About the Execution of Marcie for TokenRing-PT-015
Execution Chart
We display below the execution chart for this examination (boot time has been removed).
Trace from the execution
Waiting for the VM to be ready (probing ssh)
...............
=====================================================================
Generated by BenchKit 2-2979
Executing tool marcie
Input is TokenRing-PT-015, examination is UpperBounds
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r137kn-smll-146384399400110
=====================================================================
--------------------
content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of positive values
NUM_VECTOR
here is the order used to build the result vector(from text file)
FORMULA_NAME TokenRing-COL-015-UpperBounds-0
FORMULA_NAME TokenRing-COL-015-UpperBounds-1
FORMULA_NAME TokenRing-COL-015-UpperBounds-10
FORMULA_NAME TokenRing-COL-015-UpperBounds-11
FORMULA_NAME TokenRing-COL-015-UpperBounds-12
FORMULA_NAME TokenRing-COL-015-UpperBounds-13
FORMULA_NAME TokenRing-COL-015-UpperBounds-14
FORMULA_NAME TokenRing-COL-015-UpperBounds-15
FORMULA_NAME TokenRing-COL-015-UpperBounds-2
FORMULA_NAME TokenRing-COL-015-UpperBounds-3
FORMULA_NAME TokenRing-COL-015-UpperBounds-4
FORMULA_NAME TokenRing-COL-015-UpperBounds-5
FORMULA_NAME TokenRing-COL-015-UpperBounds-6
FORMULA_NAME TokenRing-COL-015-UpperBounds-7
FORMULA_NAME TokenRing-COL-015-UpperBounds-8
FORMULA_NAME TokenRing-COL-015-UpperBounds-9
=== Now, execution of the tool begins
BK_START 1463903007460
Marcie rev. 8535M (built: crohr on 2016-04-27)
A model checker for Generalized Stochastic Petri nets
authors: Alex Tovchigrechko (IDD package and CTL model checking)
Martin Schwarick (Symbolic numerical analysis and CSL model checking)
Christian Rohr (Simulative and approximative numerical model checking)
marcie@informatik.tu-cottbus.de
called as: marcie --net-file=model.pnml --mcc-file=UpperBounds.xml --mcc-mode --memory=6 --suppress
parse successfull
net created successfully
Net: TokenRing_PT_015
(NrP: 256 NrTr: 3616 NrArc: 14464)
net check time: 0m 0.001sec
parse formulas
formulas created successfully
place and transition orderings generation:0m 0.008sec
init dd package: 0m 3.670sec
RS generation: 0m54.122sec
-> reachability set: #nodes 18986 (1.9e+04) #states 35,357,924 (7)
starting MCC model checker
--------------------------
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-0 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-1 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-2 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-3 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-4 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-5 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-6 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-7 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-8 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-9 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-10 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-11 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-12 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-13 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-14 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
checking: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
normalized: place_bound(State_9_0,State_13_10,State_4_12,State_14_2,State_7_14,State_11_12,State_15_10,State_6_11,State_2_13,State_0_14,State_8_8,State_3_1,State_0_8,State_15_6,State_12_1,State_12_5,State_13_11,State_5_2,State_0_4,State_11_6,State_15_7,State_14_15,State_8_10,State_1_1,State_12_15,State_4_3,State_6_5,State_10_9,State_8_4,State_14_14,State_13_5,State_3_0,State_2_7,State_8_7,State_9_7,State_8_1,State_1_10,State_1_4,State_1_9,State_5_15,State_4_6,State_0_5,State_13_2,State_0_11,State_6_14,State_2_10,State_12_12,State_10_0,State_6_2,State_8_13,State_15_1,State_10_13,State_11_3,State_14_11,State_0_1,State_2_4,State_14_1,State_4_15,State_5_8,State_12_8,State_14_5,State_10_7,State_3_9,State_2_0,State_9_1,State_12_6,State_14_7,State_15_0,State_1_5,State_5_5,State_3_15,State_9_13,State_10_10,State_7_2,State_5_3,State_7_4,State_12_2,State_1_7,State_1_11,State_6_1,State_7_13,State_10_3,State_8_5,State_12_11,State_13_7,State_11_8,State_14_13,State_3_4,State_11_2,State_15_5,State_4_0,State_14_4,State_7_10,State_1_14,State_6_12,State_0_10,State_3_6,State_10_15,State_4_9,State_6_4,State_2_6,State_9_10,State_11_7,State_8_14,State_2_3,State_3_12,State_9_6,State_15_13,State_14_8,State_4_7,State_2_11,State_6_8,State_2_15,State_5_12,State_7_5,State_0_6,State_7_1,State_15_9,State_3_7,State_5_0,State_13_12,State_1_2,State_10_2,State_11_15,State_11_11,State_12_7,State_6_9,State_12_3,State_3_3,State_1_6,State_10_6,State_9_14,State_15_4,State_5_4,State_3_8,State_0_2,State_5_9,State_14_0,State_13_8,State_5_10,State_10_14,State_1_12,State_0_3,State_6_13,State_3_5,State_4_8,State_14_12,State_7_3,State_9_2,State_12_10,State_3_11,State_2_2,State_8_12,State_3_14,State_10_11,State_14_9,State_6_0,State_13_0,State_7_9,State_11_4,State_11_1,State_1_15,State_2_8,State_8_15,State_1_3,State_13_3,State_7_0,State_9_8,State_9_11,State_4_1,State_9_5,State_8_2,State_13_13,State_0_9,State_4_4,State_5_13,State_0_15,State_10_1,State_2_14,State_2_5,State_4_13,State_6_10,State_13_9,State_13_4,State_11_14,State_12_0,State_15_12,State_3_2,State_6_3,State_13_15,State_2_12,State_7_12,State_5_7,State_8_6,State_6_7,State_9_15,State_15_11,State_7_6,State_8_11,State_4_11,State_0_13,State_12_4,State_11_13,State_5_1,State_11_10,State_1_8,State_10_5,State_3_10,State_14_3,State_5_11,State_15_14,State_12_14,State_2_1,State_8_9,State_6_15,State_5_14,State_13_6,State_6_6,State_12_9,State_10_8,State_11_0,State_9_3,State_10_4,State_14_10,State_13_1,State_4_2,State_1_13,State_15_3,State_8_0,State_1_0,State_11_5,State_4_14,State_10_12,State_3_13,State_0_0,State_7_7,State_15_8,State_9_12,State_7_15,State_9_4,State_4_10,State_11_9,State_15_15,State_9_9,State_7_11,State_8_3,State_15_2,State_0_12,State_14_6,State_2_9,State_7_8,State_5_6,State_12_13,State_4_5,State_13_14,State_0_7)
-> the formula is 16
FORMULA TokenRing-COL-015-UpperBounds-15 16 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT
MC time: 0m 0.000sec
Total processing time: 1m17.133sec
BK_STOP 1463903084645
--------------------
content from stderr:
check for maximal unmarked siphon
ok
check if there are places and transitions
ok
check if there are transitions without pre-places
ok
check if at least one transition is enabled in m0
ok
check if there are transitions that can never fire
ok
initing FirstDep: 0m 0.067sec
307 342 356 408 421 421 456 502 502 502 502 599 599 599 599 599 599 606 718 718 718 718 718 718 718 718 718 718 719 736 769 818 818 1598 1583 1584 1585 1602 1609 1609 1586 1586 1570 1555 1556 1557 1582 1568 1565 1524 1509 1536 1517 1518 1460 1470 1454 1378 1386 1369 1262 831 831 911 911 1724 1793 1810 1827 1850 1850 1850 1850 1884 1901 1924 1926 1901 1935 1958 1958 1959 1958 1924 1850 1759 1823 2683 2753 2770 2793 2793 2793 2828 2850 2851 2844 2868 2827 2793 2719 2719 2783 2783 3706 3745 3768 3768 3809 3809 3808 3768 3711 3711 3775 3775 3775 4649 4695 4695 4718 4655 4655 4655 5371 5298 5282 5202 4719 4719 4719 4783 4783 4783 4783 5464 5494 5471 5471 5471 5992 5880 5535 5535 5535 6137 6121 5727 5727 5764 5791 5791 5791 5791 5791 6391 6399 6399 6399 6993 6655 6655 6655 6719 6719 6719 6741 6783 6783 6783 6783 6783 6783 6783 7295 7295 7295 7679 7679 7679 7702 7743 7743 7743 7743 7743 7743 7743 7743 7743 7808 7808 7808 8621 8623 8624 8625 8625 8632 8616 8609 8609 8593 8597 8599 8607 8604 8590 8588 8531 8551 8558 8543 8541 8467 8492 8476 8401 8392 8301 8285 7808 7808 7808 8579 8597 8598 8605 8589 8589 8589 8559 8560 8567 8552 8550 8497 8487 8488 8399 8407 8333 8211 7909 7909 7873 8616 8634 8641 8625 8625 8561 8586 8571 8530 8489 8433 8385 8011 8011 7997 7938 8702 8639 8646 8646 8590 8573 8470 8414 8114 8114 8102 8084 8003 8606 8613 8597 8478 8179 8179 8831 8796 8780 8684 8645 8218 8218 8208 8190 8172 8068 8483 8467 8169 8169 8646 8573 8206 8206 8206 8816 8727 8323 8323 8323 8315 8297 8279 8261 8133 8234 8234 8234 8724 8388 8388 8388 8927 8429 8429 8429 8423 8405 8387 8369 8351 8198 8299 8299 8299 8536 8536 8536 8532 8532 8514 8496 8478 8460 8263 8263 8728 8728 8728 8856 8856 8856 8920 8920 8920 9176 9176 9176 9176 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9241 9808 9898 9917 9953 10006 10006 10076 10076 10163 10163 10243 10267 10267 10394 10394 10394 10783 10783 10783 10783 11179 11179 11179 11372 11372 11372 11403 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11437 11533 11533 11662 11662 11662 11758 11758 11758 11758 11823 11918 11918 12054 12054 12054 12166 12166 12166 12237 12237 12326 12326 12462 12462 12462 12590 12590 12590 12655 12750 12750 12880 12880 12880 13024 13024 13024 13089 13184 13184 13314 13314 13314 13474 13474 13474 13539 13539 13634 13764 13764 13764 13940 13940 13940 14005 14005 14100 14230 14230 14230 14422 14422 14422 14487 14582 14582 14712 14712 14712 14920 14920 14920 14985 15080 15080 15210 15210 15210 15434 15434 15434 15499 15607 15607 15672 15739 15739 15739 15739 15963 15963 15963 16008 16040 16135 16135 16280 16280 16280 16504 16504 16504 16504 16569 16663 16663 16809 16809 16809 17033 17033 17033 17082 17098 17192 17192 17338 17338 17338 17562 17562 17562 17627 17627 17721 17851 17867 17867 17867 18091 18091 18091 18156 18250 18250 18396 18396 18396 18620 18620 18620 18685 18685 18764 18764 18893 18902 18902 18902 18965 18965 18965 18986 18986
iterations count:568297 (157), effective:1308 (0)
initing FirstDep: 0m 0.069sec
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="TokenRing-PT-015"
export BK_EXAMINATION="UpperBounds"
export BK_TOOL="marcie"
export BK_RESULT_DIR="/root/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="3600"
export BK_MEMORY_CONFINEMENT="16384"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
tar xzf /home/mcc/BenchKit/INPUTS/TokenRing-PT-015.tgz
mv TokenRing-PT-015 execution
# this is for BenchKit: explicit launching of the test
cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-2979"
echo " Executing tool marcie"
echo " Input is TokenRing-PT-015, examination is UpperBounds"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 1"
echo " Run identifier is r137kn-smll-146384399400110"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "UpperBounds" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "UpperBounds" != "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 "UpperBounds.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property UpperBounds.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "UpperBounds.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 '
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 ;