MCC'2016 - Execution of r169kn-ebro-146433129300859\nExecution of r169kn-ebro-146433129300859\nAbout the Execution of ITS-Tools for S_Philosophers-PT-000005\n321.820 7009.00 14883.00 222.50 FFFTFFTFFFTTFTTF normal\nRun identifier is r169kn-ebro-146433129300859\noriginal formula: AF(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))\n=> equivalent forward existential formula: [FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))] = FALSE\nChecking (exact) 0 :[FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))] = FALSE\nChecking (exact) 0 :FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))\nHit Full ! (commute/partial/dont) 10/60/15\nFORMULA Philosophers-COL-000005-CTLFireability-0 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\nFORMULA Philosophers-COL-000005-CTLFireability-1 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: AX(((AF(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) + AF((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) + !(AF((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))\n=> equivalent forward existential formula: [FwdG(((EY(Init) * !(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))))) * !(!(EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))),!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] = FALSE\nChecking (exact) 0 :[FwdG(((EY(Init) * !(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))))) * !(!(EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))),!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] = FALSE\nChecking (exact) 0 :FwdG(((EY(Init) * !(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))))) * !(!(EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))),!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))\nChecking (exact) 1 :((EY(Init) * !(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))))) * !(!(EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))\nChecking (exact) 1 :!(!(EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\nChecking (exact) 1 :EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))\nChecking (exact) 1 :(EY(Init) * !(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))))\nChecking (exact) 1 :!(!(!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))))\nChecking (exact) 1 :!(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))\nChecking (exact) 1 :EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))\nHit Full ! (commute/partial/dont) 0/42/25\nFORMULA Philosophers-COL-000005-CTLFireability-2 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: AF((A((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * EF(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\n=> equivalent forward existential formula: [FwdG(Init,!((!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE\nChecking (exact) 0 :[FwdG(Init,!((!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE\nChecking (exact) 0 :FwdG(Init,!((!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\nChecking (exact) 1 :!((!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\nChecking (exact) 1 :(!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))\nChecking (exact) 1 :E(TRUE U ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))\nChecking (exact) 1 :!((E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\nChecking (exact) 1 :(E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + EG(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\nChecking (exact) 1 :E(!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) U (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\nFORMULA Philosophers-COL-000005-CTLFireability-3 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: ((EF((!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))) + A(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))) U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EX((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))\n=> equivalent forward existential formula: (([(FwdU(Init,TRUE) * (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] != FALSE + [((Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))) * !(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))] != FALSE) + [(EY(Init) * (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))] != FALSE)\nChecking (exact) 0 :(([(FwdU(Init,TRUE) * (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] != FALSE + [((Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))) * !(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))] != FALSE) + [(EY(Init) * (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))] != FALSE)\nChecking (exact) 0 :([(FwdU(Init,TRUE) * (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] != FALSE + [((Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))) * !(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))] != FALSE)\nChecking (exact) 0 :[(FwdU(Init,TRUE) * (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] != FALSE\nChecking (exact) 0 :(FwdU(Init,TRUE) * (!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))) * ((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))\nChecking (exact) 0 :[((Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))) * !(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))] != FALSE\nChecking (exact) 0 :((Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))) * !(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))\nChecking (exact) 1 :!(E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))\nChecking (exact) 1 :E(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) U (!(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))\nHit Full ! (commute/partial/dont) 0/0/25\nChecking (exact) 1 :(Init * !(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))\nChecking (exact) 1 :!(EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))\nChecking (exact) 1 :EG(!((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))\nChecking (exact) 0 :[(EY(Init) * (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))] != FALSE\nChecking (exact) 0 :(EY(Init) * (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))\nChecking (exact) 1 :(((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))\nFORMULA Philosophers-COL-000005-CTLFireability-4 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: !(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * A((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) U (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!(AF((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) + EG((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))\n=> equivalent forward existential formula: (([(Init * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] != FALSE + ([(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))] != FALSE + [FwdG(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] != FALSE)) + [((Init * !(EG((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))) * !(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))] != FALSE)\nChecking (exact) 0 :(([(Init * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] != FALSE + ([(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))] != FALSE + [FwdG(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] != FALSE)) + [((Init * !(EG((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))) * !(EG(!((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))] != FALSE)\nChecking (exact) 0 :([(Init * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] != FALSE + ([(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))] != FALSE + [FwdG(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] != FALSE))\nChecking (exact) 0 :[(Init * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] != FALSE\nChecking (exact) 0 :(Init * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))\nChecking (exact) 0 :([(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))] != FALSE + [FwdG(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] != FALSE)\nChecking (exact) 0 :[(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))] != FALSE\nChecking (exact) 0 :(FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))\nChecking (exact) 1 :(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))\nChecking (exact) 1 :!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))\nChecking (exact) 1 :FwdU(Init,!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))\nFORMULA Philosophers-COL-000005-CTLFireability-5 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: E(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) U EG((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))\n=> equivalent forward existential formula: [FwdG(FwdU(Init,((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)),(((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))] != FALSE\nChecking (exact) 0 :[FwdG(FwdU(Init,((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)),(((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))] != FALSE\nChecking (exact) 0 :FwdG(FwdU(Init,((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)),(((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))\nChecking (exact) 1 :FwdU(Init,((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))\nHit Full ! (commute/partial/dont) 10/0/15\nFORMULA Philosophers-COL-000005-CTLFireability-6 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: ((A(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + AG((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))\n=> equivalent forward existential formula: [(FwdU(((Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE\nChecking (exact) 0 :[(FwdU(((Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE\nChecking (exact) 0 :(FwdU(((Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))\nChecking (exact) 1 :!((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))\nChecking (exact) 1 :FwdU(((Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))),TRUE)\nChecking (exact) 1 :((Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) * !(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))))))\nChecking (exact) 1 :!(!((E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))))\nChecking (exact) 1 :(E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) + EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))\nChecking (exact) 1 :E(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) U (!(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))))\nChecking (exact) 1 :EG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))\nChecking (exact) 1 :(Init * !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))\nFORMULA Philosophers-COL-000005-CTLFireability-7 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: !((AF(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))\n=> equivalent forward existential formula: ([FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))] != FALSE + [(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))] != FALSE)\nChecking (exact) 0 :([FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))] != FALSE + [(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))] != FALSE)\nChecking (exact) 0 :[FwdG(Init,!(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))] != FALSE\nFORMULA Philosophers-COL-000005-CTLFireability-8 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: (AG((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * (!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))\n=> equivalent forward existential formula: ([(FwdU(Init,TRUE) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] = FALSE * [(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] = FALSE)\nChecking (exact) 0 :([(FwdU(Init,TRUE) * !((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] = FALSE * [(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] = FALSE)\nChecking (exact) 1 :[(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))] = FALSE\nChecking (exact) 0 :(Init * !((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) * (((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))))\nFORMULA Philosophers-COL-000005-CTLFireability-9 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)\n=> equivalent forward existential formula: [(Init * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))] != FALSE\nChecking (exact) 0 :[(Init * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))] != FALSE\nChecking (exact) 0 :(Init * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))\nFORMULA Philosophers-COL-000005-CTLFireability-10 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: ((((((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * AF((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + !(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))) + (EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * EF((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))\n=> equivalent forward existential formula: (([(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))] = FALSE * [FwdG(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))),!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))] = FALSE) * [(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] = FALSE)\nChecking (exact) 0 :(([(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))] = FALSE * [FwdG(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))),!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))] = FALSE) * [(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] = FALSE)\nChecking (exact) 1 :[(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))] = FALSE\nChecking (exact) 0 :(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))\nChecking (exact) 1 :((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\nChecking (exact) 1 :!(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\nChecking (exact) 1 :((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))\nChecking (exact) 1 :((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)\nChecking (exact) 1 :(Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))))\nChecking (exact) 1 :!((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))\nChecking (exact) 1 :(EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))\nChecking (exact) 1 :E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))\nChecking (exact) 1 :EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))\nChecking (exact) 1 :([(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))] = FALSE * [FwdG(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))),!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))] = FALSE)\nChecking (exact) 1 :[FwdG(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))),!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))] = FALSE\nChecking (exact) 0 :FwdG(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))),!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1))))\nChecking (exact) 1 :[(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))] = FALSE\nChecking (exact) 0 :(((Init * !((EX(!((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)))) * E(TRUE U (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))) * !(!(((((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) * ((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))) * !(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))\nChecking (exact) 1 :!(((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) * ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))\nFORMULA Philosophers-COL-000005-CTLFireability-11 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: ((EG(AG((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))) + EF(EX((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))) * ((EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))) * (EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) * (((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1) + AG((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))))))\n=> equivalent forward existential formula: ([((Init * !(E(TRUE U EX((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))) * !(EG(!(E(TRUE U !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))))] = FALSE * ([((Init * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE * ([(Init * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))] = FALSE * [(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE)))\nChecking (exact) 0 :([((Init * !(E(TRUE U EX((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))) * !(EG(!(E(TRUE U !((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))))))))] = FALSE * ([((Init * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE * ([(Init * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))] = FALSE * [(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE)))\nChecking (exact) 1 :([((Init * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE * ([(Init * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))] = FALSE * [(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE))\nChecking (exact) 1 :([(Init * !(EX(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))))] = FALSE * [(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE)\nChecking (exact) 1 :[(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))] = FALSE\nChecking (exact) 0 :(FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE) * !((((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1))))\nChecking (exact) 1 :FwdU((Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))),TRUE)\nChecking (exact) 1 :(Init * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))\nFORMULA Philosophers-COL-000005-CTLFireability-12 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: (AX(AG(!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))))) * AF(((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))\n=> equivalent forward existential formula: ([(FwdU(EY(Init),TRUE) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] = FALSE * [FwdG(Init,!(((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))] = FALSE)\nChecking (exact) 0 :([(FwdU(EY(Init),TRUE) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] = FALSE * [FwdG(Init,!(((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))] = FALSE)\nChecking (exact) 1 :[FwdG(Init,!(((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))] = FALSE\nChecking (exact) 0 :FwdG(Init,!(((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)) + ((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)) * !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1))))))\nChecking (exact) 1 :[(FwdU(EY(Init),TRUE) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))] = FALSE\nChecking (exact) 0 :(FwdU(EY(Init),TRUE) * (((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)))\nChecking (exact) 1 :(((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))\nFORMULA Philosophers-COL-000005-CTLFireability-13 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))\n=> equivalent forward existential formula: [(Init * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))] != FALSE\nChecking (exact) 0 :[(Init * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))] != FALSE\nChecking (exact) 0 :(Init * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))\nFORMULA Philosophers-COL-000005-CTLFireability-14 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\noriginal formula: (((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1))) * AF(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + ((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\n=> equivalent forward existential formula: ([(Init * !(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))] = FALSE * [FwdG(Init,!(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + ((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE)\nChecking (exact) 0 :([(Init * !(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))] = FALSE * [FwdG(Init,!(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + ((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE)\nChecking (exact) 1 :[FwdG(Init,!(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + ((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))] = FALSE\nChecking (exact) 0 :FwdG(Init,!(((!((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1))) + ((((((Fork_5>=1 * Catch2_1>=1) + (Catch2_4>=1 * Fork_3>=1)) + (Fork_4>=1 * Catch2_5>=1)) + (Fork_1>=1 * Catch2_2>=1)) + (Fork_2>=1 * Catch2_3>=1)) + (((((Fork_1>=1 * Think_2>=1) + (Fork_5>=1 * Think_1>=1)) + (Think_4>=1 * Fork_3>=1)) + (Fork_2>=1 * Think_3>=1)) + (Fork_4>=1 * Think_5>=1)))) + !(((((Eat_4>=1 + Eat_3>=1) + Eat_2>=1) + Eat_1>=1) + Eat_5>=1)))))\nChecking (exact) 1 :[(Init * !(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))] = FALSE\nChecking (exact) 0 :(Init * !(((((((Catch1_1>=1 * Fork_1>=1) + (Catch1_2>=1 * Fork_2>=1)) + (Fork_5>=1 * Catch1_5>=1)) + (Catch1_3>=1 * Fork_3>=1)) + (Catch1_4>=1 * Fork_4>=1)) * (((((Think_2>=1 * Fork_2>=1) + (Fork_3>=1 * Think_3>=1)) + (Think_1>=1 * Fork_1>=1)) + (Fork_4>=1 * Think_4>=1)) + (Fork_5>=1 * Think_5>=1)))))\nFORMULA Philosophers-COL-000005-CTLFireability-15 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL\nMay 28, 2016 12:58:22 AM fr.lip6.move.gal.application.Application transformPNML\nMay 28, 2016 12:58:22 AM fr.lip6.move.gal.nupn.PTNetReader loadFromXML\nMay 28, 2016 12:58:22 AM fr.lip6.move.gal.pnml.togal.PTGALTransformer handlePage\nMay 28, 2016 12:58:23 AM fr.lip6.move.gal.pnml.togal.PTGALTransformer handlePage\nINFO: Transformed 25 transitions.\nMay 28, 2016 12:58:23 AM fr.lip6.move.gal.instantiate.GALRewriter flatten\nMay 28, 2016 12:58:23 AM fr.lip6.move.serialization.SerializationUtil systemToFile\nMay 28, 2016 12:58:23 AM fr.lip6.move.serialization.SerializationUtil serializePropertiesForITSCTLTools\nINFO: Time to serialize properties into /home/mcc/execution/CTLFireability.ctl : 13 ms\necho " Run identifier is r169kn-ebro-146433129300859"


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17. Dezember 2020 0:02 | OST-Blog\nOST-Blog > 2020 > Dezember > 17\nDaily Archive: 17. Dezember 2020 0:02


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Kontadennou ha danevellou - Contes et nouvelles - Bilingues breton français - Yeun Ar Gow, Al Leur Nevez\n> Livres en breton >Bilingues breton français>KONTADENNOU HA DANEVELLOU - Contes et nouvelles\nLakeet dre skrid en eur yez dreist-ordinal gand unan euz gwella brezhonegerien an ugentved kantved, setu eun dibab euz an istoriou bet dastumet pe savet gand Yeun Ar Gow e-pad e vuhez dre ar vro.\nDeuet e oa hemañ da veza gouizieg braz war dachenn sevenadur ar vrezonegerien, hag aketuz meurbed da lakaad dre skrid kement a ouie, koulz e-keñver ar yez hag e-keñver sevenadur ar bobl.\nTranscrits dans une langue extraordinaire par l'un des plus grands bretonnants du XXe siècle, voici une sélection de récits collectés ou composés par Yeun Ar Gow durant toute sa vie dans son pays natal.\nCe dernier était devenu un grand connaisseur de la culture de langue bretonne, et il mit un soin scrupuleux à coucher par écrit tout ce savoir en matière de langue et de patrimoine populaire.


Teacher of PE | Lambeth | November 2019\nPublished: Tue 12/11/2019, 9:45 AM\nSalary: Inner London pay scale: up to £48,244 (pay award pending) per annum depending upon experience\nVisits are encouraged and can be arranged by telephoning Ms A Clarke, HR Manager, on 020 8673 5644 extension 159.\nClosing date is 12 noon on Monday 25th November 2019.\nTeacher of PE - Dear Applicant


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1 304 DOM - BLE (30.5.) Blesk 1 0 0 0 100.0% 3.0 11 0 0 0.00 2 1 0 0 10 1 0.100 0 0 0 0.100 0 0.182 18% 9% 0.00\n2 311 BLE - MBL (7.6.) Blesk 1 0 1 0 100.0% 6.0 26 5 5 7.50 4 0 0 0 26 8 0.308 1 0 2 0.577 0 0.308 15% 0% 0.00\n3 317 BLE - BUC (14.6.) Blesk 1 0 0 0 100.0% 8.0 36 4 3 3.38 8 3 3 0 30 7 0.233 0 0 0 0.233 0 0.361 22% 17% 0.00\n4 323 BLE - SOK (19.7.) Blesk 1 0 1 0 100.0% 5.0 18 1 1 1.80 5 0 1 0 17 3 0.176 0 0 1 0.353 0 0.222 28% 6% 0.00\n5 332 KLA - BLE (4.7.) Blesk 1 0 0 0 100.0% 6.7 34 6 2 2.70 6 1 1 1 32 10 0.313 3 0 0 0.406 0 0.353 18% 6% 1.35\n6 350 BLE - BUC (3.10.) Blesk 0 1 0 0 0.0% 8.0 36 5 3 3.38 6 4 1 0 31 7 0.226 2 0 0 0.290 0 0.333 17% 14% 0.00\n7 354 BLE - BUC (4.10.) Blesk 0 0 0 0 0.0% 1.3 6 1 1 6.75 1 1 0 0 5 1 0.200 0 0 0 0.200 0 0.333 17% 17% 0.00\n8 356 SOK - BLE (10.10.) Blesk 0 1 0 0 0.0% 6.0 30 5 4 6.00 3 5 1 0 24 7 0.292 2 0 0 0.375 0 0.433 10% 20% 0.00\n9 358 BLE - SOK (11.10.) Blesk 0 0 0 0 0.0% 1.0 3 0 0 0.00 0 0 0 0 3 1 0.333 0 0 0 0.333 0 0.333 0% 0% 0.00