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 2-3254
Executing tool lola
Input is Peterson-PT-6, examination is LTLCardinality
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r048-smll-149440869500077
=====================================================================

--------------------
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 Peterson-COL-6-LTLCardinality-0
FORMULA_NAME Peterson-COL-6-LTLCardinality-1
FORMULA_NAME Peterson-COL-6-LTLCardinality-10
FORMULA_NAME Peterson-COL-6-LTLCardinality-11
FORMULA_NAME Peterson-COL-6-LTLCardinality-12
FORMULA_NAME Peterson-COL-6-LTLCardinality-13
FORMULA_NAME Peterson-COL-6-LTLCardinality-14
FORMULA_NAME Peterson-COL-6-LTLCardinality-15
FORMULA_NAME Peterson-COL-6-LTLCardinality-2
FORMULA_NAME Peterson-COL-6-LTLCardinality-3
FORMULA_NAME Peterson-COL-6-LTLCardinality-4
FORMULA_NAME Peterson-COL-6-LTLCardinality-5
FORMULA_NAME Peterson-COL-6-LTLCardinality-6
FORMULA_NAME Peterson-COL-6-LTLCardinality-7
FORMULA_NAME Peterson-COL-6-LTLCardinality-8
FORMULA_NAME Peterson-COL-6-LTLCardinality-9

=== Now, execution of the tool begins

BK_START 1494510582000


Time: 3600 - MCC
----- Start make prepare stdout -----
checking for too many tokens
----- Start make result stdout -----
LTLCardinality @ Peterson-PT-6 @ 3540 seconds
----- Start make result stdout -----
lola: LoLA will run for 3540 seconds at most (--timelimit)
lola: NET
lola: reading net from model.pnml.lola
lola: finished parsing
lola: closed net file model.pnml.lola
lola: 3360/65536 symbol table entries, 1 collisions
lola: preprocessing...
lola: finding significant places
lola: 1330 places, 2030 transitions, 1303 significant places
lola: computing forward-conflicting sets
lola: computing back-conflicting sets
lola: 3129 transition conflict sets
lola: TASK
lola: reading formula from Peterson-COL-6-LTLCardinality.task
lola: A (G (X ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + TestAlone_2_0_5 + TestAlone_2_0_6 + TestAlone_4_5_0 + TestAlone_4_5_1 + TestAlone_4_5_2 + TestAlone_4_5_3 + TestAlone_4_5_5 + TestAlone_4_5_6 + TestAlone_2_1_0 + TestAlone_2_1_1 + TestAlone_2_1_3 + TestAlone_2_1_4 + TestAlone_2_1_5 + TestAlone_2_1_6 + TestAlone_5_0_0 + TestAlone_5_0_1 + TestAlone_5_0_2 + TestAlone_5_0_3 + TestAlone_5_0_4 + TestAlone_5_0_6 + TestAlone_2_2_0 + TestAlone_2_2_1 + TestAlone_2_2_3 + TestAlone_2_2_4 + TestAlone_2_2_5 + TestAlone_2_2_6 + TestAlone_5_1_0 + TestAlone_5_1_1 + TestAlone_5_1_2 + TestAlone_5_1_3 + TestAlone_5_1_4 + TestAlone_5_1_6 + TestAlone_2_3_0 + TestAlone_2_3_1 + TestAlone_2_3_3 + TestAlone_2_3_4 + TestAlone_2_3_5 + TestAlone_2_3_6 + TestAlone_5_2_0 + TestAlone_5_2_1 + TestAlone_5_2_2 + TestAlone_5_2_3 + TestAlone_5_2_4 + TestAlone_5_2_6 + TestAlone_2_4_0 + TestAlone_2_4_1 + TestAlone_2_4_3 + TestAlone_2_4_4 + TestAlone_2_4_5 + TestAlone_2_4_6 + TestAlone_0_0_1 + TestAlone_0_0_2 + TestAlone_0_0_3 + TestAlone_0_0_4 + TestAlone_0_0_5 + TestAlone_0_0_6 + TestAlone_5_3_0 + TestAlone_5_3_1 + TestAlone_5_3_2 + TestAlone_5_3_3 + TestAlone_5_3_4 + TestAlone_5_3_6 + TestAlone_2_5_0 + TestAlone_2_5_1 + TestAlone_2_5_3 + TestAlone_2_5_4 + TestAlone_2_5_5 + TestAlone_2_5_6 + TestAlone_0_1_1 + TestAlone_0_1_2 + TestAlone_0_1_3 + TestAlone_0_1_4 + TestAlone_0_1_5 + TestAlone_0_1_6 + TestAlone_5_4_0 + TestAlone_5_4_1 + TestAlone_5_4_2 + TestAlone_5_4_3 + TestAlone_5_4_4 + TestAlone_5_4_6 + TestAlone_3_0_0 + TestAlone_3_0_1 + TestAlone_3_0_2 + TestAlone_3_0_4 + TestAlone_3_0_5 + TestAlone_3_0_6 + TestAlone_0_2_1 + TestAlone_0_2_2 + TestAlone_0_2_3 + TestAlone_0_2_4 + TestAlone_0_2_5 + TestAlone_0_2_6 + TestAlone_5_5_0 + TestAlone_5_5_1 + TestAlone_5_5_2 + TestAlone_5_5_3 + TestAlone_5_5_4 + TestAlone_5_5_6 + TestAlone_3_1_0 + TestAlone_3_1_1 + TestAlone_3_1_2 + TestAlone_3_1_4 + TestAlone_3_1_5 + TestAlone_3_1_6 + TestAlone_1_4_5 + TestAlone_1_4_4 + TestAlone_0_3_1 + TestAlone_0_3_2 + TestAlone_0_3_3 + TestAlone_0_3_4 + TestAlone_0_3_5 + TestAlone_0_3_6 + TestAlone_6_0_0 + TestAlone_6_0_1 + TestAlone_6_0_2 + TestAlone_6_0_3 + TestAlone_6_0_4 + TestAlone_6_0_5 + TestAlone_3_2_0 + TestAlone_3_2_1 + TestAlone_3_2_2 + TestAlone_3_2_4 + TestAlone_3_2_5 + TestAlone_3_2_6 + TestAlone_1_4_3 + TestAlone_1_4_2 + TestAlone_0_4_1 + TestAlone_0_4_2 + TestAlone_0_4_3 + TestAlone_0_4_4 + TestAlone_0_4_5 + TestAlone_0_4_6 + TestAlone_6_1_0 + TestAlone_6_1_1 + TestAlone_6_1_2 + TestAlone_6_1_3 + TestAlone_6_1_4 + TestAlone_6_1_5 + TestAlone_3_3_0 + TestAlone_3_3_1 + TestAlone_3_3_2 + TestAlone_3_3_4 + TestAlone_3_3_5 + TestAlone_3_3_6 + TestAlone_1_4_0 + TestAlone_0_5_1 + TestAlone_0_5_2 + TestAlone_0_5_3 + TestAlone_0_5_4 + TestAlone_0_5_5 + TestAlone_0_5_6 + TestAlone_6_2_0 + TestAlone_6_2_1 + TestAlone_6_2_2 + TestAlone_6_2_3 + TestAlone_6_2_4 + TestAlone_6_2_5 + TestAlone_3_4_0 + TestAlone_3_4_1 + TestAlone_3_4_2 + TestAlone_3_4_4 + TestAlone_3_4_5 + TestAlone_3_4_6 + TestAlone_1_0_0 + TestAlone_1_0_2 + TestAlone_1_0_3 + TestAlone_1_0_4 + TestAlone_1_0_5 + TestAlone_1_0_6 + TestAlone_6_3_0 + TestAlone_6_3_1 + TestAlone_6_3_2 + TestAlone_6_3_3 + TestAlone_6_3_4 + TestAlone_6_3_5 + TestAlone_3_5_0 + TestAlone_3_5_1 + TestAlone_3_5_2 + TestAlone_3_5_4 + TestAlone_3_5_5 + TestAlone_3_5_6 + TestAlone_1_1_0 + TestAlone_1_1_2 + TestAlone_1_1_3 + TestAlone_1_1_4 + TestAlone_1_1_5 + TestAlone_1_1_6 + TestAlone_6_4_0 + TestAlone_6_4_1 + TestAlone_6_4_2 + TestAlone_6_4_3 + TestAlone_6_4_4 + TestAlone_6_4_5 + TestAlone_4_0_0 + TestAlone_4_0_1 + TestAlone_4_0_2 + TestAlone_4_0_3 + TestAlone_4_0_5 + TestAlone_4_0_6 + TestAlone_1_2_0 + TestAlone_1_2_2 + TestAlone_1_2_3 + TestAlone_1_2_4 + TestAlone_1_2_5 + TestAlone_1_2_6 + TestAlone_6_5_0 + TestAlone_6_5_1 + TestAlone_6_5_2 + TestAlone_6_5_3 + TestAlone_6_5_4 + TestAlone_6_5_5 + TestAlone_4_1_0 + TestAlone_4_1_1 + TestAlone_4_1_2 + TestAlone_4_1_3 + TestAlone_4_1_5 + TestAlone_4_1_6 + TestAlone_1_3_0 + TestAlone_1_3_2 + TestAlone_1_3_3 + TestAlone_1_3_4 + TestAlone_1_3_5 + TestAlone_1_3_6 + TestAlone_4_2_0 + TestAlone_4_2_1 + TestAlone_4_2_2 + TestAlone_4_2_3 + TestAlone_4_2_5 + TestAlone_4_2_6 + TestAlone_1_4_6 <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6)))) : A (G (X (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6))))) : A (((TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F) U (2 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6))) : A (((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6 <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6) U G (G ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + TestAlone_2_0_5 + TestAlone_2_0_6 + TestAlone_4_5_0 + TestAlone_4_5_1 + TestAlone_4_5_2 + TestAlone_4_5_3 + TestAlone_4_5_5 + TestAlone_4_5_6 + TestAlone_2_1_0 + TestAlone_2_1_1 + TestAlone_2_1_3 + TestAlone_2_1_4 + TestAlone_2_1_5 + TestAlone_2_1_6 + TestAlone_5_0_0 + TestAlone_5_0_1 + TestAlone_5_0_2 + TestAlone_5_0_3 + TestAlone_5_0_4 + TestAlone_5_0_6 + TestAlone_2_2_0 + TestAlone_2_2_1 + TestAlone_2_2_3 + TestAlone_2_2_4 + TestAlone_2_2_5 + TestAlone_2_2_6 + TestAlone_5_1_0 + TestAlone_5_1_1 + TestAlone_5_1_2 + TestAlone_5_1_3 + TestAlone_5_1_4 + TestAlone_5_1_6 + TestAlone_2_3_0 + TestAlone_2_3_1 + TestAlone_2_3_3 + TestAlone_2_3_4 + TestAlone_2_3_5 + TestAlone_2_3_6 + TestAlone_5_2_0 + TestAlone_5_2_1 + TestAlone_5_2_2 + TestAlone_5_2_3 + TestAlone_5_2_4 + TestAlone_5_2_6 + TestAlone_2_4_0 + TestAlone_2_4_1 + TestAlone_2_4_3 + TestAlone_2_4_4 + TestAlone_2_4_5 + TestAlone_2_4_6 + TestAlone_0_0_1 + TestAlone_0_0_2 + TestAlone_0_0_3 + TestAlone_0_0_4 + TestAlone_0_0_5 + TestAlone_0_0_6 + TestAlone_5_3_0 + TestAlone_5_3_1 + TestAlone_5_3_2 + TestAlone_5_3_3 + TestAlone_5_3_4 + TestAlone_5_3_6 + TestAlone_2_5_0 + TestAlone_2_5_1 + TestAlone_2_5_3 + TestAlone_2_5_4 + TestAlone_2_5_5 + TestAlone_2_5_6 + TestAlone_0_1_1 + TestAlone_0_1_2 + TestAlone_0_1_3 + TestAlone_0_1_4 + TestAlone_0_1_5 + TestAlone_0_1_6 + TestAlone_5_4_0 + TestAlone_5_4_1 + TestAlone_5_4_2 + TestAlone_5_4_3 + TestAlone_5_4_4 + TestAlone_5_4_6 + TestAlone_3_0_0 + TestAlone_3_0_1 + TestAlone_3_0_2 + TestAlone_3_0_4 + TestAlone_3_0_5 + TestAlone_3_0_6 + TestAlone_0_2_1 + TestAlone_0_2_2 + TestAlone_0_2_3 + TestAlone_0_2_4 + TestAlone_0_2_5 + TestAlone_0_2_6 + TestAlone_5_5_0 + TestAlone_5_5_1 + TestAlone_5_5_2 + TestAlone_5_5_3 + TestAlone_5_5_4 + TestAlone_5_5_6 + TestAlone_3_1_0 + TestAlone_3_1_1 + TestAlone_3_1_2 + TestAlone_3_1_4 + TestAlone_3_1_5 + TestAlone_3_1_6 + TestAlone_1_4_5 + TestAlone_1_4_4 + TestAlone_0_3_1 + TestAlone_0_3_2 + TestAlone_0_3_3 + TestAlone_0_3_4 + TestAlone_0_3_5 + TestAlone_0_3_6 + TestAlone_6_0_0 + TestAlone_6_0_1 + TestAlone_6_0_2 + TestAlone_6_0_3 + TestAlone_6_0_4 + TestAlone_6_0_5 + TestAlone_3_2_0 + TestAlone_3_2_1 + TestAlone_3_2_2 + TestAlone_3_2_4 + TestAlone_3_2_5 + TestAlone_3_2_6 + TestAlone_1_4_3 + TestAlone_1_4_2 + TestAlone_0_4_1 + TestAlone_0_4_2 + TestAlone_0_4_3 + TestAlone_0_4_4 + TestAlone_0_4_5 + TestAlone_0_4_6 + TestAlone_6_1_0 + TestAlone_6_1_1 + TestAlone_6_1_2 + TestAlone_6_1_3 + TestAlone_6_1_4 + TestAlone_6_1_5 + TestAlone_3_3_0 + TestAlone_3_3_1 + TestAlone_3_3_2 + TestAlone_3_3_4 + TestAlone_3_3_5 + TestAlone_3_3_6 + TestAlone_1_4_0 + TestAlone_0_5_1 + TestAlone_0_5_2 + TestAlone_0_5_3 + TestAlone_0_5_4 + TestAlone_0_5_5 + TestAlone_0_5_6 + TestAlone_6_2_0 + TestAlone_6_2_1 + TestAlone_6_2_2 + TestAlone_6_2_3 + TestAlone_6_2_4 + TestAlone_6_2_5 + TestAlone_3_4_0 + TestAlone_3_4_1 + TestAlone_3_4_2 + TestAlone_3_4_4 + TestAlone_3_4_5 + TestAlone_3_4_6 + TestAlone_1_0_0 + TestAlone_1_0_2 + TestAlone_1_0_3 + TestAlone_1_0_4 + TestAlone_1_0_5 + TestAlone_1_0_6 + TestAlone_6_3_0 + TestAlone_6_3_1 + TestAlone_6_3_2 + TestAlone_6_3_3 + TestAlone_6_3_4 + TestAlone_6_3_5 + TestAlone_3_5_0 + TestAlone_3_5_1 + TestAlone_3_5_2 + TestAlone_3_5_4 + TestAlone_3_5_5 + TestAlone_3_5_6 + TestAlone_1_1_0 + TestAlone_1_1_2 + TestAlone_1_1_3 + TestAlone_1_1_4 + TestAlone_1_1_5 + TestAlone_1_1_6 + TestAlone_6_4_0 + TestAlone_6_4_1 + TestAlone_6_4_2 + TestAlone_6_4_3 + TestAlone_6_4_4 + TestAlone_6_4_5 + TestAlone_4_0_0 + TestAlone_4_0_1 + TestAlone_4_0_2 + TestAlone_4_0_3 + TestAlone_4_0_5 + TestAlone_4_0_6 + TestAlone_1_2_0 + TestAlone_1_2_2 + TestAlone_1_2_3 + TestAlone_1_2_4 + TestAlone_1_2_5 + TestAlone_1_2_6 + TestAlone_6_5_0 + TestAlone_6_5_1 + TestAlone_6_5_2 + TestAlone_6_5_3 + TestAlone_6_5_4 + TestAlone_6_5_5 + TestAlone_4_1_0 + TestAlone_4_1_1 + TestAlone_4_1_2 + TestAlone_4_1_3 + TestAlone_4_1_5 + TestAlone_4_1_6 + TestAlone_1_3_0 + TestAlone_1_3_2 + TestAlone_1_3_3 + TestAlone_1_3_4 + TestAlone_1_3_5 + TestAlone_1_3_6 + TestAlone_4_2_0 + TestAlone_4_2_1 + TestAlone_4_2_2 + TestAlone_4_2_3 + TestAlone_4_2_5 + TestAlone_4_2_6 + TestAlone_1_4_6 <= IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6))))) : A ((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5)) : A ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + TestAlone_2_0_5 + TestAlone_2_0_6 + TestAlone_4_5_0 + TestAlone_4_5_1 + TestAlone_4_5_2 + TestAlone_4_5_3 + TestAlone_4_5_5 + TestAlone_4_5_6 + TestAlone_2_1_0 + TestAlone_2_1_1 + TestAlone_2_1_3 + TestAlone_2_1_4 + TestAlone_2_1_5 + TestAlone_2_1_6 + TestAlone_5_0_0 + TestAlone_5_0_1 + TestAlone_5_0_2 + TestAlone_5_0_3 + TestAlone_5_0_4 + TestAlone_5_0_6 + TestAlone_2_2_0 + TestAlone_2_2_1 + TestAlone_2_2_3 + TestAlone_2_2_4 + TestAlone_2_2_5 + TestAlone_2_2_6 + TestAlone_5_1_0 + TestAlone_5_1_1 + TestAlone_5_1_2 + TestAlone_5_1_3 + TestAlone_5_1_4 + TestAlone_5_1_6 + TestAlone_2_3_0 + TestAlone_2_3_1 + TestAlone_2_3_3 + TestAlone_2_3_4 + TestAlone_2_3_5 + TestAlone_2_3_6 + TestAlone_5_2_0 + TestAlone_5_2_1 + TestAlone_5_2_2 + TestAlone_5_2_3 + TestAlone_5_2_4 + TestAlone_5_2_6 + TestAlone_2_4_0 + TestAlone_2_4_1 + TestAlone_2_4_3 + TestAlone_2_4_4 + TestAlone_2_4_5 + TestAlone_2_4_6 + TestAlone_0_0_1 + TestAlone_0_0_2 + TestAlone_0_0_3 + TestAlone_0_0_4 + TestAlone_0_0_5 + TestAlone_0_0_6 + TestAlone_5_3_0 + TestAlone_5_3_1 + TestAlone_5_3_2 + TestAlone_5_3_3 + TestAlone_5_3_4 + TestAlone_5_3_6 + TestAlone_2_5_0 + TestAlone_2_5_1 + TestAlone_2_5_3 + TestAlone_2_5_4 + TestAlone_2_5_5 + TestAlone_2_5_6 + TestAlone_0_1_1 + TestAlone_0_1_2 + TestAlone_0_1_3 + TestAlone_0_1_4 + TestAlone_0_1_5 + TestAlone_0_1_6 + TestAlone_5_4_0 + TestAlone_5_4_1 + TestAlone_5_4_2 + TestAlone_5_4_3 + TestAlone_5_4_4 + TestAlone_5_4_6 + TestAlone_3_0_0 + TestAlone_3_0_1 + TestAlone_3_0_2 + TestAlone_3_0_4 + TestAlone_3_0_5 + TestAlone_3_0_6 + TestAlone_0_2_1 + TestAlone_0_2_2 + TestAlone_0_2_3 + TestAlone_0_2_4 + TestAlone_0_2_5 + TestAlone_0_2_6 + TestAlone_5_5_0 + TestAlone_5_5_1 + TestAlone_5_5_2 + TestAlone_5_5_3 + TestAlone_5_5_4 + TestAlone_5_5_6 + TestAlone_3_1_0 + TestAlone_3_1_1 + TestAlone_3_1_2 + TestAlone_3_1_4 + TestAlone_3_1_5 + TestAlone_3_1_6 + TestAlone_1_4_5 + TestAlone_1_4_4 + TestAlone_0_3_1 + TestAlone_0_3_2 + TestAlone_0_3_3 + TestAlone_0_3_4 + TestAlone_0_3_5 + TestAlone_0_3_6 + TestAlone_6_0_0 + TestAlone_6_0_1 + TestAlone_6_0_2 + TestAlone_6_0_3 + TestAlone_6_0_4 + TestAlone_6_0_5 + TestAlone_3_2_0 + TestAlone_3_2_1 + TestAlone_3_2_2 + TestAlone_3_2_4 + TestAlone_3_2_5 + TestAlone_3_2_6 + TestAlone_1_4_3 + TestAlone_1_4_2 + TestAlone_0_4_1 + TestAlone_0_4_2 + TestAlone_0_4_3 + TestAlone_0_4_4 + TestAlone_0_4_5 + TestAlone_0_4_6 + TestAlone_6_1_0 + TestAlone_6_1_1 + TestAlone_6_1_2 + TestAlone_6_1_3 + TestAlone_6_1_4 + TestAlone_6_1_5 + TestAlone_3_3_0 + TestAlone_3_3_1 + TestAlone_3_3_2 + TestAlone_3_3_4 + TestAlone_3_3_5 + TestAlone_3_3_6 + TestAlone_1_4_0 + TestAlone_0_5_1 + TestAlone_0_5_2 + TestAlone_0_5_3 + TestAlone_0_5_4 + TestAlone_0_5_5 + TestAlone_0_5_6 + TestAlone_6_2_0 + TestAlone_6_2_1 + TestAlone_6_2_2 + TestAlone_6_2_3 + TestAlone_6_2_4 + TestAlone_6_2_5 + TestAlone_3_4_0 + TestAlone_3_4_1 + TestAlone_3_4_2 + TestAlone_3_4_4 + TestAlone_3_4_5 + TestAlone_3_4_6 + TestAlone_1_0_0 + TestAlone_1_0_2 + TestAlone_1_0_3 + TestAlone_1_0_4 + TestAlone_1_0_5 + TestAlone_1_0_6 + TestAlone_6_3_0 + TestAlone_6_3_1 + TestAlone_6_3_2 + TestAlone_6_3_3 + TestAlone_6_3_4 + TestAlone_6_3_5 + TestAlone_3_5_0 + TestAlone_3_5_1 + TestAlone_3_5_2 + TestAlone_3_5_4 + TestAlone_3_5_5 + TestAlone_3_5_6 + TestAlone_1_1_0 + TestAlone_1_1_2 + TestAlone_1_1_3 + TestAlone_1_1_4 + TestAlone_1_1_5 + TestAlone_1_1_6 + TestAlone_6_4_0 + TestAlone_6_4_1 + TestAlone_6_4_2 + TestAlone_6_4_3 + TestAlone_6_4_4 + TestAlone_6_4_5 + TestAlone_4_0_0 + TestAlone_4_0_1 + TestAlone_4_0_2 + TestAlone_4_0_3 + TestAlone_4_0_5 + TestAlone_4_0_6 + TestAlone_1_2_0 + TestAlone_1_2_2 + TestAlone_1_2_3 + TestAlone_1_2_4 + TestAlone_1_2_5 + TestAlone_1_2_6 + TestAlone_6_5_0 + TestAlone_6_5_1 + TestAlone_6_5_2 + TestAlone_6_5_3 + TestAlone_6_5_4 + TestAlone_6_5_5 + TestAlone_4_1_0 + TestAlone_4_1_1 + TestAlone_4_1_2 + TestAlone_4_1_3 + TestAlone_4_1_5 + TestAlone_4_1_6 + TestAlone_1_3_0 + TestAlone_1_3_2 + TestAlone_1_3_3 + TestAlone_1_3_4 + TestAlone_1_3_5 + TestAlone_1_3_6 + TestAlone_4_2_0 + TestAlone_4_2_1 + TestAlone_4_2_2 + TestAlone_4_2_3 + TestAlone_4_2_5 + TestAlone_4_2_6 + TestAlone_1_4_6 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5)) : A (((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6) U F (F ((1 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F))))) : A ((F ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6)) U G (G ((TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1_0_6 + TestIdentity_3_4_5 + TestIdentity_6_3_0 + TestIdentity_6_3_1 + TestIdentity_6_3_2 + TestIdentity_6_3_3 + TestIdentity_6_3_4 + TestIdentity_6_3_5 + TestIdentity_6_3_6 + TestIdentity_3_5_0 + TestIdentity_3_5_1 + TestIdentity_3_5_2 + TestIdentity_3_5_3 + TestIdentity_3_5_4 + TestIdentity_3_5_5 + TestIdentity_3_5_6 + TestIdentity_1_1_0 + TestIdentity_1_1_1 + TestIdentity_1_1_2 + TestIdentity_1_1_3 + TestIdentity_1_1_4 + TestIdentity_1_1_5 + TestIdentity_1_1_6 + TestIdentity_3_4_4 + TestIdentity_6_4_0 + TestIdentity_6_4_1 + TestIdentity_6_4_2 + TestIdentity_6_4_3 + TestIdentity_6_4_4 + TestIdentity_6_4_5 + TestIdentity_6_4_6 + TestIdentity_4_0_0 + TestIdentity_4_0_1 + TestIdentity_4_0_2 + TestIdentity_4_0_3 + TestIdentity_4_0_4 + TestIdentity_4_0_5 + TestIdentity_4_0_6 + TestIdentity_1_2_0 + TestIdentity_1_2_1 + TestIdentity_1_2_2 + TestIdentity_1_2_3 + TestIdentity_1_2_4 + TestIdentity_1_2_5 + TestIdentity_1_2_6 + TestIdentity_3_4_3 + TestIdentity_6_5_0 + TestIdentity_6_5_1 + TestIdentity_6_5_2 + TestIdentity_6_5_3 + TestIdentity_6_5_4 + TestIdentity_6_5_5 + TestIdentity_6_5_6 + TestIdentity_4_1_0 + TestIdentity_4_1_1 + TestIdentity_4_1_2 + TestIdentity_4_1_3 + TestIdentity_4_1_4 + TestIdentity_4_1_5 + TestIdentity_4_1_6 + TestIdentity_1_3_0 + TestIdentity_1_3_1 + TestIdentity_1_3_2 + TestIdentity_1_3_3 + TestIdentity_1_3_4 + TestIdentity_1_3_5 + TestIdentity_1_3_6 + TestIdentity_3_4_2 + TestIdentity_4_2_0 + TestIdentity_4_2_1 + TestIdentity_4_2_2 + TestIdentity_4_2_3 + TestIdentity_4_2_4 + TestIdentity_4_2_5 + TestIdentity_4_2_6 + TestIdentity_1_4_0 + TestIdentity_1_4_1 + TestIdentity_1_4_2 + TestIdentity_1_4_3 + TestIdentity_1_4_4 + TestIdentity_1_4_5 + TestIdentity_1_4_6 + TestIdentity_4_3_0 + TestIdentity_4_3_1 + TestIdentity_4_3_2 + TestIdentity_4_3_3 + TestIdentity_4_3_4 + TestIdentity_4_3_5 + TestIdentity_4_3_6 + TestIdentity_1_5_0 + TestIdentity_1_5_1 + TestIdentity_1_5_2 + TestIdentity_1_5_3 + TestIdentity_1_5_4 + TestIdentity_1_5_5 + TestIdentity_1_5_6 + TestIdentity_4_4_0 + TestIdentity_4_4_1 + TestIdentity_4_4_2 + TestIdentity_4_4_3 + TestIdentity_4_4_4 + TestIdentity_4_4_5 + TestIdentity_4_4_6 + TestIdentity_2_0_0 + TestIdentity_2_0_1 + TestIdentity_2_0_2 + TestIdentity_2_0_3 + TestIdentity_2_0_4 + TestIdentity_2_0_5 + TestIdentity_2_0_6 + TestIdentity_4_5_0 + TestIdentity_4_5_1 + TestIdentity_4_5_2 + TestIdentity_4_5_3 + TestIdentity_4_5_4 + TestIdentity_4_5_5 + TestIdentity_4_5_6 + TestIdentity_2_1_0 + TestIdentity_2_1_1 + TestIdentity_2_1_2 + TestIdentity_2_1_3 + TestIdentity_2_1_4 + TestIdentity_2_1_5 + TestIdentity_2_1_6 + TestIdentity_3_4_1 + TestIdentity_3_4_0 + TestIdentity_5_0_0 + TestIdentity_5_0_1 + TestIdentity_5_0_2 + TestIdentity_5_0_3 + TestIdentity_5_0_4 + TestIdentity_5_0_5 + TestIdentity_5_0_6 + TestIdentity_2_2_0 + TestIdentity_2_2_1 + TestIdentity_2_2_2 + TestIdentity_2_2_3 + TestIdentity_2_2_4 + TestIdentity_2_2_5 + TestIdentity_2_2_6 + TestIdentity_5_1_0 + TestIdentity_5_1_1 + TestIdentity_5_1_2 + TestIdentity_5_1_3 + TestIdentity_5_1_4 + TestIdentity_5_1_5 + TestIdentity_5_1_6 + TestIdentity_2_3_0 + TestIdentity_2_3_1 + TestIdentity_2_3_2 + TestIdentity_2_3_3 + TestIdentity_2_3_4 + TestIdentity_2_3_5 + TestIdentity_2_3_6 + TestIdentity_5_2_0 + TestIdentity_5_2_1 + TestIdentity_5_2_2 + TestIdentity_5_2_3 + TestIdentity_5_2_4 + TestIdentity_5_2_5 + TestIdentity_5_2_6 + TestIdentity_2_4_0 + TestIdentity_2_4_1 + TestIdentity_2_4_2 + TestIdentity_2_4_3 + TestIdentity_2_4_4 + TestIdentity_2_4_5 + TestIdentity_2_4_6 + TestIdentity_0_0_0 + TestIdentity_0_0_1 + TestIdentity_0_0_2 + TestIdentity_0_0_3 + TestIdentity_0_0_4 + TestIdentity_0_0_5 + TestIdentity_0_0_6 + TestIdentity_5_3_0 + TestIdentity_5_3_1 + TestIdentity_5_3_2 + TestIdentity_5_3_3 + TestIdentity_5_3_4 + TestIdentity_5_3_5 + TestIdentity_5_3_6 + TestIdentity_2_5_0 + TestIdentity_2_5_1 + TestIdentity_2_5_2 + TestIdentity_2_5_3 + TestIdentity_2_5_4 + TestIdentity_2_5_5 + TestIdentity_2_5_6 + TestIdentity_0_1_0 + TestIdentity_0_1_1 + TestIdentity_0_1_2 + TestIdentity_0_1_3 + TestIdentity_0_1_4 + TestIdentity_0_1_5 + TestIdentity_0_1_6 + TestIdentity_5_4_0 + TestIdentity_5_4_1 + TestIdentity_5_4_2 + TestIdentity_5_4_3 + TestIdentity_5_4_4 + TestIdentity_5_4_5 + TestIdentity_5_4_6 + TestIdentity_3_0_0 + TestIdentity_3_0_1 + TestIdentity_3_0_2 + TestIdentity_3_0_3 + TestIdentity_3_0_4 + TestIdentity_3_0_5 + TestIdentity_3_0_6 + TestIdentity_0_2_0 + TestIdentity_0_2_1 + TestIdentity_0_2_2 + TestIdentity_0_2_3 + TestIdentity_0_2_4 + TestIdentity_0_2_5 + TestIdentity_0_2_6 + TestIdentity_5_5_0 + TestIdentity_5_5_1 + TestIdentity_5_5_2 + TestIdentity_5_5_3 + TestIdentity_5_5_4 + TestIdentity_5_5_5 + TestIdentity_5_5_6 + TestIdentity_3_1_0 + TestIdentity_3_1_1 + TestIdentity_3_1_2 + TestIdentity_3_1_3 + TestIdentity_3_1_4 + TestIdentity_3_1_5 + TestIdentity_3_1_6 + TestIdentity_0_3_0 + TestIdentity_0_3_1 + TestIdentity_0_3_2 + TestIdentity_0_3_3 + TestIdentity_0_3_4 + TestIdentity_0_3_5 + TestIdentity_0_3_6 + TestIdentity_6_2_5 + TestIdentity_6_2_4 + TestIdentity_6_0_0 + TestIdentity_6_0_1 + TestIdentity_6_0_2 + TestIdentity_6_0_3 + TestIdentity_6_0_4 + TestIdentity_6_0_5 + TestIdentity_6_0_6 + TestIdentity_3_2_0 + TestIdentity_3_2_1 + TestIdentity_3_2_2 + TestIdentity_3_2_3 + TestIdentity_3_2_4 + TestIdentity_3_2_5 + TestIdentity_3_2_6 + TestIdentity_0_4_0 + TestIdentity_0_4_1 + TestIdentity_0_4_2 + TestIdentity_0_4_3 + TestIdentity_0_4_4 + TestIdentity_0_4_5 + TestIdentity_0_4_6 + TestIdentity_6_2_3 + TestIdentity_6_1_0 + TestIdentity_6_1_1 + TestIdentity_6_1_2 + TestIdentity_6_1_3 + TestIdentity_6_1_4 + TestIdentity_6_1_5 + TestIdentity_6_1_6 + TestIdentity_3_3_0 + TestIdentity_3_3_1 + TestIdentity_3_3_2 + TestIdentity_3_3_3 + TestIdentity_3_3_4 + TestIdentity_3_3_5 + TestIdentity_3_3_6 + TestIdentity_0_5_0 + TestIdentity_0_5_1 + TestIdentity_0_5_2 + TestIdentity_0_5_3 + TestIdentity_0_5_4 + TestIdentity_0_5_5 + TestIdentity_0_5_6 + TestIdentity_6_2_2 + TestIdentity_6_2_1 + TestIdentity_6_2_0 + TestIdentity_6_2_6 + TestIdentity_3_4_6 <= EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5))))) : A (G (X (((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5) U (IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6 <= AskForSection_5_0 + AskForSection_5_1 + AskForSection_5_2 + AskForSection_5_3 + AskForSection_5_4 + AskForSection_5_5 + AskForSection_6_0 + AskForSection_6_1 + AskForSection_6_2 + AskForSection_6_3 + AskForSection_6_4 + AskForSection_6_5 + AskForSection_0_0 + AskForSection_0_1 + AskForSection_0_2 + AskForSection_0_3 + AskForSection_0_4 + AskForSection_0_5 + AskForSection_1_0 + AskForSection_1_1 + AskForSection_1_2 + AskForSection_1_3 + AskForSection_1_4 + AskForSection_1_5 + AskForSection_2_0 + AskForSection_2_1 + AskForSection_2_2 + AskForSection_2_3 + AskForSection_2_4 + AskForSection_2_5 + AskForSection_3_0 + AskForSection_3_1 + AskForSection_3_2 + AskForSection_3_3 + AskForSection_3_4 + AskForSection_3_5 + AskForSection_4_0 + AskForSection_4_1 + AskForSection_4_2 + AskForSection_4_3 + AskForSection_4_4 + AskForSection_4_5))))) : A (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1_0_6 + TestIdentity_3_4_5 + TestIdentity_6_3_0 + TestIdentity_6_3_1 + TestIdentity_6_3_2 + TestIdentity_6_3_3 + TestIdentity_6_3_4 + TestIdentity_6_3_5 + TestIdentity_6_3_6 + TestIdentity_3_5_0 + TestIdentity_3_5_1 + TestIdentity_3_5_2 + TestIdentity_3_5_3 + TestIdentity_3_5_4 + TestIdentity_3_5_5 + TestIdentity_3_5_6 + TestIdentity_1_1_0 + TestIdentity_1_1_1 + TestIdentity_1_1_2 + TestIdentity_1_1_3 + TestIdentity_1_1_4 + TestIdentity_1_1_5 + TestIdentity_1_1_6 + TestIdentity_3_4_4 + TestIdentity_6_4_0 + TestIdentity_6_4_1 + TestIdentity_6_4_2 + TestIdentity_6_4_3 + TestIdentity_6_4_4 + TestIdentity_6_4_5 + TestIdentity_6_4_6 + TestIdentity_4_0_0 + TestIdentity_4_0_1 + TestIdentity_4_0_2 + TestIdentity_4_0_3 + TestIdentity_4_0_4 + TestIdentity_4_0_5 + TestIdentity_4_0_6 + TestIdentity_1_2_0 + TestIdentity_1_2_1 + TestIdentity_1_2_2 + TestIdentity_1_2_3 + TestIdentity_1_2_4 + TestIdentity_1_2_5 + TestIdentity_1_2_6 + TestIdentity_3_4_3 + TestIdentity_6_5_0 + TestIdentity_6_5_1 + TestIdentity_6_5_2 + TestIdentity_6_5_3 + TestIdentity_6_5_4 + TestIdentity_6_5_5 + TestIdentity_6_5_6 + TestIdentity_4_1_0 + TestIdentity_4_1_1 + TestIdentity_4_1_2 + TestIdentity_4_1_3 + TestIdentity_4_1_4 + TestIdentity_4_1_5 + TestIdentity_4_1_6 + TestIdentity_1_3_0 + TestIdentity_1_3_1 + TestIdentity_1_3_2 + TestIdentity_1_3_3 + TestIdentity_1_3_4 + TestIdentity_1_3_5 + TestIdentity_1_3_6 + TestIdentity_3_4_2 + TestIdentity_4_2_0 + TestIdentity_4_2_1 + TestIdentity_4_2_2 + TestIdentity_4_2_3 + TestIdentity_4_2_4 + TestIdentity_4_2_5 + TestIdentity_4_2_6 + TestIdentity_1_4_0 + TestIdentity_1_4_1 + TestIdentity_1_4_2 + TestIdentity_1_4_3 + TestIdentity_1_4_4 + TestIdentity_1_4_5 + TestIdentity_1_4_6 + TestIdentity_4_3_0 + TestIdentity_4_3_1 + TestIdentity_4_3_2 + TestIdentity_4_3_3 + TestIdentity_4_3_4 + TestIdentity_4_3_5 + TestIdentity_4_3_6 + TestIdentity_1_5_0 + TestIdentity_1_5_1 + TestIdentity_1_5_2 + TestIdentity_1_5_3 + TestIdentity_1_5_4 + TestIdentity_1_5_5 + TestIdentity_1_5_6 + TestIdentity_4_4_0 + TestIdentity_4_4_1 + TestIdentity_4_4_2 + TestIdentity_4_4_3 + TestIdentity_4_4_4 + TestIdentity_4_4_5 + TestIdentity_4_4_6 + TestIdentity_2_0_0 + TestIdentity_2_0_1 + TestIdentity_2_0_2 + TestIdentity_2_0_3 + TestIdentity_2_0_4 + TestIdentity_2_0_5 + TestIdentity_2_0_6 + TestIdentity_4_5_0 + TestIdentity_4_5_1 + TestIdentity_4_5_2 + TestIdentity_4_5_3 + TestIdentity_4_5_4 + TestIdentity_4_5_5 + TestIdentity_4_5_6 + TestIdentity_2_1_0 + TestIdentity_2_1_1 + TestIdentity_2_1_2 + TestIdentity_2_1_3 + TestIdentity_2_1_4 + TestIdentity_2_1_5 + TestIdentity_2_1_6 + TestIdentity_3_4_1 + TestIdentity_3_4_0 + TestIdentity_5_0_0 + TestIdentity_5_0_1 + TestIdentity_5_0_2 + TestIdentity_5_0_3 + TestIdentity_5_0_4 + TestIdentity_5_0_5 + TestIdentity_5_0_6 + TestIdentity_2_2_0 + TestIdentity_2_2_1 + TestIdentity_2_2_2 + TestIdentity_2_2_3 + TestIdentity_2_2_4 + TestIdentity_2_2_5 + TestIdentity_2_2_6 + TestIdentity_5_1_0 + TestIdentity_5_1_1 + TestIdentity_5_1_2 + TestIdentity_5_1_3 + TestIdentity_5_1_4 + TestIdentity_5_1_5 + TestIdentity_5_1_6 + TestIdentity_2_3_0 + TestIdentity_2_3_1 + TestIdentity_2_3_2 + TestIdentity_2_3_3 + TestIdentity_2_3_4 + TestIdentity_2_3_5 + TestIdentity_2_3_6 + TestIdentity_5_2_0 + TestIdentity_5_2_1 + TestIdentity_5_2_2 + TestIdentity_5_2_3 + TestIdentity_5_2_4 + TestIdentity_5_2_5 + TestIdentity_5_2_6 + TestIdentity_2_4_0 + TestIdentity_2_4_1 + TestIdentity_2_4_2 + TestIdentity_2_4_3 + TestIdentity_2_4_4 + TestIdentity_2_4_5 + TestIdentity_2_4_6 + TestIdentity_0_0_0 + TestIdentity_0_0_1 + TestIdentity_0_0_2 + TestIdentity_0_0_3 + TestIdentity_0_0_4 + TestIdentity_0_0_5 + TestIdentity_0_0_6 + TestIdentity_5_3_0 + TestIdentity_5_3_1 + TestIdentity_5_3_2 + TestIdentity_5_3_3 + TestIdentity_5_3_4 + TestIdentity_5_3_5 + TestIdentity_5_3_6 + TestIdentity_2_5_0 + TestIdentity_2_5_1 + TestIdentity_2_5_2 + TestIdentity_2_5_3 + TestIdentity_2_5_4 + TestIdentity_2_5_5 + TestIdentity_2_5_6 + TestIdentity_0_1_0 + TestIdentity_0_1_1 + TestIdentity_0_1_2 + TestIdentity_0_1_3 + TestIdentity_0_1_4 + TestIdentity_0_1_5 + TestIdentity_0_1_6 + TestIdentity_5_4_0 + TestIdentity_5_4_1 + TestIdentity_5_4_2 + TestIdentity_5_4_3 + TestIdentity_5_4_4 + TestIdentity_5_4_5 + TestIdentity_5_4_6 + TestIdentity_3_0_0 + TestIdentity_3_0_1 + TestIdentity_3_0_2 + TestIdentity_3_0_3 + TestIdentity_3_0_4 + TestIdentity_3_0_5 + TestIdentity_3_0_6 + TestIdentity_0_2_0 + TestIdentity_0_2_1 + TestIdentity_0_2_2 + TestIdentity_0_2_3 + TestIdentity_0_2_4 + TestIdentity_0_2_5 + TestIdentity_0_2_6 + TestIdentity_5_5_0 + TestIdentity_5_5_1 + TestIdentity_5_5_2 + TestIdentity_5_5_3 + TestIdentity_5_5_4 + TestIdentity_5_5_5 + TestIdentity_5_5_6 + TestIdentity_3_1_0 + TestIdentity_3_1_1 + TestIdentity_3_1_2 + TestIdentity_3_1_3 + TestIdentity_3_1_4 + TestIdentity_3_1_5 + TestIdentity_3_1_6 + TestIdentity_0_3_0 + TestIdentity_0_3_1 + TestIdentity_0_3_2 + TestIdentity_0_3_3 + TestIdentity_0_3_4 + TestIdentity_0_3_5 + TestIdentity_0_3_6 + TestIdentity_6_2_5 + TestIdentity_6_2_4 + TestIdentity_6_0_0 + TestIdentity_6_0_1 + TestIdentity_6_0_2 + TestIdentity_6_0_3 + TestIdentity_6_0_4 + TestIdentity_6_0_5 + TestIdentity_6_0_6 + TestIdentity_3_2_0 + TestIdentity_3_2_1 + TestIdentity_3_2_2 + TestIdentity_3_2_3 + TestIdentity_3_2_4 + TestIdentity_3_2_5 + TestIdentity_3_2_6 + TestIdentity_0_4_0 + TestIdentity_0_4_1 + TestIdentity_0_4_2 + TestIdentity_0_4_3 + TestIdentity_0_4_4 + TestIdentity_0_4_5 + TestIdentity_0_4_6 + TestIdentity_6_2_3 + TestIdentity_6_1_0 + TestIdentity_6_1_1 + TestIdentity_6_1_2 + TestIdentity_6_1_3 + TestIdentity_6_1_4 + TestIdentity_6_1_5 + TestIdentity_6_1_6 + TestIdentity_3_3_0 + TestIdentity_3_3_1 + TestIdentity_3_3_2 + TestIdentity_3_3_3 + TestIdentity_3_3_4 + TestIdentity_3_3_5 + TestIdentity_3_3_6 + TestIdentity_0_5_0 + TestIdentity_0_5_1 + TestIdentity_0_5_2 + TestIdentity_0_5_3 + TestIdentity_0_5_4 + TestIdentity_0_5_5 + TestIdentity_0_5_6 + TestIdentity_6_2_2 + TestIdentity_6_2_1 + TestIdentity_6_2_0 + TestIdentity_6_2_6 + TestIdentity_3_4_6))) : A (G ((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6 <= BeginLoop_4_3_0 + BeginLoop_4_3_1 + BeginLoop_4_3_2 + BeginLoop_4_3_3 + BeginLoop_4_3_4 + BeginLoop_4_3_5 + BeginLoop_4_3_6 + BeginLoop_1_5_0 + BeginLoop_1_5_1 + BeginLoop_1_5_2 + BeginLoop_1_5_3 + BeginLoop_1_5_4 + BeginLoop_1_5_5 + BeginLoop_1_5_6 + BeginLoop_4_4_0 + BeginLoop_4_4_1 + BeginLoop_4_4_2 + BeginLoop_4_4_3 + BeginLoop_4_4_4 + BeginLoop_4_4_5 + BeginLoop_4_4_6 + BeginLoop_2_0_0 + BeginLoop_2_0_1 + BeginLoop_2_0_2 + BeginLoop_2_0_3 + BeginLoop_2_0_4 + BeginLoop_2_0_5 + BeginLoop_2_0_6 + BeginLoop_4_5_0 + BeginLoop_4_5_1 + BeginLoop_4_5_2 + BeginLoop_4_5_3 + BeginLoop_4_5_4 + BeginLoop_4_5_5 + BeginLoop_4_5_6 + BeginLoop_2_1_0 + BeginLoop_2_1_1 + BeginLoop_2_1_2 + BeginLoop_2_1_3 + BeginLoop_2_1_4 + BeginLoop_2_1_5 + BeginLoop_2_1_6 + BeginLoop_5_0_0 + BeginLoop_5_0_1 + BeginLoop_5_0_2 + BeginLoop_5_0_3 + BeginLoop_5_0_4 + BeginLoop_5_0_5 + BeginLoop_5_0_6 + BeginLoop_2_2_0 + BeginLoop_2_2_1 + BeginLoop_2_2_2 + BeginLoop_2_2_3 + BeginLoop_2_2_4 + BeginLoop_2_2_5 + BeginLoop_2_2_6 + BeginLoop_5_1_0 + BeginLoop_5_1_1 + BeginLoop_5_1_2 + BeginLoop_5_1_3 + BeginLoop_5_1_4 + BeginLoop_5_1_5 + BeginLoop_5_1_6 + BeginLoop_2_3_0 + BeginLoop_2_3_1 + BeginLoop_2_3_2 + BeginLoop_2_3_3 + BeginLoop_2_3_4 + BeginLoop_2_3_5 + BeginLoop_2_3_6 + BeginLoop_5_2_0 + BeginLoop_5_2_1 + BeginLoop_5_2_2 + BeginLoop_5_2_3 + BeginLoop_5_2_4 + BeginLoop_5_2_5 + BeginLoop_5_2_6 + BeginLoop_2_4_0 + BeginLoop_2_4_1 + BeginLoop_2_4_2 + BeginLoop_2_4_3 + BeginLoop_2_4_4 + BeginLoop_2_4_5 + BeginLoop_2_4_6 + BeginLoop_0_0_0 + BeginLoop_0_0_1 + BeginLoop_0_0_2 + BeginLoop_0_0_3 + BeginLoop_0_0_4 + BeginLoop_0_0_5 + BeginLoop_0_0_6 + BeginLoop_5_3_0 + BeginLoop_5_3_1 + BeginLoop_5_3_2 + BeginLoop_5_3_3 + BeginLoop_5_3_4 + BeginLoop_5_3_5 + BeginLoop_5_3_6 + BeginLoop_2_5_0 + BeginLoop_2_5_1 + BeginLoop_2_5_2 + BeginLoop_2_5_3 + BeginLoop_2_5_4 + BeginLoop_2_5_5 + BeginLoop_2_5_6 + BeginLoop_0_1_0 + BeginLoop_0_1_1 + BeginLoop_0_1_2 + BeginLoop_0_1_3 + BeginLoop_0_1_4 + BeginLoop_0_1_5 + BeginLoop_0_1_6 + BeginLoop_5_4_0 + BeginLoop_5_4_1 + BeginLoop_5_4_2 + BeginLoop_5_4_3 + BeginLoop_5_4_4 + BeginLoop_5_4_5 + BeginLoop_5_4_6 + BeginLoop_3_0_0 + BeginLoop_3_0_1 + BeginLoop_3_0_2 + BeginLoop_3_0_3 + BeginLoop_3_0_4 + BeginLoop_3_0_5 + BeginLoop_3_0_6 + BeginLoop_0_2_0 + BeginLoop_0_2_1 + BeginLoop_0_2_2 + BeginLoop_0_2_3 + BeginLoop_0_2_4 + BeginLoop_0_2_5 + BeginLoop_0_2_6 + BeginLoop_5_5_0 + BeginLoop_5_5_1 + BeginLoop_5_5_2 + BeginLoop_5_5_3 + BeginLoop_5_5_4 + BeginLoop_5_5_5 + BeginLoop_5_5_6 + BeginLoop_3_1_0 + BeginLoop_3_1_1 + BeginLoop_3_1_2 + BeginLoop_3_1_3 + BeginLoop_3_1_4 + BeginLoop_3_1_5 + BeginLoop_3_1_6 + BeginLoop_0_3_0 + BeginLoop_0_3_1 + BeginLoop_0_3_2 + BeginLoop_0_3_3 + BeginLoop_0_3_4 + BeginLoop_0_3_5 + BeginLoop_0_3_6 + BeginLoop_6_0_0 + BeginLoop_6_0_1 + BeginLoop_6_0_2 + BeginLoop_6_0_3 + BeginLoop_6_0_4 + BeginLoop_6_0_5 + BeginLoop_6_0_6 + BeginLoop_3_2_0 + BeginLoop_3_2_1 + BeginLoop_3_2_2 + BeginLoop_3_2_3 + BeginLoop_3_2_4 + BeginLoop_3_2_5 + BeginLoop_3_2_6 + BeginLoop_0_4_0 + BeginLoop_0_4_1 + BeginLoop_0_4_2 + BeginLoop_0_4_3 + BeginLoop_0_4_4 + BeginLoop_0_4_5 + BeginLoop_0_4_6 + BeginLoop_6_1_0 + BeginLoop_6_1_1 + BeginLoop_6_1_2 + BeginLoop_6_1_3 + BeginLoop_6_1_4 + BeginLoop_6_1_5 + BeginLoop_6_1_6 + BeginLoop_3_3_0 + BeginLoop_3_3_1 + BeginLoop_3_3_2 + BeginLoop_3_3_3 + BeginLoop_3_3_4 + BeginLoop_3_3_5 + BeginLoop_3_3_6 + BeginLoop_0_5_0 + BeginLoop_0_5_1 + BeginLoop_0_5_2 + BeginLoop_0_5_3 + BeginLoop_0_5_4 + BeginLoop_0_5_5 + BeginLoop_0_5_6 + BeginLoop_6_2_0 + BeginLoop_6_2_1 + BeginLoop_6_2_2 + BeginLoop_6_2_3 + BeginLoop_6_2_4 + BeginLoop_6_2_5 + BeginLoop_6_2_6 + BeginLoop_3_4_0 + BeginLoop_3_4_1 + BeginLoop_3_4_2 + BeginLoop_3_4_3 + BeginLoop_3_4_4 + BeginLoop_3_4_5 + BeginLoop_3_4_6 + BeginLoop_1_0_0 + BeginLoop_1_0_1 + BeginLoop_1_0_2 + BeginLoop_1_0_3 + BeginLoop_1_0_4 + BeginLoop_1_0_5 + BeginLoop_1_0_6 + BeginLoop_6_3_0 + BeginLoop_6_3_1 + BeginLoop_6_3_2 + BeginLoop_6_3_3 + BeginLoop_6_3_4 + BeginLoop_6_3_5 + BeginLoop_6_3_6 + BeginLoop_3_5_0 + BeginLoop_3_5_1 + BeginLoop_3_5_2 + BeginLoop_3_5_3 + BeginLoop_3_5_4 + BeginLoop_3_5_5 + BeginLoop_3_5_6 + BeginLoop_1_1_0 + BeginLoop_1_1_1 + BeginLoop_1_1_2 + BeginLoop_1_1_3 + BeginLoop_1_1_4 + BeginLoop_1_1_5 + BeginLoop_1_1_6 + BeginLoop_6_4_0 + BeginLoop_6_4_1 + BeginLoop_6_4_2 + BeginLoop_6_4_3 + BeginLoop_6_4_4 + BeginLoop_6_4_5 + BeginLoop_6_4_6 + BeginLoop_4_0_0 + BeginLoop_4_0_1 + BeginLoop_4_0_2 + BeginLoop_4_0_3 + BeginLoop_4_0_4 + BeginLoop_4_0_5 + BeginLoop_4_0_6 + BeginLoop_1_2_0 + BeginLoop_1_2_1 + BeginLoop_1_2_2 + BeginLoop_1_2_3 + BeginLoop_1_2_4 + BeginLoop_1_2_5 + BeginLoop_1_2_6 + BeginLoop_6_5_0 + BeginLoop_6_5_1 + BeginLoop_6_5_2 + BeginLoop_6_5_3 + BeginLoop_6_5_4 + BeginLoop_6_5_5 + BeginLoop_6_5_6 + BeginLoop_4_1_0 + BeginLoop_4_1_1 + BeginLoop_4_1_2 + BeginLoop_4_1_3 + BeginLoop_4_1_4 + BeginLoop_4_1_5 + BeginLoop_4_1_6 + BeginLoop_1_3_0 + BeginLoop_1_3_1 + BeginLoop_1_3_2 + BeginLoop_1_3_3 + BeginLoop_1_3_4 + BeginLoop_1_3_5 + BeginLoop_1_3_6 + BeginLoop_4_2_0 + BeginLoop_4_2_1 + BeginLoop_4_2_2 + BeginLoop_4_2_3 + BeginLoop_4_2_4 + BeginLoop_4_2_5 + BeginLoop_4_2_6 + BeginLoop_1_4_0 + BeginLoop_1_4_1 + BeginLoop_1_4_2 + BeginLoop_1_4_3 + BeginLoop_1_4_4 + BeginLoop_1_4_5 + BeginLoop_1_4_6))) : A (X (F (X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6)))))) : A (G (F (F (X ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6)))))) : A ((Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6)) : A ((F (F ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6))) U X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F))))) : A (X (G (F (G ((1 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6))))))
lola: computing a collection of formulas
lola: RUNNING
lola: subprocess 0 will run for 221 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (G (X ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (G (X ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + TestAlone_2_0_5 + TestAlone_2_0_6 + TestAlone_4_5_0 + TestAlone_4_5_1 + TestAlone_4_5_2 + TestAlone_4_5_3 + TestAlone_4_5_5 + TestAlone_4_5_6 + TestAlone_2_1_0 + TestAlone_2_1_1 + TestAlone_2_1_3 + TestAlone_2_1_4 + TestAlone_2_1_5 + TestAlone_2_1_6 + TestAlone_5_0_0 + TestAlone_5_0_1 + TestAlone_5_0_2 + TestAlone_5_0_3 + TestAlone_5_0_4 + TestAlone_5_0_6 + TestAlone_2_2_0 + TestAlone_2_2_1 + TestAlone_2_2_3 + TestAlone_2_2_4 + TestAlone_2_2_5 + TestAlone_2_2_6 + TestAlone_5_1_0 + TestAlone_5_1_1 + TestAlone_5_1_2 + TestAlone_5_1_3 + TestAlone_5_1_4 + TestAlone_5_1_6 + TestAlone_2_3_0 + TestAlone_2_3_1 + TestAlone_2_3_3 + TestAlone_2_3_4 + TestAlone_2_3_5 + TestAlone_2_3_6 + TestAlone_5_2_0 + TestAlone_5_2_1 + TestAlone_5_2_2 + TestAlone_5_2_3 + TestAlone_5_2_4 + TestAlone_5_2_6 + TestAlone_2_4_0 + TestAlone_2_4_1 + TestAlone_2_4_3 + TestAlone_2_4_4 + TestAlone_2_4_5 + TestAlone_2_4_6 + TestAlone_0_0_1 + TestAlone_0_0_2 + TestAlone_0_0_3 + TestAlone_0_0_4 + TestAlone_0_0_5 + TestAlone_0_0_6 + TestAlone_5_3_0 + TestAlone_5_3_1 + TestAlone_5_3_2 + TestAlone_5_3_3 + TestAlone_5_3_4 + TestAlone_5_3_6 + TestAlone_2_5_0 + TestAlone_2_5_1 + TestAlone_2_5_3 + TestAlone_2_5_4 + TestAlone_2_5_5 + TestAlone_2_5_6 + TestAlone_0_1_1 + TestAlone_0_1_2 + TestAlone_0_1_3 + TestAlone_0_1_4 + TestAlone_0_1_5 + TestAlone_0_1_6 + TestAlone_5_4_0 + TestAlone_5_4_1 + TestAlone_5_4_2 + TestAlone_5_4_3 + TestAlone_5_4_4 + TestAlone_5_4_6 + TestAlone_3_0_0 + TestAlone_3_0_1 + TestAlone_3_0_2 + TestAlone_3_0_4 + TestAlone_3_0_5 + TestAlone_3_0_6 + TestAlone_0_2_1 + TestAlone_0_2_2 + TestAlone_0_2_3 + TestAlone_0_2_4 + TestAlone_0_2_5 + TestAlone_0_2_6 + TestAlone_5_5_0 + TestAlone_5_5_1 + TestAlone_5_5_2 + TestAlone_5_5_3 + TestAlone_5_5_4 + TestAlone_5_5_6 + TestAlone_3_1_0 + TestAlone_3_1_1 + TestAlone_3_1_2 + TestAlone_3_1_4 + TestAlone_3_1_5 + TestAlone_3_1_6 + TestAlone_1_4_5 + TestAlone_1_4_4 + TestAlone_0_3_1 + TestAlone_0_3_2 + TestAlone_0_3_3 + TestAlone_0_3_4 + TestAlone_0_3_5 + TestAlone_0_3_6 + TestAlone_6_0_0 + TestAlone_6_0_1 + TestAlone_6_0_2 + TestAlone_6_0_3 + TestAlone_6_0_4 + TestAlone_6_0_5 + TestAlone_3_2_0 + TestAlone_3_2_1 + TestAlone_3_2_2 + TestAlone_3_2_4 + TestAlone_3_2_5 + TestAlone_3_2_6 + TestAlone_1_4_3 + TestAlone_1_4_2 + TestAlone_0_4_1 + TestAlone_0_4_2 + TestAlone_0_4_3 + TestAlone_0_4_4 + TestAlone_0_4_5 + TestAlone_0_4_6 + TestAlone_6_1_0 + TestAlone_6_1_1 + TestAlone_6_1_2 + TestAlone_6_1_3 + TestAlone_6_1_4 + TestAlone_6_1_5 + TestAlone_3_3_0 + TestAlone_3_3_1 + TestAlone_3_3_2 + TestAlone_3_3_4 + TestAlone_3_3_5 + TestAlone_3_3_6 + TestAlone_1_4_0 + TestAlone_0_5_1 + TestAlone_0_5_2 + TestAlone_0_5_3 + TestAlone_0_5_4 + TestAlone_0_5_5 + TestAlone_0_5_6 + TestAlone_6_2_0 + TestAlone_6_2_1 + TestAlone_6_2_2 + TestAlone_6_2_3 + TestAlone_6_2_4 + TestAlone_6_2_5 + TestAlone_3_4_0 + TestAlone_3_4_1 + TestAlone_3_4_2 + TestAlone_3_4_4 + TestAlone_3_4_5 + TestAlone_3_4_6 + TestAlone_1_0_0 + TestAlone_1_0_2 + TestAlone_1_0_3 + TestAlone_1_0_4 + TestAlone_1_0_5 + TestAlone_1_0_6 + TestAlone_6_3_0 + TestAlone_6_3_1 + TestAlone_6_3_2 + TestAlone_6_3_3 + TestAlone_6_3_4 + TestAlone_6_3_5 + TestAlone_3_5_0 + TestAlone_3_5_1 + TestAlone_3_5_2 + TestAlone_3_5_4 + TestAlone_3_5_5 + TestAlone_3_5_6 + TestAlone_1_1_0 + TestAlone_1_1_2 + TestAlone_1_1_3 + TestAlone_1_1_4 + TestAlone_1_1_5 + TestAlone_1_1_6 + TestAlone_6_4_0 + TestAlone_6_4_1 + TestAlone_6_4_2 + TestAlone_6_4_3 + TestAlone_6_4_4 + TestAlone_6_4_5 + TestAlone_4_0_0 + TestAlone_4_0_1 + TestAlone_4_0_2 + TestAlone_4_0_3 + TestAlone_4_0_5 + TestAlone_4_0_6 + TestAlone_1_2_0 + TestAlone_1_2_2 + TestAlone_1_2_3 + TestAlone_1_2_4 + TestAlone_1_2_5 + TestAlone_1_2_6 + TestAlone_6_5_0 + TestAlone_6_5_1 + TestAlone_6_5_2 + TestAlone_6_5_3 + TestAlone_6_5_4 + TestAlone_6_5_5 + TestAlone_4_1_0 + TestAlone_4_1_1 + TestAlone_4_1_2 + TestAlone_4_1_3 + TestAlone_4_1_5 + TestAlone_4_1_6 + TestAlone_1_3_0 + TestAlone_1_3_2 + TestAlone_1_3_3 + TestAlone_1_3_4 + TestAlone_1_3_5 + TestAlone_1_3_6 + TestAlone_4_2_0 + TestAlone_4_2_1 + TestAlone_4_2_2 + TestAlone_4_2_3 + TestAlone_4_2_5 + TestAlone_4_2_6 + TestAlone_1_4_6 <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6))))
lola: processed formula: A (G (X ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_... (shortened)
lola: processed formula length: 5010
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 3 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 1 will run for 236 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (G (X (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Tu... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (G (X (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6)))))
lola: processed formula: A (G (X (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Tu... (shortened)
lola: processed formula length: 730
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 4 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 6 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 2 will run for 252 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (((TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestT... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (((TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F) U (2 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6)))
lola: processed formula: A (((TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestT... (shortened)
lola: processed formula length: 944
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 2 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: using ltl preserving stubborn set method (--stubborn)
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 3 will run for 272 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 +... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6 <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6) U G (G ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + TestAlone_2_0_5 + TestAlone_2_0_6 + TestAlone_4_5_0 + TestAlone_4_5_1 + TestAlone_4_5_2 + TestAlone_4_5_3 + TestAlone_4_5_5 + TestAlone_4_5_6 + TestAlone_2_1_0 + TestAlone_2_1_1 + TestAlone_2_1_3 + TestAlone_2_1_4 + TestAlone_2_1_5 + TestAlone_2_1_6 + TestAlone_5_0_0 + TestAlone_5_0_1 + TestAlone_5_0_2 + TestAlone_5_0_3 + TestAlone_5_0_4 + TestAlone_5_0_6 + TestAlone_2_2_0 + TestAlone_2_2_1 + TestAlone_2_2_3 + TestAlone_2_2_4 + TestAlone_2_2_5 + TestAlone_2_2_6 + TestAlone_5_1_0 + TestAlone_5_1_1 + TestAlone_5_1_2 + TestAlone_5_1_3 + TestAlone_5_1_4 + TestAlone_5_1_6 + TestAlone_2_3_0 + TestAlone_2_3_1 + TestAlone_2_3_3 + TestAlone_2_3_4 + TestAlone_2_3_5 + TestAlone_2_3_6 + TestAlone_5_2_0 + TestAlone_5_2_1 + TestAlone_5_2_2 + TestAlone_5_2_3 + TestAlone_5_2_4 + TestAlone_5_2_6 + TestAlone_2_4_0 + TestAlone_2_4_1 + TestAlone_2_4_3 + TestAlone_2_4_4 + TestAlone_2_4_5 + TestAlone_2_4_6 + TestAlone_0_0_1 + TestAlone_0_0_2 + TestAlone_0_0_3 + TestAlone_0_0_4 + TestAlone_0_0_5 + TestAlone_0_0_6 + TestAlone_5_3_0 + TestAlone_5_3_1 + TestAlone_5_3_2 + TestAlone_5_3_3 + TestAlone_5_3_4 + TestAlone_5_3_6 + TestAlone_2_5_0 + TestAlone_2_5_1 + TestAlone_2_5_3 + TestAlone_2_5_4 + TestAlone_2_5_5 + TestAlone_2_5_6 + TestAlone_0_1_1 + TestAlone_0_1_2 + TestAlone_0_1_3 + TestAlone_0_1_4 + TestAlone_0_1_5 + TestAlone_0_1_6 + TestAlone_5_4_0 + TestAlone_5_4_1 + TestAlone_5_4_2 + TestAlone_5_4_3 + TestAlone_5_4_4 + TestAlone_5_4_6 + TestAlone_3_0_0 + TestAlone_3_0_1 + TestAlone_3_0_2 + TestAlone_3_0_4 + TestAlone_3_0_5 + TestAlone_3_0_6 + TestAlone_0_2_1 + TestAlone_0_2_2 + TestAlone_0_2_3 + TestAlone_0_2_4 + TestAlone_0_2_5 + TestAlone_0_2_6 + TestAlone_5_5_0 + TestAlone_5_5_1 + TestAlone_5_5_2 + TestAlone_5_5_3 + TestAlone_5_5_4 + TestAlone_5_5_6 + TestAlone_3_1_0 + TestAlone_3_1_1 + TestAlone_3_1_2 + TestAlone_3_1_4 + TestAlone_3_1_5 + TestAlone_3_1_6 + TestAlone_1_4_5 + TestAlone_1_4_4 + TestAlone_0_3_1 + TestAlone_0_3_2 + TestAlone_0_3_3 + TestAlone_0_3_4 + TestAlone_0_3_5 + TestAlone_0_3_6 + TestAlone_6_0_0 + TestAlone_6_0_1 + TestAlone_6_0_2 + TestAlone_6_0_3 + TestAlone_6_0_4 + TestAlone_6_0_5 + TestAlone_3_2_0 + TestAlone_3_2_1 + TestAlone_3_2_2 + TestAlone_3_2_4 + TestAlone_3_2_5 + TestAlone_3_2_6 + TestAlone_1_4_3 + TestAlone_1_4_2 + TestAlone_0_4_1 + TestAlone_0_4_2 + TestAlone_0_4_3 + TestAlone_0_4_4 + TestAlone_0_4_5 + TestAlone_0_4_6 + TestAlone_6_1_0 + TestAlone_6_1_1 + TestAlone_6_1_2 + TestAlone_6_1_3 + TestAlone_6_1_4 + TestAlone_6_1_5 + TestAlone_3_3_0 + TestAlone_3_3_1 + TestAlone_3_3_2 + TestAlone_3_3_4 + TestAlone_3_3_5 + TestAlone_3_3_6 + TestAlone_1_4_0 + TestAlone_0_5_1 + TestAlone_0_5_2 + TestAlone_0_5_3 + TestAlone_0_5_4 + TestAlone_0_5_5 + TestAlone_0_5_6 + TestAlone_6_2_0 + TestAlone_6_2_1 + TestAlone_6_2_2 + TestAlone_6_2_3 + TestAlone_6_2_4 + TestAlone_6_2_5 + TestAlone_3_4_0 + TestAlone_3_4_1 + TestAlone_3_4_2 + TestAlone_3_4_4 + TestAlone_3_4_5 + TestAlone_3_4_6 + TestAlone_1_0_0 + TestAlone_1_0_2 + TestAlone_1_0_3 + TestAlone_1_0_4 + TestAlone_1_0_5 + TestAlone_1_0_6 + TestAlone_6_3_0 + TestAlone_6_3_1 + TestAlone_6_3_2 + TestAlone_6_3_3 + TestAlone_6_3_4 + TestAlone_6_3_5 + TestAlone_3_5_0 + TestAlone_3_5_1 + TestAlone_3_5_2 + TestAlone_3_5_4 + TestAlone_3_5_5 + TestAlone_3_5_6 + TestAlone_1_1_0 + TestAlone_1_1_2 + TestAlone_1_1_3 + TestAlone_1_1_4 + TestAlone_1_1_5 + TestAlone_1_1_6 + TestAlone_6_4_0 + TestAlone_6_4_1 + TestAlone_6_4_2 + TestAlone_6_4_3 + TestAlone_6_4_4 + TestAlone_6_4_5 + TestAlone_4_0_0 + TestAlone_4_0_1 + TestAlone_4_0_2 + TestAlone_4_0_3 + TestAlone_4_0_5 + TestAlone_4_0_6 + TestAlone_1_2_0 + TestAlone_1_2_2 + TestAlone_1_2_3 + TestAlone_1_2_4 + TestAlone_1_2_5 + TestAlone_1_2_6 + TestAlone_6_5_0 + TestAlone_6_5_1 + TestAlone_6_5_2 + TestAlone_6_5_3 + TestAlone_6_5_4 + TestAlone_6_5_5 + TestAlone_4_1_0 + TestAlone_4_1_1 + TestAlone_4_1_2 + TestAlone_4_1_3 + TestAlone_4_1_5 + TestAlone_4_1_6 + TestAlone_1_3_0 + TestAlone_1_3_2 + TestAlone_1_3_3 + TestAlone_1_3_4 + TestAlone_1_3_5 + TestAlone_1_3_6 + TestAlone_4_2_0 + TestAlone_4_2_1 + TestAlone_4_2_2 + TestAlone_4_2_3 + TestAlone_4_2_5 + TestAlone_4_2_6 + TestAlone_1_4_6 <= IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6)))))
lola: processed formula: A (((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 +... (shortened)
lola: processed formula length: 15599
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 4 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 6 unused bits
lola: using a prefix tree store (--store=prefix)
lola: using ltl preserving stubborn set method (--stubborn)
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 4 will run for 295 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A ((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + T... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking initial satisfaction
lola: processed formula: (3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + Test... (shortened)
lola: processed formula length: 634
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: processed formula with 1 atomic propositions
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: preprocessing
lola: The net violates the given property already in its initial state.
lola: ========================================
lola: subprocess 5 will run for 321 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A ((TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + ... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking initial satisfaction
lola: processed formula: (TestAlone_4_3_0 + TestAlone_4_3_1 + TestAlone_4_3_2 + TestAlone_4_3_3 + TestAlone_4_3_5 + TestAlone_4_3_6 + TestAlone_1_5_0 + TestAlone_1_5_2 + TestAlone_1_5_3 + TestAlone_1_5_4 + TestAlone_1_5_5 + TestAlone_1_5_6 + TestAlone_4_4_0 + TestAlone_4_4_1 + TestAlone_4_4_2 + TestAlone_4_4_3 + TestAlone_4_4_5 + TestAlone_4_4_6 + TestAlone_2_0_0 + TestAlone_2_0_1 + TestAlone_2_0_3 + TestAlone_2_0_4 + Tes... (shortened)
lola: processed formula length: 5166
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: processed formula with 1 atomic propositions
lola: RUNNING
lola: SUBRESULT
lola: result: yes
lola: produced by: preprocessing
lola: The net satisfies the property already in its initial state.
lola: ========================================
lola: subprocess 6 will run for 354 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6) U F (F ((1 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSect... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6) U F ((1 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F))))
lola: processed formula: A (((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6) U F ((1 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection... (shortened)
lola: processed formula length: 570
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 1 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 8 unused bits
lola: using a prefix tree store (--store=prefix)
lola: using ltl preserving stubborn set method (--stubborn)
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: yes
lola: produced by: LTL model checker
lola: The net satisfies the given formula (language of the product automaton is empty).
lola: ========================================
lola: subprocess 7 will run for 393 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A ((F ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A ((F ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Turn_1_6 + Turn_0_6 + Turn_5_6 + Turn_4_6 + Turn_3_6 + Turn_2_6)) U G (G ((TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1_0_6 + TestIdentity_3_4_5 + TestIdentity_6_3_0 + TestIdentity_6_3_1 + TestIdentity_6_3_2 + TestIdentity_6_3_3 + TestIdentity_6_3_4 + TestIdentity_6_3_5 + TestIdentity_6_3_6 + TestIdentity_3_5_0 + TestIdentity_3_5_1 + TestIdentity_3_5_2 + TestIdentity_3_5_3 + TestIdentity_3_5_4 + TestIdentity_3_5_5 + TestIdentity_3_5_6 + TestIdentity_1_1_0 + TestIdentity_1_1_1 + TestIdentity_1_1_2 + TestIdentity_1_1_3 + TestIdentity_1_1_4 + TestIdentity_1_1_5 + TestIdentity_1_1_6 + TestIdentity_3_4_4 + TestIdentity_6_4_0 + TestIdentity_6_4_1 + TestIdentity_6_4_2 + TestIdentity_6_4_3 + TestIdentity_6_4_4 + TestIdentity_6_4_5 + TestIdentity_6_4_6 + TestIdentity_4_0_0 + TestIdentity_4_0_1 + TestIdentity_4_0_2 + TestIdentity_4_0_3 + TestIdentity_4_0_4 + TestIdentity_4_0_5 + TestIdentity_4_0_6 + TestIdentity_1_2_0 + TestIdentity_1_2_1 + TestIdentity_1_2_2 + TestIdentity_1_2_3 + TestIdentity_1_2_4 + TestIdentity_1_2_5 + TestIdentity_1_2_6 + TestIdentity_3_4_3 + TestIdentity_6_5_0 + TestIdentity_6_5_1 + TestIdentity_6_5_2 + TestIdentity_6_5_3 + TestIdentity_6_5_4 + TestIdentity_6_5_5 + TestIdentity_6_5_6 + TestIdentity_4_1_0 + TestIdentity_4_1_1 + TestIdentity_4_1_2 + TestIdentity_4_1_3 + TestIdentity_4_1_4 + TestIdentity_4_1_5 + TestIdentity_4_1_6 + TestIdentity_1_3_0 + TestIdentity_1_3_1 + TestIdentity_1_3_2 + TestIdentity_1_3_3 + TestIdentity_1_3_4 + TestIdentity_1_3_5 + TestIdentity_1_3_6 + TestIdentity_3_4_2 + TestIdentity_4_2_0 + TestIdentity_4_2_1 + TestIdentity_4_2_2 + TestIdentity_4_2_3 + TestIdentity_4_2_4 + TestIdentity_4_2_5 + TestIdentity_4_2_6 + TestIdentity_1_4_0 + TestIdentity_1_4_1 + TestIdentity_1_4_2 + TestIdentity_1_4_3 + TestIdentity_1_4_4 + TestIdentity_1_4_5 + TestIdentity_1_4_6 + TestIdentity_4_3_0 + TestIdentity_4_3_1 + TestIdentity_4_3_2 + TestIdentity_4_3_3 + TestIdentity_4_3_4 + TestIdentity_4_3_5 + TestIdentity_4_3_6 + TestIdentity_1_5_0 + TestIdentity_1_5_1 + TestIdentity_1_5_2 + TestIdentity_1_5_3 + TestIdentity_1_5_4 + TestIdentity_1_5_5 + TestIdentity_1_5_6 + TestIdentity_4_4_0 + TestIdentity_4_4_1 + TestIdentity_4_4_2 + TestIdentity_4_4_3 + TestIdentity_4_4_4 + TestIdentity_4_4_5 + TestIdentity_4_4_6 + TestIdentity_2_0_0 + TestIdentity_2_0_1 + TestIdentity_2_0_2 + TestIdentity_2_0_3 + TestIdentity_2_0_4 + TestIdentity_2_0_5 + TestIdentity_2_0_6 + TestIdentity_4_5_0 + TestIdentity_4_5_1 + TestIdentity_4_5_2 + TestIdentity_4_5_3 + TestIdentity_4_5_4 + TestIdentity_4_5_5 + TestIdentity_4_5_6 + TestIdentity_2_1_0 + TestIdentity_2_1_1 + TestIdentity_2_1_2 + TestIdentity_2_1_3 + TestIdentity_2_1_4 + TestIdentity_2_1_5 + TestIdentity_2_1_6 + TestIdentity_3_4_1 + TestIdentity_3_4_0 + TestIdentity_5_0_0 + TestIdentity_5_0_1 + TestIdentity_5_0_2 + TestIdentity_5_0_3 + TestIdentity_5_0_4 + TestIdentity_5_0_5 + TestIdentity_5_0_6 + TestIdentity_2_2_0 + TestIdentity_2_2_1 + TestIdentity_2_2_2 + TestIdentity_2_2_3 + TestIdentity_2_2_4 + TestIdentity_2_2_5 + TestIdentity_2_2_6 + TestIdentity_5_1_0 + TestIdentity_5_1_1 + TestIdentity_5_1_2 + TestIdentity_5_1_3 + TestIdentity_5_1_4 + TestIdentity_5_1_5 + TestIdentity_5_1_6 + TestIdentity_2_3_0 + TestIdentity_2_3_1 + TestIdentity_2_3_2 + TestIdentity_2_3_3 + TestIdentity_2_3_4 + TestIdentity_2_3_5 + TestIdentity_2_3_6 + TestIdentity_5_2_0 + TestIdentity_5_2_1 + TestIdentity_5_2_2 + TestIdentity_5_2_3 + TestIdentity_5_2_4 + TestIdentity_5_2_5 + TestIdentity_5_2_6 + TestIdentity_2_4_0 + TestIdentity_2_4_1 + TestIdentity_2_4_2 + TestIdentity_2_4_3 + TestIdentity_2_4_4 + TestIdentity_2_4_5 + TestIdentity_2_4_6 + TestIdentity_0_0_0 + TestIdentity_0_0_1 + TestIdentity_0_0_2 + TestIdentity_0_0_3 + TestIdentity_0_0_4 + TestIdentity_0_0_5 + TestIdentity_0_0_6 + TestIdentity_5_3_0 + TestIdentity_5_3_1 + TestIdentity_5_3_2 + TestIdentity_5_3_3 + TestIdentity_5_3_4 + TestIdentity_5_3_5 + TestIdentity_5_3_6 + TestIdentity_2_5_0 + TestIdentity_2_5_1 + TestIdentity_2_5_2 + TestIdentity_2_5_3 + TestIdentity_2_5_4 + TestIdentity_2_5_5 + TestIdentity_2_5_6 + TestIdentity_0_1_0 + TestIdentity_0_1_1 + TestIdentity_0_1_2 + TestIdentity_0_1_3 + TestIdentity_0_1_4 + TestIdentity_0_1_5 + TestIdentity_0_1_6 + TestIdentity_5_4_0 + TestIdentity_5_4_1 + TestIdentity_5_4_2 + TestIdentity_5_4_3 + TestIdentity_5_4_4 + TestIdentity_5_4_5 + TestIdentity_5_4_6 + TestIdentity_3_0_0 + TestIdentity_3_0_1 + TestIdentity_3_0_2 + TestIdentity_3_0_3 + TestIdentity_3_0_4 + TestIdentity_3_0_5 + TestIdentity_3_0_6 + TestIdentity_0_2_0 + TestIdentity_0_2_1 + TestIdentity_0_2_2 + TestIdentity_0_2_3 + TestIdentity_0_2_4 + TestIdentity_0_2_5 + TestIdentity_0_2_6 + TestIdentity_5_5_0 + TestIdentity_5_5_1 + TestIdentity_5_5_2 + TestIdentity_5_5_3 + TestIdentity_5_5_4 + TestIdentity_5_5_5 + TestIdentity_5_5_6 + TestIdentity_3_1_0 + TestIdentity_3_1_1 + TestIdentity_3_1_2 + TestIdentity_3_1_3 + TestIdentity_3_1_4 + TestIdentity_3_1_5 + TestIdentity_3_1_6 + TestIdentity_0_3_0 + TestIdentity_0_3_1 + TestIdentity_0_3_2 + TestIdentity_0_3_3 + TestIdentity_0_3_4 + TestIdentity_0_3_5 + TestIdentity_0_3_6 + TestIdentity_6_2_5 + TestIdentity_6_2_4 + TestIdentity_6_0_0 + TestIdentity_6_0_1 + TestIdentity_6_0_2 + TestIdentity_6_0_3 + TestIdentity_6_0_4 + TestIdentity_6_0_5 + TestIdentity_6_0_6 + TestIdentity_3_2_0 + TestIdentity_3_2_1 + TestIdentity_3_2_2 + TestIdentity_3_2_3 + TestIdentity_3_2_4 + TestIdentity_3_2_5 + TestIdentity_3_2_6 + TestIdentity_0_4_0 + TestIdentity_0_4_1 + TestIdentity_0_4_2 + TestIdentity_0_4_3 + TestIdentity_0_4_4 + TestIdentity_0_4_5 + TestIdentity_0_4_6 + TestIdentity_6_2_3 + TestIdentity_6_1_0 + TestIdentity_6_1_1 + TestIdentity_6_1_2 + TestIdentity_6_1_3 + TestIdentity_6_1_4 + TestIdentity_6_1_5 + TestIdentity_6_1_6 + TestIdentity_3_3_0 + TestIdentity_3_3_1 + TestIdentity_3_3_2 + TestIdentity_3_3_3 + TestIdentity_3_3_4 + TestIdentity_3_3_5 + TestIdentity_3_3_6 + TestIdentity_0_5_0 + TestIdentity_0_5_1 + TestIdentity_0_5_2 + TestIdentity_0_5_3 + TestIdentity_0_5_4 + TestIdentity_0_5_5 + TestIdentity_0_5_6 + TestIdentity_6_2_2 + TestIdentity_6_2_1 + TestIdentity_6_2_0 + TestIdentity_6_2_6 + TestIdentity_3_4_6 <= EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5)))))
lola: processed formula: A ((F ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_... (shortened)
lola: processed formula length: 7497
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 4 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 6 unused bits
lola: using a prefix tree store (--store=prefix)
lola: using ltl preserving stubborn set method (--stubborn)
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 8 will run for 442 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (G (X (((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (G (X (((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_4_1 + TestTurn_4_2 + TestTurn_4_3 + TestTurn_4_4 + TestTurn_4_5 + TestTurn_5_0 + TestTurn_5_1 + TestTurn_5_2 + TestTurn_5_3 + TestTurn_5_4 + TestTurn_5_5 + TestTurn_6_0 + TestTurn_6_1 + TestTurn_6_2 + TestTurn_6_3 + TestTurn_6_4 + TestTurn_6_5) U (IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0 + IsEndLoop_0_1_1 + IsEndLoop_0_1_2 + IsEndLoop_0_1_3 + IsEndLoop_0_1_4 + IsEndLoop_0_1_5 + IsEndLoop_0_1_6 + IsEndLoop_5_4_0 + IsEndLoop_5_4_1 + IsEndLoop_5_4_2 + IsEndLoop_5_4_3 + IsEndLoop_5_4_4 + IsEndLoop_5_4_5 + IsEndLoop_5_4_6 + IsEndLoop_3_0_0 + IsEndLoop_3_0_1 + IsEndLoop_3_0_2 + IsEndLoop_3_0_3 + IsEndLoop_3_0_4 + IsEndLoop_3_0_5 + IsEndLoop_3_0_6 + IsEndLoop_0_2_0 + IsEndLoop_0_2_1 + IsEndLoop_0_2_2 + IsEndLoop_0_2_3 + IsEndLoop_0_2_4 + IsEndLoop_0_2_5 + IsEndLoop_0_2_6 + IsEndLoop_5_5_0 + IsEndLoop_5_5_1 + IsEndLoop_5_5_2 + IsEndLoop_5_5_3 + IsEndLoop_5_5_4 + IsEndLoop_5_5_5 + IsEndLoop_5_5_6 + IsEndLoop_3_1_0 + IsEndLoop_3_1_1 + IsEndLoop_3_1_2 + IsEndLoop_3_1_3 + IsEndLoop_3_1_4 + IsEndLoop_3_1_5 + IsEndLoop_3_1_6 + IsEndLoop_0_3_0 + IsEndLoop_0_3_1 + IsEndLoop_0_3_2 + IsEndLoop_0_3_3 + IsEndLoop_0_3_4 + IsEndLoop_0_3_5 + IsEndLoop_0_3_6 + IsEndLoop_6_0_0 + IsEndLoop_6_0_1 + IsEndLoop_6_0_2 + IsEndLoop_6_0_3 + IsEndLoop_6_0_4 + IsEndLoop_6_0_5 + IsEndLoop_6_0_6 + IsEndLoop_3_2_0 + IsEndLoop_3_2_1 + IsEndLoop_3_2_2 + IsEndLoop_3_2_3 + IsEndLoop_3_2_4 + IsEndLoop_3_2_5 + IsEndLoop_3_2_6 + IsEndLoop_0_4_0 + IsEndLoop_0_4_1 + IsEndLoop_0_4_2 + IsEndLoop_0_4_3 + IsEndLoop_0_4_4 + IsEndLoop_0_4_5 + IsEndLoop_0_4_6 + IsEndLoop_6_1_0 + IsEndLoop_6_1_1 + IsEndLoop_6_1_2 + IsEndLoop_6_1_3 + IsEndLoop_6_1_4 + IsEndLoop_6_1_5 + IsEndLoop_6_1_6 + IsEndLoop_3_3_0 + IsEndLoop_3_3_1 + IsEndLoop_3_3_2 + IsEndLoop_3_3_3 + IsEndLoop_3_3_4 + IsEndLoop_3_3_5 + IsEndLoop_3_3_6 + IsEndLoop_0_5_0 + IsEndLoop_0_5_1 + IsEndLoop_0_5_2 + IsEndLoop_0_5_3 + IsEndLoop_0_5_4 + IsEndLoop_0_5_5 + IsEndLoop_0_5_6 + IsEndLoop_6_2_0 + IsEndLoop_6_2_1 + IsEndLoop_6_2_2 + IsEndLoop_6_2_3 + IsEndLoop_6_2_4 + IsEndLoop_6_2_5 + IsEndLoop_6_2_6 + IsEndLoop_3_4_0 + IsEndLoop_3_4_1 + IsEndLoop_3_4_2 + IsEndLoop_3_4_3 + IsEndLoop_3_4_4 + IsEndLoop_3_4_5 + IsEndLoop_3_4_6 + IsEndLoop_1_0_0 + IsEndLoop_1_0_1 + IsEndLoop_1_0_2 + IsEndLoop_1_0_3 + IsEndLoop_1_0_4 + IsEndLoop_1_0_5 + IsEndLoop_1_0_6 + IsEndLoop_6_3_0 + IsEndLoop_6_3_1 + IsEndLoop_6_3_2 + IsEndLoop_6_3_3 + IsEndLoop_6_3_4 + IsEndLoop_6_3_5 + IsEndLoop_6_3_6 + IsEndLoop_3_5_0 + IsEndLoop_3_5_1 + IsEndLoop_3_5_2 + IsEndLoop_3_5_3 + IsEndLoop_3_5_4 + IsEndLoop_3_5_5 + IsEndLoop_3_5_6 + IsEndLoop_1_1_0 + IsEndLoop_1_1_1 + IsEndLoop_1_1_2 + IsEndLoop_1_1_3 + IsEndLoop_1_1_4 + IsEndLoop_1_1_5 + IsEndLoop_1_1_6 + IsEndLoop_6_4_0 + IsEndLoop_6_4_1 + IsEndLoop_6_4_2 + IsEndLoop_6_4_3 + IsEndLoop_6_4_4 + IsEndLoop_6_4_5 + IsEndLoop_6_4_6 + IsEndLoop_4_0_0 + IsEndLoop_4_0_1 + IsEndLoop_4_0_2 + IsEndLoop_4_0_3 + IsEndLoop_4_0_4 + IsEndLoop_4_0_5 + IsEndLoop_4_0_6 + IsEndLoop_1_2_0 + IsEndLoop_1_2_1 + IsEndLoop_1_2_2 + IsEndLoop_1_2_3 + IsEndLoop_1_2_4 + IsEndLoop_1_2_5 + IsEndLoop_1_2_6 + IsEndLoop_6_5_0 + IsEndLoop_6_5_1 + IsEndLoop_6_5_2 + IsEndLoop_6_5_3 + IsEndLoop_6_5_4 + IsEndLoop_6_5_5 + IsEndLoop_6_5_6 + IsEndLoop_4_1_0 + IsEndLoop_4_1_1 + IsEndLoop_4_1_2 + IsEndLoop_4_1_3 + IsEndLoop_4_1_4 + IsEndLoop_4_1_5 + IsEndLoop_4_1_6 + IsEndLoop_1_3_0 + IsEndLoop_1_3_1 + IsEndLoop_1_3_2 + IsEndLoop_1_3_3 + IsEndLoop_1_3_4 + IsEndLoop_1_3_5 + IsEndLoop_1_3_6 + IsEndLoop_4_2_0 + IsEndLoop_4_2_1 + IsEndLoop_4_2_2 + IsEndLoop_4_2_3 + IsEndLoop_4_2_4 + IsEndLoop_4_2_5 + IsEndLoop_4_2_6 + IsEndLoop_1_4_0 + IsEndLoop_1_4_1 + IsEndLoop_1_4_2 + IsEndLoop_1_4_3 + IsEndLoop_1_4_4 + IsEndLoop_1_4_5 + IsEndLoop_1_4_6 + IsEndLoop_4_3_0 + IsEndLoop_4_3_1 + IsEndLoop_4_3_2 + IsEndLoop_4_3_3 + IsEndLoop_4_3_4 + IsEndLoop_4_3_5 + IsEndLoop_4_3_6 + IsEndLoop_1_5_0 + IsEndLoop_1_5_1 + IsEndLoop_1_5_2 + IsEndLoop_1_5_3 + IsEndLoop_1_5_4 + IsEndLoop_1_5_5 + IsEndLoop_1_5_6 + IsEndLoop_4_4_0 + IsEndLoop_4_4_1 + IsEndLoop_4_4_2 + IsEndLoop_4_4_3 + IsEndLoop_4_4_4 + IsEndLoop_4_4_5 + IsEndLoop_4_4_6 + IsEndLoop_2_0_0 + IsEndLoop_2_0_1 + IsEndLoop_2_0_2 + IsEndLoop_2_0_3 + IsEndLoop_2_0_4 + IsEndLoop_2_0_5 + IsEndLoop_2_0_6 + IsEndLoop_4_5_0 + IsEndLoop_4_5_1 + IsEndLoop_4_5_2 + IsEndLoop_4_5_3 + IsEndLoop_4_5_4 + IsEndLoop_4_5_5 + IsEndLoop_4_5_6 + IsEndLoop_2_1_0 + IsEndLoop_2_1_1 + IsEndLoop_2_1_2 + IsEndLoop_2_1_3 + IsEndLoop_2_1_4 + IsEndLoop_2_1_5 + IsEndLoop_2_1_6 + IsEndLoop_5_0_0 + IsEndLoop_5_0_1 + IsEndLoop_5_0_2 + IsEndLoop_5_0_3 + IsEndLoop_5_0_4 + IsEndLoop_5_0_5 + IsEndLoop_5_0_6 + IsEndLoop_2_2_0 + IsEndLoop_2_2_1 + IsEndLoop_2_2_2 + IsEndLoop_2_2_3 + IsEndLoop_2_2_4 + IsEndLoop_2_2_5 + IsEndLoop_2_2_6 + IsEndLoop_5_1_0 + IsEndLoop_5_1_1 + IsEndLoop_5_1_2 + IsEndLoop_5_1_3 + IsEndLoop_5_1_4 + IsEndLoop_5_1_5 + IsEndLoop_5_1_6 + IsEndLoop_2_3_0 + IsEndLoop_2_3_1 + IsEndLoop_2_3_2 + IsEndLoop_2_3_3 + IsEndLoop_2_3_4 + IsEndLoop_2_3_5 + IsEndLoop_2_3_6 + IsEndLoop_5_2_0 + IsEndLoop_5_2_1 + IsEndLoop_5_2_2 + IsEndLoop_5_2_3 + IsEndLoop_5_2_4 + IsEndLoop_5_2_5 + IsEndLoop_2_4_0 + IsEndLoop_2_4_1 + IsEndLoop_2_4_2 + IsEndLoop_2_4_3 + IsEndLoop_2_4_4 + IsEndLoop_2_4_5 + IsEndLoop_2_4_6 + IsEndLoop_5_2_6 <= AskForSection_5_0 + AskForSection_5_1 + AskForSection_5_2 + AskForSection_5_3 + AskForSection_5_4 + AskForSection_5_5 + AskForSection_6_0 + AskForSection_6_1 + AskForSection_6_2 + AskForSection_6_3 + AskForSection_6_4 + AskForSection_6_5 + AskForSection_0_0 + AskForSection_0_1 + AskForSection_0_2 + AskForSection_0_3 + AskForSection_0_4 + AskForSection_0_5 + AskForSection_1_0 + AskForSection_1_1 + AskForSection_1_2 + AskForSection_1_3 + AskForSection_1_4 + AskForSection_1_5 + AskForSection_2_0 + AskForSection_2_1 + AskForSection_2_2 + AskForSection_2_3 + AskForSection_2_4 + AskForSection_2_5 + AskForSection_3_0 + AskForSection_3_1 + AskForSection_3_2 + AskForSection_3_3 + AskForSection_3_4 + AskForSection_3_5 + AskForSection_4_0 + AskForSection_4_1 + AskForSection_4_2 + AskForSection_4_3 + AskForSection_4_4 + AskForSection_4_5)))))
lola: processed formula: A (G (X (((3 <= TestTurn_0_0 + TestTurn_0_1 + TestTurn_0_2 + TestTurn_0_3 + TestTurn_0_4 + TestTurn_0_5 + TestTurn_1_0 + TestTurn_1_1 + TestTurn_1_2 + TestTurn_1_3 + TestTurn_1_4 + TestTurn_1_5 + TestTurn_2_0 + TestTurn_2_1 + TestTurn_2_2 + TestTurn_2_3 + TestTurn_2_4 + TestTurn_2_5 + TestTurn_3_0 + TestTurn_3_1 + TestTurn_3_2 + TestTurn_3_3 + TestTurn_3_4 + TestTurn_3_5 + TestTurn_4_0 + TestTurn_... (shortened)
lola: processed formula length: 6783
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 3 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 9 will run for 505 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1_0_6 + TestIdentity_3_4_5 + TestIdentity_6_3_0 + TestIdentity_6_3_1 + TestIdentity_6_3_2 + TestIdentity_6_3_3 + TestIdentity_6_3_4 + TestIdentity_6_3_5 + TestIdentity_6_3_6 + TestIdentity_3_5_0 + TestIdentity_3_5_1 + TestIdentity_3_5_2 + TestIdentity_3_5_3 + TestIdentity_3_5_4 + TestIdentity_3_5_5 + TestIdentity_3_5_6 + TestIdentity_1_1_0 + TestIdentity_1_1_1 + TestIdentity_1_1_2 + TestIdentity_1_1_3 + TestIdentity_1_1_4 + TestIdentity_1_1_5 + TestIdentity_1_1_6 + TestIdentity_3_4_4 + TestIdentity_6_4_0 + TestIdentity_6_4_1 + TestIdentity_6_4_2 + TestIdentity_6_4_3 + TestIdentity_6_4_4 + TestIdentity_6_4_5 + TestIdentity_6_4_6 + TestIdentity_4_0_0 + TestIdentity_4_0_1 + TestIdentity_4_0_2 + TestIdentity_4_0_3 + TestIdentity_4_0_4 + TestIdentity_4_0_5 + TestIdentity_4_0_6 + TestIdentity_1_2_0 + TestIdentity_1_2_1 + TestIdentity_1_2_2 + TestIdentity_1_2_3 + TestIdentity_1_2_4 + TestIdentity_1_2_5 + TestIdentity_1_2_6 + TestIdentity_3_4_3 + TestIdentity_6_5_0 + TestIdentity_6_5_1 + TestIdentity_6_5_2 + TestIdentity_6_5_3 + TestIdentity_6_5_4 + TestIdentity_6_5_5 + TestIdentity_6_5_6 + TestIdentity_4_1_0 + TestIdentity_4_1_1 + TestIdentity_4_1_2 + TestIdentity_4_1_3 + TestIdentity_4_1_4 + TestIdentity_4_1_5 + TestIdentity_4_1_6 + TestIdentity_1_3_0 + TestIdentity_1_3_1 + TestIdentity_1_3_2 + TestIdentity_1_3_3 + TestIdentity_1_3_4 + TestIdentity_1_3_5 + TestIdentity_1_3_6 + TestIdentity_3_4_2 + TestIdentity_4_2_0 + TestIdentity_4_2_1 + TestIdentity_4_2_2 + TestIdentity_4_2_3 + TestIdentity_4_2_4 + TestIdentity_4_2_5 + TestIdentity_4_2_6 + TestIdentity_1_4_0 + TestIdentity_1_4_1 + TestIdentity_1_4_2 + TestIdentity_1_4_3 + TestIdentity_1_4_4 + TestIdentity_1_4_5 + TestIdentity_1_4_6 + TestIdentity_4_3_0 + TestIdentity_4_3_1 + TestIdentity_4_3_2 + TestIdentity_4_3_3 + TestIdentity_4_3_4 + TestIdentity_4_3_5 + TestIdentity_4_3_6 + TestIdentity_1_5_0 + TestIdentity_1_5_1 + TestIdentity_1_5_2 + TestIdentity_1_5_3 + TestIdentity_1_5_4 + TestIdentity_1_5_5 + TestIdentity_1_5_6 + TestIdentity_4_4_0 + TestIdentity_4_4_1 + TestIdentity_4_4_2 + TestIdentity_4_4_3 + TestIdentity_4_4_4 + TestIdentity_4_4_5 + TestIdentity_4_4_6 + TestIdentity_2_0_0 + TestIdentity_2_0_1 + TestIdentity_2_0_2 + TestIdentity_2_0_3 + TestIdentity_2_0_4 + TestIdentity_2_0_5 + TestIdentity_2_0_6 + TestIdentity_4_5_0 + TestIdentity_4_5_1 + TestIdentity_4_5_2 + TestIdentity_4_5_3 + TestIdentity_4_5_4 + TestIdentity_4_5_5 + TestIdentity_4_5_6 + TestIdentity_2_1_0 + TestIdentity_2_1_1 + TestIdentity_2_1_2 + TestIdentity_2_1_3 + TestIdentity_2_1_4 + TestIdentity_2_1_5 + TestIdentity_2_1_6 + TestIdentity_3_4_1 + TestIdentity_3_4_0 + TestIdentity_5_0_0 + TestIdentity_5_0_1 + TestIdentity_5_0_2 + TestIdentity_5_0_3 + TestIdentity_5_0_4 + TestIdentity_5_0_5 + TestIdentity_5_0_6 + TestIdentity_2_2_0 + TestIdentity_2_2_1 + TestIdentity_2_2_2 + TestIdentity_2_2_3 + TestIdentity_2_2_4 + TestIdentity_2_2_5 + TestIdentity_2_2_6 + TestIdentity_5_1_0 + TestIdentity_5_1_1 + TestIdentity_5_1_2 + TestIdentity_5_1_3 + TestIdentity_5_1_4 + TestIdentity_5_1_5 + TestIdentity_5_1_6 + TestIdentity_2_3_0 + TestIdentity_2_3_1 + TestIdentity_2_3_2 + TestIdentity_2_3_3 + TestIdentity_2_3_4 + TestIdentity_2_3_5 + TestIdentity_2_3_6 + TestIdentity_5_2_0 + TestIdentity_5_2_1 + TestIdentity_5_2_2 + TestIdentity_5_2_3 + TestIdentity_5_2_4 + TestIdentity_5_2_5 + TestIdentity_5_2_6 + TestIdentity_2_4_0 + TestIdentity_2_4_1 + TestIdentity_2_4_2 + TestIdentity_2_4_3 + TestIdentity_2_4_4 + TestIdentity_2_4_5 + TestIdentity_2_4_6 + TestIdentity_0_0_0 + TestIdentity_0_0_1 + TestIdentity_0_0_2 + TestIdentity_0_0_3 + TestIdentity_0_0_4 + TestIdentity_0_0_5 + TestIdentity_0_0_6 + TestIdentity_5_3_0 + TestIdentity_5_3_1 + TestIdentity_5_3_2 + TestIdentity_5_3_3 + TestIdentity_5_3_4 + TestIdentity_5_3_5 + TestIdentity_5_3_6 + TestIdentity_2_5_0 + TestIdentity_2_5_1 + TestIdentity_2_5_2 + TestIdentity_2_5_3 + TestIdentity_2_5_4 + TestIdentity_2_5_5 + TestIdentity_2_5_6 + TestIdentity_0_1_0 + TestIdentity_0_1_1 + TestIdentity_0_1_2 + TestIdentity_0_1_3 + TestIdentity_0_1_4 + TestIdentity_0_1_5 + TestIdentity_0_1_6 + TestIdentity_5_4_0 + TestIdentity_5_4_1 + TestIdentity_5_4_2 + TestIdentity_5_4_3 + TestIdentity_5_4_4 + TestIdentity_5_4_5 + TestIdentity_5_4_6 + TestIdentity_3_0_0 + TestIdentity_3_0_1 + TestIdentity_3_0_2 + TestIdentity_3_0_3 + TestIdentity_3_0_4 + TestIdentity_3_0_5 + TestIdentity_3_0_6 + TestIdentity_0_2_0 + TestIdentity_0_2_1 + TestIdentity_0_2_2 + TestIdentity_0_2_3 + TestIdentity_0_2_4 + TestIdentity_0_2_5 + TestIdentity_0_2_6 + TestIdentity_5_5_0 + TestIdentity_5_5_1 + TestIdentity_5_5_2 + TestIdentity_5_5_3 + TestIdentity_5_5_4 + TestIdentity_5_5_5 + TestIdentity_5_5_6 + TestIdentity_3_1_0 + TestIdentity_3_1_1 + TestIdentity_3_1_2 + TestIdentity_3_1_3 + TestIdentity_3_1_4 + TestIdentity_3_1_5 + TestIdentity_3_1_6 + TestIdentity_0_3_0 + TestIdentity_0_3_1 + TestIdentity_0_3_2 + TestIdentity_0_3_3 + TestIdentity_0_3_4 + TestIdentity_0_3_5 + TestIdentity_0_3_6 + TestIdentity_6_2_5 + TestIdentity_6_2_4 + TestIdentity_6_0_0 + TestIdentity_6_0_1 + TestIdentity_6_0_2 + TestIdentity_6_0_3 + TestIdentity_6_0_4 + TestIdentity_6_0_5 + TestIdentity_6_0_6 + TestIdentity_3_2_0 + TestIdentity_3_2_1 + TestIdentity_3_2_2 + TestIdentity_3_2_3 + TestIdentity_3_2_4 + TestIdentity_3_2_5 + TestIdentity_3_2_6 + TestIdentity_0_4_0 + TestIdentity_0_4_1 + TestIdentity_0_4_2 + TestIdentity_0_4_3 + TestIdentity_0_4_4 + TestIdentity_0_4_5 + TestIdentity_0_4_6 + TestIdentity_6_2_3 + TestIdentity_6_1_0 + TestIdentity_6_1_1 + TestIdentity_6_1_2 + TestIdentity_6_1_3 + TestIdentity_6_1_4 + TestIdentity_6_1_5 + TestIdentity_6_1_6 + TestIdentity_3_3_0 + TestIdentity_3_3_1 + TestIdentity_3_3_2 + TestIdentity_3_3_3 + TestIdentity_3_3_4 + TestIdentity_3_3_5 + TestIdentity_3_3_6 + TestIdentity_0_5_0 + TestIdentity_0_5_1 + TestIdentity_0_5_2 + TestIdentity_0_5_3 + TestIdentity_0_5_4 + TestIdentity_0_5_5 + TestIdentity_0_5_6 + TestIdentity_6_2_2 + TestIdentity_6_2_1 + TestIdentity_6_2_0 + TestIdentity_6_2_6 + TestIdentity_3_4_6)))
lola: processed formula: A (X ((WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F <= TestIdentity_1_0_0 + TestIdentity_1_0_1 + TestIdentity_1_0_2 + TestIdentity_1_0_3 + TestIdentity_1_0_4 + TestIdentity_1_0_5 + TestIdentity_1... (shortened)
lola: processed formula length: 6434
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 3 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 10 will run for 590 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (G ((IsEndLoop_0_0_0 + IsEndLoop_0_0_1 + IsEndLoop_0_0_2 + IsEndLoop_0_0_3 + IsEndLoop_0_0_4 + IsEndLoop_0_0_5 + IsEndLoop_0_0_6 + IsEndLoop_5_3_0 + IsEndLoop_5_3_1 + IsEndLoop_5_3_2 + IsEndLoop_5_3_3 + IsEndLoop_5_3_4 + IsEndLoop_5_3_5 + IsEndLoop_5_3_6 + IsEndLoop_2_5_0 + IsEndLoop_2_5_1 + IsEndLoop_2_5_2 + IsEndLoop_2_5_3 + IsEndLoop_2_5_4 + IsEndLoop_2_5_5 + IsEndLoop_2_5_6 + IsEndLoop_0_1_0... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking invariance
lola: Planning: workflow for reachability check: search (--findpath=off)
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 9 unused bits
lola: using a prefix tree store (--store=prefix)
lola: SEARCH (state space)
lola: state space: using reachability graph (--search=depth)
lola: state space: using reachability preserving stubborn set method with insertion algorithm (--stubborn=tarjan)
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: state space
lola: The predicate is not invariant.
lola: ========================================
lola: subprocess 11 will run for 708 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (X (F (X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTur... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (X (F (X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6))))))
lola: processed formula: A (X (F (X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTur... (shortened)
lola: processed formula length: 657
lola: 0 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 4 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 6 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 12 will run for 885 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (G (F (F (X ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6))))))
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (G (F (X ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6)))))
lola: processed formula: A (G (F (X ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6)))))
lola: processed formula length: 83
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 2 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: ========================================
lola: subprocess 13 will run for 1180 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A ((Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + ... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking initial satisfaction
lola: processed formula: (Turn_2_0 + Turn_2_1 + Turn_2_2 + Turn_2_3 + Turn_2_4 + Turn_2_5 + Turn_3_0 + Turn_3_1 + Turn_3_2 + Turn_3_3 + Turn_3_4 + Turn_3_5 + Turn_4_0 + Turn_4_1 + Turn_4_2 + Turn_4_3 + Turn_4_4 + Turn_4_5 + Turn_5_0 + Turn_5_1 + Turn_5_2 + Turn_5_3 + Turn_5_4 + Turn_5_5 + Turn_0_0 + Turn_0_1 + Turn_0_2 + Turn_0_3 + Turn_0_4 + Turn_0_5 + Turn_1_0 + Turn_1_1 + Turn_1_2 + Turn_1_3 + Turn_1_4 + Turn_1_5 + Tur... (shortened)
lola: processed formula length: 511
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: processed formula with 1 atomic propositions
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: preprocessing
lola: The net violates the given property already in its initial state.
lola: ========================================
lola: subprocess 14 will run for 1770 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A ((F (F ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6))) U X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + End... (shortened)
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A ((F ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6)) U X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn_4_4 + EndTurn_4_5 + EndTurn_5_0 + EndTurn_5_1 + EndTurn_5_2 + EndTurn_5_3 + EndTurn_5_4 + EndTurn_5_5 + EndTurn_6_0 + EndTurn_6_1 + EndTurn_6_2 + EndTurn_6_3 + EndTurn_6_4 + EndTurn_6_5 + EndTurn_0_4 + EndTurn_0_3 + EndTurn_0_2 + EndTurn_0_1 + EndTurn_0_0 + EndTurn_0_5 <= WantSection_6_T + WantSection_6_F + WantSection_5_T + WantSection_5_F + WantSection_4_T + WantSection_4_F + WantSection_3_T + WantSection_3_F + WantSection_2_T + WantSection_2_F + WantSection_1_T + WantSection_1_F + WantSection_0_T + WantSection_0_F)))))
lola: processed formula: A ((F ((1 <= Idle_0 + Idle_1 + Idle_2 + Idle_3 + Idle_4 + Idle_5 + Idle_6)) U X (G ((EndTurn_1_0 + EndTurn_1_1 + EndTurn_1_2 + EndTurn_1_3 + EndTurn_1_4 + EndTurn_1_5 + EndTurn_2_0 + EndTurn_2_1 + EndTurn_2_2 + EndTurn_2_3 + EndTurn_2_4 + EndTurn_2_5 + EndTurn_3_0 + EndTurn_3_1 + EndTurn_3_2 + EndTurn_3_3 + EndTurn_3_4 + EndTurn_3_5 + EndTurn_4_0 + EndTurn_4_1 + EndTurn_4_2 + EndTurn_4_3 + EndTurn... (shortened)
lola: processed formula length: 928
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 5 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 6 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: 200583 markings, 1253113 edges, 40117 markings/sec, 0 secs
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lola: 40804726 markings, 282394761 edges, 36265 markings/sec, 1205 secs
lola: 40988409 markings, 283624501 edges, 36737 markings/sec, 1210 secs
lola: 41166383 markings, 284845422 edges, 35595 markings/sec, 1215 secs
lola: 41341611 markings, 286082855 edges, 35046 markings/sec, 1220 secs
lola: 41531197 markings, 287317792 edges, 37917 markings/sec, 1225 secs
lola: 41708273 markings, 288529323 edges, 35415 markings/sec, 1230 secs
lola: 41887797 markings, 289740838 edges, 35905 markings/sec, 1235 secs
lola: 42060108 markings, 290951861 edges, 34462 markings/sec, 1240 secs
lola: 42238811 markings, 292189626 edges, 35741 markings/sec, 1245 secs
lola: 42410214 markings, 293414063 edges, 34281 markings/sec, 1250 secs
lola: 42579545 markings, 294610422 edges, 33866 markings/sec, 1255 secs
lola: 42773096 markings, 295842413 edges, 38710 markings/sec, 1260 secs
lola: 42944315 markings, 297059221 edges, 34244 markings/sec, 1265 secs
lola: 43128110 markings, 298267322 edges, 36759 markings/sec, 1270 secs
lola: 43306912 markings, 299496070 edges, 35760 markings/sec, 1275 secs
lola: 43477531 markings, 300693270 edges, 34124 markings/sec, 1280 secs
lola: 43651260 markings, 301906724 edges, 34746 markings/sec, 1285 secs
lola: 43821117 markings, 303096634 edges, 33971 markings/sec, 1290 secs
lola: 43990226 markings, 304286686 edges, 33822 markings/sec, 1295 secs
lola: 44165567 markings, 305504044 edges, 35068 markings/sec, 1300 secs
lola: 44328576 markings, 306657118 edges, 32602 markings/sec, 1305 secs
lola: 44503490 markings, 307881526 edges, 34983 markings/sec, 1310 secs
lola: 44667695 markings, 309035797 edges, 32841 markings/sec, 1315 secs
lola: 44839591 markings, 310229090 edges, 34379 markings/sec, 1320 secs
lola: 45016077 markings, 311410484 edges, 35297 markings/sec, 1325 secs
lola: 45196499 markings, 312645965 edges, 36084 markings/sec, 1330 secs
lola: 45383015 markings, 313852844 edges, 37303 markings/sec, 1335 secs
lola: 45550966 markings, 315047955 edges, 33590 markings/sec, 1340 secs
lola: 45720529 markings, 316236826 edges, 33913 markings/sec, 1345 secs
lola: 45905646 markings, 317437786 edges, 37023 markings/sec, 1350 secs
lola: 46074146 markings, 318618502 edges, 33700 markings/sec, 1355 secs
lola: 46240604 markings, 319784742 edges, 33292 markings/sec, 1360 secs
lola: 46408396 markings, 320956422 edges, 33558 markings/sec, 1365 secs
lola: 46574826 markings, 322117785 edges, 33286 markings/sec, 1370 secs
lola: 46732028 markings, 323221942 edges, 31440 markings/sec, 1375 secs
lola: 46896016 markings, 324370418 edges, 32798 markings/sec, 1380 secs
lola: 47057855 markings, 325507357 edges, 32368 markings/sec, 1385 secs
lola: 47223931 markings, 326667908 edges, 33215 markings/sec, 1390 secs
lola: 47393018 markings, 327848132 edges, 33817 markings/sec, 1395 secs
lola: 47559643 markings, 329010092 edges, 33325 markings/sec, 1400 secs
lola: 47729497 markings, 330214378 edges, 33971 markings/sec, 1405 secs
lola: 47898760 markings, 331397566 edges, 33853 markings/sec, 1410 secs
lola: 48055377 markings, 332492073 edges, 31323 markings/sec, 1415 secs
lola: 48206406 markings, 333551750 edges, 30206 markings/sec, 1420 secs
lola: 48367313 markings, 334645173 edges, 32181 markings/sec, 1425 secs
lola: 48524643 markings, 335779290 edges, 31466 markings/sec, 1430 secs
lola: 48692990 markings, 336957864 edges, 33669 markings/sec, 1435 secs
lola: 48854151 markings, 338074664 edges, 32232 markings/sec, 1440 secs
lola: 49010660 markings, 339178069 edges, 31302 markings/sec, 1445 secs
lola: 49176780 markings, 340342194 edges, 33224 markings/sec, 1450 secs
lola: 49344186 markings, 341515215 edges, 33481 markings/sec, 1455 secs
lola: 49511266 markings, 342676374 edges, 33416 markings/sec, 1460 secs
lola: 49674830 markings, 343827434 edges, 32713 markings/sec, 1465 secs
lola: 49842181 markings, 345005790 edges, 33470 markings/sec, 1470 secs
lola: 49996089 markings, 346082301 edges, 30782 markings/sec, 1475 secs
lola: 50161082 markings, 347231076 edges, 32999 markings/sec, 1480 secs
lola: 50330879 markings, 348375098 edges, 33959 markings/sec, 1485 secs
lola: 50496336 markings, 349517570 edges, 33091 markings/sec, 1490 secs
lola: 50652709 markings, 350668047 edges, 31275 markings/sec, 1495 secs
lola: 50819210 markings, 351799194 edges, 33300 markings/sec, 1500 secs
lola: 50973588 markings, 352893809 edges, 30876 markings/sec, 1505 secs
lola: 51122791 markings, 353955932 edges, 29841 markings/sec, 1510 secs
lola: 51275227 markings, 355026808 edges, 30487 markings/sec, 1515 secs
lola: 51473796 markings, 356212365 edges, 39714 markings/sec, 1520 secs
lola: 51641097 markings, 357449025 edges, 33460 markings/sec, 1525 secs
lola: 51822356 markings, 358657686 edges, 36252 markings/sec, 1530 secs
lola: 51998611 markings, 359853345 edges, 35251 markings/sec, 1535 secs
lola: 52174242 markings, 361088258 edges, 35126 markings/sec, 1540 secs
lola: 52365773 markings, 362303923 edges, 38306 markings/sec, 1545 secs
lola: 52549881 markings, 363481258 edges, 36822 markings/sec, 1550 secs
lola: 52705790 markings, 364591040 edges, 31182 markings/sec, 1555 secs
lola: 52862521 markings, 365735311 edges, 31346 markings/sec, 1560 secs
lola: 53027887 markings, 366947021 edges, 33073 markings/sec, 1565 secs
lola: 53194327 markings, 368102374 edges, 33288 markings/sec, 1570 secs
lola: 53366929 markings, 369318174 edges, 34520 markings/sec, 1575 secs
lola: 53556818 markings, 370526319 edges, 37978 markings/sec, 1580 secs
lola: 53723108 markings, 371728692 edges, 33258 markings/sec, 1585 secs
lola: 53894485 markings, 372929835 edges, 34275 markings/sec, 1590 secs
lola: 54081053 markings, 374104340 edges, 37314 markings/sec, 1595 secs
lola: 54244213 markings, 375283216 edges, 32632 markings/sec, 1600 secs
lola: 54411294 markings, 376452019 edges, 33416 markings/sec, 1605 secs
lola: 54576118 markings, 377602434 edges, 32965 markings/sec, 1610 secs
lola: 54748075 markings, 378775363 edges, 34391 markings/sec, 1615 secs
lola: 54912383 markings, 379960008 edges, 32862 markings/sec, 1620 secs
lola: 55080085 markings, 381098687 edges, 33540 markings/sec, 1625 secs
lola: 55247415 markings, 382308772 edges, 33466 markings/sec, 1630 secs
lola: 55407915 markings, 383416879 edges, 32100 markings/sec, 1635 secs
lola: 55577901 markings, 384588642 edges, 33997 markings/sec, 1640 secs
lola: 55743173 markings, 385744398 edges, 33054 markings/sec, 1645 secs
lola: 55923497 markings, 386853118 edges, 36065 markings/sec, 1650 secs
lola: 56092541 markings, 388072382 edges, 33809 markings/sec, 1655 secs
lola: 56279463 markings, 389259695 edges, 37384 markings/sec, 1660 secs
lola: 56438968 markings, 390402388 edges, 31901 markings/sec, 1665 secs
lola: 56594730 markings, 391552857 edges, 31152 markings/sec, 1670 secs
lola: 56774889 markings, 392677444 edges, 36032 markings/sec, 1675 secs
lola: 56942234 markings, 393828454 edges, 33469 markings/sec, 1680 secs
lola: 57096897 markings, 394962044 edges, 30933 markings/sec, 1685 secs
lola: 57253149 markings, 396083370 edges, 31250 markings/sec, 1690 secs
lola: 57417985 markings, 397220940 edges, 32967 markings/sec, 1695 secs
lola: 57574870 markings, 398338008 edges, 31377 markings/sec, 1700 secs
lola: 57733268 markings, 399397027 edges, 31680 markings/sec, 1705 secs
lola: 57892451 markings, 400531820 edges, 31837 markings/sec, 1710 secs
lola: 58047282 markings, 401637141 edges, 30966 markings/sec, 1715 secs
lola: 58206970 markings, 402745173 edges, 31938 markings/sec, 1720 secs
lola: 58374167 markings, 403933189 edges, 33439 markings/sec, 1725 secs
lola: 58542980 markings, 405094318 edges, 33763 markings/sec, 1730 secs
lola: 58706315 markings, 406238039 edges, 32667 markings/sec, 1735 secs
lola: 58863525 markings, 407364834 edges, 31442 markings/sec, 1740 secs
lola: 59011273 markings, 408385721 edges, 29550 markings/sec, 1745 secs
lola: 59167393 markings, 409463137 edges, 31224 markings/sec, 1750 secs
lola: 59322578 markings, 410577386 edges, 31037 markings/sec, 1755 secs
lola: 59489867 markings, 411718984 edges, 33458 markings/sec, 1760 secs
lola: local time limit reached - aborting
lola: Child process aborted or communication problem between parent and child process
lola: subprocess 15 will run for 1770 seconds at most (--localtimelimit=-1)
lola: ========================================
lola: ...considering subproblem: A (X (G (F (G ((1 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6))))))
lola: ========================================
lola: SUBTASK
lola: checking LTL
lola: transforming LTL-Formula into a Büchi-Automaton
lola: processed formula: A (X (F (G ((1 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6)))))
lola: processed formula: A (X (F (G ((1 <= CS_0 + CS_1 + CS_2 + CS_3 + CS_4 + CS_5 + CS_6)))))
lola: processed formula length: 69
lola: 1 rewrites
lola: formula mentions 0 of 1330 places; total mentions: 0
lola: closed formula file Peterson-COL-6-LTLCardinality.task
lola: the resulting Büchi automaton has 3 states
lola: STORE
lola: using a bit-perfect encoder (--encoder=bit)
lola: using 164 bytes per marking, with 7 unused bits
lola: using a prefix tree store (--store=prefix)
lola: Formula contains X operator; stubborn sets not applicable
lola: SEARCH
lola: RUNNING
lola: SUBRESULT
lola: result: no
lola: produced by: LTL model checker
lola: The net does not satisfy the given formula (language of the product automaton is nonempty).
lola: RESULT
lola:
SUMMARY: no no no no no yes yes no no no no no no no unknown no
lola: ========================================
FORMULA Peterson-COL-6-LTLCardinality-0 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-1 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-2 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-3 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-4 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-5 TRUE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-6 TRUE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-7 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-8 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-9 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-10 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-11 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-12 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-13 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-14 CANNOT_COMPUTE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
FORMULA Peterson-COL-6-LTLCardinality-15 FALSE TECHNIQUES COLLATERAL_PROCESSING EXPLICIT STATE_COMPRESSION STUBBORN_SETS TOPOLOGICAL USE_NUPN
----- Kill lola and sara stdout -----
----- Finished stdout -----

BK_STOP 1494512352849

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

----- Start make prepare stderr -----
----- Start make result stderr -----
----- Start make result stderr -----
----- Kill lola and sara stderr -----
----- Finished stderr -----

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="Peterson-PT-6"
export BK_EXAMINATION="LTLCardinality"
export BK_TOOL="lola"
export BK_RESULT_DIR="/tmp/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/Peterson-PT-6.tgz
mv Peterson-PT-6 execution

# this is for BenchKit: explicit launching of the test

cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-3254"
echo " Executing tool lola"
echo " Input is Peterson-PT-6, examination is LTLCardinality"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r048-smll-149440869500077"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "LTLCardinality" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "LTLCardinality" != "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 "LTLCardinality.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property LTLCardinality.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "LTLCardinality.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 '' LTLCardinality.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 ;