fond
Model Checking Contest @ Petri Nets 2015
Bruxelles, Belgium, June 23, 2015
Execution of r190su-smll-143330904700322
Last Updated
August 19, 2015

About the Execution of Marcie for BridgeAndVehicles-PT-V20P10N50

Execution Summary
Max Memory
Used (MB)
Time wait (ms) CPU Usage (ms) I/O Wait (ms) Computed Result Execution
Status
4865.390 1446498.00 1445979.00 210.30 2 10 2 2 20 20 21 20 2 10 20 21 20 21 22 22 normal

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 2-2270
Executing tool marcie
Input is BridgeAndVehicles-PT-V20P10N50, examination is ReachabilityComputeBounds
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 1
Run identifier is r190su-smll-143330904700322
=====================================================================


--------------------
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 BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-0
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-1
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-10
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-11
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-12
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-13
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-14
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-15
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-2
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-3
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-4
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-5
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-6
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-7
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-8
FORMULA_NAME BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-9

=== Now, execution of the tool begins

BK_START 1433573290378

Model: BridgeAndVehicles-PT-V20P10N50
reachability algorithm:
Saturation-based algorithm
variable ordering algorithm:
Calculated like in [Noa99]
--memory=6 --suppress --rs-algorithm=3 --place-order=5

Marcie rev. 1429:1432M (built: crohr on 2014-10-22)
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=ReachabilityComputeBounds.xml --memory=6 --suppress --rs-algorithm=3 --place-order=5

parse successfull
net created successfully

(NrP: 108 NrTr: 2228 NrArc: 17190)

net check time: 0m0sec

parse formulas successfull
formulas created successfully
place and transition orderings generation:0m0sec

init dd package: 0m3sec


RS generation: 23m2sec


-> reachability set: #nodes 2043634 (2.0e+06) #states 9,080,862 (6)



starting MCC model checker
--------------------------

checking: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))
normalized: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))

-> the formula is 2

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-0 2 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(SUR_PONT_B)
normalized: maxVal(SUR_PONT_B)

-> the formula is 10

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-1 10 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))
normalized: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))

-> the formula is 2

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-2 2 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(SUR_PONT_A)
normalized: maxVal(SUR_PONT_A)

-> the formula is 10

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-3 10 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(SORTI_A)
normalized: maxVal(SORTI_A)

-> the formula is 20

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-4 20 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(NB_ATTENTE_B_20), maxVal(NB_ATTENTE_B_19), maxVal(NB_ATTENTE_B_18), maxVal(NB_ATTENTE_B_17), maxVal(NB_ATTENTE_B_16), maxVal(NB_ATTENTE_B_15), maxVal(NB_ATTENTE_B_14), maxVal(NB_ATTENTE_B_13), maxVal(NB_ATTENTE_B_12), maxVal(NB_ATTENTE_B_11), maxVal(NB_ATTENTE_B_10), maxVal(NB_ATTENTE_B_9), maxVal(NB_ATTENTE_B_8), maxVal(NB_ATTENTE_B_7), maxVal(NB_ATTENTE_B_6), maxVal(NB_ATTENTE_B_5), maxVal(NB_ATTENTE_B_4), maxVal(NB_ATTENTE_B_3), maxVal(NB_ATTENTE_B_2), maxVal(NB_ATTENTE_B_1), maxVal(NB_ATTENTE_B_0))
normalized: sum(maxVal(NB_ATTENTE_B_20), maxVal(NB_ATTENTE_B_19), maxVal(NB_ATTENTE_B_18), maxVal(NB_ATTENTE_B_17), maxVal(NB_ATTENTE_B_16), maxVal(NB_ATTENTE_B_15), maxVal(NB_ATTENTE_B_14), maxVal(NB_ATTENTE_B_13), maxVal(NB_ATTENTE_B_12), maxVal(NB_ATTENTE_B_11), maxVal(NB_ATTENTE_B_10), maxVal(NB_ATTENTE_B_9), maxVal(NB_ATTENTE_B_8), maxVal(NB_ATTENTE_B_7), maxVal(NB_ATTENTE_B_6), maxVal(NB_ATTENTE_B_5), maxVal(NB_ATTENTE_B_4), maxVal(NB_ATTENTE_B_3), maxVal(NB_ATTENTE_B_2), maxVal(NB_ATTENTE_B_1), maxVal(NB_ATTENTE_B_0))

-> the formula is 21

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-5 21 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(ROUTE_B)
normalized: maxVal(ROUTE_B)

-> the formula is 20

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-6 20 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(NB_ATTENTE_B_20), maxVal(NB_ATTENTE_B_19), maxVal(NB_ATTENTE_B_18), maxVal(NB_ATTENTE_B_17), maxVal(NB_ATTENTE_B_16), maxVal(NB_ATTENTE_B_15), maxVal(NB_ATTENTE_B_14), maxVal(NB_ATTENTE_B_13), maxVal(NB_ATTENTE_B_12), maxVal(NB_ATTENTE_B_11), maxVal(NB_ATTENTE_B_10), maxVal(NB_ATTENTE_B_9), maxVal(NB_ATTENTE_B_8), maxVal(NB_ATTENTE_B_7), maxVal(NB_ATTENTE_B_6), maxVal(NB_ATTENTE_B_5), maxVal(NB_ATTENTE_B_4), maxVal(NB_ATTENTE_B_3), maxVal(NB_ATTENTE_B_2), maxVal(NB_ATTENTE_B_1), maxVal(NB_ATTENTE_B_0))
normalized: sum(maxVal(NB_ATTENTE_B_20), maxVal(NB_ATTENTE_B_19), maxVal(NB_ATTENTE_B_18), maxVal(NB_ATTENTE_B_17), maxVal(NB_ATTENTE_B_16), maxVal(NB_ATTENTE_B_15), maxVal(NB_ATTENTE_B_14), maxVal(NB_ATTENTE_B_13), maxVal(NB_ATTENTE_B_12), maxVal(NB_ATTENTE_B_11), maxVal(NB_ATTENTE_B_10), maxVal(NB_ATTENTE_B_9), maxVal(NB_ATTENTE_B_8), maxVal(NB_ATTENTE_B_7), maxVal(NB_ATTENTE_B_6), maxVal(NB_ATTENTE_B_5), maxVal(NB_ATTENTE_B_4), maxVal(NB_ATTENTE_B_3), maxVal(NB_ATTENTE_B_2), maxVal(NB_ATTENTE_B_1), maxVal(NB_ATTENTE_B_0))

-> the formula is 21

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-7 21 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(COMPTEUR_50), maxVal(COMPTEUR_49), maxVal(COMPTEUR_48), maxVal(COMPTEUR_47), maxVal(COMPTEUR_46), maxVal(COMPTEUR_45), maxVal(COMPTEUR_44), maxVal(COMPTEUR_43), maxVal(COMPTEUR_42), maxVal(COMPTEUR_41), maxVal(COMPTEUR_40), maxVal(COMPTEUR_39), maxVal(COMPTEUR_38), maxVal(COMPTEUR_37), maxVal(COMPTEUR_36), maxVal(COMPTEUR_35), maxVal(COMPTEUR_34), maxVal(COMPTEUR_33), maxVal(COMPTEUR_32), maxVal(COMPTEUR_31), maxVal(COMPTEUR_30), maxVal(COMPTEUR_29), maxVal(COMPTEUR_28), maxVal(COMPTEUR_27), maxVal(COMPTEUR_26), maxVal(COMPTEUR_25), maxVal(COMPTEUR_24), maxVal(COMPTEUR_23), maxVal(COMPTEUR_22), maxVal(COMPTEUR_21), maxVal(COMPTEUR_20), maxVal(COMPTEUR_19), maxVal(COMPTEUR_18), maxVal(COMPTEUR_17), maxVal(COMPTEUR_16), maxVal(COMPTEUR_15), maxVal(COMPTEUR_14), maxVal(COMPTEUR_13), maxVal(COMPTEUR_12), maxVal(COMPTEUR_11), maxVal(COMPTEUR_10), maxVal(COMPTEUR_9), maxVal(COMPTEUR_8), maxVal(COMPTEUR_7), maxVal(COMPTEUR_6), maxVal(COMPTEUR_5), maxVal(COMPTEUR_4), maxVal(COMPTEUR_3), maxVal(COMPTEUR_2), maxVal(COMPTEUR_1), maxVal(COMPTEUR_0))
normalized: sum(maxVal(COMPTEUR_50), maxVal(COMPTEUR_49), maxVal(COMPTEUR_48), maxVal(COMPTEUR_47), maxVal(COMPTEUR_46), maxVal(COMPTEUR_45), maxVal(COMPTEUR_44), maxVal(COMPTEUR_43), maxVal(COMPTEUR_42), maxVal(COMPTEUR_41), maxVal(COMPTEUR_40), maxVal(COMPTEUR_39), maxVal(COMPTEUR_38), maxVal(COMPTEUR_37), maxVal(COMPTEUR_36), maxVal(COMPTEUR_35), maxVal(COMPTEUR_34), maxVal(COMPTEUR_33), maxVal(COMPTEUR_32), maxVal(COMPTEUR_31), maxVal(COMPTEUR_30), maxVal(COMPTEUR_29), maxVal(COMPTEUR_28), maxVal(COMPTEUR_27), maxVal(COMPTEUR_26), maxVal(COMPTEUR_25), maxVal(COMPTEUR_24), maxVal(COMPTEUR_23), maxVal(COMPTEUR_22), maxVal(COMPTEUR_21), maxVal(COMPTEUR_20), maxVal(COMPTEUR_19), maxVal(COMPTEUR_18), maxVal(COMPTEUR_17), maxVal(COMPTEUR_16), maxVal(COMPTEUR_15), maxVal(COMPTEUR_14), maxVal(COMPTEUR_13), maxVal(COMPTEUR_12), maxVal(COMPTEUR_11), maxVal(COMPTEUR_10), maxVal(COMPTEUR_9), maxVal(COMPTEUR_8), maxVal(COMPTEUR_7), maxVal(COMPTEUR_6), maxVal(COMPTEUR_5), maxVal(COMPTEUR_4), maxVal(COMPTEUR_3), maxVal(COMPTEUR_2), maxVal(COMPTEUR_1), maxVal(COMPTEUR_0))

-> the formula is 22

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-8 22 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(COMPTEUR_50), maxVal(COMPTEUR_49), maxVal(COMPTEUR_48), maxVal(COMPTEUR_47), maxVal(COMPTEUR_46), maxVal(COMPTEUR_45), maxVal(COMPTEUR_44), maxVal(COMPTEUR_43), maxVal(COMPTEUR_42), maxVal(COMPTEUR_41), maxVal(COMPTEUR_40), maxVal(COMPTEUR_39), maxVal(COMPTEUR_38), maxVal(COMPTEUR_37), maxVal(COMPTEUR_36), maxVal(COMPTEUR_35), maxVal(COMPTEUR_34), maxVal(COMPTEUR_33), maxVal(COMPTEUR_32), maxVal(COMPTEUR_31), maxVal(COMPTEUR_30), maxVal(COMPTEUR_29), maxVal(COMPTEUR_28), maxVal(COMPTEUR_27), maxVal(COMPTEUR_26), maxVal(COMPTEUR_25), maxVal(COMPTEUR_24), maxVal(COMPTEUR_23), maxVal(COMPTEUR_22), maxVal(COMPTEUR_21), maxVal(COMPTEUR_20), maxVal(COMPTEUR_19), maxVal(COMPTEUR_18), maxVal(COMPTEUR_17), maxVal(COMPTEUR_16), maxVal(COMPTEUR_15), maxVal(COMPTEUR_14), maxVal(COMPTEUR_13), maxVal(COMPTEUR_12), maxVal(COMPTEUR_11), maxVal(COMPTEUR_10), maxVal(COMPTEUR_9), maxVal(COMPTEUR_8), maxVal(COMPTEUR_7), maxVal(COMPTEUR_6), maxVal(COMPTEUR_5), maxVal(COMPTEUR_4), maxVal(COMPTEUR_3), maxVal(COMPTEUR_2), maxVal(COMPTEUR_1), maxVal(COMPTEUR_0))
normalized: sum(maxVal(COMPTEUR_50), maxVal(COMPTEUR_49), maxVal(COMPTEUR_48), maxVal(COMPTEUR_47), maxVal(COMPTEUR_46), maxVal(COMPTEUR_45), maxVal(COMPTEUR_44), maxVal(COMPTEUR_43), maxVal(COMPTEUR_42), maxVal(COMPTEUR_41), maxVal(COMPTEUR_40), maxVal(COMPTEUR_39), maxVal(COMPTEUR_38), maxVal(COMPTEUR_37), maxVal(COMPTEUR_36), maxVal(COMPTEUR_35), maxVal(COMPTEUR_34), maxVal(COMPTEUR_33), maxVal(COMPTEUR_32), maxVal(COMPTEUR_31), maxVal(COMPTEUR_30), maxVal(COMPTEUR_29), maxVal(COMPTEUR_28), maxVal(COMPTEUR_27), maxVal(COMPTEUR_26), maxVal(COMPTEUR_25), maxVal(COMPTEUR_24), maxVal(COMPTEUR_23), maxVal(COMPTEUR_22), maxVal(COMPTEUR_21), maxVal(COMPTEUR_20), maxVal(COMPTEUR_19), maxVal(COMPTEUR_18), maxVal(COMPTEUR_17), maxVal(COMPTEUR_16), maxVal(COMPTEUR_15), maxVal(COMPTEUR_14), maxVal(COMPTEUR_13), maxVal(COMPTEUR_12), maxVal(COMPTEUR_11), maxVal(COMPTEUR_10), maxVal(COMPTEUR_9), maxVal(COMPTEUR_8), maxVal(COMPTEUR_7), maxVal(COMPTEUR_6), maxVal(COMPTEUR_5), maxVal(COMPTEUR_4), maxVal(COMPTEUR_3), maxVal(COMPTEUR_2), maxVal(COMPTEUR_1), maxVal(COMPTEUR_0))

-> the formula is 22

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-9 22 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))
normalized: sum(maxVal(CONTROLEUR_2), maxVal(CONTROLEUR_1))

-> the formula is 2

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-10 2 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(VIDANGE_2), maxVal(VIDANGE_1))
normalized: sum(maxVal(VIDANGE_2), maxVal(VIDANGE_1))

-> the formula is 2

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-11 2 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(ATTENTE_A)
normalized: maxVal(ATTENTE_A)

-> the formula is 20

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-12 20 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(ATTENTE_A)
normalized: maxVal(ATTENTE_A)

-> the formula is 20

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-13 20 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: sum(maxVal(NB_ATTENTE_A_20), maxVal(NB_ATTENTE_A_19), maxVal(NB_ATTENTE_A_18), maxVal(NB_ATTENTE_A_17), maxVal(NB_ATTENTE_A_16), maxVal(NB_ATTENTE_A_15), maxVal(NB_ATTENTE_A_14), maxVal(NB_ATTENTE_A_13), maxVal(NB_ATTENTE_A_12), maxVal(NB_ATTENTE_A_11), maxVal(NB_ATTENTE_A_10), maxVal(NB_ATTENTE_A_9), maxVal(NB_ATTENTE_A_8), maxVal(NB_ATTENTE_A_7), maxVal(NB_ATTENTE_A_6), maxVal(NB_ATTENTE_A_5), maxVal(NB_ATTENTE_A_4), maxVal(NB_ATTENTE_A_3), maxVal(NB_ATTENTE_A_2), maxVal(NB_ATTENTE_A_1), maxVal(NB_ATTENTE_A_0))
normalized: sum(maxVal(NB_ATTENTE_A_20), maxVal(NB_ATTENTE_A_19), maxVal(NB_ATTENTE_A_18), maxVal(NB_ATTENTE_A_17), maxVal(NB_ATTENTE_A_16), maxVal(NB_ATTENTE_A_15), maxVal(NB_ATTENTE_A_14), maxVal(NB_ATTENTE_A_13), maxVal(NB_ATTENTE_A_12), maxVal(NB_ATTENTE_A_11), maxVal(NB_ATTENTE_A_10), maxVal(NB_ATTENTE_A_9), maxVal(NB_ATTENTE_A_8), maxVal(NB_ATTENTE_A_7), maxVal(NB_ATTENTE_A_6), maxVal(NB_ATTENTE_A_5), maxVal(NB_ATTENTE_A_4), maxVal(NB_ATTENTE_A_3), maxVal(NB_ATTENTE_A_2), maxVal(NB_ATTENTE_A_1), maxVal(NB_ATTENTE_A_0))

-> the formula is 21

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-14 21 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec

checking: maxVal(ROUTE_B)
normalized: maxVal(ROUTE_B)

-> the formula is 20

FORMULA BridgeAndVehicles-COL-V20P10N50-ReachabilityComputeBounds-15 20 TECHNIQUES SEQUENTIAL_PROCESSING DECISION_DIAGRAMS UNFOLDING_TO_PT

MC time: 0m0sec


Total processing time: 24m6sec


BK_STOP 1433574736876

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

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: 0m0sec

140 259 281 304 322 341 363 363 386 412 439 469 500 534 534 569 607 646 712 779 815 849 920 993 1067 1067 1141 1216 1291 1291 1367 1443 1520 1558 1597 1675 1753 1753 1832 1911 1991 2029 2071 2152 2233 2233 2315 2397 2480 2480 2563 41912 42354 42649 42854 43054 43234 43394 43550 43634 43794 43874 44385 47216 47216 49686 53124 56238 60199 63871 66621 68271 72415 77170 81700 86726 91556 96368 96769 101813 107129 112422 117757 123068 128338 133584 133584 138327 143047 147263 151458 155147 158818 161980 165128 166182 167763 170389 172497 174602 176183 177768 178822 179888 180415 180415 180965 313805 330704 331104 331442 331864 332370 332960 333634 333634 334392 335282 336256 337314 338374 339436 340500 341566 341566 342634 343704 344776 345850 346926 348004 348078 348097 348097 348135 348153 348171 348188 348205 348221 348221 348237 348252 348267 348281 348295 348308 348321 348321 348333 348345 348356 348389 348367 348377 348387 348396 348420 348396 348396 348396 348396 348396 348396 348396 348420 348396 348396 348396 348396 348420 348396 348396 348420 348396 348396 348396 348396 348396 348396 348396 348420 348396 361549 360422 359709 359155 359155 358376 358376 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 358718 356339 356339 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356419 356377 356394 356429 356429 356444 356458 356471 356483 356494 356504 356504 356513 356521 356528 356534 356539 356543 356543 356546 356548 356549 356549 356549 356548 356546 356543 356555 356531 356519 356507 356495 356507 356483 356471 356459 356459 356447 356435 356423 356435 356411 356399 356387 356387 356375 356363 356351 356363 356339 355961 357116 357797 358211 358193 358193 358193 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 358516 362580 362580 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362657 362617 362635 362671 362688 362705 362721 362737 362737 362752 362767 362781 362795 362808 362821 362821 362833 362845 362856 362867 362877 362877 362887 362896 362905 362913 362913 362913 362913 362913 362913 362913 362913 362913 362925 362913 362913 362913 362913 362913 362913 362913 362925 362913 362913 362913 362913 367894 367894 367894 367894 367418 367418 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 367706 368739 368739 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368812 368774 368774 368791 368825 368841 368857 368872 368887 368887 368901 368915 368928 368941 368953 368965 368965 368976 368987 368997 369007 369016 369036 369025 369033 369041 369048 369048 369048 369048 369048 369048 369048 369048 369048 369060 369048 369048 369048 369048 369048 369048 369048 369060 369048 373384 373384 373384 373384 372968 372968 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 373223 374147 374147 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374216 374180 374196 374228 374228 374243 374258 374272 374286 374299 374312 374324 374324 374336 374347 374358 374368 374378 374387 374387 374396 374404 374412 374419 374419 374426 374432 374432 374432 374432 374432 374432 374444 374432 374432 374432 374432 374432 374432 374432 374444 374432 378167 378167 378167 378167 377807 377807 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378031 378852 378852 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378917 378883 378898 378898 378928 378942 378956 378969 378982 378994 378994 379006 379017 379028 379038 379048 379057 379066 379066 379074 379082 379089 379107 379096 379102 379108 379113 379125 379113 379113 379113 379113 379113 379113 379113 379113 379113 379113 379113 382074 382291 382291 382291 381983 381983 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382178 382902 382902 382902 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382963 382931 382945 382945 382973 382986 382999 383011 383023 383034 383045 383045 383055 383065 383074 383083 383091 383099 383099 383106 383113 383119 383125 383125 383130 383135 383139 383151 383139 383139 383139 383139 383151 383139 383139 383139 383139 385804 385804 385804 385544 385544 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 385712 386345 386345 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386402 386372 386385 386411 386423 386423 386435 386446 386457 386467 386477 386486 386486 386495 386503 386511 386518 386525 386531 386547 386537 386542 386547 386551 386567 386555 386558 386558 386558 386558 386558 386558 386570 386558 388754 388754 388754 388538 388538 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 388681 389229 389229 389282 389282 389282 389282 389282 389282 389282 389282 389282 389282 389282 389282 389282 389254 389254 389266 389290 389301 389312 389322 389332 389332 389341 389350 389358 389366 389373 389380 389380 389386 389392 389397 389402 389406 389406 389410 389413 389416 389418 389418 389418 389418 389418 389418 391189 391189 391189 391013 391013 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391133 391602 391602 391602 391651 391651 391651 391651 391651 391651 391651 391651 391651 391651 391651 391651 391625 391636 391658 391668 391668 391678 391687 391696 391704 391712 391719 391726 391726 391732 391738 391743 391748 391752 391766 391756 391759 391762 391764 391778 391766 391767 391767 392811 393157 393157 393157 393017 393017 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393116 393512 393512 393557 393557 393557 393557 393557 393557 393557 393557 393557 393557 393557 393533 393543 393543 393563 393572 393581 393589 393597 393604 393617 393611 393617 393623 393628 393633 393637 393641 393641 393644 393647 393649 393651 393651 393652 393653 394706 394706 394706 394598 394598 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 394678 395007 395007 395048 395048 395048 395048 395048 395048 395048 395048 395048 395048 395026 395026 395035 395053 395061 395069 395076 395083 395083 395089 395095 395100 395105 395109 395113 395113 395116 395119 395121 395123 395124 395124 395125 395893 395893 395893 395813 395813 395876 395876 395876 395876 395876 395876 395876 395876 395876 395876 395876 395876 395876 395876 396136 396136 396136 396173 396173 396173 396173 396173 396173 396173 396173 396153 396153 396161 396177 396184 396191 396197 396203 396203 396208 396213 396217 396221 396224 396227 396227 396229 396231 396232 396233 396772 396772 396772 396709 396709 396757 396757 396757 396757 396757 396757 396757 396757 396757 396757 396757 396757 396956 396956 396989 396989 396989 396989 396989 396989 396989 396989 396971 396978 396978 396992 396998 397004 397009 397014 397018 397018 397022 397025 397028 397030 397032 397033 397034 397034 397394 397394 397346 397346 397381 397381 397381 397381 397381 397381 397381 397381 397381 397381 397527 397527 397556 397556 397556 397556 397556 397556 397556 397540 397546 397558 397563 397563 397568 397572 397576 397579 397582 397584 397586 397586 397587 397588 397813 397813 397778 397778 397802 397802 397802 397802 397802 397802 397802 397802 397903 397903 397928 397928 397928 397928 397928 397928 397914 397919 397929 397933 397937 397940 397940 397943 397945 397947 397948 397949 398077 398077 398053 398053 398068 398068 398068 398068 398068 398068 398132 398132 398153 398153 398153 398153 398153 398141 398145 398153 398156 398159 398161 398163 398163 398164 398165 398228 398213 398213 398213 398221 398221 398221 398256 398256 398273 398273 398273 398273 398263 398266 398272 398274 398276 398277 398277 398278 398302 398294 398294 398297 398311 398311 398311 398324 398324 398316 398318 398322 398322 398323 398324 398329 398326 398327 398327 398336 398336 398330 398331 398333 398395 398395 398395 398377 398358 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398355 398487 398355 398355 398355 398355 398463 398355 398355 398355 398355 398355 398355 398355 398427 398355 398355 398355 398355 398355 398355 398355 398391 398355 398355 398379 398355 396112 396053 396013 395988 395798 395798 395798 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395934 395762 395762 395760 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395777 395794 395813 395794 395777 395759 395756 395753 395749 395749 395749 395749 395749 395749 395749 395749 395749 395749 395749 395749 395749 395749 395881 395749 395749 395749 395749 395869 395749 395749 395749 395749 395749 395749 395749 395833 395749 395749 395749 395749 395749 395749 395749 395797 395749 395749 395749 395749 395749 395749 393330 393162 393123 393102 392934 392934 392934 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 393054 392923 392923 392923 392923 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392938 392953 392953 392953 392938 392922 392919 392916 392912 392908 392908 392903 392903 392903 392903 392903 392903 392903 392903 392903 392903 392903 393024 392903 392903 392903 392903 393011 392903 392903 392903 392903 392903 392903 392903 392975 392903 392903 392903 392903 392903 392903 392903 392939 392903 392903 392903 392903 390677 390634 390615 390482 390482 390482 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390573 390455 390455 390455 390468 390468 390468 390468 390468 390468 390468 390468 390468 390468 390468 390468 390468 390468 390481 390481 390481 390468 390454 390451 390448 390444 390444 390440 390435 390430 390424 390424 390424 390424 390424 390424 390424 390424 390424 390534 390424 390424 390424 390424 390424 390424 390424 390424 390424 390424 390424 390424 390484 390424 390424 390424 390424 390424 390424 390424 390448 390424 388551 388502 388483 388381 388381 388381 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388447 388343 388343 388343 388354 388354 388354 388354 388354 388354 388354 388354 388354 388354 388354 388354 388354 388365 388365 388354 388342 388339 388336 388336 388332 388328 388323 388318 388312 388306 388306 388299 388299 388299 388299 388299 388299 388299 388299 388299 388299 388299 388299 388299 388299 388371 388299 388299 388299 388299 388299 388299 388299 388335 388299 388299 388299 386789 386729 386695 386695 386620 386620 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386665 386576 386576 386576 386585 386585 386585 386585 386585 386585 386585 386585 386585 386585 386594 386594 386605 386585 386575 386572 386569 386565 386561 386556 386556 386551 386545 386539 386532 386525 386517 386517 386517 386517 386517 386517 386517 386517 386517 386517 386589 386517 386517 386517 386517 386565 386517 386517 386517 386517 386517 386517 385303 385255 385242 385190 385190 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385218 385145 385145 385145 385152 385152 385152 385152 385152 385152 385152 385152 385159 385159 385152 385152 385144 385141 385138 385134 385130 385125 385120 385120 385114 385108 385101 385094 385086 385078 385078 385069 385069 385069 385069 385069 385069 385069 385069 385069 385069 385069 385069 385105 385069 385069 385069 384137 384134 384117 384084 384084 384099 384099 384099 384099 384099 384099 384099 384099 384099 384099 384043 384043 384043 384043 384048 384048 384048 384048 384048 384053 384053 384053 384048 384042 384039 384036 384032 384032 384028 384023 384018 384012 384006 383999 383992 383992 383984 383976 383967 383958 384014 383948 383948 383948 383948 383948 383948 383948 383948 383948 383948 383948 383343 383319 383315 383297 383297 383303 383303 383303 383303 383303 383303 383265 383265 383265 383268 383268 383268 383271 383271 383271 383268 383264 383261 383258 383254 383254 383250 383245 383240 383234 383228 383221 383214 383214 383206 383198 383189 383180 383214 383170 383160 383149 383149 383149 383149 383149 383149 383149 382839 382833 382826 382826 382827 382827 382808 382808 382808 382809 382810 382810 382809 382809 382807 382804 382801 382797 382793 382788 382783 382783 382777 382771 382764 382757 382749 382741 382741 382732 382723 382713 382703 382703 382692 382681 382669 382669 382686 382678 382670 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382662 382782 382662 382662 382662 382662 382758 382662 382662 382662 382662 382662 382662 382662 382722 382662 382662 382710 382662 382662 382662 382662 382662 382662 381095 380981 380850 380749 380570 380570 380570 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380626 380229 380229 380243 380235 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380243 380251 380243 380235 380235 380226 380223 380220 380216 380212 380207 380202 380202 380196 380190 380183 380176 380168 380160 380160 380151 380142 380132 380122 380122 380111 380100 380088 380088 380076 380064 380064 380160 380064 380064 380064 380064 380064 380064 380064 380124 380064 380064 380064 380064 380064 380064 380064 380088 380064 378254 378225 378204 378202 378076 378076 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378125 378091 378091 378105 378098 378104 378104 378104 378104 378104 378104 378104 378104 378104 378104 378104 378104 378104 378104 378110 378104 378098 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378162 378092 378092 378092 378092 378176 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378092 378152 378092 378092 378092 378092 378092 378092 378092 378116 378092 376609 376584 376567 376484 376484 376484 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376514 376475 376475 376485 376480 376485 376485 376485 376485 376485 376485 376485 376485 376485 376485 376490 376485 376485 376480 376474 376471 376468 376464 376460 376460 376455 376450 376444 376438 376431 376424 376416 376416 376408 376399 376390 376446 376380 376370 376359 376348 376408 376336 376324 376312 376300 376300 376288 376288 376348 376288 376288 376288 376288 376324 376288 376288 376312 376288 375292 375276 375272 375224 375224 375240 375240 375240 375240 375240 375240 375240 375240 375240 375240 375240 375240 375240 375240 375209 375209 375209 375217 375213 375216 375216 375216 375216 375216 375216 375216 375219 375216 375213 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375210 375258 375210 375210 375210 375210 375258 375210 375210 375210 375210 375210 375210 374507 374489 374483 374460 374460 374466 374466 374466 374466 374466 374466 374466 374466 374439 374439 374443 374441 374443 374443 374443 374443 374445 374443 374441 374438 374438 374435 374432 374428 374424 374419 374414 374408 374408 374402 374395 374388 374380 374372 374393 374363 374354 374344 374334 374359 374323 374312 374300 374288 374288 374276 374264 374252 374252 374240 374228 374228 374252 374228 373991 373986 373986 373980 373980 373981 373971 373971 373973 373972 373983 373983 373978 373973 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 374045 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 373968 374052 373968 373968 373968 373968 373968 373968 373968 374028 373968 373968 373968 373968 373968 373968 373968 373992 373968 372912 372771 372663 372589 372471 372471 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372501 372130 372130 372138 372138 372138 372133 372138 372138 372138 372138 372138 372138 372138 372138 372138 372138 372138 372138 372138 372138 372143 372138 372138 372133 372127 372124 372121 372117 372113 372144 372108 372103 372097 372091 372084 372077 372069 372069 372061 372052 372043 372033 372033 372023 372012 372001 372061 371989 371977 371965 371953 372008 371941 371929 371917 371917 371905 371893 371893 371953 371893 371893 371893 371893 371893 371893 371893 371893 371893 370721 370702 370689 370689 370617 370617 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370643 370618 370618 370618 370626 370626 370622 370625 370625 370625 370625 370625 370625 370625 370625 370625 370625 370628 370625 370622 370619 370619 370619 370619 370619 370619 370619 370619 370647 370619 370619 370619 370619 370619 370619 370659 370619 370619 370619 370619 370667 370619 370619 370619 370619 370619 370619 370619 370667 370619 370619 370619 370619 370667 370619 370619 370619 370619 370619 370619 370619 370643 370619 369772 369757 369751 369713 369713 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369725 369700 369700 369706 369705 369703 369705 369705 369705 369705 369705 369705 369707 369705 369703 369701 369701 369701 369701 369701 369701 369701 369701 369719 369701 369701 369701 369701 369701 369701 369731 369701 369701 369701 369701 369737 369701 369701 369701 369701 369701 369701 369701 369737 369701 369701 369701 369701 369737 369701 369701 369701 369701 369701 369701 369162 369149 369145 369131 369131 369134 369134 369134 369134 369134 369134 369115 369115 369117 369117 369116 369117 369117 369118 369117 369116 369114 369111 369108 369108 369104 369100 369095 369090 369084 369078 369071 369071 369064 369056 369048 369039 369030 369030 369020 369010 368999 368999 368988 368976 368964 368976 368952 368940 368928 368916 368928 368904 368892 368880 368880 368868 368856 368863 368870 368860 368857 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368854 368909 368854 368854 368854 368854 368914 368854 368854 368854 368854 368854 368854 368854 368914 368854 368854 368854 368854 368914 368854 368854 368914 368854 368854 368854 368854 368854 368854 368854 368878 368854 368212 368080 367981 367948 367861 367861 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367879 367537 367537 367537 367543 367543 367542 367539 367542 367542 367542 367542 367542 367542 367542 367542 367542 367542 367542 367542 367545 367545 367542 367539 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367580 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367536 367584 367536 367536 367536 367536 367536 367536 367536 367584 367536 367536 367536 367536 367536 367536 366603 366610 366598 366598 366552 366552 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366567 366543 366543 366549 366548 366548 366546 366548 366548 366548 366548 366548 366548 366548 366550 366548 366548 366546 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366544 366580 366544 366544 366544 366544 366580 366544 366544 366544 366544 366544 366544 366544 366580 366544 366544 366544 366544 366544 366544 365957 365945 365941 365924 365924 365928 365928 365928 365928 365928 365928 365928 365928 365909 365909 365911 365911 365911 365911 365910 365911 365912 365911 365910 365908 365908 365905 365902 365898 365894 365889 365884 365878 365878 365872 365865 365858 365850 365842 365853 365833 365824 365814 365804 365817 365793 365782 365770 365758 365758 365746 365734 365722 365722 365710 365698 365686 365698 365674 365662 365650 365650 365638 365626 365631 365631 365629 365627 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365625 365669 365625 365625 365625 365625 365673 365625 365625 365625 365625 365625 365625 365625 365673 365625 365625 365625 365625 365625 365625 365625 365673 365625 365625 365625 365625 365625 365625 365625 365649 365625 365218 365096 365008 364978 364910 364910 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364921 364604 364604 364608 364608 364608 364608 364607 364605 364607 364607 364607 364607 364607 364607 364607 364607 364607 364607 364609 364607 364605 364603 364603 364603 364603 364603 364603 364603 364603 364624 364603 364603 364603 364603 364603 364603 364633 364603 364603 364603 364603 364639 364603 364603 364603 364603 364603 364603 364603 364639 364603 364603 364603 364603 364639 364603 364603 364603 364603 364603 364603 364603 364639 364603 364603 364627 364603 363965 363957 363955 363925 363925 363934 363934 363934 363934 363934 363934 363934 363934 363934 363934 363934 363934 363934 363934 363916 363916 363916 363920 363920 363919 363919 363918 363919 363919 363919 363919 363920 363919 363918 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363917 363941 363917 363917 363917 363917 363917 363917 363917 363941 363917 363917 363917 363917 363917 363917 363917 363941 363917 363607 363603 363597 363597 363597 363598 363588 363588 363590 363589 363594 363600 363592 363590 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363588 363632 363588 363588 363588 363588 363636 363588 363588 363588 363588 363588 363588 363588 363636 363588 363588 363588 363588 363588 363588 363588 363636 363588 363588 363588 363588 363588 363588 363588 363612 363588 363117 362995 362911 362911 362856 362856 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362862 362563 362563 362565 362565 362565 362565 362565 362563 362565 362565 362565 362565 362565 362565 362565 362565 362567 362571 362565 362563 362560 362557 362554 362550 362546 362546 362541 362536 362530 362524 362517 362510 362510 362502 362494 362485 362476 362499 362466 362456 362445 362434 362458 362422 362410 362398 362386 362386 362374 362362 362386 362350 362338 362326 362314 362314 362302 362290 362314 362278 362266 362254 362254 362254 362254 361928 361922 361920 361902 361902 361907 361907 361907 361907 361907 361907 361907 361907 361907 361907 361897 361897 361899 361899 361899 361899 361899 361899 361898 361901 361900 361900 361899 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361898 361934 361898 361898 361898 361898 361934 361898 361898 361898 361898 361898 361898 361898 361934 361898 361898 361898 361898 361898 361898 361898 361934 361898 361898 361922 361898 361673 361565 361509 361463 361463 361463 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361467 361197 361197 361199 361199 361199 361199 361199 361198 361198 361197 361198 361198 361198 361198 361198 361198 361199 361198 361197 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361196 361220 361196 361196 361196 361196 361196 361196 361196 361220 361196 361196 361196 361196 361220 361196 361196 361220 361196 361196 361196 361196 360863 360860 360848 360848 360851 360851 360851 360851 360851 360851 360841 360841 360843 360843 360843 360843 360842 360845 360844 360843 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360842 360878 360842 360842 360842 360842 360878 360842 360842 360842 360842 360842 360842 360842 360878 360842 360842 360842 360842 360842 360842 360842 360878 360842 360842 360842 360842 360842 360842 360629 360518 360442 360426 360387 360387 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360389 360139 360139 360141 360141 360141 360140 360140 360140 360140 360140 360139 360140 360140 360140 360140 360141 360140 360139 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360138 360162 360138 360138 360138 360138 360138 360138 360138 360162 360138 360138 360138 360138 360138 360138 360138 360162 360138 360138 360138 360138 359803 359800 359794 359794 359795 359785 359785 359785 359787 359786 359789 359788 359787 359787 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359786 359822 359786 359786 359786 359786 359786 359786 359786 359822 359786 359786 359786 359786 359786 359786 359786 359822 359786 359786 359810 359786 359448 359364 359343 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359311 359082 359082 359082 359082 359082 359082 359082 359082 359082 359082 359082 359081 359082 359083 359083 359082 359081 359079 359076 359073 359069 359069 359065 359060 359055 359049 359043 359036 359029 359029 359021 359013 359004 358995 359007 358985 358975 358964 358953 358953 358941 358929 358917 358917 358905 358893 358881 358893 358869 358857 358845 358833 358833 358821 358809 358821 358797 358785 358773 358773 358761 358749 358750 358754 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358750 358772 358750 358750 358750 358750 358774 358750 358750 358750 358750 358750 358750 358750 358774 358750 358750 358750 358750 358750 358750 358750 358774 358750 358750 358750 358750 358750 358750 358750 358774 358750 358737 358657 358621 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358594 358396 358396 358396 358396 358396 358396 358396 358396 358396 358396 358396 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358395 358417 358395 358395 358395 358395 358419 358395 358395 358395 358395 358395 358395 358395 358419 358395 358395 358395 358395 358419 358395 358395 358419 358395 358395 358395 358395 358395 358395 358395 358419 358395 358329 358249 358233 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358209 358033 358033 358033 358033 358033 358033 358033 358033 358033 358033 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358032 358056 358032 358032 358032 358032 358056 358032 358032 358032 358032 358032 358032 358032 358056 358032 358032 358032 358032 358032 358032 358032 358056 358032 358032 358056 358032 358032 358032 357972 357888 357846 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357825 357671 357671 357671 357671 357671 357671 357671 357671 357671 357670 357670 357670 357670 357670 357678 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357690 357670 357670 357670 357670 357694 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357670 357694 357670 357670 357670 357670 357670 357670 357670 357694 357670 357670 357694 357670 357670 357670 357670 357496 357460 357442 357442 357442 357442 357442 357442 357442 357442 357442 357442 357442 357442 357442 357310 357310 357310 357310 357310 357310 357310 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357309 357333 357309 357309 357309 357309 357309 357309 357309 357333 357309 357309 357309 357309 357309 357309 357309 357309 357309 357145 357085 357075 357060 357060 357060 357060 357060 357060 357060 357060 357060 357060 356950 356950 356950 356950 356950 356950 356950 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356949 356973 356949 356949 356949 356949 356973 356949 356949 356949 356949 356949 356949 356949 356973 356949 356949 356949 356949 356949 356949 356949 356973 356949 356949 356949 356949 356949 356949 356763 356707 356691 356679 356679 356679 356679 356679 356679 356679 356679 356591 356591 356591 356591 356591 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356590 356614 356590 356590 356590 356590 356614 356590 356590 356590 356590 356590 356590 356590 356614 356590 356590 356614 356590 356590 356590 356590 356590 356590 356352 356320 356308 356299 356299 356299 356299 356299 356233 356233 356233 356233 356233 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356232 356256 356232 356232 356232 356232 356232 356232 356232 356256 356232 356232 356232 356232 356232 356232 356232 356256 356232 356232 356256 356232 355942 355926 355920 355920 355920 355920 355876 355876 355876 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355899 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355875 355899 355875 355875 355899 355875 355875 355875 355875 355875 355875 355875 355899 355875 355555 355545 355542 355542 355521 355521 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355519 355543 355519 355519 355519 355519 355519 355519 355519 355543 355519 355519 355519 355519 355519 355519 355519 355543 355519 355519 355543 355519 964480 1330512 1531575 1698509 1769378 1886888 1933719 1972724 2003993 2027614 2043634
iterations count:4874434 (2187), effective:15541 (6)

initing FirstDep: 0m0sec

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="BridgeAndVehicles-PT-V20P10N50"
export BK_EXAMINATION="ReachabilityComputeBounds"
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/BridgeAndVehicles-PT-V20P10N50.tgz
mv BridgeAndVehicles-PT-V20P10N50 execution

# this is for BenchKit: explicit launching of the test

cd execution
echo "====================================================================="
echo " Generated by BenchKit 2-2270"
echo " Executing tool marcie"
echo " Input is BridgeAndVehicles-PT-V20P10N50, examination is ReachabilityComputeBounds"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 1"
echo " Run identifier is r190su-smll-143330904700322"
echo "====================================================================="
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "ReachabilityComputeBounds" = "ReachabilityComputeBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "ReachabilityComputeBounds" != "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 "ReachabilityComputeBounds.txt" ] ; then
echo "here is the order used to build the result vector(from text file)"
for x in $(grep Property ReachabilityComputeBounds.txt | cut -d ' ' -f 2 | sort -u) ; do
echo "FORMULA_NAME $x"
done
elif [ -f "ReachabilityComputeBounds.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 '' ReachabilityComputeBounds.xml | cut -d '>' -f 2 | cut -d '<' -f 1 | sort -u) ; do
echo "FORMULA_NAME $x"
done
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;