788 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,797 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,797 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,797 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,797 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,798 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,798 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,798 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,798 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,798 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,799 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,799 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:16:53,799 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,799 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,799 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,799 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,800 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,800 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,800 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:53,800 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,801 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,801 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,801 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,802 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,802 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,802 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,802 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,803 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:53,803 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,806 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,806 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,806 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,807 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,807 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,807 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,807 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,808 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:53,808 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,809 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,809 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,809 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,809 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,809 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,810 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,810 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,811 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:53,811 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,826 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,827 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,827 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:16:53,827 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,828 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,828 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,828 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,828 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:53,828 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,829 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,829 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:16:53,829 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,829 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,829 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:53,830 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,830 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,830 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,830 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,830 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,830 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,830 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,831 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,831 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,831 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:53,831 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,831 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,831 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,831 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,832 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,832 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,840 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,841 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,841 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,841 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:53,842 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,842 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,842 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,842 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,843 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,843 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,845 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,845 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,846 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,846 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:53,846 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,846 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,847 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,847 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,849 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:16:53,849 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,890 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,890 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,890 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,891 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:53,891 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,891 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,891 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,891 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:16:53,892 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:16:53,892 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,893 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,893 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:16:53,893 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,894 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,894 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:53,894 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,894 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,895 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,895 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,895 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,895 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,896 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,896 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,897 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,897 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:53,897 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,897 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,897 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,898 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,899 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,899 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,905 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,905 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,906 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,906 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:53,906 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,906 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,906 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,907 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,907 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,907 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,910 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,911 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,911 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,911 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:53,912 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,912 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,912 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:53,912 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,916 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:53,916 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,988 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,988 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,989 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,989 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:16:53,989 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,990 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,990 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,990 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:53,990 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:53,991 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,993 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,993 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:16:53,993 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,994 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,994 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:53,994 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,994 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,994 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,995 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:53,995 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:53,996 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:53,996 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:53,996 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:53,997 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:53,997 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:53,997 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:53,998 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:53,998 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:53,998 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:54,000 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:54,000 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,007 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,008 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,008 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,008 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,008 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,009 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,009 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,009 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:54,010 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:54,011 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,016 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,016 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,017 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,017 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,017 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,017 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,017 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:54,018 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:54,024 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:16:54,024 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,161 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,162 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,162 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,163 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,163 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,163 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,163 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,163 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:16:54,164 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:16:54,164 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,167 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,167 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:16:54,167 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,168 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,168 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:54,168 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,168 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,168 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,168 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:54,169 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:54,169 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,170 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,170 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,170 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,170 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:54,171 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,171 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,171 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,171 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:54,172 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:54,172 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,177 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,177 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,178 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,178 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:54,178 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,178 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,179 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,179 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:54,179 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:54,179 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,181 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,182 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,182 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,182 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:54,182 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,183 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,183 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:54,183 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:54,185 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:16:54,185 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,240 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,240 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,241 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,241 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:16:54,241 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,241 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,242 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,242 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:16:54,242 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:16:54,242 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,243 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,243 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:16:54,244 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,244 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,244 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,245 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,245 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,245 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,245 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:54,246 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:54,246 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,247 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,248 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,248 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,248 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,248 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,249 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,249 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,249 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:54,250 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:54,250 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,275 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,275 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,276 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,276 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,276 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,276 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,276 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,276 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:54,277 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:54,277 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,284 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,285 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,285 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,285 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,286 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,286 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,286 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:16:54,286 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:54,290 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:16:54,291 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,517 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:16:54,518 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:16:54,518 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:16:54,518 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:16:54,518 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:16:54,518 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:16:54,518 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:16:54,518 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:16:54,519 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:16:54,519 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:16:54,521 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:17:38,766 WARN L191 SmtUtils]: Spent 44.10 s on a formula simplification. DAG size of input: 1593 DAG size of output: 223 [2019-11-15 20:17:39,204 WARN L177 XnfTransformerHelper]: Simplifying disjunction of 19683 conjuctions. This might take some time... [2019-11-15 20:20:43,627 INFO L193 XnfTransformerHelper]: Simplified to disjunction of 19683 conjuctions. [2019-11-15 20:21:38,579 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:21:38,579 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:21:38,579 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:21:38,579 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:21:38,579 INFO L127 ssoRankerPreferences]: Use exernal solver: true [2019-11-15 20:21:38,579 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:38,580 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:21:38,580 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:21:38,580 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Lasso [2019-11-15 20:21:38,580 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:21:38,580 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:21:38,581 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,588 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,590 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,593 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,595 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,597 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,609 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,666 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,674 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,676 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,679 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,681 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:38,860 WARN L191 SmtUtils]: Spent 125.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:21:39,217 WARN L191 SmtUtils]: Spent 292.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:21:39,241 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:21:39,241 INFO L404 LassoAnalysis]: Checking for nontermination... No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 58 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 58 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,247 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,247 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,250 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,250 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#res=0} Honda state: {ULTIMATE.start_main_#res=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 59 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 59 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,256 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,256 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,259 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,259 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_#t~ret3=0} Honda state: {ULTIMATE.start_main_#t~ret3=0} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 60 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 60 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,266 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,266 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,269 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,269 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~a24~0=0} Honda state: {~a24~0=1} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 61 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 61 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,275 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,275 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,278 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,278 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~inputE~0=0} Honda state: {~inputE~0=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 62 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 62 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,284 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,284 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,287 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,287 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {~inputB~0=0} Honda state: {~inputB~0=2} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 63 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 63 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,294 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,294 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:39,300 INFO L437 LassoAnalysis]: Proved nontermination for one component. [2019-11-15 20:21:39,300 INFO L440 LassoAnalysis]: Non-Termination argument consisting of: Initial state: {ULTIMATE.start_main_~input~0=0, ULTIMATE.start_calculate_output_~input=0, ULTIMATE.start_calculate_output_#in~input=0, ULTIMATE.start_main_#t~nondet2=0} Honda state: {ULTIMATE.start_main_~input~0=5, ULTIMATE.start_calculate_output_~input=5, ULTIMATE.start_calculate_output_#in~input=5, ULTIMATE.start_main_#t~nondet2=5} Generalized eigenvectors: [] Lambdas: [] Nus: [] No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 64 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 64 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,305 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 0 Nilpotent components: true [2019-11-15 20:21:39,305 INFO L160 nArgumentSynthesizer]: Using integer mode. No working directory specified, using /tmp/vcloud-vcloud-master/worker/run_dir_c4488598-b62c-4637-88a8-ba03b9e03e87/bin/uautomizer/z3 Starting monitored process 65 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 (exit command is (exit), workingDir is null) Waiting until toolchain timeout for monitored process 65 with z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:39,507 INFO L148 nArgumentSynthesizer]: Nontermination analysis: NONLINEAR Allow bounded executions: true Number of generalized eigenvectors: 3 Nilpotent components: true [2019-11-15 20:21:39,507 INFO L160 nArgumentSynthesizer]: Using integer mode. [2019-11-15 20:21:43,653 INFO L444 LassoAnalysis]: Proving nontermination failed: No geometric nontermination argument exists. [2019-11-15 20:21:43,656 INFO L210 LassoAnalysis]: Preferences: [2019-11-15 20:21:43,656 INFO L124 ssoRankerPreferences]: Compute integeral hull: false [2019-11-15 20:21:43,656 INFO L125 ssoRankerPreferences]: Enable LassoPartitioneer: true [2019-11-15 20:21:43,656 INFO L126 ssoRankerPreferences]: Term annotations enabled: false [2019-11-15 20:21:43,656 INFO L127 ssoRankerPreferences]: Use exernal solver: false [2019-11-15 20:21:43,656 INFO L128 ssoRankerPreferences]: SMT solver command: z3 SMTLIB2_COMPLIANT=true -memory:1024 -smt2 -in -t:12000 [2019-11-15 20:21:43,656 INFO L129 ssoRankerPreferences]: Dump SMT script to file: false [2019-11-15 20:21:43,657 INFO L130 ssoRankerPreferences]: Path of dumped script: [2019-11-15 20:21:43,657 INFO L131 ssoRankerPreferences]: Filename of dumped script: Problem14_label04.c_Iteration32_Lasso [2019-11-15 20:21:43,657 INFO L132 ssoRankerPreferences]: MapElimAlgo: Frank [2019-11-15 20:21:43,657 INFO L274 LassoAnalysis]: Starting lasso preprocessing... [2019-11-15 20:21:43,658 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,663 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,727 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,731 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,733 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,735 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,743 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,746 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,757 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,760 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,761 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,763 INFO L141 MapEliminator]: Using MapEliminator with SimplificationTechnique=SIMPLIFY_DDA XnfConversionTechnique=BOTTOM_UP_WITH_LOCAL_SIMPLIFICATION AddInequalities=false OnlyTrivialImplicationsArrayWrite=true OnlyTrivialImplicationsForModifiedArguments=true OnlyArgumentsInFormula=true [2019-11-15 20:21:43,891 WARN L191 SmtUtils]: Spent 114.00 ms on a formula simplification. DAG size of input: 62 DAG size of output: 61 [2019-11-15 20:21:44,249 WARN L191 SmtUtils]: Spent 287.00 ms on a formula simplification. DAG size of input: 74 DAG size of output: 51 [2019-11-15 20:21:44,312 INFO L292 LassoAnalysis]: Preprocessing complete. [2019-11-15 20:21:44,313 INFO L489 LassoAnalysis]: Using template 'affine'. [2019-11-15 20:21:44,313 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,313 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,313 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,313 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,313 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,313 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,314 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:21:44,314 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,314 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,314 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,314 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,314 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,314 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,315 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,318 INFO L400 nArgumentSynthesizer]: We have 30 Motzkin's Theorem applications. [2019-11-15 20:21:44,318 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:44,349 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,349 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,349 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,349 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,349 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,350 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,350 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,350 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,351 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,351 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,351 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,351 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,351 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,351 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,352 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,352 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,352 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,352 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,353 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,353 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,353 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,353 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,353 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,353 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,354 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,354 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,355 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,355 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,355 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,355 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,356 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,356 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,359 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,359 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,360 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,360 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,360 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,360 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,361 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,361 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,362 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,362 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,362 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,362 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,363 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,363 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,364 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,364 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,367 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,367 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,368 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,368 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,368 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,368 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,369 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,369 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,370 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,370 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,370 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,371 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,371 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,371 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,371 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,371 INFO L400 nArgumentSynthesizer]: We have 2 Motzkin's Theorem applications. [2019-11-15 20:21:44,371 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,372 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,372 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,372 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,373 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,373 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,373 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,373 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,374 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,374 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,375 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,375 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,375 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,375 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,376 INFO L204 nArgumentSynthesizer]: 2 template conjuncts. [2019-11-15 20:21:44,376 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:44,376 INFO L401 nArgumentSynthesizer]: A total of 2 supporting invariants were added. [2019-11-15 20:21:44,377 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,377 INFO L489 LassoAnalysis]: Using template '2-nested'. [2019-11-15 20:21:44,378 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,378 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,378 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,378 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,379 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,379 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,379 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:21:44,379 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,379 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,380 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,380 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,380 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,380 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,381 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,386 INFO L400 nArgumentSynthesizer]: We have 45 Motzkin's Theorem applications. [2019-11-15 20:21:44,386 INFO L401 nArgumentSynthesizer]: A total of 9 supporting invariants were added. [2019-11-15 20:21:44,478 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,478 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,478 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,478 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,478 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,479 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,479 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,479 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,480 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,481 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,481 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,481 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,481 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,481 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,482 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,482 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,483 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,483 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,483 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,483 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,483 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,483 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,484 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,484 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,485 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,485 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,485 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,485 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,485 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,485 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,486 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,486 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,489 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,490 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,490 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,490 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,491 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,491 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,491 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,491 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,492 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,492 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,493 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,493 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,493 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,493 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,494 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,494 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,498 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,498 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,498 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,498 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,498 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,498 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,499 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,499 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,500 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,500 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,501 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,501 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,501 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,501 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,501 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,501 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:21:44,501 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,501 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,502 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,502 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,502 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,502 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,502 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,502 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,503 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,504 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,504 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,504 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,504 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,504 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,505 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,505 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,505 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,506 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,506 INFO L489 LassoAnalysis]: Using template '3-nested'. [2019-11-15 20:21:44,506 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,506 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,507 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,507 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,507 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,507 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,507 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:44,507 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,507 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,507 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,508 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,508 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,508 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,508 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,518 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:21:44,518 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:21:44,587 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,588 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,588 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,588 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,588 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,588 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,589 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,589 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,590 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,590 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,590 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,590 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,591 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,591 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,591 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,591 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,592 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,592 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,592 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,592 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,592 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,593 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,593 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,593 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,595 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,595 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,595 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,595 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,595 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,595 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,596 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,597 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,602 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,602 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,602 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,602 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,603 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,603 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,603 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,603 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,604 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,604 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,604 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,605 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,605 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,605 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,606 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,606 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,610 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,610 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,611 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,611 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,611 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,611 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,612 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,612 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,613 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,613 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,614 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,614 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,614 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,614 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,614 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,614 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:44,614 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,614 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,615 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,615 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,615 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,615 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,615 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,616 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,616 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,617 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,617 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,617 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,618 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,618 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,618 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,618 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:44,618 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:44,620 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,620 INFO L489 LassoAnalysis]: Using template '4-nested'. [2019-11-15 20:21:44,620 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,620 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,620 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,621 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,621 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,621 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,621 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:21:44,621 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,622 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,622 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,623 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,623 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,623 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,623 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,632 INFO L400 nArgumentSynthesizer]: We have 75 Motzkin's Theorem applications. [2019-11-15 20:21:44,632 INFO L401 nArgumentSynthesizer]: A total of 15 supporting invariants were added. [2019-11-15 20:21:44,826 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,827 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,827 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,827 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,827 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,827 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,828 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,828 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,830 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,830 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,831 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,831 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,831 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,831 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,831 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,831 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,833 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,833 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,833 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,833 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,834 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,834 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,834 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,834 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,836 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,836 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,836 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,836 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,837 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,837 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,838 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,838 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,847 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,847 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,847 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,848 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,848 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,848 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,848 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,848 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,850 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,850 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,850 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,850 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,850 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,851 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,852 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,852 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,858 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,858 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,858 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,858 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,858 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,858 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,859 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,859 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,861 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,861 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,861 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,861 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,861 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,861 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,861 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,862 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:21:44,862 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,862 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,862 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,862 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,862 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,862 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,863 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,863 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,863 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,865 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,865 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,865 INFO L337 nArgumentSynthesizer]: Template has degree 0. [2019-11-15 20:21:44,865 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,865 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,865 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:44,866 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:44,866 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:44,867 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,867 INFO L489 LassoAnalysis]: Using template '2-phase'. [2019-11-15 20:21:44,867 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,868 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,868 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,868 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,868 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,868 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,868 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,868 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:21:44,868 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,869 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,869 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,869 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,869 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,869 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,869 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,870 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,875 INFO L400 nArgumentSynthesizer]: We have 45 Motzkin's Theorem applications. [2019-11-15 20:21:44,876 INFO L401 nArgumentSynthesizer]: A total of 9 supporting invariants were added. [2019-11-15 20:21:44,942 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,942 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,942 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,942 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,942 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,942 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,943 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,943 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,943 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,945 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,945 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,945 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,945 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,945 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,946 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,946 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,946 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,946 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,947 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,948 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,948 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,948 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,948 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,948 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,948 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,949 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,949 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,950 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,950 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,950 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,950 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,951 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,951 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,951 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,951 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,951 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,956 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,957 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,957 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,957 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,957 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,957 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,957 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,958 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,958 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,959 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,959 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,959 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,959 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,959 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,960 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,960 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,960 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,961 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,964 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,965 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,965 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,965 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,965 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,965 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,965 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,966 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,966 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,967 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,967 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,967 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,967 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,968 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,968 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,968 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,968 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,968 INFO L400 nArgumentSynthesizer]: We have 3 Motzkin's Theorem applications. [2019-11-15 20:21:44,968 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,968 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,969 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,969 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,969 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,969 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,969 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,969 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,970 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,970 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,971 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,971 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,971 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,971 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:44,972 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,972 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,972 INFO L204 nArgumentSynthesizer]: 3 template conjuncts. [2019-11-15 20:21:44,972 INFO L400 nArgumentSynthesizer]: We have 9 Motzkin's Theorem applications. [2019-11-15 20:21:44,972 INFO L401 nArgumentSynthesizer]: A total of 3 supporting invariants were added. [2019-11-15 20:21:44,973 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,973 INFO L489 LassoAnalysis]: Using template '3-phase'. [2019-11-15 20:21:44,974 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,974 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,974 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:44,974 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:44,974 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,974 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:44,975 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,975 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:44,975 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:44,975 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:44,976 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:44,976 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:44,976 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:44,976 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:44,976 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:44,976 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:44,984 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:21:44,984 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:21:45,566 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,566 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,566 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,567 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,567 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,567 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,567 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,567 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,567 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,570 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,570 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,570 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,570 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,570 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,570 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,571 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,571 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,571 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,573 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,573 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,573 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,573 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,574 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,574 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,574 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,574 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,574 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,576 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,576 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,577 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,577 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,577 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,577 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,577 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,578 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,578 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,587 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,587 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,587 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,587 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,588 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,588 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,588 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,588 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,588 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,590 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,590 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,591 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,591 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,591 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,591 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,591 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,592 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,592 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,601 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,602 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,602 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,602 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,602 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,602 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,602 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,603 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,603 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,607 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,607 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,607 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,608 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,608 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:45,608 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,608 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,608 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,609 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:45,609 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:45,610 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,610 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,611 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,611 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,611 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,611 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,611 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,612 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,612 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,614 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,614 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,615 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,615 INFO L337 nArgumentSynthesizer]: Template has degree 2. [2019-11-15 20:21:45,615 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,615 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,615 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:45,616 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:45,617 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:45,619 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,620 INFO L489 LassoAnalysis]: Using template '4-phase'. [2019-11-15 20:21:45,620 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,620 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,621 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:45,621 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:45,621 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,621 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:45,621 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:45,621 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:21:45,621 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:45,622 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:45,622 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:45,622 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:45,622 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:45,622 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:45,623 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:45,623 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:45,640 INFO L400 nArgumentSynthesizer]: We have 75 Motzkin's Theorem applications. [2019-11-15 20:21:45,640 INFO L401 nArgumentSynthesizer]: A total of 15 supporting invariants were added. [2019-11-15 20:21:46,597 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,597 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,598 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,598 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,598 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,598 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,598 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,599 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,599 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,602 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,602 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,603 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,603 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,603 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,603 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,603 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,604 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,604 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,606 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,606 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,607 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,607 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,607 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,607 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,607 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,608 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,608 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,610 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,611 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,611 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,611 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,611 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,611 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,612 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,613 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,613 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,622 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,622 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,623 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,623 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,623 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,623 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,623 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,624 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,624 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,627 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,627 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,627 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,627 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,627 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,627 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,627 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,629 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,629 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,638 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,639 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,639 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,639 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,639 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,639 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,639 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,640 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,640 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,643 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,643 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,643 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,643 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,643 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:46,644 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,644 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,644 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,644 INFO L400 nArgumentSynthesizer]: We have 5 Motzkin's Theorem applications. [2019-11-15 20:21:46,645 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:46,645 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,645 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,646 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,646 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,646 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,646 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,646 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,647 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,647 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,649 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,649 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,650 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,650 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:46,650 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,650 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,650 INFO L204 nArgumentSynthesizer]: 5 template conjuncts. [2019-11-15 20:21:46,651 INFO L400 nArgumentSynthesizer]: We have 15 Motzkin's Theorem applications. [2019-11-15 20:21:46,651 INFO L401 nArgumentSynthesizer]: A total of 5 supporting invariants were added. [2019-11-15 20:21:46,655 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,655 INFO L489 LassoAnalysis]: Using template '2-lex'. [2019-11-15 20:21:46,655 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,656 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,656 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:46,656 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:46,657 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,657 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:46,657 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:46,657 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:46,657 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:46,658 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:46,659 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:46,659 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:46,659 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:46,659 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:46,660 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:46,660 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:46,669 INFO L400 nArgumentSynthesizer]: We have 60 Motzkin's Theorem applications. [2019-11-15 20:21:46,669 INFO L401 nArgumentSynthesizer]: A total of 12 supporting invariants were added. [2019-11-15 20:21:47,488 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,488 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,489 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,489 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,489 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,489 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,489 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,490 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,490 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,494 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,495 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,495 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,495 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,495 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,496 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,496 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,497 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,497 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,499 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,499 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,500 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,500 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,500 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,500 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,500 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,501 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,501 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,502 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,502 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,503 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,503 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,503 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,503 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,503 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,504 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,504 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,515 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,516 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,516 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,516 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,516 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,516 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,516 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,517 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,517 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,518 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,519 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,519 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,519 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,519 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,519 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,519 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,520 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,520 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,532 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,532 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,532 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,533 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,533 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,533 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,533 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,533 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,533 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,535 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,535 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,535 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,535 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,535 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:47,535 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,536 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,536 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,536 INFO L400 nArgumentSynthesizer]: We have 4 Motzkin's Theorem applications. [2019-11-15 20:21:47,536 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:47,536 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,537 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,537 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,537 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,537 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,537 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,537 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,538 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,538 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,539 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,539 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,539 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,540 INFO L337 nArgumentSynthesizer]: Template has degree 1. [2019-11-15 20:21:47,540 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,540 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,540 INFO L204 nArgumentSynthesizer]: 4 template conjuncts. [2019-11-15 20:21:47,540 INFO L400 nArgumentSynthesizer]: We have 12 Motzkin's Theorem applications. [2019-11-15 20:21:47,540 INFO L401 nArgumentSynthesizer]: A total of 4 supporting invariants were added. [2019-11-15 20:21:47,542 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,542 INFO L489 LassoAnalysis]: Using template '3-lex'. [2019-11-15 20:21:47,542 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,543 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,543 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:47,543 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:47,543 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,543 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:47,543 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:47,543 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:47,543 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:47,544 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:47,544 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:47,545 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:47,545 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:47,545 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:47,545 INFO L203 nArgumentSynthesizer]: 3 loop disjuncts [2019-11-15 20:21:47,545 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:47,560 INFO L400 nArgumentSynthesizer]: We have 90 Motzkin's Theorem applications. [2019-11-15 20:21:47,560 INFO L401 nArgumentSynthesizer]: A total of 18 supporting invariants were added. [2019-11-15 20:21:49,110 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,110 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,110 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,110 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,111 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,111 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,111 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,112 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,112 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,115 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,115 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,116 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,116 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,116 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,116 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,116 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,117 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,117 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,120 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,120 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,121 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,121 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,121 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,121 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,121 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,122 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,122 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,124 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,124 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,124 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,125 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,125 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,125 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,125 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,126 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,126 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,169 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,169 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,169 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,169 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,169 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,169 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,170 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,170 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,170 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,172 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,172 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,173 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,173 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,173 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,173 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,173 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,175 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,175 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,222 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,222 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,223 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,223 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,223 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,223 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,223 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,224 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,224 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,226 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,226 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,226 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,227 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,227 INFO L350 nArgumentSynthesizer]: There is no stem transition; disabling supporting invariant generation. [2019-11-15 20:21:49,227 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,227 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,227 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,228 INFO L400 nArgumentSynthesizer]: We have 6 Motzkin's Theorem applications. [2019-11-15 20:21:49,228 INFO L401 nArgumentSynthesizer]: A total of 0 supporting invariants were added. [2019-11-15 20:21:49,229 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,230 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,230 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,230 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,230 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,230 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,230 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,231 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,231 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,233 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,233 INFO L120 nArgumentSynthesizer]: Termination Analysis Settings: Termination analysis: LINEAR_WITH_GUESSES Number of strict supporting invariants: 0 Number of non-strict supporting invariants: 1 Consider only non-deceasing supporting invariants: true Simplify termination arguments: true Simplify supporting invariants: trueOverapproximate stem: false [2019-11-15 20:21:49,234 WARN L332 nArgumentSynthesizer]: Using a linear SMT query and a templates of degree > 0, hence this method is incomplete. [2019-11-15 20:21:49,234 INFO L337 nArgumentSynthesizer]: Template has degree 3. [2019-11-15 20:21:49,234 INFO L202 nArgumentSynthesizer]: 1 stem disjuncts [2019-11-15 20:21:49,234 INFO L203 nArgumentSynthesizer]: 1 loop disjuncts [2019-11-15 20:21:49,234 INFO L204 nArgumentSynthesizer]: 6 template conjuncts. [2019-11-15 20:21:49,235 INFO L400 nArgumentSynthesizer]: We have 18 Motzkin's Theorem applications. [2019-11-15 20:21:49,235 INFO L401 nArgumentSynthesizer]: A total of 6 supporting invariants were added. [2019-11-15 20:21:49,237 INFO L522 LassoAnalysis]: Proving termination failed for this template and these settings. [2019-11-15 20:21:49,243 INFO L202 PluginConnector]: Adding new model de.uni_freiburg.informatik.ultimate.plugins.generator.buchiautomizer CFG 15.11 08:21:49 BoogieIcfgContainer [2019-11-15 20:21:49,244 INFO L132 PluginConnector]: ------------------------ END BuchiAutomizer---------------------------- [2019-11-15 20:21:49,244 INFO L113 PluginConnector]: ------------------------Witness Printer---------------------------- [2019-11-15 20:21:49,244 INFO L271 PluginConnector]: Initializing Witness Printer... [2019-11-15 20:21:49,245 INFO L275 PluginConnector]: Witness Printer initialized [2019-11-15 20:21:49,245 INFO L185 PluginConnector]: Executing the observer RCFGCatcher from plugin Witness Printer for "de.uni_freiburg.informatik.ultimate.plugins.generator.rcfgbuilder CFG 15.11 08:12:22" (3/4) ... [2019-11-15 20:21:49,248 INFO L140 WitnessPrinter]: No result that supports witness generation found [2019-11-15 20:21:49,248 INFO L132 PluginConnector]: ------------------------ END Witness Printer---------------------------- [2019-11-15 20:21:49,249 INFO L168 Benchmark]: Toolchain (without parser) took 569636.29 ms. Allocated memory was 1.0 GB in the beginning and 4.8 GB in the end (delta: 3.8 GB). Free memory was 940.7 MB in the beginning and 3.0 GB in the end (delta: -2.1 GB). Peak memory consumption was 1.7 GB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,249 INFO L168 Benchmark]: CDTParser took 0.22 ms. Allocated memory is still 1.0 GB. Free memory is still 967.6 MB. There was no memory consumed. Max. memory is 11.5 GB. [2019-11-15 20:21:49,249 INFO L168 Benchmark]: CACSL2BoogieTranslator took 886.63 ms. Allocated memory was 1.0 GB in the beginning and 1.2 GB in the end (delta: 135.8 MB). Free memory was 940.7 MB in the beginning and 1.1 GB in the end (delta: -156.7 MB). Peak memory consumption was 23.6 MB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,250 INFO L168 Benchmark]: Boogie Procedure Inliner took 132.24 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 1.1 GB in the end (delta: 13.7 MB). Peak memory consumption was 13.7 MB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,250 INFO L168 Benchmark]: Boogie Preprocessor took 120.68 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 1.1 GB in the end (delta: 6.9 MB). Peak memory consumption was 6.9 MB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,251 INFO L168 Benchmark]: RCFGBuilder took 1877.68 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 952.0 MB in the end (delta: 124.8 MB). Peak memory consumption was 124.8 MB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,251 INFO L168 Benchmark]: BuchiAutomizer took 566610.62 ms. Allocated memory was 1.2 GB in the beginning and 4.8 GB in the end (delta: 3.6 GB). Free memory was 952.0 MB in the beginning and 3.0 GB in the end (delta: -2.1 GB). Peak memory consumption was 4.2 GB. Max. memory is 11.5 GB. [2019-11-15 20:21:49,251 INFO L168 Benchmark]: Witness Printer took 3.68 ms. Allocated memory is still 4.8 GB. Free memory is still 3.0 GB. There was no memory consumed. Max. memory is 11.5 GB. [2019-11-15 20:21:49,253 INFO L335 ainManager$Toolchain]: ####################### End [Toolchain 1] ####################### --- Results --- * Results from de.uni_freiburg.informatik.ultimate.core: - StatisticsResult: Toolchain Benchmarks Benchmark results are: * CDTParser took 0.22 ms. Allocated memory is still 1.0 GB. Free memory is still 967.6 MB. There was no memory consumed. Max. memory is 11.5 GB. * CACSL2BoogieTranslator took 886.63 ms. Allocated memory was 1.0 GB in the beginning and 1.2 GB in the end (delta: 135.8 MB). Free memory was 940.7 MB in the beginning and 1.1 GB in the end (delta: -156.7 MB). Peak memory consumption was 23.6 MB. Max. memory is 11.5 GB. * Boogie Procedure Inliner took 132.24 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 1.1 GB in the end (delta: 13.7 MB). Peak memory consumption was 13.7 MB. Max. memory is 11.5 GB. * Boogie Preprocessor took 120.68 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 1.1 GB in the end (delta: 6.9 MB). Peak memory consumption was 6.9 MB. Max. memory is 11.5 GB. * RCFGBuilder took 1877.68 ms. Allocated memory is still 1.2 GB. Free memory was 1.1 GB in the beginning and 952.0 MB in the end (delta: 124.8 MB). Peak memory consumption was 124.8 MB. Max. memory is 11.5 GB. * BuchiAutomizer took 566610.62 ms. Allocated memory was 1.2 GB in the beginning and 4.8 GB in the end (delta: 3.6 GB). Free memory was 952.0 MB in the beginning and 3.0 GB in the end (delta: -2.1 GB). Peak memory consumption was 4.2 GB. Max. memory is 11.5 GB. * Witness Printer took 3.68 ms. Allocated memory is still 4.8 GB. Free memory is still 3.0 GB. There was no memory consumed. Max. memory is 11.5 GB. * Results from de.uni_freiburg.informatik.ultimate.plugins.generator.traceabstraction: - StatisticsResult: Constructed decomposition of program Your program was decomposed into 36 terminating modules (30 trivial, 6 deterministic, 0 nondeterministic) and one module whose termination is unknown.One deterministic module has affine ranking function a12 and consists of 4 locations. One deterministic module has affine ranking function a21 and consists of 3 locations. One deterministic module has affine ranking function a15 and consists of 3 locations. One deterministic module has affine ranking function -2 * a21 + 17 and consists of 3 locations. One deterministic module has affine ranking function -2 * a21 + 17 and consists of 3 locations. One deterministic module has affine ranking function -4 * a12 + 1036787 and consists of 3 locations. 30 modules have a trivial ranking function, the largest among these consists of 29 locations. The remainder module has 4253 locations. - StatisticsResult: Timing statistics BüchiAutomizer plugin needed 566.5s and 32 iterations. TraceHistogramMax:8. Analysis of lassos took 519.1s. Construction of modules took 31.9s. Büchi inclusion checks took 9.8s. Highest rank in rank-based complementation 3. Minimization of det autom 7. Minimization of nondet autom 29. Automata minimization 2.7s AutomataMinimizationTime, 36 MinimizatonAttempts, 28799 StatesRemovedByMinimization, 28 NontrivialMinimizations. Non-live state removal took 1.8s Buchi closure took 0.1s. Biggest automaton had 17605 states and ocurred in iteration 19. Nontrivial modules had stage [6, 0, 0, 0, 0]. InterpolantCoveringCapabilityFinite: 0/0 InterpolantCoveringCapabilityBuchi: 0/0 HoareTripleCheckerStatistics: 4030 SDtfs, 11260 SDslu, 430 SDs, 0 SdLazy, 35701 SolverSat, 1823 SolverUnsat, 0 SolverUnknown, 0 SolverNotchecked, 31.9s Time LassoAnalysisResults: nont0 unkn1 SFLI11 SFLT1 conc12 concLT5 SILN1 SILU1 SILI0 SILT0 lasso0 LassoPreprocessingBenchmarks: Lassos: inital68 mio100 ax100 hnf100 lsp76 ukn81 mio100 lsp100 div160 bol100 ite108 ukn100 eq174 hnf78 smp93 dnf649 smp59 tf103 neg99 sie101 LassoTerminationAnalysisBenchmarks: ConstraintsSatisfiability: unsat Degree: 3 Time: 1565ms VariablesStem: 3 VariablesLoop: 8 DisjunctsStem: 1 DisjunctsLoop: 3 SupportingInvariants: 18 MotzkinApplications: 90 LassoTerminationAnalysisBenchmarks: LassoNonterminationAnalysisSatFixpoint: 20 LassoNonterminationAnalysisSatUnbounded: 0 LassoNonterminationAnalysisUnsat: 9 LassoNonterminationAnalysisUnknown: 2 LassoNonterminationAnalysisTime: 72.2s - TerminationAnalysisResult: Unable to decide termination Buchi Automizer is unable to decide termination for the following lasso. Stem: "~inputD~0 := 4;~inputB~0 := 2;~inputC~0 := 3;~inputF~0 := 6;~inputE~0 := 5;~inputA~0 := 1;~a21~0 := 7;~a15~0 := 8;~a12~0 := -49;~a24~0 := 1;" "havoc main_#res;havoc main_#t~nondet2, main_#t~ret3, main_~input~0, main_~output~0;main_~output~0 := -1;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume (((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0;~a21~0 := 10;calculate_output_#res := 22;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume ((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0;~a12~0 := (if (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) < 0 && 0 != (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) % 5 then 1 + (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5 else (if -1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26) < 0 && 0 != (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) % 5 then 1 + (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5 else (-1 + (if ~a12~0 < 0 && 0 != ~a12~0 % 26 then ~a12~0 % 26 - 26 else ~a12~0 % 26)) / 5) / 5);~a21~0 := 7;calculate_output_#res := 25;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0;~a21~0 := 9;calculate_output_#res := 21;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0);" "assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0);" "assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input);" "assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)));" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)));" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0);" "assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input);" "assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input);" "assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0));" "assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43);" "assume 9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0;~a12~0 := ~a12~0 - -61 - -3 - -1;~a21~0 := 8;calculate_output_#res := 26;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0);" "assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0);" "assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input);" "assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)));" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)));" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0);" "assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input);" "assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input);" "assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0));" "assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0);" "assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0);" "assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)));" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && 8 == ~a15~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(((((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)) && 4 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 1 == calculate_output_~input);" "assume !((8 == ~a15~0 && ((((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0)) || (80 < ~a12~0 && 7 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a21~0 && ((6 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a21~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && 3 == calculate_output_~input);" "assume !(9 == ~a15~0 && (3 == calculate_output_~input && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(~a12~0 <= -43 && 7 == ~a21~0 && 1 == ~a24~0 && 8 == ~a15~0 && 6 == calculate_output_~input);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && ((3 == calculate_output_~input && 1 == ~a24~0) && 8 == ~a21~0) && 9 == ~a15~0);" "assume !((((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (((2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0) && 6 == ~a21~0)) && 5 == calculate_output_~input);" "assume (1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && (7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && 8 == ~a15~0;~a12~0 := 517842 + 5 * (if 68 * ~a12~0 < 0 && 0 != 68 * ~a12~0 % 10 then 1 + 68 * ~a12~0 / 10 else 68 * ~a12~0 / 10);~a21~0 := 6;calculate_output_#res := 25;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0);" "assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0);" "assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input);" "assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0)));" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 6 == ~a21~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) && 1 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 6 == calculate_output_~input) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 2 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((6 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 8 == ~a15~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !(1 == ~a24~0 && (((7 == ~a21~0 || 8 == ~a21~0) && 6 == calculate_output_~input) && 8 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && (1 == calculate_output_~input && 8 == ~a15~0) && 1 == ~a24~0) && 9 == ~a21~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && 2 == calculate_output_~input && ((80 < ~a12~0 && 6 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)));" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(1 == ~a24~0 && 9 == ~a21~0 && (5 == calculate_output_~input && 9 == ~a15~0) && 80 < ~a12~0);" "assume !((~a12~0 <= -43 && (1 == calculate_output_~input && 7 == ~a21~0) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a21~0 && ((11 < ~a12~0 && 80 >= ~a12~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && ((8 == ~a21~0 || 9 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((80 < ~a12~0 && 1 == ~a24~0 && (8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !(9 == ~a21~0 && 9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0 && 1 == calculate_output_~input);" "assume !(8 == ~a15~0 && (3 == calculate_output_~input && (((10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (6 == ~a21~0 && 80 < ~a12~0)) || (80 < ~a12~0 && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 80 < ~a12~0 && 9 == ~a21~0 && 9 == ~a15~0 && 4 == calculate_output_~input);" "assume !(8 == ~a15~0 && (6 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && 1 == calculate_output_~input && (9 == ~a21~0 || 10 == ~a21~0));" "assume !(((((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || (6 == ~a21~0 && 9 == ~a15~0 && ~a12~0 <= -43)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 1 == calculate_output_~input) && 1 == ~a24~0) && 80 < ~a12~0);" "assume !((1 == ~a24~0 && ((7 == ~a21~0 && 80 < ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 80 < ~a12~0)) && 2 == calculate_output_~input) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (-43 < ~a12~0 && 11 >= ~a12~0) && (((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0);" "assume !((8 == ~a15~0 && (7 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(9 == ~a21~0 && (1 == ~a24~0 && 2 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0);" "assume !(8 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0 && 4 == calculate_output_~input) && 1 == ~a24~0);" "assume !((~a12~0 <= -43 && ((10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0) && 4 == calculate_output_~input) && 8 == ~a15~0) && 1 == ~a24~0);" "assume 1 == ~a24~0 && 8 == ~a15~0 && 4 == calculate_output_~input && ((80 < ~a12~0 && 7 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0) || (80 < ~a12~0 && 6 == ~a21~0));~a12~0 := 165863 + (if (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81 < 0 && 0 != ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) % 5 then 1 + ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5 else ((if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -81) / 5);~a21~0 := 10;calculate_output_#res := 22;" "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0);" "assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0);" "assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input);" "assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26;" Loop: "main_#t~ret3 := calculate_output_#res;main_~output~0 := main_#t~ret3;havoc main_#t~ret3;" "assume !false;havoc main_~input~0;main_~input~0 := main_#t~nondet2;havoc main_#t~nondet2;" "assume !(((((1 != main_~input~0 && 2 != main_~input~0) && 3 != main_~input~0) && 4 != main_~input~0) && 5 != main_~input~0) && 6 != main_~input~0);calculate_output_#in~input := main_~input~0;havoc calculate_output_#res;havoc calculate_output_~input;calculate_output_~input := calculate_output_#in~input;" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 8 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 7 == ~a15~0) && 9 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 10 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 10 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 9 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 7 == ~a15~0) && 7 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 10 == ~a21~0);" "assume !((((11 < ~a12~0 && 80 >= ~a12~0) && 1 == ~a24~0) && 7 == ~a15~0) && 6 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 8 == ~a21~0);" "assume !(((~a12~0 <= -43 && 1 == ~a24~0) && 6 == ~a15~0) && 6 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 7 == ~a21~0);" "assume !(((80 < ~a12~0 && 1 == ~a24~0) && 5 == ~a15~0) && 7 == ~a21~0);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0) && 6 == ~a15~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 5 == calculate_output_~input && 8 == ~a15~0) && 9 == ~a21~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && 2 == calculate_output_~input) && 8 == ~a21~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && (11 < ~a12~0 && 80 >= ~a12~0) && 1 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0));" "assume !((((10 == ~a21~0 && 80 < ~a12~0 && 8 == ~a15~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 9 == ~a15~0 && ((6 == ~a21~0 && 80 < ~a12~0) || (9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) && 5 == calculate_output_~input);" "assume !((~a12~0 <= -43 && ((9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((2 == calculate_output_~input && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0);" "assume !((((((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 2 == calculate_output_~input) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !(9 == ~a15~0 && (1 == calculate_output_~input && (((~a12~0 <= -43 && 10 == ~a21~0) || (6 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0))) && 1 == ~a24~0);" "assume !((1 == ~a24~0 && (6 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !((-43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a15~0 && 1 == ~a24~0 && (9 == ~a21~0 || 10 == ~a21~0) && 2 == calculate_output_~input);" "assume !((((5 == calculate_output_~input && 8 == ~a15~0) && -43 < ~a12~0 && 11 >= ~a12~0) && 9 == ~a21~0) && 1 == ~a24~0);" "assume !((80 < ~a12~0 && 8 == ~a15~0 && (8 == ~a21~0 || 9 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(4 == calculate_output_~input && (((9 == ~a15~0 && 1 == ~a24~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43)));" "assume !(((1 == ~a24~0 && 3 == calculate_output_~input && ~a12~0 <= -43) && 7 == ~a21~0) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (((80 < ~a12~0 && 8 == ~a15~0) && 10 == ~a21~0) || ((9 == ~a15~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 80 < ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 5 == calculate_output_~input) && ~a12~0 <= -43) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((9 == ~a15~0 && 1 == calculate_output_~input && 8 == ~a21~0) && 1 == ~a24~0) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((((((8 == ~a21~0 || 9 == ~a21~0) || 10 == ~a21~0) && 3 == calculate_output_~input) && 8 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && (8 == ~a15~0 && 1 == calculate_output_~input && 9 == ~a21~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0 && (7 == ~a21~0 || 8 == ~a21~0) && 4 == calculate_output_~input);" "assume !(80 < ~a12~0 && 9 == ~a15~0 && (2 == calculate_output_~input && (7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0);" "assume !((((6 == calculate_output_~input && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) && 8 == ~a15~0) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && 1 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((10 == ~a21~0 && (80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) || ((5 == ~a15~0 && 2 == ~a24~0 && ~a12~0 <= -43) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !(((((7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || (10 == ~a21~0 && ~a12~0 <= -43) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) && 5 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((((1 == calculate_output_~input && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0)) && 9 == ~a15~0) && ~a12~0 <= -43) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && -43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a21~0);" "assume !((1 == ~a24~0 && 9 == ~a15~0 && 5 == calculate_output_~input && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0)) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((8 == ~a15~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && ((3 == calculate_output_~input && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0)) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 8 == ~a15~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 5 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0);" "assume !((11 < ~a12~0 && 80 >= ~a12~0) && (1 == ~a24~0 && ((6 == ~a21~0 || 7 == ~a21~0) || 8 == ~a21~0) && 4 == calculate_output_~input) && 9 == ~a15~0);" "assume !(9 == ~a15~0 && 1 == ~a24~0 && (6 == calculate_output_~input && 80 < ~a12~0) && 9 == ~a21~0);" "assume !((1 == ~a24~0 && (2 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && ~a12~0 <= -43) && 8 == ~a15~0);" "assume !(1 == ~a24~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 7 == ~a21~0) || (~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0))) && 9 == ~a15~0);" "assume !((((6 == calculate_output_~input && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0)) && 1 == ~a24~0) && 9 == ~a15~0) && ~a12~0 <= -43);" "assume !(((~a12~0 <= -43 && 6 == calculate_output_~input && (10 == ~a21~0 || 8 == ~a21~0 || 9 == ~a21~0)) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((((7 == ~a21~0 && 5 == calculate_output_~input) && ~a12~0 <= -43) && 1 == ~a24~0) && 8 == ~a15~0);" "assume !((9 == ~a15~0 && ((9 == ~a21~0 || 10 == ~a21~0) && 4 == calculate_output_~input) && -43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0);" "assume !(((((80 < ~a12~0 && 1 == ~a24~0) && 9 == ~a15~0) && 10 == ~a21~0) || (((~a12~0 <= -43 && 2 == ~a24~0) && 5 == ~a15~0) && 6 == ~a21~0)) && 2 == calculate_output_~input);" "assume !((((-43 < ~a12~0 && 11 >= ~a12~0) && (9 == ~a21~0 || 10 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0) && 1 == ~a24~0);" "assume !((8 == ~a15~0 && 80 < ~a12~0 && (8 == ~a21~0 || 9 == ~a21~0) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !((((((~a12~0 <= -43 && 10 == ~a21~0) || ((-43 < ~a12~0 && 11 >= ~a12~0) && 6 == ~a21~0)) || (7 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0)) && 3 == calculate_output_~input) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !(1 == ~a24~0 && 1 == calculate_output_~input && ((10 == ~a21~0 && 8 == ~a15~0 && 80 < ~a12~0) || ((~a12~0 <= -43 && 9 == ~a15~0) && 6 == ~a21~0)));" "assume !(((-43 < ~a12~0 && 11 >= ~a12~0) && 1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 1 == calculate_output_~input) && 8 == ~a15~0);" "assume !((1 == ~a24~0 && ~a12~0 <= -43 && ((7 == ~a21~0 || 8 == ~a21~0) || 9 == ~a21~0) && 3 == calculate_output_~input) && 9 == ~a15~0);" "assume !((1 == ~a24~0 && 4 == calculate_output_~input && (((9 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0) || (10 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0)) || (6 == ~a21~0 && 80 < ~a12~0))) && 9 == ~a15~0);" "assume !(8 == ~a15~0 && (7 == ~a21~0 && 2 == calculate_output_~input && 1 == ~a24~0) && ~a12~0 <= -43);" "assume !(8 == ~a15~0 && (4 == calculate_output_~input && (((-43 < ~a12~0 && 11 >= ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && 11 < ~a12~0 && 80 >= ~a12~0))) && 1 == ~a24~0);" "assume !(9 == ~a15~0 && (~a12~0 <= -43 && (9 == ~a21~0 || 7 == ~a21~0 || 8 == ~a21~0) && 2 == calculate_output_~input) && 1 == ~a24~0);" "assume !(1 == ~a24~0 && 8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 3 == calculate_output_~input);" "assume !((8 == ~a15~0 && (1 == ~a24~0 && 4 == calculate_output_~input) && 11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0);" "assume !(((6 == calculate_output_~input && ((((11 < ~a12~0 && 80 >= ~a12~0) && 9 == ~a21~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 10 == ~a21~0)) || (80 < ~a12~0 && 6 == ~a21~0))) && 1 == ~a24~0) && 9 == ~a15~0);" "assume !((8 == ~a15~0 && ((10 == ~a21~0 && -43 < ~a12~0 && 11 >= ~a12~0) || ((11 < ~a12~0 && 80 >= ~a12~0) && 6 == ~a21~0)) && 6 == calculate_output_~input) && 1 == ~a24~0);" "assume !(((1 == ~a24~0 && (8 == ~a21~0 || 6 == ~a21~0 || 7 == ~a21~0) && 2 == calculate_output_~input) && 9 == ~a15~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume !((9 == ~a21~0 && (3 == calculate_output_~input && 1 == ~a24~0) && 80 < ~a12~0) && 9 == ~a15~0);" "assume !(((((7 == ~a21~0 || 8 == ~a21~0) && 1 == calculate_output_~input) && 9 == ~a15~0) && 80 < ~a12~0) && 1 == ~a24~0);" "assume !((((9 == ~a15~0 && 80 < ~a12~0 && 1 == ~a24~0) && 10 == ~a21~0) || (6 == ~a21~0 && (2 == ~a24~0 && ~a12~0 <= -43) && 5 == ~a15~0)) && 6 == calculate_output_~input);" "assume !(9 == ~a15~0 && 9 == ~a21~0 && 80 < ~a12~0 && 2 == calculate_output_~input && 1 == ~a24~0);" "assume !(((8 == ~a15~0 && (7 == ~a21~0 || 8 == ~a21~0) && 3 == calculate_output_~input) && 1 == ~a24~0) && 11 < ~a12~0 && 80 >= ~a12~0);" "assume 1 == ~a24~0 && 5 == calculate_output_~input && (((8 == ~a15~0 && 80 < ~a12~0) && 10 == ~a21~0) || (6 == ~a21~0 && ~a12~0 <= -43 && 9 == ~a15~0));~a12~0 := (if ~a12~0 < 0 && 0 != ~a12~0 % 299959 then ~a12~0 % 299959 - 299959 else ~a12~0 % 299959) - -300039;~a15~0 := 8;~a21~0 := 10;calculate_output_#res := 26;" RESULT: Ultimate could not prove your program: unable to determine termination Received shutdown request...