Execution Chart

We display below the execution chart for this examination (boot time has been removed).

Trace from the execution

Waiting for the VM to be ready (probing ssh)
....................................
=====================================================================
Generated by BenchKit 2-2979
Executing tool itstools
Input is Dekker-PT-050, examination is CTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r025kn-smll-146348008600031
=====================================================================

--------------------
content from stdout:

=== Data for post analysis generated by BenchKit (invocation template)

The expected result is a vector of booleans
BOOL_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME Dekker-PT-050-CTLFireability-0
FORMULA_NAME Dekker-PT-050-CTLFireability-1
FORMULA_NAME Dekker-PT-050-CTLFireability-10
FORMULA_NAME Dekker-PT-050-CTLFireability-11
FORMULA_NAME Dekker-PT-050-CTLFireability-12
FORMULA_NAME Dekker-PT-050-CTLFireability-13
FORMULA_NAME Dekker-PT-050-CTLFireability-14
FORMULA_NAME Dekker-PT-050-CTLFireability-15
FORMULA_NAME Dekker-PT-050-CTLFireability-2
FORMULA_NAME Dekker-PT-050-CTLFireability-3
FORMULA_NAME Dekker-PT-050-CTLFireability-4
FORMULA_NAME Dekker-PT-050-CTLFireability-5
FORMULA_NAME Dekker-PT-050-CTLFireability-6
FORMULA_NAME Dekker-PT-050-CTLFireability-7
FORMULA_NAME Dekker-PT-050-CTLFireability-8
FORMULA_NAME Dekker-PT-050-CTLFireability-9

=== Now, execution of the tool begins

BK_START 1463934309802


its-ctl command run as :

/home/mcc/BenchKit/eclipse/plugins/fr.lip6.move.gal.itstools.binaries_1.0.0.201605191313/bin/its-ctl-linux64 --gc-threshold 2000000 --quiet -i /home/mcc/execution/CTLFireability.gal -t CGAL -ctl /home/mcc/execution/CTLFireability.ctl
No direction supplied, using forward translation only.
Parsed 16 CTL formulae.
Model ,|S| ,Time ,Mem(kb) ,fin. SDD ,fin. DDD ,peak SDD ,peak DDD ,SDD Hom ,SDD cache peak ,DDD Hom ,DDD cachepeak ,SHom cache
reachable,2.92734e+16,1.28771,38088,2,839,5,60370,6,0,3603,18357,0


Converting to forward existential form...Done !
original formula: (((flag_1_11>=1 * flag_1_16>=1) * p1_16>=1) + E(!((((flag_1_15>=1 * flag_1_33>=1) * p1_33>=1) + ((flag_1_14>=1 * flag_1_36>=1) * p1_36>=1))) U AG(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1))))
=> equivalent forward existential formula: ([(Init * ((flag_1_11>=1 * flag_1_16>=1) * p1_16>=1))] != FALSE + [(FwdU(Init,!((((flag_1_15>=1 * flag_1_33>=1) * p1_33>=1) + ((flag_1_14>=1 * flag_1_36>=1) * p1_36>=1)))) * !(E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1)))))] != FALSE)
Checking (exact) 0 :([(Init * ((flag_1_11>=1 * flag_1_16>=1) * p1_16>=1))] != FALSE + [(FwdU(Init,!((((flag_1_15>=1 * flag_1_33>=1) * p1_33>=1) + ((flag_1_14>=1 * flag_1_36>=1) * p1_36>=1)))) * !(E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1)))))] != FALSE)
Checking (exact) 0 :[(Init * ((flag_1_11>=1 * flag_1_16>=1) * p1_16>=1))] != FALSE
Checking (exact) 0 :(Init * ((flag_1_11>=1 * flag_1_16>=1) * p1_16>=1))
Checking (exact) 0 :[(FwdU(Init,!((((flag_1_15>=1 * flag_1_33>=1) * p1_33>=1) + ((flag_1_14>=1 * flag_1_36>=1) * p1_36>=1)))) * !(E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1)))))] != FALSE
Checking (exact) 0 :(FwdU(Init,!((((flag_1_15>=1 * flag_1_33>=1) * p1_33>=1) + ((flag_1_14>=1 * flag_1_36>=1) * p1_36>=1)))) * !(E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1)))))
Checking (exact) 1 :!(E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1))))
Checking (exact) 1 :E(TRUE U !(((flag_1_22>=1 * flag_1_38>=1) * p1_38>=1)))
(forward)formula 0,0,8.62906,192212,1,0,5261,1.31934e+06,5235,2602,39168,633884,5211
FORMULA Dekker-PT-050-CTLFireability-0 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: (!((AF((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)) * (AF(((flag_1_17>=1 * flag_1_39>=1) * p1_17>=1)) + ((((flag_1_32>=1 * flag_1_35>=1) * p1_32>=1) + ((flag_1_8>=1 * flag_1_29>=1) * p1_29>=1)) * ((flag_1_13>=1 * flag_1_33>=1) * p1_33>=1))))) + (A(!(((flag_1_29>=1 * flag_1_32>=1) * p1_29>=1)) U ((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)) * (A(((flag_1_15>=1 * flag_1_28>=1) * p1_15>=1) U ((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1)) * !(((flag_1_22>=1 * flag_1_47>=1) * p1_22>=1)))))
=> equivalent forward existential formula: (([FwdG(Init,!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)))] != FALSE + [FwdG((Init * !(((((flag_1_32>=1 * flag_1_35>=1) * p1_32>=1) + ((flag_1_8>=1 * flag_1_29>=1) * p1_29>=1)) * ((flag_1_13>=1 * flag_1_33>=1) * p1_33>=1)))),!(((flag_1_17>=1 * flag_1_39>=1) * p1_17>=1)))] != FALSE) + [((((Init * !((E(!(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)) U (!(!(((flag_1_29>=1 * flag_1_32>=1) * p1_29>=1))) * !(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)))) + EG(!(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)))))) * !(((flag_1_22>=1 * flag_1_47>=1) * p1_22>=1))) * !(EG(!(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1))))) * !(E(!(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1)) U (!(((flag_1_15>=1 * flag_1_28>=1) * p1_15>=1)) * !(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1))))))] != FALSE)
Checking (exact) 0 :(([FwdG(Init,!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)))] != FALSE + [FwdG((Init * !(((((flag_1_32>=1 * flag_1_35>=1) * p1_32>=1) + ((flag_1_8>=1 * flag_1_29>=1) * p1_29>=1)) * ((flag_1_13>=1 * flag_1_33>=1) * p1_33>=1)))),!(((flag_1_17>=1 * flag_1_39>=1) * p1_17>=1)))] != FALSE) + [((((Init * !((E(!(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)) U (!(!(((flag_1_29>=1 * flag_1_32>=1) * p1_29>=1))) * !(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)))) + EG(!(((flag_1_7>=1 * flag_1_35>=1) * p1_35>=1)))))) * !(((flag_1_22>=1 * flag_1_47>=1) * p1_22>=1))) * !(EG(!(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1))))) * !(E(!(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1)) U (!(((flag_1_15>=1 * flag_1_28>=1) * p1_15>=1)) * !(((flag_1_9>=1 * flag_1_16>=1) * p1_9>=1))))))] != FALSE)
Checking (exact) 0 :([FwdG(Init,!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)))] != FALSE + [FwdG((Init * !(((((flag_1_32>=1 * flag_1_35>=1) * p1_32>=1) + ((flag_1_8>=1 * flag_1_29>=1) * p1_29>=1)) * ((flag_1_13>=1 * flag_1_33>=1) * p1_33>=1)))),!(((flag_1_17>=1 * flag_1_39>=1) * p1_17>=1)))] != FALSE)
Checking (exact) 0 :[FwdG(Init,!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)))] != FALSE
Checking (exact) 0 :FwdG(Init,!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_1>=1 * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_44>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_0>=1)))
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 1/0/2599
(forward)formula 1,1,21.1551,438568,1,0,5263,2.98206e+06,5393,2604,39921,1.20579e+06,5219
FORMULA Dekker-PT-050-CTLFireability-1 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: A(EF(((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1)) U ((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))
=> equivalent forward existential formula: [((Init * !(EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))) * !(E(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)) U (!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))))] != FALSE
Checking (exact) 0 :[((Init * !(EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))) * !(E(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)) U (!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))))] != FALSE
Checking (exact) 0 :((Init * !(EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))) * !(E(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)) U (!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))))
Checking (exact) 1 :!(E(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)) U (!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)))))
Checking (exact) 1 :E(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)) U (!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))
Checking (exact) 1 :(!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))) * !(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)))
Checking (exact) 1 :!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))
Checking (exact) 1 :!(E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1)))
Checking (exact) 1 :E(TRUE U ((flag_1_11>=1 * flag_1_12>=1) * p1_11>=1))
Checking (exact) 1 :(Init * !(EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)))))
Checking (exact) 1 :!(EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1))))
Checking (exact) 1 :EG(!(((flag_1_4>=1 * flag_1_45>=1) * p1_4>=1)))
Checking (exact) 1 :Init
(forward)formula 2,0,21.7367,452868,1,0,5267,3.03956e+06,5411,2610,39936,1.23874e+06,5233
FORMULA Dekker-PT-050-CTLFireability-2 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: ((EF(((((flag_1_20>=1 * flag_1_30>=1) * p1_30>=1) + ((flag_1_24>=1 * flag_1_45>=1) * p1_45>=1)) + !((flag_1_14>=1 * p3_14>=1)))) * AF((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1))))) * A(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1) U (!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))
=> equivalent forward existential formula: (([(Init * !(E(TRUE U ((((flag_1_20>=1 * flag_1_30>=1) * p1_30>=1) + ((flag_1_24>=1 * flag_1_45>=1) * p1_45>=1)) + !((flag_1_14>=1 * p3_14>=1))))))] = FALSE * [FwdG(Init,!((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1)))))] = FALSE) * ([(FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))) * (!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))))] = FALSE * [FwdG(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))] = FALSE))
Checking (exact) 0 :(([(Init * !(E(TRUE U ((((flag_1_20>=1 * flag_1_30>=1) * p1_30>=1) + ((flag_1_24>=1 * flag_1_45>=1) * p1_45>=1)) + !((flag_1_14>=1 * p3_14>=1))))))] = FALSE * [FwdG(Init,!((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1)))))] = FALSE) * ([(FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))) * (!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))))] = FALSE * [FwdG(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))] = FALSE))
Checking (exact) 1 :([(FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))) * (!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))))] = FALSE * [FwdG(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))] = FALSE)
Checking (exact) 1 :[FwdG(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))] = FALSE
Checking (exact) 0 :FwdG(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))
Checking (exact) 1 :Init
Checking (exact) 1 :[(FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))) * (!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))))] = FALSE
Checking (exact) 0 :(FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))) * (!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))))
Checking (exact) 1 :(!(((flag_1_18>=1 * flag_1_34>=1) * p1_34>=1)) * !((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))
Checking (exact) 1 :!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1))))
Checking (exact) 1 :FwdU(Init,!((!(((flag_1_3>=1 * flag_1_16>=1) * p1_16>=1)) + (((flag_1_11>=1 * flag_1_27>=1) * p1_11>=1) * ((flag_1_42>=1 * flag_1_46>=1) * p1_42>=1)))))
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 2027/501/573
Checking (exact) 1 :([(Init * !(E(TRUE U ((((flag_1_20>=1 * flag_1_30>=1) * p1_30>=1) + ((flag_1_24>=1 * flag_1_45>=1) * p1_45>=1)) + !((flag_1_14>=1 * p3_14>=1))))))] = FALSE * [FwdG(Init,!((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1)))))] = FALSE)
Checking (exact) 1 :[FwdG(Init,!((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1)))))] = FALSE
Checking (exact) 0 :FwdG(Init,!((((flag_1_29>=1 * flag_1_44>=1) * p1_44>=1) + (((flag_1_30>=1 * flag_1_42>=1) * p1_30>=1) + ((flag_1_9>=1 * flag_1_44>=1) * p1_9>=1)))))
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 2117/377/483
(forward)formula 3,0,25.6312,486140,1,0,5273,3.34542e+06,5482,2615,40796,1.42928e+06,5242
FORMULA Dekker-PT-050-CTLFireability-3 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: AF(!((EF(((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + AX(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1)))))
=> equivalent forward existential formula: [FwdG(Init,!(!((E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + !(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1))))))))] = FALSE
Checking (exact) 0 :[FwdG(Init,!(!((E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + !(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1))))))))] = FALSE
Checking (exact) 0 :FwdG(Init,!(!((E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + !(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1))))))))
Checking (exact) 1 :Init
Checking (exact) 1 :!(!((E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + !(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1)))))))
Checking (exact) 1 :(E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1)) + !(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1)))))
Checking (exact) 1 :E(TRUE U ((flag_1_14>=1 * flag_1_29>=1) * p1_14>=1))
Checking (exact) 1 :!(EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1))))
Checking (exact) 1 :EX(!(((flag_1_4>=1 * flag_1_24>=1) * p1_4>=1)))
(forward)formula 4,0,27.5418,498544,1,0,5277,3.40069e+06,5495,2619,41054,1.45321e+06,5256
FORMULA Dekker-PT-050-CTLFireability-4 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: (!((AF((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_0>=1 * flag_0_1>=1) * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_44>=1)) + A(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1) U ((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + ((((flag_1_30>=1 * flag_1_37>=1) * p1_37>=1) * (((((flag_1_15>=1 * flag_1_40>=1) * p1_15>=1) * ((flag_1_12>=1 * flag_1_18>=1) * p1_18>=1)) * ((flag_1_27>=1 * flag_1_39>=1) * p1_39>=1)) + EF(((flag_1_3>=1 * flag_1_17>=1) * p1_3>=1)))) * (EF(((flag_1_33>=1 * flag_1_35>=1) * p1_35>=1)) * EX((((flag_1_10>=1 * flag_1_28>=1) * p1_28>=1) + ((flag_1_45>=1 * flag_1_48>=1) * p1_48>=1))))))
=> equivalent forward existential formula: ([FwdG((Init * !(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))))),!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_0>=1 * flag_0_1>=1) * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_44>=1)))] != FALSE + [(EY(((Init * (((flag_1_30>=1 * flag_1_37>=1) * p1_37>=1) * (((((flag_1_15>=1 * flag_1_40>=1) * p1_15>=1) * ((flag_1_12>=1 * flag_1_18>=1) * p1_18>=1)) * ((flag_1_27>=1 * flag_1_39>=1) * p1_39>=1)) + E(TRUE U ((flag_1_3>=1 * flag_1_17>=1) * p1_3>=1))))) * E(TRUE U ((flag_1_33>=1 * flag_1_35>=1) * p1_35>=1)))) * (((flag_1_10>=1 * flag_1_28>=1) * p1_28>=1) + ((flag_1_45>=1 * flag_1_48>=1) * p1_48>=1)))] != FALSE)
Checking (exact) 0 :([FwdG((Init * !(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))))),!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_0>=1 * flag_0_1>=1) * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_44>=1)))] != FALSE + [(EY(((Init * (((flag_1_30>=1 * flag_1_37>=1) * p1_37>=1) * (((((flag_1_15>=1 * flag_1_40>=1) * p1_15>=1) * ((flag_1_12>=1 * flag_1_18>=1) * p1_18>=1)) * ((flag_1_27>=1 * flag_1_39>=1) * p1_39>=1)) + E(TRUE U ((flag_1_3>=1 * flag_1_17>=1) * p1_3>=1))))) * E(TRUE U ((flag_1_33>=1 * flag_1_35>=1) * p1_35>=1)))) * (((flag_1_10>=1 * flag_1_28>=1) * p1_28>=1) + ((flag_1_45>=1 * flag_1_48>=1) * p1_48>=1)))] != FALSE)
Checking (exact) 0 :[FwdG((Init * !(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))))),!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_0>=1 * flag_0_1>=1) * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_44>=1)))] != FALSE
Checking (exact) 0 :FwdG((Init * !(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))))),!((((((((((((((((((((((((((((((((((((((((((((((((((flag_0_0>=1 * flag_0_1>=1) * flag_0_2>=1) * flag_0_3>=1) * flag_0_4>=1) * flag_0_5>=1) * flag_0_6>=1) * flag_0_7>=1) * flag_0_8>=1) * flag_0_9>=1) * flag_0_10>=1) * flag_0_11>=1) * flag_0_12>=1) * flag_0_13>=1) * flag_0_14>=1) * flag_0_15>=1) * flag_0_16>=1) * flag_0_17>=1) * flag_0_18>=1) * flag_0_19>=1) * flag_0_20>=1) * flag_0_21>=1) * flag_0_22>=1) * flag_0_23>=1) * flag_0_24>=1) * flag_0_25>=1) * flag_0_26>=1) * flag_0_27>=1) * flag_0_28>=1) * flag_0_29>=1) * flag_0_30>=1) * flag_0_31>=1) * flag_0_32>=1) * flag_0_33>=1) * flag_0_34>=1) * flag_0_35>=1) * flag_0_36>=1) * flag_0_37>=1) * flag_0_38>=1) * flag_0_39>=1) * flag_0_40>=1) * flag_0_41>=1) * flag_0_42>=1) * flag_0_43>=1) * flag_0_45>=1) * flag_0_46>=1) * flag_0_47>=1) * flag_0_48>=1) * flag_0_49>=1) * p1_44>=1)))
Checking (exact) 1 :(Init * !(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))))))
Checking (exact) 1 :!(!((E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))))
Checking (exact) 1 :(E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))) + EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))
Checking (exact) 1 :E(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)) U (!(((flag_1_6>=1 * flag_1_11>=1) * p1_11>=1)) * !(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1))))
Checking (exact) 1 :EG(!(((flag_1_4>=1 * flag_1_32>=1) * p1_32>=1)))
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 1/0/2599
(forward)formula 5,1,35.5651,645368,1,0,5286,4.275e+06,5620,2626,41261,1.80025e+06,5275
FORMULA Dekker-PT-050-CTLFireability-5 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: EG(E(!(((flag_1_30>=1 * flag_1_49>=1) * p1_30>=1)) U (((flag_1_9>=1 * flag_1_24>=1) * p1_24>=1) + ((flag_1_15>=1 * flag_1_47>=1) * p1_47>=1))))
=> equivalent forward existential formula: [FwdG(Init,E(!(((flag_1_30>=1 * flag_1_49>=1) * p1_30>=1)) U (((flag_1_9>=1 * flag_1_24>=1) * p1_24>=1) + ((flag_1_15>=1 * flag_1_47>=1) * p1_47>=1))))] != FALSE
Checking (exact) 0 :[FwdG(Init,E(!(((flag_1_30>=1 * flag_1_49>=1) * p1_30>=1)) U (((flag_1_9>=1 * flag_1_24>=1) * p1_24>=1) + ((flag_1_15>=1 * flag_1_47>=1) * p1_47>=1))))] != FALSE
Checking (exact) 0 :FwdG(Init,E(!(((flag_1_30>=1 * flag_1_49>=1) * p1_30>=1)) U (((flag_1_9>=1 * flag_1_24>=1) * p1_24>=1) + ((flag_1_15>=1 * flag_1_47>=1) * p1_47>=1))))
Checking (exact) 1 :Init
Checking (exact) 1 :E(!(((flag_1_30>=1 * flag_1_49>=1) * p1_30>=1)) U (((flag_1_9>=1 * flag_1_24>=1) * p1_24>=1) + ((flag_1_15>=1 * flag_1_47>=1) * p1_47>=1)))
(forward)formula 6,1,63.963,1125468,1,0,5400,7.68806e+06,5645,2738,41276,3.31357e+06,5401
FORMULA Dekker-PT-050-CTLFireability-6 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: A(EF(((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1)) U EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))
=> equivalent forward existential formula: [((Init * !(EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))) * !(E(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))) U (!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))))] != FALSE
Checking (exact) 0 :[((Init * !(EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))) * !(E(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))) U (!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))))] != FALSE
Checking (exact) 0 :((Init * !(EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))) * !(E(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))) U (!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))))
Checking (exact) 1 :!(E(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))) U (!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))))))
Checking (exact) 1 :E(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))) U (!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))
Checking (exact) 1 :!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))
Checking (exact) 1 :EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))
Checking (exact) 1 :(!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))) * !(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))))
Checking (exact) 1 :!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))
Checking (exact) 1 :EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))
Checking (exact) 1 :!(E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1)))
Checking (exact) 1 :E(TRUE U ((flag_1_1>=1 * flag_1_47>=1) * p1_1>=1))
Checking (exact) 1 :(Init * !(EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))))))
Checking (exact) 1 :!(EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))))
Checking (exact) 1 :EG(!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))))
Checking (exact) 1 :!(EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1)))
Checking (exact) 1 :EX(((flag_1_14>=1 * flag_1_27>=1) * p1_14>=1))
Checking (exact) 1 :Init
(forward)formula 7,0,66.2935,1149560,1,0,5409,7.7881e+06,5660,2747,41285,3.36589e+06,5418
FORMULA Dekker-PT-050-CTLFireability-7 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: AG(A(((flag_1_43>=1 * flag_1_48>=1) * p1_48>=1) U !(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1))))
=> equivalent forward existential formula: ([(FwdU(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1)))) * (!(((flag_1_43>=1 * flag_1_48>=1) * p1_48>=1)) * !(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1)))))] = FALSE * [FwdG(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1))))] = FALSE)
Checking (exact) 0 :([(FwdU(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1)))) * (!(((flag_1_43>=1 * flag_1_48>=1) * p1_48>=1)) * !(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1)))))] = FALSE * [FwdG(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1))))] = FALSE)
Checking (exact) 1 :[FwdG(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1))))] = FALSE
Checking (exact) 0 :FwdG(FwdU(Init,TRUE),!(!(((flag_1_28>=1 * flag_1_35>=1) * p1_28>=1))))
Checking (exact) 1 :FwdU(Init,TRUE)
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 2401/346/199
(forward)formula 8,0,66.7862,1149772,1,0,5409,7.81488e+06,5673,2747,41729,3.37732e+06,5422
FORMULA Dekker-PT-050-CTLFireability-8 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: ((((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + A(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1)) U (((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1)))) * EX(AF(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1))))
=> equivalent forward existential formula: [(EY((Init * (((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))))))) * !(EG(!(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1)))))] != FALSE
Checking (exact) 0 :[(EY((Init * (((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))))))) * !(EG(!(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1)))))] != FALSE
Checking (exact) 0 :(EY((Init * (((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))))))) * !(EG(!(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1)))))
Checking (exact) 1 :!(EG(!(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1))))
Checking (exact) 1 :EG(!(((flag_1_15>=1 * flag_1_18>=1) * p1_15>=1)))
Checking (exact) 1 :EY((Init * (((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1)))))))))
Checking (exact) 1 :(Init * (((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))))))
Checking (exact) 1 :(((flag_1_39>=1 * flag_1_43>=1) * p1_39>=1) + !((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1)))))))
Checking (exact) 1 :!((E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))))
Checking (exact) 1 :(E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))) + EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1)))))
Checking (exact) 1 :E(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))) U (!(!(((flag_1_27>=1 * flag_1_38>=1) * p1_27>=1))) * !((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1)))))
Checking (exact) 1 :EG(!((((flag_1_35>=1 * flag_1_47>=1) * p1_35>=1) * ((flag_1_41>=1 * flag_1_45>=1) * p1_41>=1))))
Checking (exact) 1 :Init
(forward)formula 9,0,67.9872,1168596,1,0,5429,7.96165e+06,5715,2764,41769,3.45138e+06,5457
FORMULA Dekker-PT-050-CTLFireability-9 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: ((EX(EG(((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))) + (EG(!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1))) + ((flag_1_26>=1 * flag_1_45>=1) * p1_26>=1))) + EX(E(((flag_1_17>=1 * flag_1_26>=1) * p1_26>=1) U ((flag_1_5>=1 * flag_1_27>=1) * p1_5>=1))))
=> equivalent forward existential formula: (([FwdG(EY(Init),((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))] != FALSE + ([FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))] != FALSE + [(Init * ((flag_1_26>=1 * flag_1_45>=1) * p1_26>=1))] != FALSE)) + [(FwdU(EY(Init),((flag_1_17>=1 * flag_1_26>=1) * p1_26>=1)) * ((flag_1_5>=1 * flag_1_27>=1) * p1_5>=1))] != FALSE)
Checking (exact) 0 :(([FwdG(EY(Init),((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))] != FALSE + ([FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))] != FALSE + [(Init * ((flag_1_26>=1 * flag_1_45>=1) * p1_26>=1))] != FALSE)) + [(FwdU(EY(Init),((flag_1_17>=1 * flag_1_26>=1) * p1_26>=1)) * ((flag_1_5>=1 * flag_1_27>=1) * p1_5>=1))] != FALSE)
Checking (exact) 0 :([FwdG(EY(Init),((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))] != FALSE + ([FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))] != FALSE + [(Init * ((flag_1_26>=1 * flag_1_45>=1) * p1_26>=1))] != FALSE))
Checking (exact) 0 :[FwdG(EY(Init),((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))] != FALSE
Checking (exact) 0 :FwdG(EY(Init),((flag_1_13>=1 * flag_1_37>=1) * p1_13>=1))
Checking (exact) 1 :EY(Init)
Checking (exact) 1 :Init
Checking (exact) 0 :([FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))] != FALSE + [(Init * ((flag_1_26>=1 * flag_1_45>=1) * p1_26>=1))] != FALSE)
Checking (exact) 0 :[FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))] != FALSE
Checking (exact) 0 :FwdG(Init,!(((flag_1_27>=1 * flag_1_28>=1) * p1_28>=1)))
Checking (exact) 1 :Init
Hit Full ! (commute/partial/dont) 2401/0/199
(forward)formula 10,1,68.7445,1182232,1,0,5430,8.06069e+06,5738,2766,42016,3.48884e+06,5462
FORMULA Dekker-PT-050-CTLFireability-10 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: AX(!(AX((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1)))))
=> equivalent forward existential formula: [(EY(Init) * !(EX(!((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1))))))] = FALSE
Checking (exact) 0 :[(EY(Init) * !(EX(!((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1))))))] = FALSE
Checking (exact) 0 :(EY(Init) * !(EX(!((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1))))))
Checking (exact) 1 :!(EX(!((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1)))))
Checking (exact) 1 :EX(!((((flag_1_21>=1 * flag_1_47>=1) * p1_21>=1) * ((flag_1_7>=1 * flag_1_26>=1) * p1_26>=1))))
(forward)formula 11,1,69.0689,1190676,1,0,5433,8.09846e+06,5754,2768,42036,3.50936e+06,5467
FORMULA Dekker-PT-050-CTLFireability-11 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: A((AF(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1)))) U ((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))
=> equivalent forward existential formula: [((Init * !(EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))) * !(E(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)) U (!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))))] != FALSE
Checking (exact) 0 :[((Init * !(EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))) * !(E(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)) U (!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))))] != FALSE
Checking (exact) 0 :((Init * !(EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))) * !(E(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)) U (!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))))
Checking (exact) 1 :!(E(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)) U (!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)))))
Checking (exact) 1 :E(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)) U (!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))
Checking (exact) 1 :(!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))) * !(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)))
Checking (exact) 1 :!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))
Checking (exact) 1 :!((!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1)))))
Checking (exact) 1 :(!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))) + ((((flag_1_19>=1 * flag_1_43>=1) * p1_43>=1) + ((flag_1_3>=1 * flag_1_15>=1) * p1_15>=1)) * !(((flag_1_2>=1 * flag_1_20>=1) * p1_20>=1))))
Checking (exact) 1 :!(EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1))))
Checking (exact) 1 :EG(!(((flag_1_20>=1 * flag_1_24>=1) * p1_20>=1)))
Checking (exact) 1 :(Init * !(EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)))))
Checking (exact) 1 :!(EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1))))
Checking (exact) 1 :EG(!(((flag_1_12>=1 * flag_1_21>=1) * p1_12>=1)))
Checking (exact) 1 :Init
(forward)formula 12,0,71.1754,1244124,1,0,5451,8.35544e+06,5794,2785,42071,3.67465e+06,5496
FORMULA Dekker-PT-050-CTLFireability-12 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: (AF((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))) * !(((flag_1_30>=1 * flag_1_48>=1) * p1_48>=1)))
=> equivalent forward existential formula: ([FwdG(Init,!((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))))] = FALSE * [(Init * ((flag_1_30>=1 * flag_1_48>=1) * p1_48>=1))] = FALSE)
Checking (exact) 0 :([FwdG(Init,!((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))))] = FALSE * [(Init * ((flag_1_30>=1 * flag_1_48>=1) * p1_48>=1))] = FALSE)
Checking (exact) 1 :[(Init * ((flag_1_30>=1 * flag_1_48>=1) * p1_48>=1))] = FALSE
Checking (exact) 0 :(Init * ((flag_1_30>=1 * flag_1_48>=1) * p1_48>=1))
Checking (exact) 1 :[FwdG(Init,!((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))))] = FALSE
Checking (exact) 0 :FwdG(Init,!((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))))
Checking (exact) 1 :Init
Checking (exact) 1 :!((EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1)))))
Checking (exact) 1 :(EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1)) + (!(((flag_1_22>=1 * flag_1_41>=1) * p1_22>=1)) * (((flag_1_14>=1 * flag_1_22>=1) * p1_22>=1) + ((flag_1_19>=1 * flag_1_35>=1) * p1_35>=1))))
Checking (exact) 1 :EX(((flag_1_43>=1 * flag_1_47>=1) * p1_47>=1))
(forward)formula 13,0,89.34,1637964,1,0,5558,1.10739e+07,5824,2889,42097,4.81911e+06,5604
FORMULA Dekker-PT-050-CTLFireability-13 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************

original formula: !(AF((((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + AG(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))))
=> equivalent forward existential formula: [FwdG(Init,!((((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + !(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))))))] != FALSE
Checking (exact) 0 :[FwdG(Init,!((((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + !(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))))))] != FALSE
Checking (exact) 0 :FwdG(Init,!((((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + !(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))))))
Checking (exact) 1 :Init
Checking (exact) 1 :!((((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + !(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1))))))
Checking (exact) 1 :(((((flag_1_35>=1 * flag_1_38>=1) * p1_38>=1) * ((flag_1_2>=1 * flag_1_27>=1) * p1_27>=1)) * ((flag_1_17>=1 * flag_1_19>=1) * p1_19>=1)) + !(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))))
Checking (exact) 1 :!(E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1))))
Checking (exact) 1 :E(TRUE U !(((flag_1_26>=1 * flag_1_49>=1) * p1_26>=1)))
(forward)formula 14,1,105.933,1817460,1,0,5607,1.25192e+07,5850,2992,42126,5.37776e+06,5712
FORMULA Dekker-PT-050-CTLFireability-14 TRUE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is TRUE !

***************************************

original formula: AF(((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + A(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1) U ((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))
=> equivalent forward existential formula: [FwdG(Init,!(((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + !((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))))))] = FALSE
Checking (exact) 0 :[FwdG(Init,!(((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + !((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))))))] = FALSE
Checking (exact) 0 :FwdG(Init,!(((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + !((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))))))
Checking (exact) 1 :Init
Checking (exact) 1 :!(((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + !((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))))))
Checking (exact) 1 :((((flag_1_23>=1 * flag_1_45>=1) * p1_45>=1) * ((flag_1_8>=1 * flag_1_36>=1) * p1_36>=1)) + !((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))))
Checking (exact) 1 :!((E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))))
Checking (exact) 1 :(E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))) + EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))
Checking (exact) 1 :E(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)) U (!(((flag_1_3>=1 * flag_1_18>=1) * p1_3>=1)) * !(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1))))
Checking (exact) 1 :EG(!(((flag_1_10>=1 * flag_1_25>=1) * p1_25>=1)))
(forward)formula 15,0,151.832,2200480,1,0,5694,1.53205e+07,13,3082,13351,6.55269e+06,22
FORMULA Dekker-PT-050-CTLFireability-15 FALSE TECHNIQUES DECISION_DIAGRAMS TOPOLOGICAL
Formula is FALSE !

***************************************


BK_STOP 1463934467745

--------------------
content from stderr:

+ export BINDIR=/home/mcc/BenchKit/
+ BINDIR=/home/mcc/BenchKit/
++ pwd
+ export MODEL=/home/mcc/execution
+ MODEL=/home/mcc/execution
+ [[ CTLFireability = StateSpace ]]
+ /home/mcc/BenchKit//runeclipse.sh /home/mcc/execution CTLFireability -its
+ ulimit -s 65536
+ java -Dosgi.requiredJavaVersion=1.6 -XX:MaxPermSize=512m -Xss8m -Xms40m -Xmx8192m -Declipse.pde.launch=true -Dfile.encoding=UTF-8 -classpath /home/mcc/BenchKit//eclipse/plugins/org.eclipse.equinox.launcher_1.3.100.v20150511-1540.jar org.eclipse.equinox.launcher.Main -application fr.lip6.move.gal.application.pnmcc -data /home/mcc/BenchKit//workspace -os linux -ws gtk -arch x86_64 -nl en_US -consoleLog -pnfolder /home/mcc/execution -examination CTLFireability -z3path /home/mcc/BenchKit//z3/bin/z3 -yices2path /home/mcc/BenchKit//yices/bin/yices -its
Java HotSpot(TM) 64-Bit Server VM warning: ignoring option MaxPermSize=512m; support was removed in 8.0
May 22, 2016 4:25:13 PM fr.lip6.move.gal.application.Application transformPNML
INFO: Parsing pnml file : /home/mcc/execution/model.pnml
May 22, 2016 4:25:13 PM fr.lip6.move.gal.nupn.PTNetReader loadFromXML
INFO: Load time of PNML (sax parser for PT used): 406 ms
May 22, 2016 4:25:13 PM fr.lip6.move.gal.pnml.togal.PTGALTransformer handlePage
INFO: Transformed 250 places.
May 22, 2016 4:25:14 PM fr.lip6.move.gal.pnml.togal.PTGALTransformer handlePage
INFO: Transformed 2600 transitions.
May 22, 2016 4:25:15 PM fr.lip6.move.gal.instantiate.GALRewriter flatten
INFO: Flatten gal took : 1020 ms
May 22, 2016 4:25:15 PM fr.lip6.move.serialization.SerializationUtil systemToFile
INFO: Time to serialize gal into /home/mcc/execution/CTLFireability.gal : 71 ms
May 22, 2016 4:25:15 PM fr.lip6.move.serialization.SerializationUtil serializePropertiesForITSCTLTools
INFO: Time to serialize properties into /home/mcc/execution/CTLFireability.ctl : 2 ms

Sequence of Actions to be Executed by the VM

This is useful if one wants to reexecute the tool in the VM from the submitted image disk.

set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="Dekker-PT-050"
export BK_EXAMINATION="CTLFireability"
export BK_TOOL="itstools"
export BK_RESULT_DIR="/root/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"

# this is specific to your benchmark or test

export BIN_DIR="$HOME/BenchKit/bin"

# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi

tar xzf /home/mcc/BenchKit/INPUTS/Dekker-PT-050.tgz
mv Dekker-PT-050 execution

# this is for BenchKit: explicit launching of the test

cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-2979"
echo " Executing tool itstools"
echo " Input is Dekker-PT-050, examination is CTLFireability"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r025kn-smll-146348008600031"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "CTLFireability" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "CTLFireability" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "CTLFireability.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property CTLFireability.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "CTLFireability.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '' CTLFireability.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;