Execution Chart

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

Trace from the execution

Formatting '/data/fkordon/mcc2024-input.r245-tall-171654349400220.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2024-input.qcow2 backing_fmt=qcow2 cluster_size=65536 lazy_refcounts=off refcount_bits=16
Waiting for the VM to be ready (probing ssh)
....................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................................
=====================================================================
Generated by BenchKit 2-5568
Executing tool greatspnxred
Input is MultiCrashLeafsetExtension-PT-S32C11, examination is LTLFireability
Time confinement is 3600 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r245-tall-171654349400220
=====================================================================

--------------------
preparation of the directory to be used:
/home/mcc/execution
total 35M
-rw-r--r-- 1 mcc users 13K May 14 13:22 CTLCardinality.txt
-rw-r--r-- 1 mcc users 73K May 14 13:22 CTLCardinality.xml
-rw-r--r-- 1 mcc users 14K May 14 13:22 CTLFireability.txt
-rw-r--r-- 1 mcc users 75K May 14 13:22 CTLFireability.xml
-rw-r--r-- 1 mcc users 6.9K May 19 07:11 LTLCardinality.txt
-rw-r--r-- 1 mcc users 29K May 19 16:10 LTLCardinality.xml
-rw-r--r-- 1 mcc users 4.2K May 19 07:23 LTLFireability.txt
-rw-r--r-- 1 mcc users 18K May 19 18:40 LTLFireability.xml
-rw-r--r-- 1 mcc users 30K May 14 13:22 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 178K May 14 13:22 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 20K May 14 13:22 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 92K May 14 13:22 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 2.3K May 19 07:14 UpperBounds.txt
-rw-r--r-- 1 mcc users 4.5K May 19 15:28 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 May 18 16:43 equiv_col
-rw-r--r-- 1 mcc users 7 May 18 16:43 instance
-rw-r--r-- 1 mcc users 6 May 18 16:43 iscolored
-rw-r--r-- 1 mcc users 35M May 18 16:43 model.pnml

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

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

The expected result is a vector of booleans
BOOL_VECTOR

here is the order used to build the result vector(from text file)
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-00
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-01
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-02
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-03
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-04
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-05
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-06
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-07
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-08
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-09
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-10
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-11
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-12
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-13
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-14
FORMULA_NAME MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-15

=== Now, execution of the tool begins

BK_START 1716644305324

Invoking MCC driver with
BK_TOOL=greatspnxred
BK_EXAMINATION=LTLFireability
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=3600
BK_INPUT=MultiCrashLeafsetExtension-PT-S32C11
BK_MEMORY_CONFINEMENT=16384
Applying reductions before tool greatspn
Invoking reducer
Running Version 202405141337
[2024-05-25 13:38:26] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, LTLFireability, -timeout, 360, -rebuildPNML]
[2024-05-25 13:38:26] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2024-05-25 13:38:27] [INFO ] Load time of PNML (sax parser for PT used): 1158 ms
[2024-05-25 13:38:27] [INFO ] Transformed 34406 places.
[2024-05-25 13:38:28] [INFO ] Transformed 51525 transitions.
[2024-05-25 13:38:28] [INFO ] Parsed PT model containing 34406 places and 51525 transitions and 192310 arcs in 1573 ms.
Parsed 16 properties from file /home/mcc/execution/LTLFireability.xml in 84 ms.
Working with output stream class java.io.PrintStream
Initial state reduction rules removed 3 formulas.
FORMULA MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-03 FALSE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-07 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
FORMULA MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-09 TRUE TECHNIQUES TOPOLOGICAL INITIAL_STATE
Support contains 49 out of 34406 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 34406/34406 places, 51525/51525 transitions.
Reduce places removed 58 places and 0 transitions.
Iterating post reduction 0 with 58 rules applied. Total rules applied 58 place count 34348 transition count 51525
Applied a total of 58 rules in 2574 ms. Remains 34348 /34406 variables (removed 58) and now considering 51525/51525 (removed 0) transitions.
[2024-05-25 13:38:31] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 34348 cols
[2024-05-25 13:38:40] [INFO ] Computed 1905 invariants in 8658 ms
[2024-05-25 13:39:19] [INFO ] Performed 4986/34348 implicitness test of which 133 returned IMPLICIT in 30 seconds.
[2024-05-25 13:39:49] [INFO ] Performed 8048/34348 implicitness test of which 227 returned IMPLICIT in 60 seconds.
[2024-05-25 13:40:19] [INFO ] Performed 10243/34348 implicitness test of which 301 returned IMPLICIT in 90 seconds.
[2024-05-25 13:40:49] [INFO ] Performed 12885/34348 implicitness test of which 396 returned IMPLICIT in 120 seconds.
[2024-05-25 13:41:19] [INFO ] Performed 15365/34348 implicitness test of which 492 returned IMPLICIT in 150 seconds.
[2024-05-25 13:41:20] [INFO ] Implicit Places using invariants in 168820 ms returned [4, 8, 34, 62, 92, 124, 158, 194, 232, 272, 314, 358, 404, 452, 502, 554, 608, 663, 717, 769, 819, 867, 913, 957, 999, 1039, 1077, 1113, 1147, 1179, 1209, 1237, 1263, 1333, 1340, 1365, 1391, 1419, 1449, 1481, 1515, 1551, 1589, 1629, 1671, 1715, 1761, 1809, 1859, 1911, 1964, 2016, 2066, 2114, 2160, 2204, 2246, 2286, 2324, 2360, 2394, 2426, 2456, 2484, 2510, 2535, 2605, 2612, 2637, 2662, 2688, 2716, 2746, 2778, 2812, 2848, 2886, 2926, 2968, 3012, 3058, 3106, 3156, 3207, 3257, 3305, 3351, 3395, 3437, 3477, 3515, 3551, 3585, 3617, 3647, 3675, 3701, 3726, 3751, 3821, 3828, 3853, 3878, 3903, 3929, 3957, 3987, 4019, 4053, 4089, 4127, 4167, 4209, 4253, 4299, 4347, 4396, 4444, 4490, 4534, 4576, 4616, 4654, 4690, 4724, 4756, 4786, 4814, 4840, 4865, 4890, 4915, 4985, 4992, 5017, 5042, 5067, 5092, 5118, 5146, 5176, 5208, 5242, 5278, 5316, 5356, 5398, 5442, 5488, 5535, 5581, 5625, 5667, 5707, 5745, 5781, 5815, 5847, 5877, 5905, 5931, 5956, 5981, 6006, 6031, 6101, 6108, 6133, 6158, 6183, 6208, 6233, 6259, 6287, 6317, 6349, 6383, 6419, 6457, 6497, 6539, 6583, 6628, 6672, 6714, 6754, 6792, 6828, 6862, 6894, 6924, 6952, 6978, 7003, 7028, 7053, 7078, 7103, 7173, 7180, 7205, 7230, 7255, 7280, 7305, 7330, 7356, 7384, 7414, 7446, 7480, 7516, 7554, 7594, 7636, 7679, 7721, 7761, 7799, 7835, 7869, 7901, 7931, 7959, 7985, 8010, 8035, 8060, 8085, 8110, 8135, 8205, 8212, 8237, 8262, 8287, 8312, 8337, 8362, 8387, 8413, 8441, 8471, 8503, 8537, 8573, 8611, 8651, 8692, 8732, 8770, 8806, 8840, 8872, 8902, 8930, 8956, 8981, 9006, 9031, 9056, 9081, 9106, 9131, 9201, 9208, 9233, 9258, 9283, 9308, 9333, 9358, 9383, 9408, 9434, 9462, 9492, 9524, 9558, 9594, 9632, 9671, 9709, 9745, 9779, 9811, 9841, 9869, 9895, 9920, 9945, 9970, 9995, 10020, 10045, 10070, 10095, 10165, 10172, 10197, 10222, 10247, 10272, 10297, 10322, 10347, 10372, 10397, 10423, 10451, 10481, 10513, 10547, 10583, 10620, 10656, 10690, 10722, 10752, 10780, 10806, 10831, 10856, 10881, 10906, 10931, 10956, 10981, 11006, 11031, 11101, 11108, 11133, 11158, 11183, 11208, 11233, 11258, 11283, 11308, 11333, 11358, 11384, 11412, 11442, 11474, 11508, 11543, 11577, 11609, 11639, 11667, 11693, 11718, 11743, 11768, 11793, 11818, 11843, 11868, 11893, 11918, 11943, 12013, 12020, 12045, 12070, 12095, 12120, 12145, 12170, 12195, 12220, 12245, 12270, 12295, 12321, 12349, 12379, 12411, 12444, 12476, 12506, 12534, 12560, 12585, 12610, 12635, 12660, 12685, 12710, 12735, 12760, 12785, 12810, 12835, 12905, 12912, 12937, 12962, 12987, 13012, 13037, 13062, 13087, 13112, 13137, 13162, 13187, 13212, 13238, 13266, 13296, 13327, 13357, 13385, 13411, 13436, 13461, 13486, 13511, 13536, 13561, 13586, 13611, 13636, 13661, 13686, 13711, 13781, 13788, 13813, 13838, 13863, 13888, 13913, 13938, 13963, 13988, 14013, 14038, 14063, 14088, 14113, 14139, 14167, 14196, 14224, 14250, 14275, 14300, 14325, 14350, 14375, 14400, 14425, 14450, 14475, 14500, 14525, 14550, 14575, 14645, 14652, 14677, 14702, 14727, 14752, 14777, 14802, 14827, 14852, 14877, 14902, 14927, 14952, 14977, 15002, 15028, 15055, 15081, 15106, 15131, 15156, 15181, 15206, 15231, 15256, 15281, 15306, 15331, 15356, 15381, 15406, 15431]
[2024-05-25 13:41:20] [INFO ] Actually due to overlaps returned [1333, 2605, 3821, 4985, 6101, 7173, 8205, 9201, 10165, 11101, 12013, 12905, 13781, 14645, 4, 502, 554, 608, 663, 717, 769, 819, 867, 913, 957, 999, 1039, 1077, 1113, 1147, 1179, 1209, 1237, 1263, 1809, 1859, 1911, 1964, 2016, 2066, 2114, 2160, 2204, 2246, 2286, 2324, 2360, 2394, 2426, 2456, 2484, 2510, 2535, 3058, 3106, 3156, 3207, 3257, 3305, 3351, 3395, 3437, 3477, 3515, 3551, 3585, 3617, 3647, 3675, 3701, 3726, 3751, 4253, 4299, 4347, 4396, 4444, 4490, 4534, 4576, 4616, 4654, 4690, 4724, 4756, 4786, 4814, 4840, 4865, 4890, 4915, 5398, 5442, 5488, 5535, 5581, 5625, 5667, 5707, 5745, 5781, 5815, 5847, 5877, 5905, 5931, 5956, 5981, 6006, 6031, 6497, 6539, 6583, 6628, 6672, 6714, 6754, 6792, 6828, 6862, 6894, 6924, 6952, 6978, 7003, 7028, 7053, 7078, 7103, 7554, 7594, 7636, 7679, 7721, 7761, 7799, 7835, 7869, 7901, 7931, 7959, 7985, 8010, 8035, 8060, 8085, 8110, 8135, 8573, 8611, 8651, 8692, 8732, 8770, 8806, 8840, 8872, 8902, 8930, 8956, 8981, 9006, 9031, 9056, 9081, 9106, 9131, 9558, 9594, 9632, 9671, 9709, 9745, 9779, 9811, 9841, 9869, 9895, 9920, 9945, 9970, 9995, 10020, 10045, 10070, 10095, 10513, 10547, 10583, 10620, 10656, 10690, 10722, 10752, 10780, 10806, 10831, 10856, 10881, 10906, 10931, 10956, 10981, 11006, 11031, 11442, 11474, 11508, 11543, 11577, 11609, 11639, 11667, 11693, 11718, 11743, 11768, 11793, 11818, 11843, 11868, 11893, 11918, 11943, 12349, 12379, 12411, 12444, 12476, 12506, 12534, 12560, 12585, 12610, 12635, 12660, 12685, 12710, 12735, 12760, 12785, 12810, 12835, 13238, 13266, 13296, 13327, 13357, 13385, 13411, 13436, 13461, 13486, 13511, 13536, 13561, 13586, 13611, 13636, 13661, 13686, 13711, 14113, 14139, 14167, 14196, 14224, 14250, 14275, 14300, 14325, 14350, 14375, 14400, 14425, 14450, 14475, 14500, 14525, 14550, 14575, 15002, 15028, 15055, 15081, 15106, 15131, 15156, 15181, 15206, 15231, 15256, 15281, 15306, 15331, 15356, 15381, 15406, 15431]
Discarding 299 places :
Implicit Place search using SMT only with invariants took 168911 ms to find 299 implicit places.
Starting structural reductions in LTL mode, iteration 1 : 34049/34406 places, 51525/51525 transitions.
Applied a total of 0 rules in 2184 ms. Remains 34049 /34049 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
Finished structural reductions in LTL mode , in 2 iterations and 173716 ms. Remains : 34049/34406 places, 51525/51525 transitions.
Support contains 49 out of 34049 places after structural reductions.
[2024-05-25 13:41:25] [INFO ] Flatten gal took : 1847 ms
[2024-05-25 13:41:26] [INFO ] Flatten gal took : 1519 ms
[2024-05-25 13:41:29] [INFO ] Input system was already deterministic with 51525 transitions.
Support contains 47 out of 34049 places (down from 49) after GAL structural reductions.
Reduction of identical properties reduced properties to check from 28 to 27
RANDOM walk for 40000 steps (354 resets) in 6665 ms. (6 steps per ms) remains 19/27 properties
BEST_FIRST walk for 4004 steps (8 resets) in 69 ms. (57 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 81 ms. (48 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 61 ms. (64 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 51 ms. (77 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 61 ms. (64 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 64 ms. (61 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 50 ms. (78 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 47 ms. (83 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 39 ms. (100 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 40 ms. (97 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 210 ms. (18 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 40 ms. (97 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 43 ms. (91 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 39 ms. (100 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 40 ms. (97 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 40 ms. (97 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 38 ms. (102 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 55 ms. (71 steps per ms) remains 19/19 properties
BEST_FIRST walk for 4004 steps (8 resets) in 39 ms. (100 steps per ms) remains 19/19 properties
[2024-05-25 13:41:32] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 34049 cols
[2024-05-25 13:41:39] [INFO ] Computed 1606 invariants in 7272 ms
[2024-05-25 13:41:40] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/30 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 19 unsolved
At refinement iteration 1 (OVERLAPS) 21213/21243 variables, 7/7 constraints. Problems are: Problem set: 0 solved, 19 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 21243/84518 variables, and 7 constraints, problems are : Problem set: 0 solved, 19 unsolved in 5170 ms.
Refiners :[Positive P Invariants (semi-flows): 7/63 constraints, Generalized P Invariants (flows): 0/1543 constraints, State Equation: 0/34049 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 19/19 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 19 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/30 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 19 unsolved
At refinement iteration 1 (OVERLAPS) 21213/21243 variables, 7/7 constraints. Problems are: Problem set: 0 solved, 19 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 21243/84518 variables, and 7 constraints, problems are : Problem set: 0 solved, 19 unsolved in 5197 ms.
Refiners :[Positive P Invariants (semi-flows): 7/63 constraints, Generalized P Invariants (flows): 0/1543 constraints, State Equation: 0/34049 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 0/19 constraints, Known Traps: 0/0 constraints]
After SMT, in 18447ms problems are : Problem set: 0 solved, 19 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 30 out of 34049 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 34049/34049 places, 51525/51525 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 11544 transitions
Trivial Post-agglo rules discarded 11544 transitions
Performed 11544 trivial Post agglomeration. Transition count delta: 11544
Iterating post reduction 0 with 11544 rules applied. Total rules applied 11544 place count 34049 transition count 39981
Reduce places removed 11544 places and 0 transitions.
Performed 64 Post agglomeration using F-continuation condition.Transition count delta: 64
Iterating post reduction 1 with 11608 rules applied. Total rules applied 23152 place count 22505 transition count 39917
Reduce places removed 64 places and 0 transitions.
Iterating post reduction 2 with 64 rules applied. Total rules applied 23216 place count 22441 transition count 39917
Performed 722 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 722 Pre rules applied. Total rules applied 23216 place count 22441 transition count 39195
Deduced a syphon composed of 722 places in 48 ms
Reduce places removed 722 places and 0 transitions.
Iterating global reduction 3 with 1444 rules applied. Total rules applied 24660 place count 21719 transition count 39195
Performed 31 Post agglomeration using F-continuation condition.Transition count delta: 31
Deduced a syphon composed of 31 places in 62 ms
Reduce places removed 31 places and 0 transitions.
Iterating global reduction 3 with 62 rules applied. Total rules applied 24722 place count 21688 transition count 39164
Free-agglomeration rule (complex) applied 1539 times.
Iterating global reduction 3 with 1539 rules applied. Total rules applied 26261 place count 21688 transition count 37625
Reduce places removed 1539 places and 0 transitions.
Iterating post reduction 3 with 1539 rules applied. Total rules applied 27800 place count 20149 transition count 37625
Partial Free-agglomeration rule applied 3624 times.
Drop transitions (Partial Free agglomeration) removed 3624 transitions
Iterating global reduction 4 with 3624 rules applied. Total rules applied 31424 place count 20149 transition count 37625
Applied a total of 31424 rules in 12791 ms. Remains 20149 /34049 variables (removed 13900) and now considering 37625/51525 (removed 13900) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 12797 ms. Remains : 20149/34049 places, 37625/51525 transitions.
RANDOM walk for 40000 steps (600 resets) in 6548 ms. (6 steps per ms) remains 14/19 properties
BEST_FIRST walk for 40004 steps (56 resets) in 608 ms. (65 steps per ms) remains 14/14 properties
BEST_FIRST walk for 40004 steps (55 resets) in 626 ms. (63 steps per ms) remains 14/14 properties
BEST_FIRST walk for 40003 steps (52 resets) in 477 ms. (83 steps per ms) remains 14/14 properties
BEST_FIRST walk for 40003 steps (52 resets) in 518 ms. (77 steps per ms) remains 14/14 properties
BEST_FIRST walk for 40004 steps (56 resets) in 487 ms. (81 steps per ms) remains 14/14 properties
BEST_FIRST walk for 40004 steps (56 resets) in 481 ms. (82 steps per ms) remains 13/14 properties
BEST_FIRST walk for 40004 steps (56 resets) in 690 ms. (57 steps per ms) remains 13/13 properties
BEST_FIRST walk for 40004 steps (54 resets) in 654 ms. (61 steps per ms) remains 12/13 properties
BEST_FIRST walk for 40002 steps (56 resets) in 640 ms. (62 steps per ms) remains 12/12 properties
BEST_FIRST walk for 40003 steps (55 resets) in 617 ms. (64 steps per ms) remains 12/12 properties
BEST_FIRST walk for 40004 steps (56 resets) in 613 ms. (65 steps per ms) remains 12/12 properties
BEST_FIRST walk for 40004 steps (55 resets) in 608 ms. (65 steps per ms) remains 12/12 properties
BEST_FIRST walk for 40004 steps (55 resets) in 624 ms. (64 steps per ms) remains 12/12 properties
[2024-05-25 13:42:08] [INFO ] Flow matrix only has 36099 transitions (discarded 1526 similar events)
// Phase 1: matrix 36099 rows 20149 cols
[2024-05-25 13:42:19] [INFO ] Computed 1606 invariants in 11172 ms
[2024-05-25 13:42:20] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/20 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 12 unsolved
At refinement iteration 1 (OVERLAPS) 7346/7366 variables, 9/9 constraints. Problems are: Problem set: 0 solved, 12 unsolved
[2024-05-25 13:42:34] [INFO ] Deduced a trap composed of 1592 places in 12109 ms of which 327 ms to minimize.
[2024-05-25 13:42:46] [INFO ] Deduced a trap composed of 1846 places in 11711 ms of which 60 ms to minimize.
[2024-05-25 13:42:58] [INFO ] Deduced a trap composed of 1846 places in 11867 ms of which 45 ms to minimize.
[2024-05-25 13:43:10] [INFO ] Deduced a trap composed of 1949 places in 11747 ms of which 46 ms to minimize.
SMT process timed out in 61881ms, After SMT, problems are : Problem set: 0 solved, 12 unsolved
Fused 12 Parikh solutions to 1 different solutions.
Parikh walk visited 0 properties in 0 ms.
Support contains 20 out of 20149 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 20149/20149 places, 37625/37625 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 3 transitions
Trivial Post-agglo rules discarded 3 transitions
Performed 3 trivial Post agglomeration. Transition count delta: 3
Iterating post reduction 0 with 3 rules applied. Total rules applied 3 place count 20149 transition count 37622
Reduce places removed 3 places and 0 transitions.
Iterating post reduction 1 with 3 rules applied. Total rules applied 6 place count 20146 transition count 37622
Performed 2 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 2 Pre rules applied. Total rules applied 6 place count 20146 transition count 37620
Deduced a syphon composed of 2 places in 50 ms
Reduce places removed 2 places and 0 transitions.
Iterating global reduction 2 with 4 rules applied. Total rules applied 10 place count 20144 transition count 37620
Free-agglomeration rule (complex) applied 5 times.
Iterating global reduction 2 with 5 rules applied. Total rules applied 15 place count 20144 transition count 37615
Reduce places removed 5 places and 0 transitions.
Iterating post reduction 2 with 5 rules applied. Total rules applied 20 place count 20139 transition count 37615
Partial Free-agglomeration rule applied 1 times.
Drop transitions (Partial Free agglomeration) removed 1 transitions
Iterating global reduction 3 with 1 rules applied. Total rules applied 21 place count 20139 transition count 37615
Applied a total of 21 rules in 4231 ms. Remains 20139 /20149 variables (removed 10) and now considering 37615/37625 (removed 10) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 4232 ms. Remains : 20139/20149 places, 37615/37625 transitions.
Computed a total of 28033 stabilizing places and 39556 stable transitions
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(F(G(p0)))'
Support contains 5 out of 34049 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 34049/34049 places, 51525/51525 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 11616 transitions
Trivial Post-agglo rules discarded 11616 transitions
Performed 11616 trivial Post agglomeration. Transition count delta: 11616
Iterating post reduction 0 with 11616 rules applied. Total rules applied 11616 place count 34049 transition count 39909
Reduce places removed 11616 places and 0 transitions.
Iterating post reduction 1 with 11616 rules applied. Total rules applied 23232 place count 22433 transition count 39909
Performed 725 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 725 Pre rules applied. Total rules applied 23232 place count 22433 transition count 39184
Deduced a syphon composed of 725 places in 67 ms
Reduce places removed 725 places and 0 transitions.
Iterating global reduction 2 with 1450 rules applied. Total rules applied 24682 place count 21708 transition count 39184
Performed 33 Post agglomeration using F-continuation condition.Transition count delta: 33
Deduced a syphon composed of 33 places in 70 ms
Reduce places removed 33 places and 0 transitions.
Iterating global reduction 2 with 66 rules applied. Total rules applied 24748 place count 21675 transition count 39151
Applied a total of 24748 rules in 6213 ms. Remains 21675 /34049 variables (removed 12374) and now considering 39151/51525 (removed 12374) transitions.
[2024-05-25 13:43:21] [INFO ] Flow matrix only has 38095 transitions (discarded 1056 similar events)
// Phase 1: matrix 38095 rows 21675 cols
[2024-05-25 13:43:26] [INFO ] Computed 1606 invariants in 5348 ms
[2024-05-25 13:44:01] [INFO ] Performed 7671/21675 implicitness test of which 143 returned IMPLICIT in 30 seconds.
[2024-05-25 13:44:32] [INFO ] Performed 12999/21675 implicitness test of which 429 returned IMPLICIT in 61 seconds.
[2024-05-25 13:45:02] [INFO ] Performed 17352/21675 implicitness test of which 658 returned IMPLICIT in 91 seconds.
[2024-05-25 13:45:32] [INFO ] Performed 21092/21675 implicitness test of which 793 returned IMPLICIT in 121 seconds.
[2024-05-25 13:46:02] [INFO ] Performed 21512/21675 implicitness test of which 793 returned IMPLICIT in 151 seconds.
[2024-05-25 13:46:06] [INFO ] Implicit Places using invariants in 165419 ms returned [6, 21, 38, 57, 78, 101, 126, 153, 182, 213, 246, 281, 318, 943, 957, 972, 989, 1008, 1029, 1052, 1077, 1104, 1133, 1164, 1197, 1232, 1820, 1834, 1848, 1863, 1880, 1899, 1920, 1943, 1968, 1995, 2024, 2055, 2088, 2641, 2655, 2669, 2683, 2698, 2715, 2734, 2755, 2778, 2803, 2830, 2859, 2890, 3410, 3424, 3438, 3452, 3466, 3481, 3498, 3517, 3538, 3561, 3586, 3613, 3642, 4131, 4145, 4159, 4173, 4187, 4201, 4216, 4233, 4252, 4273, 4296, 4321, 4348, 4808, 4822, 4836, 4850, 4864, 4878, 4892, 4907, 4924, 4943, 4964, 4987, 5012, 5445, 5459, 5473, 5487, 5501, 5515, 5529, 5543, 5558, 5575, 5594, 5615, 5638, 6046, 6060, 6074, 6088, 6102, 6116, 6130, 6144, 6158, 6173, 6190, 6209, 6230, 6615, 6629, 6643, 6657, 6671, 6685, 6699, 6713, 6727, 6741, 6756, 6773, 6792, 7157, 7171, 7185, 7199, 7213, 7227, 7241, 7255, 7269, 7283, 7297, 7312, 7329, 7674, 7688, 7702, 7716, 7730, 7744, 7758, 7772, 7786, 7800, 7814, 7828, 7843, 8171, 8185, 8199, 8213, 8227, 8241, 8255, 8269, 8283, 8297, 8311, 8325, 8339, 8652, 8666, 8680, 8694, 8708, 8722, 8736, 8750, 8764, 8778, 8792, 8806, 8820, 9121, 9135, 9149, 9163, 9177, 9191, 9205, 9219, 9233, 9247, 9261, 9275, 9289, 9303, 9578, 9584, 9598, 9612, 9626, 9640, 9654, 9668, 9682, 9696, 9710, 9724, 9738, 9752, 9766, 9780, 9794, 9808, 9822, 9836, 9850, 9864, 9878, 9892, 9906, 9920, 9934, 9948, 9962, 9976, 9990, 10004, 10018, 10055, 10057, 10060, 10074, 10088, 10102, 10116, 10130, 10144, 10158, 10172, 10186, 10200, 10214, 10228, 10242, 10256, 10270, 10284, 10298, 10312, 10326, 10340, 10354, 10368, 10382, 10396, 10410, 10424, 10438, 10452, 10466, 10480, 10494, 10531, 10537, 10551, 10565, 10579, 10593, 10607, 10621, 10635, 10649, 10663, 10677, 10691, 10705, 10719, 10733, 10747, 10761, 10775, 10789, 10803, 10817, 10831, 10845, 10859, 10873, 10887, 10901, 10915, 10929, 10943, 10957, 10971, 11008, 11014, 11028, 11042, 11056, 11070, 11084, 11098, 11112, 11126, 11140, 11154, 11168, 11182, 11196, 11210, 11224, 11239, 11255, 11270, 11284, 11298, 11312, 11326, 11340, 11354, 11368, 11382, 11396, 11410, 11424, 11438, 11452, 11489, 11495, 11509, 11523, 11537, 11551, 11565, 11579, 11593, 11607, 11621, 11635, 11649, 11663, 11677, 11691, 11706, 11723, 11741, 11758, 11773, 11787, 11801, 11815, 11829, 11843, 11857, 11871, 11885, 11899, 11913, 11927, 11941, 11978, 11984, 11998, 12012, 12026, 12040, 12054, 12068, 12082, 12096, 12110, 12124, 12138, 12152, 12166, 12181, 12198, 12217, 12237, 12256, 12273, 12288, 12302, 12316, 12330, 12344, 12358, 12372, 12386, 12400, 12414, 12428, 12442, 12479, 12485, 12499, 12513, 12527, 12541, 12555, 12569, 12583, 12597, 12611, 12625, 12639, 12653, 12668, 12685, 12704, 12725, 12747, 12768, 12787, 12804, 12819, 12833, 12847, 12861, 12875, 12889, 12903, 12917, 12931, 12945, 12959, 12996, 13002, 13016, 13030, 13044, 13058, 13072, 13086, 13100, 13114, 13128, 13142, 13156, 13171, 13188, 13207, 13228, 13251, 13275, 13298, 13319, 13338, 13355, 13370, 13384, 13398, 13412, 13426, 13440, 13454, 13468, 13482, 13496, 13533, 13539, 13553, 13567, 13581, 13595, 13609, 13623, 13637, 13651, 13665, 13679, 13694, 13711, 13730, 13751, 13774, 13799, 13825, 13850, 13873, 13894, 13913, 13930, 13945, 13959, 13973, 13987, 14001, 14015, 14029, 14043, 14057, 14094, 14100, 14114, 14128, 14142, 14156, 14170, 14184, 14198, 14212, 14226, 14241, 14258, 14277, 14298, 14321, 14346, 14373, 14401, 14428, 14453, 14476, 14497, 14516, 14533, 14548, 14562, 14576, 14590, 14604, 14618, 14632, 14646, 14683, 14689, 14703, 14717, 14731, 14745, 14759, 14773, 14787, 14801, 14816, 14833, 14852, 14873, 14896, 14921, 14948, 14977, 15007, 15036, 15063, 15088, 15111, 15132, 15151, 15168, 15183, 15197, 15211, 15225, 15239, 15253, 15267, 15304, 15310, 15324, 15338, 15352, 15366, 15380, 15394, 15408, 15423, 15440, 15459, 15480, 15503, 15528, 15555, 15584, 15615, 15647, 15678, 15707, 15734, 15759, 15782, 15803, 15822, 15839, 15854, 15868, 15882, 15896, 15910, 15924, 15961, 15967, 15981, 15995, 16009, 16023, 16037, 16051, 16066, 16083, 16102, 16123, 16146, 16171, 16198, 16227, 16258, 16291, 16325, 16358, 16389, 16418, 16445, 16470, 16493, 16514, 16533, 16550, 16565, 16579, 16593, 16607, 16621, 16658, 16664, 16678, 16692, 16706, 16720, 16734, 16749, 16766, 16785, 16806, 16829, 16854, 16881, 16910, 16941, 16974, 17009, 17045, 17080, 17113, 17144, 17173, 17200, 17225, 17248, 17269, 17288, 17305, 17320, 17334, 17348, 17362, 17399, 17405, 17419, 17433, 17447, 17461, 17476, 17493, 17512, 17533, 17556, 17581, 17608, 17637, 17668, 17701, 17736, 17773, 17811, 17848, 17883, 17916, 17947, 17976, 18003, 18028, 18051, 18072, 18091, 18108, 18123, 18137, 18151, 18188, 18194, 18208, 18222, 18236, 18251, 18268, 18287, 18308, 18331, 18356, 18383, 18412, 18443, 18476, 18511, 18548, 18587, 18627, 18666, 18703, 18738, 18771, 18802, 18831, 18858, 18883, 18906, 18927, 18946, 18963, 18978, 18992, 19029, 19035, 19049, 19063, 19078, 19095, 19114, 19135, 19158, 19183, 19210, 19239, 19270, 19303, 19338, 19375, 19414, 19455, 19497, 19538, 19577, 19614, 19649, 19682, 19713, 19742, 19769, 19794, 19817, 19838, 19857, 19874, 19889, 19926, 19928, 19931, 19945, 19960, 19977, 19996, 20017, 20040, 20065, 20092, 20121, 20152, 20185, 20220, 20257, 20296, 20337, 20380, 20424, 20467, 20508, 20547, 20584, 20619, 20652, 20683, 20712, 20739, 20764, 20787, 20808, 20827, 20844, 20882]
[2024-05-25 13:46:06] [INFO ] Actually due to overlaps returned [9578, 10055, 10531, 11008, 11489, 11978, 12479, 12996, 13533, 14094, 14683, 15304, 15961, 16658, 17399, 18188, 19029, 19926, 20882, 6, 21, 38, 57, 78, 101, 126, 153, 182, 213, 246, 281, 318, 943, 957, 972, 989, 1008, 1029, 1052, 1077, 1104, 1133, 1164, 1197, 1232, 1820, 1834, 1848, 1863, 1880, 1899, 1920, 1943, 1968, 1995, 2024, 2055, 2088, 2641, 2655, 2669, 2683, 2698, 2715, 2734, 2755, 2778, 2803, 2830, 2859, 2890, 3410, 3424, 3438, 3452, 3466, 3481, 3498, 3517, 3538, 3561, 3586, 3613, 3642, 4131, 4145, 4159, 4173, 4187, 4201, 4216, 4233, 4252, 4273, 4296, 4321, 4348, 4808, 4822, 4836, 4850, 4864, 4878, 4892, 4907, 4924, 4943, 4964, 4987, 5012, 5445, 5459, 5473, 5487, 5501, 5515, 5529, 5543, 5558, 5575, 5594, 5615, 5638, 6046, 6060, 6074, 6088, 6102, 6116, 6130, 6144, 6158, 6173, 6190, 6209, 6230, 6615, 6629, 6643, 6657, 6671, 6685, 6699, 6713, 6727, 6741, 6756, 6773, 6792, 7157, 7171, 7185, 7199, 7213, 7227, 7241, 7255, 7269, 7283, 7297, 7312, 7329, 7674, 7688, 7702, 7716, 7730, 7744, 7758, 7772, 7786, 7800, 7814, 7828, 7843, 8171, 8185, 8199, 8213, 8227, 8241, 8255, 8269, 8283, 8297, 8311, 8325, 8339, 8652, 8666, 8680, 8694, 8708, 8722, 8736, 8750, 8764, 8778, 8792, 8806, 8820, 9121, 9135, 9149, 9163, 9177, 9191, 9205, 9219, 9233, 9247, 9261, 9275, 9289, 9303, 9584, 9598, 9612, 9626, 9640, 9654, 9668, 9682, 9696, 9710, 9724, 9738, 9752, 9766, 10057, 10060, 10074, 10088, 10102, 10116, 10130, 10144, 10158, 10172, 10186, 10200, 10214, 10228, 10242, 10537, 10551, 10565, 10579, 10593, 10607, 10621, 10635, 10649, 10663, 10677, 10691, 10705, 10719, 11014, 11028, 11042, 11056, 11070, 11084, 11098, 11112, 11126, 11140, 11154, 11168, 11182, 11196, 11495, 11509, 11523, 11537, 11551, 11565, 11579, 11593, 11607, 11621, 11635, 11649, 11663, 11677, 11984, 11998, 12012, 12026, 12040, 12054, 12068, 12082, 12096, 12110, 12124, 12138, 12152, 12166, 12485, 12499, 12513, 12527, 12541, 12555, 12569, 12583, 12597, 12611, 12625, 12639, 12653, 12668, 13002, 13016, 13030, 13044, 13058, 13072, 13086, 13100, 13114, 13128, 13142, 13156, 13171, 13188, 13539, 13553, 13567, 13581, 13595, 13609, 13623, 13637, 13651, 13665, 13679, 13694, 13711, 13730, 14100, 14114, 14128, 14142, 14156, 14170, 14184, 14198, 14212, 14226, 14241, 14258, 14277, 14298, 14689, 14703, 14717, 14731, 14745, 14759, 14773, 14787, 14801, 14816, 14833, 14852, 14873, 14896, 15310, 15324, 15338, 15352, 15366, 15380, 15394, 15408, 15423, 15440, 15459, 15480, 15503, 15528, 15967, 15981, 15995, 16009, 16023, 16037, 16051, 16066, 16083, 16102, 16123, 16146, 16171, 16198, 16664, 16678, 16692, 16706, 16720, 16734, 16749, 16766, 16785, 16806, 16829, 16854, 16881, 16910, 17405, 17419, 17433, 17447, 17461, 17476, 17493, 17512, 17533, 17556, 17581, 17608, 17637, 17668, 18194, 18208, 18222, 18236, 18251, 18268, 18287, 18308, 18331, 18356, 18383, 18412, 18443, 18476, 19035, 19049, 19063, 19078, 19095, 19114, 19135, 19158, 19183, 19210, 19239, 19270, 19303, 19338, 19928, 19931, 19945, 19960, 19977, 19996, 20017, 20040, 20065, 20092, 20121, 20152, 20185, 20220, 20257]
Discarding 469 places :
Implicit Place search using SMT only with invariants took 165448 ms to find 469 implicit places.
Starting structural reductions in SI_LTL mode, iteration 1 : 21206/34049 places, 39151/51525 transitions.
Applied a total of 0 rules in 1877 ms. Remains 21206 /21206 variables (removed 0) and now considering 39151/39151 (removed 0) transitions.
Finished structural reductions in SI_LTL mode , in 2 iterations and 173539 ms. Remains : 21206/34049 places, 39151/51525 transitions.
Stuttering acceptance computed with spot in 145 ms :[(NOT p0)]
Running random walk in product with property : MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-00
Product exploration explored 100000 steps with 1112 reset in 2947 ms.
Product exploration explored 100000 steps with 1112 reset in 2819 ms.
Computed a total of 15223 stabilizing places and 27215 stable transitions
Computed a total of 15223 stabilizing places and 27215 stable transitions
Knowledge obtained : [p0, (X p0), (X (X p0))]
False Knowledge obtained : []
Knowledge based reduction with 3 factoid took 86 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 31 ms :[(NOT p0)]
RANDOM walk for 5874 steps (65 resets) in 319 ms. (18 steps per ms) remains 0/1 properties
Knowledge obtained : [p0, (X p0), (X (X p0))]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 3 factoid took 87 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 33 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 29 ms :[(NOT p0)]
Support contains 5 out of 21206 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 21206/21206 places, 39151/39151 transitions.
Applied a total of 0 rules in 1834 ms. Remains 21206 /21206 variables (removed 0) and now considering 39151/39151 (removed 0) transitions.
[2024-05-25 13:46:17] [INFO ] Flow matrix only has 38095 transitions (discarded 1056 similar events)
// Phase 1: matrix 38095 rows 21206 cols
[2024-05-25 13:46:22] [INFO ] Computed 1137 invariants in 5438 ms
[2024-05-25 13:46:56] [INFO ] Performed 8229/21206 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 13:47:26] [INFO ] Performed 13711/21206 implicitness test of which 161 returned IMPLICIT in 60 seconds.
[2024-05-25 13:47:56] [INFO ] Performed 19902/21206 implicitness test of which 308 returned IMPLICIT in 90 seconds.
[2024-05-25 13:48:26] [INFO ] Performed 20833/21206 implicitness test of which 324 returned IMPLICIT in 120 seconds.
[2024-05-25 13:48:52] [INFO ] Implicit Places using invariants in 155605 ms returned [9569, 9583, 9597, 9611, 9625, 9639, 9653, 9667, 9681, 9695, 9709, 9723, 9737, 9751, 9765, 9779, 9793, 9807, 10029, 10043, 10057, 10071, 10085, 10099, 10113, 10127, 10141, 10155, 10169, 10183, 10197, 10211, 10225, 10239, 10253, 10267, 10491, 10505, 10519, 10533, 10547, 10561, 10575, 10589, 10603, 10617, 10631, 10645, 10659, 10673, 10687, 10701, 10715, 10729, 10953, 10967, 10982, 10998, 11013, 11027, 11041, 11055, 11069, 11083, 11097, 11111, 11125, 11139, 11153, 11167, 11181, 11195, 11419, 11434, 11451, 11469, 11486, 11501, 11515, 11529, 11543, 11557, 11571, 11585, 11599, 11613, 11627, 11641, 11655, 11669, 11894, 11911, 11930, 11950, 11969, 11986, 12001, 12015, 12029, 12043, 12057, 12071, 12085, 12099, 12113, 12127, 12141, 12155, 12383, 12402, 12423, 12445, 12466, 12485, 12502, 12517, 12531, 12545, 12559, 12573, 12587, 12601, 12615, 12629, 12643, 12657, 12890, 12911, 12934, 12958, 12981, 13002, 13021, 13038, 13053, 13067, 13081, 13095, 13109, 13123, 13137, 13151, 13165, 13179, 13419, 13442, 13467, 13493, 13518, 13541, 13562, 13581, 13598, 13613, 13627, 13641, 13655, 13669, 13683, 13697, 13711, 13725, 13974, 13999, 14026, 14054, 14081, 14106, 14129, 14150, 14169, 14186, 14201, 14215, 14229, 14243, 14257, 14271, 14285, 14299, 14559, 14586, 14615, 14645, 14674, 14701, 14726, 14749, 14770, 14789, 14806, 14821, 14835, 14849, 14863, 14877, 14891, 14905, 15178, 15207, 15238, 15270, 15301, 15330, 15357, 15382, 15405, 15426, 15445, 15462, 15477, 15491, 15505, 15519, 15533, 15547, 15835, 15866, 15899, 15933, 15966, 15997, 16026, 16053, 16078, 16101, 16122, 16141, 16158, 16173, 16187, 16201, 16215, 16229, 16534, 16567, 16602, 16638, 16673, 16706, 16737, 16766, 16793, 16818, 16841, 16862, 16881, 16898, 16913, 16927, 16941, 16955, 17279, 17314, 17351, 17389, 17426, 17461, 17494, 17525, 17554, 17581, 17606, 17629, 17650, 17669, 17686, 17701, 17715, 17729, 18074, 18111, 18150, 18190, 18229, 18266, 18301, 18334, 18365, 18394, 18421, 18446, 18469, 18490, 18509, 18526, 18541, 18555, 18923, 18962, 19003, 19045, 19086, 19125, 19162, 19197, 19230, 19261, 19290, 19317, 19342, 19365, 19386, 19405, 19422, 19437, 19828, 19869, 19912, 19956, 19999, 20040, 20079, 20116, 20151, 20184, 20215, 20244, 20271, 20296, 20319, 20340, 20359, 20376]
Discarding 324 places :
Implicit Place search using SMT only with invariants took 155629 ms to find 324 implicit places.
Starting structural reductions in SI_LTL mode, iteration 1 : 20882/21206 places, 39151/39151 transitions.
Applied a total of 0 rules in 1930 ms. Remains 20882 /20882 variables (removed 0) and now considering 39151/39151 (removed 0) transitions.
Finished structural reductions in SI_LTL mode , in 2 iterations and 159394 ms. Remains : 20882/21206 places, 39151/39151 transitions.
Computed a total of 14899 stabilizing places and 27215 stable transitions
Computed a total of 14899 stabilizing places and 27215 stable transitions
Knowledge obtained : [p0, (X p0), (X (X p0))]
False Knowledge obtained : []
Knowledge based reduction with 3 factoid took 139 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 36 ms :[(NOT p0)]
RANDOM walk for 14337 steps (159 resets) in 769 ms. (18 steps per ms) remains 0/1 properties
Knowledge obtained : [p0, (X p0), (X (X p0))]
False Knowledge obtained : [(F (NOT p0))]
Knowledge based reduction with 3 factoid took 100 ms. Reduced automaton from 1 states, 2 edges and 1 AP (stutter insensitive) to 1 states, 2 edges and 1 AP (stutter insensitive).
Stuttering acceptance computed with spot in 37 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 39 ms :[(NOT p0)]
Stuttering acceptance computed with spot in 36 ms :[(NOT p0)]
Product exploration explored 100000 steps with 1112 reset in 2800 ms.
Product exploration explored 100000 steps with 1113 reset in 2795 ms.
Support contains 5 out of 20882 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 20882/20882 places, 39151/39151 transitions.
Applied a total of 0 rules in 1896 ms. Remains 20882 /20882 variables (removed 0) and now considering 39151/39151 (removed 0) transitions.
[2024-05-25 13:49:03] [INFO ] Flow matrix only has 38095 transitions (discarded 1056 similar events)
// Phase 1: matrix 38095 rows 20882 cols
[2024-05-25 13:49:08] [INFO ] Computed 813 invariants in 4951 ms
[2024-05-25 13:49:41] [INFO ] Performed 10049/20882 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 13:50:11] [INFO ] Performed 16590/20882 implicitness test of which 0 returned IMPLICIT in 60 seconds.
[2024-05-25 13:50:41] [INFO ] Performed 20392/20882 implicitness test of which 0 returned IMPLICIT in 90 seconds.
[2024-05-25 13:51:11] [INFO ] Performed 20794/20882 implicitness test of which 0 returned IMPLICIT in 120 seconds.
[2024-05-25 13:51:11] [INFO ] Timeout of Implicit test with SMT after 120 seconds.
[2024-05-25 13:51:11] [INFO ] Implicit Places using invariants in 128514 ms returned []
Implicit Place search using SMT only with invariants took 128514 ms to find 0 implicit places.
Running 39118 sub problems to find dead transitions.
[2024-05-25 13:51:12] [INFO ] Flow matrix only has 38095 transitions (discarded 1056 similar events)
[2024-05-25 13:51:12] [INFO ] Invariant cache hit.
[2024-05-25 13:51:12] [INFO ] State equation strengthened by 16546 read => feed constraints.
SMT process timed out in 190639ms, After SMT, problems are : Problem set: 0 solved, 39118 unsolved
Search for dead transitions found 0 dead transitions in 191208ms
Finished structural reductions in SI_LTL mode , in 1 iterations and 321721 ms. Remains : 20882/20882 places, 39151/39151 transitions.
Treatment of property MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-00 finished in 671441 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(((X(p0)||(p1&&G(!p2))) U (G((X(p0)||(p1&&G(!p2))))||((X(p0)||(p1&&G(!p2)))&&(!p0 U p3)))))'
Support contains 5 out of 34049 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 34049/34049 places, 51525/51525 transitions.
Applied a total of 0 rules in 1810 ms. Remains 34049 /34049 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
[2024-05-25 13:54:28] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 34049 cols
[2024-05-25 13:54:35] [INFO ] Computed 1606 invariants in 7569 ms
[2024-05-25 13:55:15] [INFO ] Performed 6002/34049 implicitness test of which 65 returned IMPLICIT in 31 seconds.
[2024-05-25 13:55:45] [INFO ] Performed 9981/34049 implicitness test of which 117 returned IMPLICIT in 61 seconds.
[2024-05-25 13:56:15] [INFO ] Performed 13067/34049 implicitness test of which 169 returned IMPLICIT in 91 seconds.
[2024-05-25 13:56:45] [INFO ] Performed 17242/34049 implicitness test of which 278 returned IMPLICIT in 121 seconds.
[2024-05-25 13:57:15] [INFO ] Performed 20356/34049 implicitness test of which 396 returned IMPLICIT in 151 seconds.
[2024-05-25 13:57:15] [INFO ] Implicit Places using invariants in 167645 ms returned [7, 33, 61, 91, 123, 157, 193, 231, 271, 313, 357, 403, 451, 1319, 1344, 1370, 1398, 1428, 1460, 1494, 1530, 1568, 1608, 1650, 1694, 1740, 2571, 2596, 2621, 2647, 2675, 2705, 2737, 2771, 2807, 2845, 2885, 2927, 2971, 3767, 3792, 3817, 3842, 3868, 3896, 3926, 3958, 3992, 4028, 4066, 4106, 4148, 4911, 4936, 4961, 4986, 5011, 5037, 5065, 5095, 5127, 5161, 5197, 5235, 5275, 6007, 6032, 6057, 6082, 6107, 6132, 6158, 6186, 6216, 6248, 6282, 6318, 6356, 7059, 7084, 7109, 7134, 7159, 7184, 7209, 7235, 7263, 7293, 7325, 7359, 7395, 8071, 8096, 8121, 8146, 8171, 8196, 8221, 8246, 8272, 8300, 8330, 8362, 8396, 9047, 9072, 9097, 9122, 9147, 9172, 9197, 9222, 9247, 9273, 9301, 9331, 9363, 9991, 10016, 10041, 10066, 10091, 10116, 10141, 10166, 10191, 10216, 10242, 10270, 10300, 10907, 10932, 10957, 10982, 11007, 11032, 11057, 11082, 11107, 11132, 11157, 11183, 11211, 11799, 11824, 11849, 11874, 11899, 11924, 11949, 11974, 11999, 12024, 12049, 12074, 12100, 12671, 12696, 12721, 12746, 12771, 12796, 12821, 12846, 12871, 12896, 12921, 12946, 12971, 13527, 13552, 13577, 13602, 13627, 13652, 13677, 13702, 13727, 13752, 13777, 13802, 13827, 14371, 14396, 14421, 14446, 14471, 14496, 14521, 14546, 14571, 14596, 14621, 14646, 14671, 14696, 15202, 15209, 15234, 15259, 15284, 15309, 15334, 15359, 15384, 15409, 15434, 15459, 15484, 15509, 15534, 15559, 15584, 15609, 15634, 15659, 15684, 15709, 15734, 15759, 15784, 15809, 15834, 15859, 15884, 15909, 15934, 15959, 15984, 16054, 16056, 16060, 16085, 16110, 16135, 16160, 16185, 16210, 16235, 16260, 16285, 16310, 16335, 16360, 16385, 16410, 16435, 16460, 16485, 16510, 16535, 16560, 16585, 16610, 16635, 16660, 16685, 16710, 16735, 16760, 16785, 16810, 16835, 16905, 16912, 16937, 16962, 16987, 17012, 17037, 17062, 17087, 17112, 17137, 17162, 17187, 17212, 17237, 17262, 17287, 17312, 17337, 17362, 17387, 17412, 17437, 17462, 17487, 17512, 17537, 17562, 17587, 17612, 17637, 17662, 17687, 17757, 17764, 17789, 17814, 17839, 17864, 17889, 17914, 17939, 17964, 17989, 18014, 18039, 18064, 18089, 18114, 18139, 18165, 18192, 18218, 18243, 18268, 18293, 18318, 18343, 18368, 18393, 18418, 18443, 18468, 18493, 18518, 18543, 18613, 18620, 18645, 18670, 18695, 18720, 18745, 18770, 18795, 18820, 18845, 18870, 18895, 18920, 18945, 18970, 18996, 19024, 19053, 19081, 19107, 19132, 19157, 19182, 19207, 19232, 19257, 19282, 19307, 19332, 19357, 19382, 19407, 19477, 19484, 19509, 19534, 19559, 19584, 19609, 19634, 19659, 19684, 19709, 19734, 19759, 19784, 19809, 19835, 19863, 19893, 19924, 19954, 19982, 20008, 20033, 20058, 20083, 20108, 20133, 20158, 20183, 20208, 20233, 20258, 20283, 20353]
[2024-05-25 13:57:15] [INFO ] Actually due to overlaps returned [15202, 16054, 16905, 17757, 18613, 19477, 20353, 7, 33, 61, 91, 123, 157, 193, 231, 271, 313, 357, 403, 451, 1319, 1344, 1370, 1398, 1428, 1460, 1494, 1530, 1568, 1608, 1650, 1694, 1740, 2571, 2596, 2621, 2647, 2675, 2705, 2737, 2771, 2807, 2845, 2885, 2927, 2971, 3767, 3792, 3817, 3842, 3868, 3896, 3926, 3958, 3992, 4028, 4066, 4106, 4148, 4911, 4936, 4961, 4986, 5011, 5037, 5065, 5095, 5127, 5161, 5197, 5235, 5275, 6007, 6032, 6057, 6082, 6107, 6132, 6158, 6186, 6216, 6248, 6282, 6318, 6356, 7059, 7084, 7109, 7134, 7159, 7184, 7209, 7235, 7263, 7293, 7325, 7359, 7395, 8071, 8096, 8121, 8146, 8171, 8196, 8221, 8246, 8272, 8300, 8330, 8362, 8396, 9047, 9072, 9097, 9122, 9147, 9172, 9197, 9222, 9247, 9273, 9301, 9331, 9363, 9991, 10016, 10041, 10066, 10091, 10116, 10141, 10166, 10191, 10216, 10242, 10270, 10300, 10907, 10932, 10957, 10982, 11007, 11032, 11057, 11082, 11107, 11132, 11157, 11183, 11211, 11799, 11824, 11849, 11874, 11899, 11924, 11949, 11974, 11999, 12024, 12049, 12074, 12100, 12671, 12696, 12721, 12746, 12771, 12796, 12821, 12846, 12871, 12896, 12921, 12946, 12971, 13527, 13552, 13577, 13602, 13627, 13652, 13677, 13702, 13727, 13752, 13777, 13802, 13827, 14371, 14396, 14421, 14446, 14471, 14496, 14521, 14546, 14571, 14596, 14621, 14646, 14671, 14696, 15209, 15234, 15259, 15284, 15309, 15334, 15359, 15384, 15409, 15434, 15459, 15484, 15509, 15534, 15709, 15734, 15759, 15784, 15809, 15834, 15859, 15884, 15909, 15934, 15959, 15984, 16056, 16060, 16085, 16110, 16135, 16160, 16185, 16210, 16235, 16260, 16285, 16310, 16335, 16360, 16385, 16560, 16585, 16610, 16635, 16660, 16685, 16710, 16735, 16760, 16785, 16810, 16835, 16912, 16937, 16962, 16987, 17012, 17037, 17062, 17087, 17112, 17137, 17162, 17187, 17212, 17237, 17412, 17437, 17462, 17487, 17512, 17537, 17562, 17587, 17612, 17637, 17662, 17687, 17764, 17789, 17814, 17839, 17864, 17889, 17914, 17939, 17964, 17989, 18014, 18039, 18064, 18089, 18268, 18293, 18318, 18343, 18368, 18393, 18418, 18443, 18468, 18493, 18518, 18543, 18620, 18645, 18670, 18695, 18720, 18745, 18770, 18795, 18820, 18845, 18870, 18895, 18920, 18945, 19132, 19157, 19182, 19207, 19232, 19257, 19282, 19307, 19332, 19357, 19382, 19407, 19484, 19509, 19534, 19559, 19584, 19609, 19634, 19659, 19684, 19709, 19734, 19759, 19784, 19809, 20008, 20033, 20058, 20083, 20108, 20133, 20158, 20183, 20208, 20233, 20258, 20283]
Discarding 360 places :
Implicit Place search using SMT only with invariants took 167687 ms to find 360 implicit places.
Starting structural reductions in LTL mode, iteration 1 : 33689/34049 places, 51525/51525 transitions.
Applied a total of 0 rules in 1728 ms. Remains 33689 /33689 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
Finished structural reductions in LTL mode , in 2 iterations and 171228 ms. Remains : 33689/34049 places, 51525/51525 transitions.
Stuttering acceptance computed with spot in 351 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND p2 (NOT p0)), true, (AND (NOT p3) (NOT p0)), (AND (NOT p3) (NOT p0) p2), p2, (NOT p3), (AND p2 (NOT p3))]
Running random walk in product with property : MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-01
Product exploration explored 100000 steps with 33511 reset in 7777 ms.
Product exploration explored 100000 steps with 33470 reset in 7675 ms.
Computed a total of 27673 stabilizing places and 39556 stable transitions
Computed a total of 27673 stabilizing places and 39556 stable transitions
Detected a total of 27673/33689 stabilizing places and 39556/51525 transitions leading to convergence knowledge of the form 'F(Gp|G!p)' for 4/4 atomic propositions.
Knowledge obtained : [(AND (NOT p3) p0 p1 (NOT p2)), (X (NOT p2)), (X (NOT p3)), (X (NOT (AND (NOT p3) (NOT p0) p1 (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p0)))), (X (NOT (AND (NOT p0) p2))), (X (AND (NOT p3) p0)), (X (NOT (OR (AND (NOT p3) (NOT p0) (NOT p1)) (AND (NOT p3) (NOT p0) p2)))), (X (AND p1 (NOT p2))), (X (NOT (AND (NOT p0) (NOT p2)))), (X (NOT (OR (NOT p1) p2))), (X (AND (NOT p3) p0 p1 (NOT p2))), (X p0), (X (NOT (OR (AND (NOT p3) p0 (NOT p1)) (AND (NOT p3) p0 p2)))), (X p1), (X (X (NOT p2))), (X (X (NOT p3))), (X (X (NOT (AND (NOT p3) (NOT p0) p1 (NOT p2))))), (X (X (NOT (AND (NOT p3) (NOT p0))))), (X (X (NOT (AND (NOT p0) p2)))), (X (X (AND (NOT p3) p0))), (X (X (NOT (AND (NOT p3) (NOT p0) (NOT p2))))), (X (X (NOT (OR (AND (NOT p3) (NOT p0) (NOT p1)) (AND (NOT p3) (NOT p0) p2))))), (X (X (AND p1 (NOT p2)))), (X (X (NOT (AND (NOT p0) (NOT p2))))), (X (X (NOT (OR (NOT p1) p2)))), (X (X (AND (NOT p3) p0 p1 (NOT p2)))), (X (X (NOT (AND (NOT p3) (NOT p0) p2)))), (X (X p0)), (X (X (NOT (OR (AND (NOT p3) p0 (NOT p1)) (AND (NOT p3) p0 p2))))), (X (X p1)), (F (OR (G p3) (G (NOT p3)))), (F (OR (G p0) (G (NOT p0)))), (F (OR (G p1) (G (NOT p1)))), (F (OR (G p2) (G (NOT p2))))]
False Knowledge obtained : []
Knowledge based reduction with 35 factoid took 884 ms. Reduced automaton from 10 states, 25 edges and 4 AP (stutter sensitive) to 10 states, 25 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 416 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND p2 (NOT p0)), true, (AND (NOT p0) (NOT p3)), (AND (NOT p0) (NOT p3) p2), p2, (NOT p3), (AND p2 (NOT p3))]
Reduction of identical properties reduced properties to check from 18 to 17
RANDOM walk for 40000 steps (353 resets) in 3156 ms. (12 steps per ms) remains 10/17 properties
BEST_FIRST walk for 40003 steps (52 resets) in 736 ms. (54 steps per ms) remains 10/10 properties
BEST_FIRST walk for 40004 steps (52 resets) in 799 ms. (50 steps per ms) remains 8/10 properties
BEST_FIRST walk for 40003 steps (52 resets) in 857 ms. (46 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40004 steps (52 resets) in 808 ms. (49 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40004 steps (52 resets) in 1058 ms. (37 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40004 steps (52 resets) in 853 ms. (46 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40003 steps (52 resets) in 1071 ms. (37 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40004 steps (52 resets) in 966 ms. (41 steps per ms) remains 8/8 properties
BEST_FIRST walk for 40004 steps (52 resets) in 938 ms. (42 steps per ms) remains 8/8 properties
[2024-05-25 13:57:38] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 33689 cols
[2024-05-25 13:57:45] [INFO ] Computed 1246 invariants in 7059 ms
[2024-05-25 13:57:45] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 8 unsolved
Problem apf4 is UNSAT
Problem apf12 is UNSAT
At refinement iteration 1 (OVERLAPS) 20970/20975 variables, 2/2 constraints. Problems are: Problem set: 2 solved, 6 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/20975 variables, 0/2 constraints. Problems are: Problem set: 2 solved, 6 unsolved
Problem apf3 is UNSAT
At refinement iteration 3 (OVERLAPS) 318/21293 variables, 1/3 constraints. Problems are: Problem set: 2 solved, 6 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 21293/84158 variables, and 3 constraints, problems are : Problem set: 3 solved, 5 unsolved in 5037 ms.
Refiners :[Positive P Invariants (semi-flows): 3/63 constraints, Generalized P Invariants (flows): 0/1183 constraints, State Equation: 0/33689 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 8/8 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 3 solved, 5 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 3 solved, 5 unsolved
At refinement iteration 1 (OVERLAPS) 20970/20975 variables, 2/2 constraints. Problems are: Problem set: 3 solved, 5 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 20975/84158 variables, and 2 constraints, problems are : Problem set: 3 solved, 5 unsolved in 5409 ms.
Refiners :[Positive P Invariants (semi-flows): 2/63 constraints, Generalized P Invariants (flows): 0/1183 constraints, State Equation: 0/33689 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 0/8 constraints, Known Traps: 0/0 constraints]
After SMT, in 17777ms problems are : Problem set: 3 solved, 5 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 5 out of 33689 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 33689/33689 places, 51525/51525 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 11597 transitions
Trivial Post-agglo rules discarded 11597 transitions
Performed 11597 trivial Post agglomeration. Transition count delta: 11597
Iterating post reduction 0 with 11597 rules applied. Total rules applied 11597 place count 33689 transition count 39928
Reduce places removed 11597 places and 0 transitions.
Performed 16 Post agglomeration using F-continuation condition.Transition count delta: 16
Iterating post reduction 1 with 11613 rules applied. Total rules applied 23210 place count 22092 transition count 39912
Reduce places removed 16 places and 0 transitions.
Iterating post reduction 2 with 16 rules applied. Total rules applied 23226 place count 22076 transition count 39912
Performed 725 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 725 Pre rules applied. Total rules applied 23226 place count 22076 transition count 39187
Deduced a syphon composed of 725 places in 68 ms
Reduce places removed 725 places and 0 transitions.
Iterating global reduction 3 with 1450 rules applied. Total rules applied 24676 place count 21351 transition count 39187
Performed 33 Post agglomeration using F-continuation condition.Transition count delta: 33
Deduced a syphon composed of 33 places in 72 ms
Reduce places removed 33 places and 0 transitions.
Iterating global reduction 3 with 66 rules applied. Total rules applied 24742 place count 21318 transition count 39154
Free-agglomeration rule (complex) applied 1586 times.
Iterating global reduction 3 with 1586 rules applied. Total rules applied 26328 place count 21318 transition count 37568
Reduce places removed 1586 places and 0 transitions.
Iterating post reduction 3 with 1586 rules applied. Total rules applied 27914 place count 19732 transition count 37568
Partial Free-agglomeration rule applied 2093 times.
Drop transitions (Partial Free agglomeration) removed 2093 transitions
Iterating global reduction 4 with 2093 rules applied. Total rules applied 30007 place count 19732 transition count 37568
Applied a total of 30007 rules in 12224 ms. Remains 19732 /33689 variables (removed 13957) and now considering 37568/51525 (removed 13957) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 12225 ms. Remains : 19732/33689 places, 37568/51525 transitions.
RANDOM walk for 40000 steps (600 resets) in 8263 ms. (4 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (51 resets) in 661 ms. (60 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (51 resets) in 712 ms. (56 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (50 resets) in 730 ms. (54 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (51 resets) in 675 ms. (59 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40004 steps (51 resets) in 682 ms. (58 steps per ms) remains 5/5 properties
Interrupted probabilistic random walk after 22548 steps, run timeout after 9001 ms. (steps per millisecond=2 ) properties seen :0 out of 5
Probabilistic random walk after 22548 steps, saw 10747 distinct states, run finished after 9024 ms. (steps per millisecond=2 ) properties seen :0
[2024-05-25 13:58:21] [INFO ] Flow matrix only has 36002 transitions (discarded 1566 similar events)
// Phase 1: matrix 36002 rows 19732 cols
[2024-05-25 13:58:33] [INFO ] Computed 1246 invariants in 12045 ms
[2024-05-25 13:58:34] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 1 (OVERLAPS) 7100/7105 variables, 3/3 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/7105 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 3 (OVERLAPS) 225/7330 variables, 1/4 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/7330 variables, 0/4 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 5 (OVERLAPS) 12266/19596 variables, 1106/1110 constraints. Problems are: Problem set: 0 solved, 5 unsolved
All remaining problems are real, not stopping.
At refinement iteration 6 (INCLUDED_ONLY) 0/19596 variables, 0/1110 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 7 (OVERLAPS) 60/19656 variables, 60/1170 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/19656 variables, 0/1170 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 9 (OVERLAPS) 76/19732 variables, 76/1246 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 10 (INCLUDED_ONLY) 0/19732 variables, 0/1246 constraints. Problems are: Problem set: 0 solved, 5 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 55734/55734 variables, and 20978 constraints, problems are : Problem set: 0 solved, 5 unsolved in 45071 ms.
Refiners :[Positive P Invariants (semi-flows): 64/64 constraints, Generalized P Invariants (flows): 1182/1182 constraints, State Equation: 19732/19732 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 5/5 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 5 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 1 (OVERLAPS) 7100/7105 variables, 3/3 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/7105 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 3 (OVERLAPS) 225/7330 variables, 1/4 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/7330 variables, 0/4 constraints. Problems are: Problem set: 0 solved, 5 unsolved
At refinement iteration 5 (OVERLAPS) 12266/19596 variables, 1106/1110 constraints. Problems are: Problem set: 0 solved, 5 unsolved
[2024-05-25 14:01:13] [INFO ] Deduced a trap composed of 5 places in 109236 ms of which 132 ms to minimize.
SMT process timed out in 172775ms, After SMT, problems are : Problem set: 0 solved, 5 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 5 out of 19732 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 19732/19732 places, 37568/37568 transitions.
Applied a total of 0 rules in 1228 ms. Remains 19732 /19732 variables (removed 0) and now considering 37568/37568 (removed 0) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1228 ms. Remains : 19732/19732 places, 37568/37568 transitions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 19732/19732 places, 37568/37568 transitions.
Applied a total of 0 rules in 1242 ms. Remains 19732 /19732 variables (removed 0) and now considering 37568/37568 (removed 0) transitions.
[2024-05-25 14:01:16] [INFO ] Flow matrix only has 36002 transitions (discarded 1566 similar events)
[2024-05-25 14:01:16] [INFO ] Invariant cache hit.
[2024-05-25 14:01:49] [INFO ] Performed 7816/19732 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:02:20] [INFO ] Performed 12665/19732 implicitness test of which 135 returned IMPLICIT in 60 seconds.
[2024-05-25 14:02:50] [INFO ] Performed 17230/19732 implicitness test of which 366 returned IMPLICIT in 90 seconds.
[2024-05-25 14:03:20] [INFO ] Performed 19167/19732 implicitness test of which 433 returned IMPLICIT in 121 seconds.
[2024-05-25 14:03:50] [INFO ] Performed 19412/19732 implicitness test of which 433 returned IMPLICIT in 151 seconds.
[2024-05-25 14:03:56] [INFO ] Implicit Places using invariants in 160070 ms returned [8819, 8832, 8845, 8858, 8871, 8884, 9235, 9248, 9261, 9274, 9287, 9300, 9652, 9665, 9678, 9691, 9704, 9717, 10070, 10083, 10096, 10110, 10123, 10136, 10489, 10502, 10517, 10533, 10548, 10561, 10914, 10929, 10946, 10964, 10981, 10996, 11181, 11194, 11207, 11220, 11233, 11246, 11259, 11272, 11285, 11298, 11311, 11324, 11337, 11350, 11365, 11382, 11401, 11421, 11440, 11457, 11472, 11485, 11498, 11511, 11524, 11537, 11550, 11563, 11576, 11589, 11602, 11615, 11651, 11657, 11670, 11683, 11696, 11709, 11722, 11736, 11749, 11762, 11775, 11788, 11801, 11814, 11829, 11846, 11865, 11886, 11908, 11929, 11948, 11965, 11980, 11993, 12006, 12019, 12032, 12045, 12058, 12071, 12084, 12097, 12110, 12146, 12152, 12165, 12178, 12191, 12204, 12217, 12230, 12243, 12256, 12269, 12282, 12295, 12310, 12327, 12346, 12367, 12390, 12414, 12437, 12458, 12477, 12494, 12509, 12522, 12535, 12548, 12561, 12574, 12587, 12600, 12613, 12626, 12662, 12668, 12681, 12694, 12707, 12720, 12733, 12746, 12759, 12772, 12785, 12798, 12813, 12830, 12849, 12870, 12893, 12918, 12944, 12969, 12992, 13013, 13032, 13049, 13064, 13077, 13090, 13103, 13116, 13129, 13142, 13155, 13168, 13204, 13210, 13223, 13236, 13249, 13262, 13275, 13288, 13301, 13314, 13327, 13342, 13359, 13378, 13399, 13422, 13447, 13474, 13502, 13529, 13554, 13577, 13598, 13617, 13634, 13650, 13663, 13676, 13689, 13702, 13715, 13728, 13741, 13777, 13783, 13796, 13809, 13822, 13835, 13848, 13861, 13874, 13887, 13902, 13919, 13938, 13959, 13982, 14007, 14034, 14063, 14093, 14122, 14149, 14174, 14197, 14218, 14237, 14254, 14269, 14282, 14295, 14308, 14321, 14334, 14347, 14383, 14389, 14402, 14415, 14428, 14441, 14454, 14467, 14480, 14495, 14512, 14531, 14552, 14575, 14600, 14627, 14656, 14687, 14719, 14750, 14779, 14806, 14831, 14854, 14875, 14894, 14911, 14926, 14939, 14952, 14965, 14978, 14991, 15027, 15033, 15046, 15059, 15072, 15085, 15098, 15111, 15126, 15143, 15162, 15183, 15206, 15231, 15258, 15287, 15318, 15351, 15385, 15418, 15449, 15478, 15505, 15530, 15553, 15574, 15593, 15610, 15625, 15638, 15651, 15664, 15677, 15713, 15719, 15732, 15745, 15758, 15771, 15784, 15799, 15816, 15835, 15856, 15879, 15904, 15931, 15960, 15991, 16024, 16059, 16095, 16130, 16163, 16194, 16223, 16250, 16275, 16298, 16319, 16338, 16355, 16370, 16383, 16396, 16409, 16445, 16451, 16464, 16477, 16490, 16503, 16518, 16535, 16554, 16575, 16598, 16623, 16650, 16679, 16710, 16743, 16778, 16815, 16853, 16890, 16925, 16958, 16989, 17018, 17045, 17070, 17093, 17114, 17133, 17150, 17165, 17178, 17191, 17228, 17234, 17247, 17260, 17273, 17288, 17305, 17324, 17345, 17368, 17393, 17420, 17449, 17480, 17513, 17548, 17585, 17624, 17664, 17703, 17740, 17775, 17808, 17839, 17868, 17895, 17920, 17943, 17964, 17983, 18000, 18015, 18028, 18064, 18066, 18069, 18082, 18095, 18110, 18127, 18146, 18167, 18190, 18215, 18242, 18271, 18302, 18335, 18370, 18407, 18446, 18487, 18529, 18570, 18609, 18646, 18681, 18714, 18745, 18774, 18801, 18826, 18849, 18870, 18889, 18906, 18921, 18957]
[2024-05-25 14:03:56] [INFO ] Actually due to overlaps returned [11651, 12146, 12662, 13204, 13777, 14383, 15027, 15713, 16445, 17228, 18064, 18957, 8819, 8832, 8845, 8858, 8871, 8884, 9235, 9248, 9261, 9274, 9287, 9300, 9652, 9665, 9678, 9691, 9704, 9717, 10070, 10083, 10096, 10110, 10123, 10136, 10489, 10502, 10517, 10533, 10548, 10561, 10914, 10929, 10946, 10964, 10981, 10996, 11181, 11194, 11207, 11220, 11233, 11246, 11259, 11272, 11285, 11298, 11311, 11324, 11337, 11350, 11365, 11382, 11401, 11421, 11440, 11457, 11472, 11657, 11670, 11683, 11696, 11709, 11722, 11736, 11749, 11762, 11775, 11788, 11801, 11814, 11829, 11846, 11865, 11886, 11908, 11929, 11948, 11965, 12152, 12165, 12178, 12191, 12204, 12217, 12230, 12243, 12256, 12269, 12282, 12295, 12310, 12327, 12346, 12367, 12390, 12414, 12437, 12458, 12477, 12668, 12681, 12694, 12707, 12720, 12733, 12746, 12759, 12772, 12785, 12798, 12813, 12830, 12849, 12870, 12893, 12918, 12944, 12969, 12992, 13013, 13210, 13223, 13236, 13249, 13262, 13275, 13288, 13301, 13314, 13327, 13342, 13359, 13378, 13399, 13422, 13447, 13474, 13502, 13529, 13554, 13577, 13783, 13796, 13809, 13822, 13835, 13848, 13861, 13874, 13887, 13902, 13919, 13938, 13959, 13982, 14007, 14034, 14063, 14093, 14122, 14149, 14174, 14389, 14402, 14415, 14428, 14441, 14454, 14467, 14480, 14495, 14512, 14531, 14552, 14575, 14600, 14627, 14656, 14687, 14719, 14750, 14779, 14806, 15033, 15046, 15059, 15072, 15085, 15098, 15111, 15126, 15143, 15162, 15183, 15206, 15231, 15258, 15287, 15318, 15351, 15385, 15418, 15449, 15478, 15719, 15732, 15745, 15758, 15771, 15784, 15799, 15816, 15835, 15856, 15879, 15904, 15931, 15960, 15991, 16024, 16059, 16095, 16130, 16163, 16194, 16451, 16464, 16477, 16490, 16503, 16518, 16535, 16554, 16575, 16598, 16623, 16650, 16679, 16710, 16743, 16778, 16815, 16853, 16890, 16925, 16958, 17234, 17247, 17260, 17273, 17288, 17305, 17324, 17345, 17368, 17393, 17420, 17449, 17480, 17513, 17548, 17585, 17624, 17664, 17703, 17740, 17775, 18069, 18082, 18095, 18110, 18127, 18146, 18167, 18190, 18215, 18242, 18271, 18302, 18335, 18370, 18407, 18446, 18487, 18529, 18570, 18609, 18646, 18066]
Discarding 301 places :
Implicit Place search using SMT only with invariants took 160117 ms to find 301 implicit places.
Starting structural reductions in REACHABILITY mode, iteration 1 : 19431/19732 places, 37568/37568 transitions.
Free-agglomeration rule (complex) applied 1 times.
Iterating global reduction 0 with 1 rules applied. Total rules applied 1 place count 19431 transition count 37567
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 19430 transition count 37567
Applied a total of 2 rules in 2417 ms. Remains 19430 /19431 variables (removed 1) and now considering 37567/37568 (removed 1) transitions.
[2024-05-25 14:03:58] [INFO ] Flow matrix only has 36001 transitions (discarded 1566 similar events)
// Phase 1: matrix 36001 rows 19430 cols
[2024-05-25 14:04:09] [INFO ] Computed 945 invariants in 10810 ms
[2024-05-25 14:04:42] [INFO ] Performed 9306/19430 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:05:12] [INFO ] Performed 15342/19430 implicitness test of which 80 returned IMPLICIT in 60 seconds.
[2024-05-25 14:05:42] [INFO ] Performed 18802/19430 implicitness test of which 132 returned IMPLICIT in 90 seconds.
[2024-05-25 14:06:15] [INFO ] Performed 19005/19430 implicitness test of which 132 returned IMPLICIT in 122 seconds.
[2024-05-25 14:06:46] [INFO ] Performed 19320/19430 implicitness test of which 132 returned IMPLICIT in 153 seconds.
[2024-05-25 14:06:49] [INFO ] Implicit Places using invariants in 170861 ms returned [11428, 11441, 11454, 11467, 11480, 11493, 11506, 11519, 11532, 11545, 11558, 11901, 11914, 11927, 11940, 11953, 11966, 11979, 11992, 12005, 12018, 12031, 12393, 12408, 12421, 12434, 12447, 12460, 12473, 12486, 12499, 12512, 12525, 12909, 12926, 12941, 12954, 12967, 12980, 12993, 13006, 13019, 13032, 13045, 13453, 13472, 13489, 13505, 13518, 13531, 13544, 13557, 13570, 13583, 13596, 14030, 14051, 14070, 14087, 14102, 14115, 14128, 14141, 14154, 14167, 14180, 14642, 14665, 14686, 14705, 14722, 14737, 14750, 14763, 14776, 14789, 14802, 15294, 15319, 15342, 15363, 15382, 15399, 15414, 15427, 15440, 15453, 15466, 15990, 16017, 16042, 16065, 16086, 16105, 16122, 16137, 16150, 16163, 16176, 16734, 16763, 16790, 16815, 16838, 16859, 16878, 16895, 16910, 16923, 16936, 17531, 17562, 17591, 17618, 17643, 17666, 17687, 17706, 17723, 17738, 17751, 18381, 18414, 18445, 18474, 18501, 18526, 18549, 18570, 18589, 18606, 18621]
Discarding 132 places :
Implicit Place search using SMT only with invariants took 170894 ms to find 132 implicit places.
Starting structural reductions in REACHABILITY mode, iteration 2 : 19298/19732 places, 37567/37568 transitions.
Applied a total of 0 rules in 1201 ms. Remains 19298 /19298 variables (removed 0) and now considering 37567/37567 (removed 0) transitions.
Finished structural reductions in REACHABILITY mode , in 3 iterations and 335878 ms. Remains : 19298/19732 places, 37567/37568 transitions.
Found 3 invariant AP formulas.
Knowledge obtained : [(AND (NOT p3) p0 p1 (NOT p2)), (X (NOT p2)), (X (NOT p3)), (X (NOT (AND (NOT p3) (NOT p0) p1 (NOT p2)))), (X (NOT (AND (NOT p3) (NOT p0)))), (X (NOT (AND (NOT p0) p2))), (X (AND (NOT p3) p0)), (X (NOT (OR (AND (NOT p3) (NOT p0) (NOT p1)) (AND (NOT p3) (NOT p0) p2)))), (X (AND p1 (NOT p2))), (X (NOT (AND (NOT p0) (NOT p2)))), (X (NOT (OR (NOT p1) p2))), (X (AND (NOT p3) p0 p1 (NOT p2))), (X p0), (X (NOT (OR (AND (NOT p3) p0 (NOT p1)) (AND (NOT p3) p0 p2)))), (X p1), (X (X (NOT p2))), (X (X (NOT p3))), (X (X (NOT (AND (NOT p3) (NOT p0) p1 (NOT p2))))), (X (X (NOT (AND (NOT p3) (NOT p0))))), (X (X (NOT (AND (NOT p0) p2)))), (X (X (AND (NOT p3) p0))), (X (X (NOT (AND (NOT p3) (NOT p0) (NOT p2))))), (X (X (NOT (OR (AND (NOT p3) (NOT p0) (NOT p1)) (AND (NOT p3) (NOT p0) p2))))), (X (X (AND p1 (NOT p2)))), (X (X (NOT (AND (NOT p0) (NOT p2))))), (X (X (NOT (OR (NOT p1) p2)))), (X (X (AND (NOT p3) p0 p1 (NOT p2)))), (X (X (NOT (AND (NOT p3) (NOT p0) p2)))), (X (X p0)), (X (X (NOT (OR (AND (NOT p3) p0 (NOT p1)) (AND (NOT p3) p0 p2))))), (X (X p1)), (F (OR (G p3) (G (NOT p3)))), (F (OR (G p0) (G (NOT p0)))), (F (OR (G p1) (G (NOT p1)))), (F (OR (G p2) (G (NOT p2)))), (G (OR p0 (NOT p2))), (G (OR p0 (NOT p2) p3)), (G (AND (OR p0 p1 p3) (OR p0 (NOT p2) p3)))]
False Knowledge obtained : [(F (NOT (AND p1 (NOT p2)))), (F (NOT (AND p0 (NOT p2) (NOT p3)))), (F (NOT (AND (OR (NOT p0) p1 p3) (OR (NOT p0) (NOT p2) p3)))), (F (NOT (OR (NOT p0) (NOT p2) p3))), (F (NOT (AND p0 p1 (NOT p2) (NOT p3)))), (F (NOT (AND p0 (NOT p3)))), (F (NOT p1)), (F p3), (F p2), (F (NOT (AND p1 (NOT p2))))]
Knowledge based reduction with 38 factoid took 2595 ms. Reduced automaton from 10 states, 25 edges and 4 AP (stutter sensitive) to 8 states, 18 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 304 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p0) (NOT p3) p2), p2, (AND p2 (NOT p3))]
Stuttering acceptance computed with spot in 336 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p0) (NOT p3) p2), p2, (AND p2 (NOT p3))]
Support contains 5 out of 33689 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 33689/33689 places, 51525/51525 transitions.
Applied a total of 0 rules in 1725 ms. Remains 33689 /33689 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
[2024-05-25 14:06:56] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 33689 cols
[2024-05-25 14:07:03] [INFO ] Computed 1246 invariants in 7174 ms
[2024-05-25 14:07:41] [INFO ] Performed 5934/33689 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:08:11] [INFO ] Performed 9083/33689 implicitness test of which 0 returned IMPLICIT in 60 seconds.
[2024-05-25 14:08:41] [INFO ] Performed 12975/33689 implicitness test of which 0 returned IMPLICIT in 90 seconds.
[2024-05-25 14:09:11] [INFO ] Performed 17274/33689 implicitness test of which 18 returned IMPLICIT in 120 seconds.
[2024-05-25 14:09:43] [INFO ] Performed 19996/33689 implicitness test of which 36 returned IMPLICIT in 151 seconds.
[2024-05-25 14:09:43] [INFO ] Implicit Places using invariants in 167247 ms returned [15348, 15373, 15398, 15423, 15448, 15473, 16171, 16196, 16221, 16246, 16271, 16296, 16996, 17021, 17046, 17071, 17096, 17121, 17821, 17846, 17872, 17899, 17925, 17950, 18650, 18676, 18704, 18733, 18761, 18787, 19488, 19516, 19546, 19577, 19607, 19635]
Discarding 36 places :
Implicit Place search using SMT only with invariants took 167283 ms to find 36 implicit places.
Starting structural reductions in LTL mode, iteration 1 : 33653/33689 places, 51525/51525 transitions.
Applied a total of 0 rules in 1757 ms. Remains 33653 /33653 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
Finished structural reductions in LTL mode , in 2 iterations and 170766 ms. Remains : 33653/33689 places, 51525/51525 transitions.
Computed a total of 27637 stabilizing places and 39556 stable transitions
Computed a total of 27637 stabilizing places and 39556 stable transitions
Detected a total of 27637/33653 stabilizing places and 39556/51525 transitions leading to convergence knowledge of the form 'F(Gp|G!p)' for 4/4 atomic propositions.
Knowledge obtained : [(AND p0 (NOT p3) (NOT p2) p1), (X (AND p0 (NOT p3))), (X (NOT p2)), (X (NOT p3)), (X (NOT (OR (AND p2 (NOT p3)) (AND (NOT p3) (NOT p1))))), (X (NOT (AND (NOT p0) (NOT p3)))), (X (AND (NOT p2) p1)), (X (NOT (AND (NOT p0) (NOT p2) (NOT p3) p1))), (X (AND p0 (NOT p2) (NOT p3) p1)), (X (NOT (OR p2 (NOT p1)))), (X p0), (X p1), (X (X (AND p0 (NOT p3)))), (X (X (NOT p2))), (X (X (NOT p3))), (X (X (NOT (OR (AND p2 (NOT p3)) (AND (NOT p3) (NOT p1)))))), (X (X (NOT (AND (NOT p0) (NOT p3))))), (X (X (AND (NOT p2) p1))), (X (X (NOT (AND (NOT p0) (NOT p2) (NOT p3) p1)))), (X (X (AND p0 (NOT p2) (NOT p3) p1))), (X (X (NOT (OR p2 (NOT p1))))), (X (X p0)), (X (X p1)), (F (OR (G p0) (G (NOT p0)))), (F (OR (G p3) (G (NOT p3)))), (F (OR (G p2) (G (NOT p2)))), (F (OR (G p1) (G (NOT p1))))]
False Knowledge obtained : []
Knowledge based reduction with 27 factoid took 949 ms. Reduced automaton from 8 states, 18 edges and 4 AP (stutter sensitive) to 8 states, 18 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 270 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p3) (NOT p0) p2), p2, (AND p2 (NOT p3))]
Reduction of identical properties reduced properties to check from 14 to 13
RANDOM walk for 40000 steps (355 resets) in 3226 ms. (12 steps per ms) remains 5/13 properties
BEST_FIRST walk for 40003 steps (52 resets) in 573 ms. (69 steps per ms) remains 5/5 properties
BEST_FIRST walk for 40003 steps (52 resets) in 738 ms. (54 steps per ms) remains 4/5 properties
BEST_FIRST walk for 40004 steps (52 resets) in 574 ms. (69 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (52 resets) in 630 ms. (63 steps per ms) remains 4/4 properties
[2024-05-25 14:09:48] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 33653 cols
[2024-05-25 14:09:55] [INFO ] Computed 1210 invariants in 7280 ms
[2024-05-25 14:09:56] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 20870/20875 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 4 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 20875/84122 variables, and 2 constraints, problems are : Problem set: 0 solved, 4 unsolved in 5488 ms.
Refiners :[Positive P Invariants (semi-flows): 2/63 constraints, Generalized P Invariants (flows): 0/1147 constraints, State Equation: 0/33653 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 4/4 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 4 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 20870/20875 variables, 2/2 constraints. Problems are: Problem set: 0 solved, 4 unsolved
(s17624 0timeout
^^^^^^^^
(error "Invalid token: 0timeout")
Error getting values : (error "ParserException while parsing response: ((s1 0)
(s7 0)
(s8 0)
(s9 0)
(s11 0)
(s13 0)
(s15 0)
(s17 0)
(s19 0)
(s21 0)
(s23 0)
(s25 0)
(s27 0)
(s29 0)
(s31 0)
(s32 0)
(s33 0)
(s34 0)
(s35 0)
(s36 0)
(s38 0)
(s40 0)
(s42 0)
(s44 0)
(s46 0)
(s48 0)
(s50 0)
(s52 0)
(s54 0)
(s56 0)
(s58 0)
(s59 0)
(s60 0)
(s61 0)
(s62 0)
(s63 0)
(s64 0)
(s65 0)
(s67 0)
(s69 0)
(s71 0)
(s73 0)
(s75 0)
(s77 0)
(s79 0)
(s81 0)
(s83 0)
(s85 0)
(s87 0)
(s88 0)
(s89 0)
(s90 0)
(s91 0)
(s92 0)
(s93 0)
(s94 0)
(s95 0)
(s96 0)
(s98 0)
(s100 0)
(s102 0)
(s104 0)
(s106 0)
(s108 0)
(s110 0)
(s112 0)
(s114 0)
(s116 0)
(s118 0)
(s119 0)
(s120 0)
(s121 0)
(s122 0)
(s123 0)
(s124 0)
(s125 0)
(s126 0)
(s127 0)
(s128 0)
(s129 0)
(s131 0)
(s133 0)
(s135 0)
(s137 0)
(s139 0)
(s141 0)
(s143 0)
(s145 0)
(s147 0)
(s149 0)
(s151 0)
(s152 0)
(s153 0)
(s154 0)
(s155 0)
(s156 0)
(s157 0)
(s158 0)
(s159 0)
(s160 0)
(s161 0)
(s162 0)
(s163 0)
(s164 0)
(s166 0)
(s168 0)
(s170 0)
(s172 0)
(s174 0)
(s176 0)
(s178 0)
(s180 0)
(s182 0)
(s184 0)
(s186 0)
(s187 0)
(s188 0)
(s189 0)
(s190 0)
(s191 0)
(s192 0)
(s193 0)
(s194 0)
(s195 0)
(s196 0)
(s197 0)
(s198 0)
(s199 0)
(s200 0)
(s201 0)
(s203 0)
(s205 0)
(s207 0)
(s209 0)
(s211 0)
(s213 0)
(s215 0)
(s217 0)
(s219 0)
(s221 0)
(s223 0)
(s224 0)
(s225 0)
(s226 0)
(s227 0)
(s228 0)
(s229 0)
(s230 0)
(s231 0)
(s232 0)
(s233 0)
(s234 0)
(s235 0)
(s236 0)
(s237 0)
(s238 0)
(s239 0)
(s240 0)
(s242 0)
(s244 0)
(s246 0)
(s248 0)
(s250 0)
(s252 0)
(s254 0)
(s256 0)
(s258 0)
(s260 0)
(s262 0)
(s263 0)
(s264 0)
(s265 0)
(s266 0)
(s267 0)
(s268 0)
(s269 0)
(s270 0)
(s271 0)
(s272 0)
(s273 0)
(s274 0)
(s275 0)
(s276 0)
(s277 0)
(s278 0)
(s279 0)
(s280 0)
(s281 0)
(s283 0)
(s285 0)
(s287 0)
(s289 0)
(s291 0)
(s293 0)
(s295 0)
(s297 0)
(s299 0)
(s301 0)
(s303 0)
(s304 0)
(s305 0)
(s306 0)
(s307 0)
(s308 0)
(s309 0)
(s310 0)
(s311 0)
(s312 0)
(s313 0)
(s314 0)
(s315 0)
(s316 0)
(s317 0)
(s318 0)
(s319 0)
(s320 0)
(s321 0)
(s322 0)
(s323 0)
(s324 0)
(s326 0)
(s328 0)
(s330 0)
(s332 0)
(s334 0)
(s336 0)
(s338 0)
(s340 0)
(s342 0)
(s344 0)
(s346 0)
(s347 0)
(s348 0)
(s349 0)
(s350 0)
(s351 0)
(s352 0)
(s353 0)
(s354 0)
(s355 0)
(s356 0)
(s357 0)
(s358 0)
(s359 0)
(s360 0)
(s361 0)
(s362 0)
(s363 0)
(s364 0)
(s365 0)
(s366 0)
(s367 0)
(s368 0)
(s369 0)
(s371 0)
(s373 0)
(s375 0)
(s377 0)
(s379 0)
(s381 0)
(s383 0)
(s385 0)
(s387 0)
(s389 0)
(s391 0)
(s392 0)
(s393 0)
(s394 0)
(s395 0)
(s396 0)
(s397 0)
(s398 0)
(s399 0)
(s400 0)
(s401 0)
(s402 0)
(s403 0)
(s404 0)
(s405 0)
(s406 0)
(s407 0)
(s408 0)
(s409 0)
(s410 0)
(s411 0)
(s412 0)
(s413 0)
(s414 0)
(s415 0)
(s416 0)
(s418 0)
(s420 0)
(s422 0)
(s424 0)
(s426 0)
(s428 0)
(s430 0)
(s432 0)
(s434 0)
(s436 0)
(s438 0)
(s439 0)
(s440 0)
(s441 0)
(s442 0)
(s443 0)
(s444 0)
(s445 0)
(s446 0)
(s447 0)
(s448 0)
(s449 0)
(s450 0)
(s451 0)
(s452 0)
(s453 0)
(s454 0)
(s455 0)
(s456 0)
(s457 0)
(s458 0)
(s459 0)
(s460 0)
(s461 0)
(s462 0)
(s463 0)
(s464 0)
(s465 0)
(s467 0)
(s469 0)
(s471 0)
(s473 0)
(s475 0)
(s477 0)
(s479 0)
(s481 0)
(s483 0)
(s485 0)
(s487 0)
(s488 0)
(s489 0)
(s490 0)
(s491 0)
(s492 0)
(s493 0)
(s494 0)
(s495 0)
(s496 0)
(s497 0)
(s498 0)
(s499 0)
(s500 0)
(s501 0)
(s502 0)
(s503 0)
(s504 0)
(s505 0)
(s506 0)
(s507 0)
(s508 0)
(s509 0)
(s510 0)
(s511 0)
(s512 0)
(s513 0)
(s514 0)
(s515 0)
(s516 0)
(s518 0)
(s520 0)
(s522 0)
(s524 0)
(s526 0)
(s528 0)
(s530 0)
(s532 0)
(s534 0)
(s536 0)
(s538 0)
(s539 0)
(s540 0)
(s541 0)
(s542 0)
(s543 0)
(s544 0)
(s545 0)
(s546 0)
(s547 0)
(s548 0)
(s549 0)
(s550 0)
(s551 0)
(s552 0)
(s553 0)
(s554 0)
(s555 0)
(s556 0)
(s557 0)
(s558 0)
(s559 0)
(s560 0)
(s561 0)
(s562 0)
(s563 0)
(s564 0)
(s565 0)
(s566 0)
(s567 0)
(s568 0)
(s569 0)
(s571 0)
(s573 0)
(s575 0)
(s577 0)
(s579 0)
(s581 0)
(s583 0)
(s585 0)
(s587 0)
(s589 0)
(s591 0)
(s592 0)
(s593 0)
(s594 0)
(s595 0)
(s596 0)
(s597 0)
(s598 0)
(s599 0)
(s600 0)
(s601 0)
(s602 0)
(s603 0)
(s604 0)
(s605 0)
(s606 0)
(s607 0)
(s608 0)
(s609 0)
(s610 0)
(s611 0)
(s612 0)
(s613 0)
(s614 0)
(s615 0)
(s616 0)
(s617 0)
(s618 0)
(s619 0)
(s620 0)
(s621 0)
(s622 0)
(s623 0)
(s625 0)
(s627 0)
(s629 0)
(s631 0)
(s633 0)
(s635 0)
(s637 0)
(s639 0)
(s641 0)
(s643 0)
(s645 0)
(s646 0)
(s647 0)
(s648 0)
(s649 0)
(s650 0)
(s651 0)
(s652 0)
(s653 0)
(s654 0)
(s655 0)
(s656 0)
(s657 0)
(s658 0)
(s659 0)
(s660 0)
(s661 0)
(s662 0)
(s663 0)
(s664 0)
(s665 0)
(s666 0)
(s667 0)
(s668 0)
(s669 0)
(s670 0)
(s671 0)
(s672 0)
(s673 0)
(s674 0)
(s675 0)
(s676 0)
(s678 0)
(s680 0)
(s682 0)
(s684 0)
(s686 0)
(s688 0)
(s690 0)
(s692 0)
(s694 0)
(s696 0)
(s698 0)
(s699 0)
(s700 0)
(s701 0)
(s702 0)
(s703 0)
(s704 0)
(s705 0)
(s706 0)
(s707 0)
(s708 0)
(s709 0)
(s710 0)
(s711 0)
(s712 0)
(s713 0)
(s714 0)
(s715 0)
(s716 0)
(s717 0)
(s718 0)
(s719 0)
(s720 0)
(s721 0)
(s722 0)
(s723 0)
(s724 0)
(s725 0)
(s726 0)
(s727 0)
(s729 0)
(s731 0)
(s733 0)
(s735 0)
(s737 0)
(s739 0)
(s741 0)
(s743 0)
(s745 0)
(s747 0)
(s749 0)
(s750 0)
(s751 0)
(s752 0)
(s753 0)
(s754 0)
(s755 0)
(s756 0)
(s757 0)
(s758 0)
(s759 0)
(s760 0)
(s761 0)
(s762 0)
(s763 0)
(s764 0)
(s765 0)
(s766 0)
(s767 0)
(s768 0)
(s769 0)
(s770 0)
(s771 0)
(s772 0)
(s773 0)
(s774 0)
(s775 0)
(s776 0)
(s778 0)
(s780 0)
(s782 0)
(s784 0)
(s786 0)
(s788 0)
(s790 0)
(s792 0)
(s794 0)
(s796 0)
(s798 0)
(s799 0)
(s800 0)
(s801 0)
(s802 0)
(s803 0)
(s804 0)
(s805 0)
(s806 0)
(s807 0)
(s808 0)
(s809 0)
(s810 0)
(s811 0)
(s812 0)
(s813 0)
(s814 0)
(s815 0)
(s816 0)
(s817 0)
(s818 0)
(s819 0)
(s820 0)
(s821 0)
(s822 0)
(s823 0)
(s825 0)
(s827 0)
(s829 0)
(s831 0)
(s833 0)
(s835 0)
(s837 0)
(s839 0)
(s841 0)
(s843 0)
(s845 0)
(s846 0)
(s847 0)
(s848 0)
(s849 0)
(s850 0)
(s851 0)
(s852 0)
(s853 0)
(s854 0)
(s855 0)
(s856 0)
(s857 0)
(s858 0)
(s859 0)
(s860 0)
(s861 0)
(s862 0)
(s863 0)
(s864 0)
(s865 0)
(s866 0)
(s867 0)
(s868 0)
(s870 0)
(s872 0)
(s874 0)
(s876 0)
(s878 0)
(s880 0)
(s882 0)
(s884 0)
(s886 0)
(s888 0)
(s890 0)
(s891 0)
(s892 0)
(s893 0)
(s894 0)
(s895 0)
(s896 0)
(s897 0)
(s898 0)
(s899 0)
(s900 0)
(s901 0)
(s902 0)
(s903 0)
(s904 0)
(s905 0)
(s906 0)
(s907 0)
(s908 0)
(s909 0)
(s910 0)
(s911 0)
(s913 0)
(s915 0)
(s917 0)
(s919 0)
(s921 0)
(s923 0)
(s925 0)
(s927 0)
(s929 0)
(s931 0)
(s933 0)
(s934 0)
(s954 0)
(s956 0)
(s958 0)
(s960 0)
(s962 0)
(s964 0)
(s966 0)
(s968 0)
(s970 0)
(s972 0)
(s974 0)
(s975 0)
(s976 0)
(s977 0)
(s978 0)
(s979 0)
(s980 0)
(s981 0)
(s982 0)
(s983 0)
(s984 0)
(s985 0)
(s986 0)
(s987 0)
(s988 0)
(s989 0)
(s990 0)
(s991 0)
(s993 0)
(s995 0)
(s997 0)
(s999 0)
(s1001 0)
(s1003 0)
(s1005 0)
(s1007 0)
(s1009 0)
(s1011 0)
(s1013 0)
(s1014 0)
(s1030 0)
(s1032 0)
(s1034 0)
(s1036 0)
(s1038 0)
(s1040 0)
(s1042 0)
(s1044 0)
(s1046 0)
(s1048 0)
(s1050 0)
(s1051 0)
(s1052 0)
(s1053 0)
(s1054 0)
(s1055 0)
(s1056 0)
(s1057 0)
(s1058 0)
(s1059 0)
(s1060 0)
(s1061 0)
(s1062 0)
(s1063 0)
(s1065 0)
(s1067 0)
(s1069 0)
(s1071 0)
(s1073 0)
(s1075 0)
(s1077 0)
(s1079 0)
(s1081 0)
(s1083 0)
(s1085 0)
(s1086 0)
(s1087 0)
(s1088 0)
(s1089 0)
(s1090 0)
(s1091 0)
(s1092 0)
(s1093 0)
(s1094 0)
(s1095 0)
(s1096 0)
(s1098 0)
(s1100 0)
(s1102 0)
(s1104 0)
(s1106 0)
(s1108 0)
(s1110 0)
(s1112 0)
(s1114 0)
(s1116 0)
(s1118 0)
(s1119 0)
(s1129 0)
(s1131 0)
(s1133 0)
(s1135 0)
(s1137 0)
(s1139 0)
(s1141 0)
(s1143 0)
(s1145 0)
(s1147 0)
(s1149 0)
(s1150 0)
(s1158 0)
(s1160 0)
(s1162 0)
(s1164 0)
(s1166 0)
(s1168 0)
(s1170 0)
(s1172 0)
(s1174 0)
(s1176 0)
(s1178 0)
(s1179 0)
(s1185 0)
(s1187 0)
(s1189 0)
(s1191 0)
(s1193 0)
(s1195 0)
(s1197 0)
(s1199 0)
(s1201 0)
(s1203 0)
(s1205 0)
(s1206 0)
(s1210 0)
(s1212 0)
(s1214 0)
(s1216 0)
(s1218 0)
(s1220 0)
(s1222 0)
(s1224 0)
(s1226 0)
(s1228 0)
(s1230 0)
(s1231 0)
(s1234 0)
(s1236 0)
(s1238 0)
(s1240 0)
(s1242 0)
(s1244 0)
(s1246 0)
(s1248 0)
(s1250 0)
(s1252 0)
(s1254 0)
(s1255 0)
(s1256 0)
(s1257 0)
(s1258 0)
(s1259 0)
(s1260 0)
(s1261 0)
(s1262 0)
(s1263 0)
(s1264 0)
(s1265 0)
(s1266 0)
(s1267 0)
(s1268 0)
(s1269 0)
(s1270 0)
(s1271 0)
(s1272 0)
(s1273 0)
(s1274 0)
(s1275 0)
(s1276 0)
(s1277 0)
(s1278 0)
(s1279 0)
(s1280 0)
(s1281 0)
(s1282 0)
(s1283 0)
(s1284 0)
(s1285 0)
(s1286 0)
(s1287 0)
(s1288 0)
(s1289 0)
(s1290 0)
(s1291 0)
(s1292 0)
(s1293 0)
(s1294 0)
(s1295 0)
(s1296 0)
(s1297 0)
(s1298 0)
(s1299 0)
(s1306 0)
(s1307 0)
(s1309 0)
(s1311 0)
(s1313 0)
(s1315 0)
(s1317 0)
(s1319 0)
(s1321 0)
(s1323 0)
(s1325 0)
(s1327 0)
(s1329 0)
(s1330 0)
(s1331 0)
(s1332 0)
(s1334 0)
(s1336 0)
(s1338 0)
(s1340 0)
(s1342 0)
(s1344 0)
(s1346 0)
(s1348 0)
(s1350 0)
(s1352 0)
(s1354 0)
(s1355 0)
(s1356 0)
(s1357 0)
(s1358 0)
(s1359 0)
(s1361 0)
(s1363 0)
(s1365 0)
(s1367 0)
(s1369 0)
(s1371 0)
(s1373 0)
(s1375 0)
(s1377 0)
(s1379 0)
(s1381 0)
(s1382 0)
(s1383 0)
(s1384 0)
(s1385 0)
(s1386 0)
(s1387 0)
(s1388 0)
(s1390 0)
(s1392 0)
(s1394 0)
(s1396 0)
(s1398 0)
(s1400 0)
(s1402 0)
(s1404 0)
(s1406 0)
(s1408 0)
(s1410 0)
(s1411 0)
(s1412 0)
(s1413 0)
(s1414 0)
(s1415 0)
(s1416 0)
(s1417 0)
(s1418 0)
(s1419 0)
(s1421 0)
(s1423 0)
(s1425 0)
(s1427 0)
(s1429 0)
(s1431 0)
(s1433 0)
(s1435 0)
(s1437 0)
(s1439 0)
(s1441 0)
(s1442 0)
(s1443 0)
(s1444 0)
(s1445 0)
(s1446 0)
(s1447 0)
(s1448 0)
(s1449 0)
(s1450 0)
(s1451 0)
(s1452 0)
(s1454 0)
(s1456 0)
(s1458 0)
(s1460 0)
(s1462 0)
(s1464 0)
(s1466 0)
(s1468 0)
(s1470 0)
(s1472 0)
(s1474 0)
(s1475 0)
(s1476 0)
(s1477 0)
(s1478 0)
(s1479 0)
(s1480 0)
(s1481 0)
(s1482 0)
(s1483 0)
(s1484 0)
(s1485 0)
(s1486 0)
(s1487 0)
(s1489 0)
(s1491 0)
(s1493 0)
(s1495 0)
(s1497 0)
(s1499 0)
(s1501 0)
(s1503 0)
(s1505 0)
(s1507 0)
(s1509 0)
(s1510 0)
(s1511 0)
(s1512 0)
(s1513 0)
(s1514 0)
(s1515 0)
(s1516 0)
(s1517 0)
(s1518 0)
(s1519 0)
(s1520 0)
(s1521 0)
(s1522 0)
(s1523 0)
(s1524 0)
(s1526 0)
(s1528 0)
(s1530 0)
(s1532 0)
(s1534 0)
(s1536 0)
(s1538 0)
(s1540 0)
(s1542 0)
(s1544 0)
(s1546 0)
(s1547 0)
(s1548 0)
(s1549 0)
(s1550 0)
(s1551 0)
(s1552 0)
(s1553 0)
(s1554 0)
(s1555 0)
(s1556 0)
(s1557 0)
(s1558 0)
(s1559 0)
(s1560 0)
(s1561 0)
(s1562 0)
(s1563 0)
(s1565 0)
(s1567 0)
(s1569 0)
(s1571 0)
(s1573 0)
(s1575 0)
(s1577 0)
(s1579 0)
(s1581 0)
(s1583 0)
(s1585 0)
(s1586 0)
(s1587 0)
(s1588 0)
(s1589 0)
(s1590 0)
(s1591 0)
(s1592 0)
(s1593 0)
(s1594 0)
(s1595 0)
(s1596 0)
(s1597 0)
(s1598 0)
(s1599 0)
(s1600 0)
(s1601 0)
(s1602 0)
(s1603 0)
(s1604 0)
(s1606 0)
(s1608 0)
(s1610 0)
(s1612 0)
(s1614 0)
(s1616 0)
(s1618 0)
(s1620 0)
(s1622 0)
(s1624 0)
(s1626 0)
(s1627 0)
(s1628 0)
(s1629 0)
(s1630 0)
(s1631 0)
(s1632 0)
(s1633 0)
(s1634 0)
(s1635 0)
(s1636 0)
(s1637 0)
(s1638 0)
(s1639 0)
(s1640 0)
(s1641 0)
(s1642 0)
(s1643 0)
(s1644 0)
(s1645 0)
(s1646 0)
(s1647 0)
(s1649 0)
(s1651 0)
(s1653 0)
(s1655 0)
(s1657 0)
(s1659 0)
(s1661 0)
(s1663 0)
(s1665 0)
(s1667 0)
(s1669 0)
(s1670 0)
(s1671 0)
(s1672 0)
(s1673 0)
(s1674 0)
(s1675 0)
(s1676 0)
(s1677 0)
(s1678 0)
(s1679 0)
(s1680 0)
(s1681 0)
(s1682 0)
(s1683 0)
(s1684 0)
(s1685 0)
(s1686 0)
(s1687 0)
(s1688 0)
(s1689 0)
(s1690 0)
(s1691 0)
(s1692 0)
(s1694 0)
(s1696 0)
(s1698 0)
(s1700 0)
(s1702 0)
(s1704 0)
(s1706 0)
(s1708 0)
(s1710 0)
(s1712 0)
(s1714 0)
(s1715 0)
(s1716 0)
(s1717 0)
(s1718 0)
(s1719 0)
(s1720 0)
(s1721 0)
(s1722 0)
(s1723 0)
(s1724 0)
(s1725 0)
(s1726 0)
(s1727 0)
(s1728 0)
(s1729 0)
(s1730 0)
(s1731 0)
(s1732 0)
(s1733 0)
(s1734 0)
(s1735 0)
(s1736 0)
(s1737 0)
(s1738 0)
(s1739 0)
(s1741 0)
(s1743 0)
(s1745 0)
(s1747 0)
(s1749 0)
(s1751 0)
(s1753 0)
(s1755 0)
(s1757 0)
(s1759 0)
(s1761 0)
(s1762 0)
(s1763 0)
(s1764 0)
(s1765 0)
(s1766 0)
(s1767 0)
(s1768 0)
(s1769 0)
(s1770 0)
(s1771 0)
(s1772 0)
(s1773 0)
(s1774 0)
(s1775 0)
(s1776 0)
(s1777 0)
(s1778 0)
(s1779 0)
(s1780 0)
(s1781 0)
(s1782 0)
(s1783 0)
(s1784 0)
(s1785 0)
(s1786 0)
(s1787 0)
(s1788 0)
(s1790 0)
(s1792 0)
(s1794 0)
(s1796 0)
(s1798 0)
(s1800 0)
(s1802 0)
(s1804 0)
(s1806 0)
(s1808 0)
(s1810 0)
(s1811 0)
(s1812 0)
(s1813 0)
(s1814 0)
(s1815 0)
(s1816 0)
(s1817 0)
(s1818 0)
(s1819 0)
(s1820 0)
(s1821 0)
(s1822 0)
(s1823 0)
(s1824 0)
(s1825 0)
(s1826 0)
(s1827 0)
(s1828 0)
(s1829 0)
(s1830 0)
(s1831 0)
(s1832 0)
(s1833 0)
(s1834 0)
(s1835 0)
(s1836 0)
(s1837 0)
(s1838 0)
(s1839 0)
(s1841 0)
(s1843 0)
(s1845 0)
(s1847 0)
(s1849 0)
(s1851 0)
(s1853 0)
(s1855 0)
(s1857 0)
(s1859 0)
(s1861 0)
(s1862 0)
(s1863 0)
(s1864 0)
(s1865 0)
(s1866 0)
(s1867 0)
(s1868 0)
(s1869 0)
(s1870 0)
(s1871 0)
(s1872 0)
(s1873 0)
(s1874 0)
(s1875 0)
(s1876 0)
(s1877 0)
(s1878 0)
(s1879 0)
(s1880 0)
(s1881 0)
(s1882 0)
(s1883 0)
(s1884 0)
(s1885 0)
(s1886 0)
(s1887 0)
(s1888 0)
(s1889 0)
(s1890 0)
(s1891 0)
(s1893 0)
(s1895 0)
(s1897 0)
(s1899 0)
(s1901 0)
(s1903 0)
(s1905 0)
(s1907 0)
(s1909 0)
(s1911 0)
(s1913 0)
(s1914 0)
(s1915 0)
(s1916 0)
(s1917 0)
(s1918 0)
(s1919 0)
(s1920 0)
(s1921 0)
(s1922 0)
(s1923 0)
(s1924 0)
(s1925 0)
(s1926 0)
(s1927 0)
(s1928 0)
(s1929 0)
(s1930 0)
(s1931 0)
(s1932 0)
(s1933 0)
(s1934 0)
(s1935 0)
(s1936 0)
(s1937 0)
(s1938 0)
(s1939 0)
(s1940 0)
(s1941 0)
(s1942 0)
(s1944 0)
(s1946 0)
(s1948 0)
(s1950 0)
(s1952 0)
(s1954 0)
(s1956 0)
(s1958 0)
(s1960 0)
(s1962 0)
(s1964 0)
(s1965 0)
(s1966 0)
(s1967 0)
(s1968 0)
(s1969 0)
(s1970 0)
(s1971 0)
(s1972 0)
(s1973 0)
(s1974 0)
(s1975 0)
(s1976 0)
(s1977 0)
(s1978 0)
(s1979 0)
(s1980 0)
(s1981 0)
(s1982 0)
(s1983 0)
(s1984 0)
(s1985 0)
(s1986 0)
(s1987 0)
(s1988 0)
(s1989 0)
(s1990 0)
(s1991 0)
(s1993 0)
(s1995 0)
(s1997 0)
(s1999 0)
(s2001 0)
(s2003 0)
(s2005 0)
(s2007 0)
(s2009 0)
(s2011 0)
(s2013 0)
(s2014 0)
(s2015 0)
(s2016 0)
(s2017 0)
(s2018 0)
(s2019 0)
(s2020 0)
(s2021 0)
(s2022 0)
(s2023 0)
(s2024 0)
(s2025 0)
(s2026 0)
(s2027 0)
(s2028 0)
(s2029 0)
(s2030 0)
(s2031 0)
(s2032 0)
(s2033 0)
(s2034 0)
(s2035 0)
(s2036 0)
(s2037 0)
(s2038 0)
(s2040 0)
(s2042 0)
(s2044 0)
(s2046 0)
(s2048 0)
(s2050 0)
(s2052 0)
(s2054 0)
(s2056 0)
(s2058 0)
(s2060 0)
(s2061 0)
(s2062 0)
(s2063 0)
(s2064 0)
(s2065 0)
(s2066 0)
(s2067 0)
(s2068 0)
(s2069 0)
(s2070 0)
(s2071 0)
(s2072 0)
(s2073 0)
(s2074 0)
(s2075 0)
(s2076 0)
(s2077 0)
(s2078 0)
(s2079 0)
(s2080 0)
(s2081 0)
(s2082 0)
(s2083 0)
(s2085 0)
(s2087 0)
(s2089 0)
(s2091 0)
(s2093 0)
(s2095 0)
(s2097 0)
(s2099 0)
(s2101 0)
(s2103 0)
(s2105 0)
(s2106 0)
(s2107 0)
(s2108 0)
(s2109 0)
(s2110 0)
(s2111 0)
(s2112 0)
(s2113 0)
(s2114 0)
(s2115 0)
(s2116 0)
(s2117 0)
(s2118 0)
(s2119 0)
(s2120 0)
(s2121 0)
(s2122 0)
(s2123 0)
(s2124 0)
(s2125 0)
(s2126 0)
(s2128 0)
(s2130 0)
(s2132 0)
(s2134 0)
(s2136 0)
(s2138 0)
(s2140 0)
(s2142 0)
(s2144 0)
(s2146 0)
(s2148 0)
(s2149 0)
(s2150 0)
(s2151 0)
(s2152 0)
(s2153 0)
(s2154 0)
(s2155 0)
(s2156 0)
(s2157 0)
(s2158 0)
(s2159 0)
(s2160 0)
(s2161 0)
(s2162 0)
(s2163 0)
(s2164 0)
(s2165 0)
(s2166 0)
(s2167 0)
(s2169 0)
(s2171 0)
(s2173 0)
(s2175 0)
(s2177 0)
(s2179 0)
(s2181 0)
(s2183 0)
(s2185 0)
(s2187 0)
(s2189 0)
(s2190 0)
(s2208 0)
(s2210 0)
(s2212 0)
(s2214 0)
(s2216 0)
(s2218 0)
(s2220 0)
(s2222 0)
(s2224 0)
(s2226 0)
(s2228 0)
(s2229 0)
(s2230 0)
(s2231 0)
(s2232 0)
(s2233 0)
(s2234 0)
(s2235 0)
(s2236 0)
(s2237 0)
(s2238 0)
(s2239 0)
(s2240 0)
(s2241 0)
(s2242 0)
(s2243 0)
(s2245 0)
(s2247 0)
(s2249 0)
(s2251 0)
(s2253 0)
(s2255 0)
(s2257 0)
(s2259 0)
(s2261 0)
(s2263 0)
(s2265 0)
(s2266 0)
(s2280 0)
(s2282 0)
(s2284 0)
(s2286 0)
(s2288 0)
(s2290 0)
(s2292 0)
(s2294 0)
(s2296 0)
(s2298 0)
(s2300 0)
(s2301 0)
(s2302 0)
(s2303 0)
(s2304 0)
(s2305 0)
(s2306 0)
(s2307 0)
(s2308 0)
(s2309 0)
(s2310 0)
(s2311 0)
(s2313 0)
(s2315 0)
(s2317 0)
(s2319 0)
(s2321 0)
(s2323 0)
(s2325 0)
(s2327 0)
(s2329 0)
(s2331 0)
(s2333 0)
(s2334 0)
(s2335 0)
(s2336 0)
(s2337 0)
(s2338 0)
(s2339 0)
(s2340 0)
(s2341 0)
(s2342 0)
(s2344 0)
(s2346 0)
(s2348 0)
(s2350 0)
(s2352 0)
(s2354 0)
(s2356 0)
(s2358 0)
(s2360 0)
(s2362 0)
(s2364 0)
(s2365 0)
(s2373 0)
(s2375 0)
(s2377 0)
(s2379 0)
(s2381 0)
(s2383 0)
(s2385 0)
(s2387 0)
(s2389 0)
(s2391 0)
(s2393 0)
(s2394 0)
(s2400 0)
(s2402 0)
(s2404 0)
(s2406 0)
(s2408 0)
(s2410 0)
(s2412 0)
(s2414 0)
(s2416 0)
(s2418 0)
(s2420 0)
(s2421 0)
(s2425 0)
(s2427 0)
(s2429 0)
(s2431 0)
(s2433 0)
(s2435 0)
(s2437 0)
(s2439 0)
(s2441 0)
(s2443 0)
(s2445 0)
(s2446 0)
(s2449 0)
(s2451 0)
(s2453 0)
(s2455 0)
(s2457 0)
(s2459 0)
(s2461 0)
(s2463 0)
(s2465 0)
(s2467 0)
(s2469 0)
(s2470 0)
(s2473 0)
(s2475 0)
(s2477 0)
(s2479 0)
(s2481 0)
(s2483 0)
(s2485 0)
(s2487 0)
(s2489 0)
(s2491 0)
(s2493 0)
(s2494 0)
(s2495 0)
(s2496 0)
(s2497 0)
(s2498 0)
(s2499 0)
(s2500 0)
(s2501 0)
(s2502 0)
(s2503 0)
(s2504 0)
(s2505 0)
(s2506 0)
(s2507 0)
(s2508 0)
(s2509 0)
(s2510 0)
(s2511 0)
(s2512 0)
(s2513 0)
(s2514 0)
(s2515 0)
(s2516 0)
(s2517 0)
(s2518 0)
(s2519 0)
(s2520 0)
(s2521 0)
(s2522 0)
(s2523 0)
(s2524 0)
(s2525 0)
(s2526 0)
(s2527 0)
(s2528 0)
(s2529 0)
(s2530 0)
(s2531 0)
(s2532 0)
(s2533 0)
(s2534 0)
(s2535 0)
(s2536 0)
(s2537 0)
(s2538 0)
(s2545 0)
(s2546 0)
(s2548 0)
(s2550 0)
(s2552 0)
(s2554 0)
(s2556 0)
(s2558 0)
(s2560 0)
(s2562 0)
(s2564 0)
(s2566 0)
(s2568 0)
(s2569 0)
(s2570 0)
(s2572 0)
(s2574 0)
(s2576 0)
(s2578 0)
(s2580 0)
(s2582 0)
(s2584 0)
(s2586 0)
(s2588 0)
(s2590 0)
(s2592 0)
(s2593 0)
(s2594 0)
(s2595 0)
(s2597 0)
(s2599 0)
(s2601 0)
(s2603 0)
(s2605 0)
(s2607 0)
(s2609 0)
(s2611 0)
(s2613 0)
(s2615 0)
(s2617 0)
(s2618 0)
(s2619 0)
(s2620 0)
(s2621 0)
(s2622 0)
(s2624 0)
(s2626 0)
(s2628 0)
(s2630 0)
(s2632 0)
(s2634 0)
(s2636 0)
(s2638 0)
(s2640 0)
(s2642 0)
(s2644 0)
(s2645 0)
(s2646 0)
(s2647 0)
(s2648 0)
(s2649 0)
(s2650 0)
(s2651 0)
(s2653 0)
(s2655 0)
(s2657 0)
(s2659 0)
(s2661 0)
(s2663 0)
(s2665 0)
(s2667 0)
(s2669 0)
(s2671 0)
(s2673 0)
(s2674 0)
(s2675 0)
(s2676 0)
(s2677 0)
(s2678 0)
(s2679 0)
(s2680 0)
(s2681 0)
(s2682 0)
(s2684 0)
(s2686 0)
(s2688 0)
(s2690 0)
(s2692 0)
(s2694 0)
(s2696 0)
(s2698 0)
(s2700 0)
(s2702 0)
(s2704 0)
(s2705 0)
(s2706 0)
(s2707 0)
(s2708 0)
(s2709 0)
(s2710 0)
(s2711 0)
(s2712 0)
(s2713 0)
(s2714 0)
(s2715 0)
(s2717 0)
(s2719 0)
(s2721 0)
(s2723 0)
(s2725 0)
(s2727 0)
(s2729 0)
(s2731 0)
(s2733 0)
(s2735 0)
(s2737 0)
(s2738 0)
(s2739 0)
(s2740 0)
(s2741 0)
(s2742 0)
(s2743 0)
(s2744 0)
(s2745 0)
(s2746 0)
(s2747 0)
(s2748 0)
(s2749 0)
(s2750 0)
(s2752 0)
(s2754 0)
(s2756 0)
(s2758 0)
(s2760 0)
(s2762 0)
(s2764 0)
(s2766 0)
(s2768 0)
(s2770 0)
(s2772 0)
(s2773 0)
(s2774 0)
(s2775 0)
(s2776 0)
(s2777 0)
(s2778 0)
(s2779 0)
(s2780 0)
(s2781 0)
(s2782 0)
(s2783 0)
(s2784 0)
(s2785 0)
(s2786 0)
(s2787 0)
(s2789 0)
(s2791 0)
(s2793 0)
(s2795 0)
(s2797 0)
(s2799 0)
(s2801 0)
(s2803 0)
(s2805 0)
(s2807 0)
(s2809 0)
(s2810 0)
(s2811 0)
(s2812 0)
(s2813 0)
(s2814 0)
(s2815 0)
(s2816 0)
(s2817 0)
(s2818 0)
(s2819 0)
(s2820 0)
(s2821 0)
(s2822 0)
(s2823 0)
(s2824 0)
(s2825 0)
(s2826 0)
(s2828 0)
(s2830 0)
(s2832 0)
(s2834 0)
(s2836 0)
(s2838 0)
(s2840 0)
(s2842 0)
(s2844 0)
(s2846 0)
(s2848 0)
(s2849 0)
(s2850 0)
(s2851 0)
(s2852 0)
(s2853 0)
(s2854 0)
(s2855 0)
(s2856 0)
(s2857 0)
(s2858 0)
(s2859 0)
(s2860 0)
(s2861 0)
(s2862 0)
(s2863 0)
(s2864 0)
(s2865 0)
(s2866 0)
(s2867 0)
(s2869 0)
(s2871 0)
(s2873 0)
(s2875 0)
(s2877 0)
(s2879 0)
(s2881 0)
(s2883 0)
(s2885 0)
(s2887 0)
(s2889 0)
(s2890 0)
(s2891 0)
(s2892 0)
(s2893 0)
(s2894 0)
(s2895 0)
(s2896 0)
(s2897 0)
(s2898 0)
(s2899 0)
(s2900 0)
(s2901 0)
(s2902 0)
(s2903 0)
(s2904 0)
(s2905 0)
(s2906 0)
(s2907 0)
(s2908 0)
(s2909 0)
(s2910 0)
(s2912 0)
(s2914 0)
(s2916 0)
(s2918 0)
(s2920 0)
(s2922 0)
(s2924 0)
(s2926 0)
(s2928 0)
(s2930 0)
(s2932 0)
(s2933 0)
(s2934 0)
(s2935 0)
(s2936 0)
(s2937 0)
(s2938 0)
(s2939 0)
(s2940 0)
(s2941 0)
(s2942 0)
(s2943 0)
(s2944 0)
(s2945 0)
(s2946 0)
(s2947 0)
(s2948 0)
(s2949 0)
(s2950 0)
(s2951 0)
(s2952 0)
(s2953 0)
(s2954 0)
(s2955 0)
(s2957 0)
(s2959 0)
(s2961 0)
(s2963 0)
(s2965 0)
(s2967 0)
(s2969 0)
(s2971 0)
(s2973 0)
(s2975 0)
(s2977 0)
(s2978 0)
(s2979 0)
(s2980 0)
(s2981 0)
(s2982 0)
(s2983 0)
(s2984 0)
(s2985 0)
(s2986 0)
(s2987 0)
(s2988 0)
(s2989 0)
(s2990 0)
(s2991 0)
(s2992 0)
(s2993 0)
(s2994 0)
(s2995 0)
(s2996 0)
(s2997 0)
(s2998 0)
(s2999 0)
(s3000 0)
(s3001 0)
(s3002 0)
(s3004 0)
(s3006 0)
(s3008 0)
(s3010 0)
(s3012 0)
(s3014 0)
(s3016 0)
(s3018 0)
(s3020 0)
(s3022 0)
(s3024 0)
(s3025 0)
(s3026 0)
(s3027 0)
(s3028 0)
(s3029 0)
(s3030 0)
(s3031 0)
(s3032 0)
(s3033 0)
(s3034 0)
(s3035 0)
(s3036 0)
(s3037 0)
(s3038 0)
(s3039 0)
(s3040 0)
(s3041 0)
(s3042 0)
(s3043 0)
(s3044 0)
(s3045 0)
(s3046 0)
(s3047 0)
(s3048 0)
(s3049 0)
(s3050 0)
(s3051 0)
(s3053 0)
(s3055 0)
(s3057 0)
(s3059 0)
(s3061 0)
(s3063 0)
(s3065 0)
(s3067 0)
(s3069 0)
(s3071 0)
(s3073 0)
(s3074 0)
(s3075 0)
(s3076 0)
(s3077 0)
(s3078 0)
(s3079 0)
(s3080 0)
(s3081 0)
(s3082 0)
(s3083 0)
(s3084 0)
(s3085 0)
(s3086 0)
(s3087 0)
(s3088 0)
(s3089 0)
(s3090 0)
(s3091 0)
(s3092 0)
(s3093 0)
(s3094 0)
(s3095 0)
(s3096 0)
(s3097 0)
(s3098 0)
(s3099 0)
(s3100 0)
(s3101 0)
(s3103 0)
(s3105 0)
(s3107 0)
(s3109 0)
(s3111 0)
(s3113 0)
(s3115 0)
(s3117 0)
(s3119 0)
(s3121 0)
(s3123 0)
(s3124 0)
(s3125 0)
(s3126 0)
(s3127 0)
(s3128 0)
(s3129 0)
(s3130 0)
(s3131 0)
(s3132 0)
(s3133 0)
(s3134 0)
(s3135 0)
(s3136 0)
(s3137 0)
(s3138 0)
(s3139 0)
(s3140 0)
(s3141 0)
(s3142 0)
(s3143 0)
(s3144 0)
(s3145 0)
(s3146 0)
(s3147 0)
(s3148 0)
(s3149 0)
(s3150 0)
(s3152 0)
(s3154 0)
(s3156 0)
(s3158 0)
(s3160 0)
(s3162 0)
(s3164 0)
(s3166 0)
(s3168 0)
(s3170 0)
(s3172 0)
(s3173 0)
(s3174 0)
(s3175 0)
(s3176 0)
(s3177 0)
(s3178 0)
(s3179 0)
(s3180 0)
(s3181 0)
(s3182 0)
(s3183 0)
(s3184 0)
(s3185 0)
(s3186 0)
(s3187 0)
(s3188 0)
(s3189 0)
(s3190 0)
(s3191 0)
(s3192 0)
(s3193 0)
(s3194 0)
(s3195 0)
(s3196 0)
(s3197 0)
(s3199 0)
(s3201 0)
(s3203 0)
(s3205 0)
(s3207 0)
(s3209 0)
(s3211 0)
(s3213 0)
(s3215 0)
(s3217 0)
(s3219 0)
(s3220 0)
(s3221 0)
(s3222 0)
(s3223 0)
(s3224 0)
(s3225 0)
(s3226 0)
(s3227 0)
(s3228 0)
(s3229 0)
(s3230 0)
(s3231 0)
(s3232 0)
(s3233 0)
(s3234 0)
(s3235 0)
(s3236 0)
(s3237 0)
(s3238 0)
(s3239 0)
(s3240 0)
(s3241 0)
(s3242 0)
(s3244 0)
(s3246 0)
(s3248 0)
(s3250 0)
(s3252 0)
(s3254 0)
(s3256 0)
(s3258 0)
(s3260 0)
(s3262 0)
(s3264 0)
(s3265 0)
(s3266 0)
(s3267 0)
(s3268 0)
(s3269 0)
(s3270 0)
(s3271 0)
(s3272 0)
(s3273 0)
(s3274 0)
(s3275 0)
(s3276 0)
(s3277 0)
(s3278 0)
(s3279 0)
(s3280 0)
(s3281 0)
(s3282 0)
(s3283 0)
(s3284 0)
(s3285 0)
(s3287 0)
(s3289 0)
(s3291 0)
(s3293 0)
(s3295 0)
(s3297 0)
(s3299 0)
(s3301 0)
(s3303 0)
(s3305 0)
(s3307 0)
(s3308 0)
(s3309 0)
(s3310 0)
(s3311 0)
(s3312 0)
(s3313 0)
(s3314 0)
(s3315 0)
(s3316 0)
(s3317 0)
(s3318 0)
(s3319 0)
(s3320 0)
(s3321 0)
(s3322 0)
(s3323 0)
(s3324 0)
(s3325 0)
(s3326 0)
(s3328 0)
(s3330 0)
(s3332 0)
(s3334 0)
(s3336 0)
(s3338 0)
(s3340 0)
(s3342 0)
(s3344 0)
(s3346 0)
(s3348 0)
(s3349 0)
(s3350 0)
(s3351 0)
(s3352 0)
(s3353 0)
(s3354 0)
(s3355 0)
(s3356 0)
(s3357 0)
(s3358 0)
(s3359 0)
(s3360 0)
(s3361 0)
(s3362 0)
(s3363 0)
(s3364 0)
(s3365 0)
(s3367 0)
(s3369 0)
(s3371 0)
(s3373 0)
(s3375 0)
(s3377 0)
(s3379 0)
(s3381 0)
(s3383 0)
(s3385 0)
(s3387 0)
(s3388 0)
(s3404 0)
(s3406 0)
(s3408 0)
(s3410 0)
(s3412 0)
(s3414 0)
(s3416 0)
(s3418 0)
(s3420 0)
(s3422 0)
(s3424 0)
(s3425 0)
(s3426 0)
(s3427 0)
(s3428 0)
(s3429 0)
(s3430 0)
(s3431 0)
(s3432 0)
(s3433 0)
(s3434 0)
(s3435 0)
(s3436 0)
(s3437 0)
(s3439 0)
(s3441 0)
(s3443 0)
(s3445 0)
(s3447 0)
(s3449 0)
(s3451 0)
(s3453 0)
(s3455 0)
(s3457 0)
(s3459 0)
(s3460 0)
(s3472 0)
(s3474 0)
(s3476 0)
(s3478 0)
(s3480 0)
(s3482 0)
(s3484 0)
(s3486 0)
(s3488 0)
(s3490 0)
(s3492 0)
(s3493 0)
(s3494 0)
(s3495 0)
(s3496 0)
(s3497 0)
(s3498 0)
(s3499 0)
(s3500 0)
(s3501 0)
(s3503 0)
(s3505 0)
(s3507 0)
(s3509 0)
(s3511 0)
(s3513 0)
(s3515 0)
(s3517 0)
(s3519 0)
(s3521 0)
(s3523 0)
(s3524 0)
(s3525 0)
(s3526 0)
(s3527 0)
(s3528 0)
(s3529 0)
(s3530 0)
(s3532 0)
(s3534 0)
(s3536 0)
(s3538 0)
(s3540 0)
(s3542 0)
(s3544 0)
(s3546 0)
(s3548 0)
(s3550 0)
(s3552 0)
(s3553 0)
(s3559 0)
(s3561 0)
(s3563 0)
(s3565 0)
(s3567 0)
(s3569 0)
(s3571 0)
(s3573 0)
(s3575 0)
(s3577 0)
(s3579 0)
(s3580 0)
(s3584 0)
(s3586 0)
(s3588 0)
(s3590 0)
(s3592 0)
(s3594 0)
(s3596 0)
(s3598 0)
(s3600 0)
(s3602 0)
(s3604 0)
(s3605 0)
(s3608 0)
(s3610 0)
(s3612 0)
(s3614 0)
(s3616 0)
(s3618 0)
(s3620 0)
(s3622 0)
(s3624 0)
(s3626 0)
(s3628 0)
(s3629 0)
(s3632 0)
(s3634 0)
(s3636 0)
(s3638 0)
(s3640 0)
(s3642 0)
(s3644 0)
(s3646 0)
(s3648 0)
(s3650 0)
(s3652 0)
(s3653 0)
(s3656 0)
(s3658 0)
(s3660 0)
(s3662 0)
(s3664 0)
(s3666 0)
(s3668 0)
(s3670 0)
(s3672 0)
(s3674 0)
(s3676 0)
(s3677 0)
(s3678 0)
(s3679 0)
(s3680 0)
(s3681 0)
(s3682 0)
(s3683 0)
(s3684 0)
(s3685 0)
(s3686 0)
(s3687 0)
(s3688 0)
(s3689 0)
(s3690 0)
(s3691 0)
(s3692 0)
(s3693 0)
(s3694 0)
(s3695 0)
(s3696 0)
(s3697 0)
(s3698 0)
(s3699 0)
(s3700 0)
(s3701 0)
(s3702 0)
(s3703 0)
(s3704 0)
(s3705 0)
(s3706 0)
(s3707 0)
(s3708 0)
(s3709 0)
(s3710 0)
(s3711 0)
(s3712 0)
(s3713 0)
(s3714 0)
(s3715 0)
(s3716 0)
(s3717 0)
(s3718 0)
(s3719 0)
(s3720 0)
(s3721 0)
(s3728 0)
(s3729 0)
(s3731 0)
(s3733 0)
(s3735 0)
(s3737 0)
(s3739 0)
(s3741 0)
(s3743 0)
(s3745 0)
(s3747 0)
(s3749 0)
(s3751 0)
(s3752 0)
(s3753 0)
(s3755 0)
(s3757 0)
(s3759 0)
(s3761 0)
(s3763 0)
(s3765 0)
(s3767 0)
(s3769 0)
(s3771 0)
(s3773 0)
(s3775 0)
(s3776 0)
(s3777 0)
(s3779 0)
(s3781 0)
(s3783 0)
(s3785 0)
(s3787 0)
(s3789 0)
(s3791 0)
(s3793 0)
(s3795 0)
(s3797 0)
(s3799 0)
(s3800 0)
(s3801 0)
(s3802 0)
(s3804 0)
(s3806 0)
(s3808 0)
(s3810 0)
(s3812 0)
(s3814 0)
(s3816 0)
(s3818 0)
(s3820 0)
(s3822 0)
(s3824 0)
(s3825 0)
(s3826 0)
(s3827 0)
(s3828 0)
(s3829 0)
(s3831 0)
(s3833 0)
(s3835 0)
(s3837 0)
(s3839 0)
(s3841 0)
(s3843 0)
(s3845 0)
(s3847 0)
(s3849 0)
(s3851 0)
(s3852 0)
(s3853 0)
(s3854 0)
(s3855 0)
(s3856 0)
(s3857 0)
(s3858 0)
(s3860 0)
(s3862 0)
(s3864 0)
(s3866 0)
(s3868 0)
(s3870 0)
(s3872 0)
(s3874 0)
(s3876 0)
(s3878 0)
(s3880 0)
(s3881 0)
(s3882 0)
(s3883 0)
(s3884 0)
(s3885 0)
(s3886 0)
(s3887 0)
(s3888 0)
(s3889 0)
(s3891 0)
(s3893 0)
(s3895 0)
(s3897 0)
(s3899 0)
(s3901 0)
(s3903 0)
(s3905 0)
(s3907 0)
(s3909 0)
(s3911 0)
(s3912 0)
(s3913 0)
(s3914 0)
(s3915 0)
(s3916 0)
(s3917 0)
(s3918 0)
(s3919 0)
(s3920 0)
(s3921 0)
(s3922 0)
(s3924 0)
(s3926 0)
(s3928 0)
(s3930 0)
(s3932 0)
(s3934 0)
(s3936 0)
(s3938 0)
(s3940 0)
(s3942 0)
(s3944 0)
(s3945 0)
(s3946 0)
(s3947 0)
(s3948 0)
(s3949 0)
(s3950 0)
(s3951 0)
(s3952 0)
(s3953 0)
(s3954 0)
(s3955 0)
(s3956 0)
(s3957 0)
(s3959 0)
(s3961 0)
(s3963 0)
(s3965 0)
(s3967 0)
(s3969 0)
(s3971 0)
(s3973 0)
(s3975 0)
(s3977 0)
(s3979 0)
(s3980 0)
(s3981 0)
(s3982 0)
(s3983 0)
(s3984 0)
(s3985 0)
(s3986 0)
(s3987 0)
(s3988 0)
(s3989 0)
(s3990 0)
(s3991 0)
(s3992 0)
(s3993 0)
(s3994 0)
(s3996 0)
(s3998 0)
(s4000 0)
(s4002 0)
(s4004 0)
(s4006 0)
(s4008 0)
(s4010 0)
(s4012 0)
(s4014 0)
(s4016 0)
(s4017 0)
(s4018 0)
(s4019 0)
(s4020 0)
(s4021 0)
(s4022 0)
(s4023 0)
(s4024 0)
(s4025 0)
(s4026 0)
(s4027 0)
(s4028 0)
(s4029 0)
(s4030 0)
(s4031 0)
(s4032 0)
(s4033 0)
(s4035 0)
(s4037 0)
(s4039 0)
(s4041 0)
(s4043 0)
(s4045 0)
(s4047 0)
(s4049 0)
(s4051 0)
(s4053 0)
(s4055 0)
(s4056 0)
(s4057 0)
(s4058 0)
(s4059 0)
(s4060 0)
(s4061 0)
(s4062 0)
(s4063 0)
(s4064 0)
(s4065 0)
(s4066 0)
(s4067 0)
(s4068 0)
(s4069 0)
(s4070 0)
(s4071 0)
(s4072 0)
(s4073 0)
(s4074 0)
(s4076 0)
(s4078 0)
(s4080 0)
(s4082 0)
(s4084 0)
(s4086 0)
(s4088 0)
(s4090 0)
(s4092 0)
(s4094 0)
(s4096 0)
(s4097 0)
(s4098 0)
(s4099 0)
(s4100 0)
(s4101 0)
(s4102 0)
(s4103 0)
(s4104 0)
(s4105 0)
(s4106 0)
(s4107 0)
(s4108 0)
(s4109 0)
(s4110 0)
(s4111 0)
(s4112 0)
(s4113 0)
(s4114 0)
(s4115 0)
(s4116 0)
(s4117 0)
(s4119 0)
(s4121 0)
(s4123 0)
(s4125 0)
(s4127 0)
(s4129 0)
(s4131 0)
(s4133 0)
(s4135 0)
(s4137 0)
(s4139 0)
(s4140 0)
(s4141 0)
(s4142 0)
(s4143 0)
(s4144 0)
(s4145 0)
(s4146 0)
(s4147 0)
(s4148 0)
(s4149 0)
(s4150 0)
(s4151 0)
(s4152 0)
(s4153 0)
(s4154 0)
(s4155 0)
(s4156 0)
(s4157 0)
(s4158 0)
(s4159 0)
(s4160 0)
(s4161 0)
(s4162 0)
(s4164 0)
(s4166 0)
(s4168 0)
(s4170 0)
(s4172 0)
(s4174 0)
(s4176 0)
(s4178 0)
(s4180 0)
(s4182 0)
(s4184 0)
(s4185 0)
(s4186 0)
(s4187 0)
(s4188 0)
(s4189 0)
(s4190 0)
(s4191 0)
(s4192 0)
(s4193 0)
(s4194 0)
(s4195 0)
(s4196 0)
(s4197 0)
(s4198 0)
(s4199 0)
(s4200 0)
(s4201 0)
(s4202 0)
(s4203 0)
(s4204 0)
(s4205 0)
(s4206 0)
(s4207 0)
(s4208 0)
(s4209 0)
(s4211 0)
(s4213 0)
(s4215 0)
(s4217 0)
(s4219 0)
(s4221 0)
(s4223 0)
(s4225 0)
(s4227 0)
(s4229 0)
(s4231 0)
(s4232 0)
(s4233 0)
(s4234 0)
(s4235 0)
(s4236 0)
(s4237 0)
(s4238 0)
(s4239 0)
(s4240 0)
(s4241 0)
(s4242 0)
(s4243 0)
(s4244 0)
(s4245 0)
(s4246 0)
(s4247 0)
(s4248 0)
(s4249 0)
(s4250 0)
(s4251 0)
(s4252 0)
(s4253 0)
(s4254 0)
(s4255 0)
(s4256 0)
(s4257 0)
(s4259 0)
(s4261 0)
(s4263 0)
(s4265 0)
(s4267 0)
(s4269 0)
(s4271 0)
(s4273 0)
(s4275 0)
(s4277 0)
(s4279 0)
(s4280 0)
(s4281 0)
(s4282 0)
(s4283 0)
(s4284 0)
(s4285 0)
(s4286 0)
(s4287 0)
(s4288 0)
(s4289 0)
(s4290 0)
(s4291 0)
(s4292 0)
(s4293 0)
(s4294 0)
(s4295 0)
(s4296 0)
(s4297 0)
(s4298 0)
(s4299 0)
(s4300 0)
(s4301 0)
(s4302 0)
(s4303 0)
(s4304 0)
(s4306 0)
(s4308 0)
(s4310 0)
(s4312 0)
(s4314 0)
(s4316 0)
(s4318 0)
(s4320 0)
(s4322 0)
(s4324 0)
(s4326 0)
(s4327 0)
(s4328 0)
(s4329 0)
(s4330 0)
(s4331 0)
(s4332 0)
(s4333 0)
(s4334 0)
(s4335 0)
(s4336 0)
(s4337 0)
(s4338 0)
(s4339 0)
(s4340 0)
(s4341 0)
(s4342 0)
(s4343 0)
(s4344 0)
(s4345 0)
(s4346 0)
(s4347 0)
(s4348 0)
(s4349 0)
(s4351 0)
(s4353 0)
(s4355 0)
(s4357 0)
(s4359 0)
(s4361 0)
(s4363 0)
(s4365 0)
(s4367 0)
(s4369 0)
(s4371 0)
(s4372 0)
(s4373 0)
(s4374 0)
(s4375 0)
(s4376 0)
(s4377 0)
(s4378 0)
(s4379 0)
(s4380 0)
(s4381 0)
(s4382 0)
(s4383 0)
(s4384 0)
(s4385 0)
(s4386 0)
(s4387 0)
(s4388 0)
(s4389 0)
(s4390 0)
(s4391 0)
(s4392 0)
(s4394 0)
(s4396 0)
(s4398 0)
(s4400 0)
(s4402 0)
(s4404 0)
(s4406 0)
(s4408 0)
(s4410 0)
(s4412 0)
(s4414 0)
(s4415 0)
(s4416 0)
(s4417 0)
(s4418 0)
(s4419 0)
(s4420 0)
(s4421 0)
(s4422 0)
(s4423 0)
(s4424 0)
(s4425 0)
(s4426 0)
(s4427 0)
(s4428 0)
(s4429 0)
(s4430 0)
(s4431 0)
(s4432 0)
(s4433 0)
(s4435 0)
(s4437 0)
(s4439 0)
(s4441 0)
(s4443 0)
(s4445 0)
(s4447 0)
(s4449 0)
(s4451 0)
(s4453 0)
(s4455 0)
(s4456 0)
(s4457 0)
(s4458 0)
(s4459 0)
(s4460 0)
(s4461 0)
(s4462 0)
(s4463 0)
(s4464 0)
(s4465 0)
(s4466 0)
(s4467 0)
(s4468 0)
(s4469 0)
(s4470 0)
(s4471 0)
(s4472 0)
(s4474 0)
(s4476 0)
(s4478 0)
(s4480 0)
(s4482 0)
(s4484 0)
(s4486 0)
(s4488 0)
(s4490 0)
(s4492 0)
(s4494 0)
(s4495 0)
(s4496 0)
(s4497 0)
(s4498 0)
(s4499 0)
(s4500 0)
(s4501 0)
(s4502 0)
(s4503 0)
(s4504 0)
(s4505 0)
(s4506 0)
(s4507 0)
(s4508 0)
(s4509 0)
(s4511 0)
(s4513 0)
(s4515 0)
(s4517 0)
(s4519 0)
(s4521 0)
(s4523 0)
(s4525 0)
(s4527 0)
(s4529 0)
(s4531 0)
(s4532 0)
(s4546 0)
(s4548 0)
(s4550 0)
(s4552 0)
(s4554 0)
(s4556 0)
(s4558 0)
(s4560 0)
(s4562 0)
(s4564 0)
(s4566 0)
(s4567 0)
(s4568 0)
(s4569 0)
(s4570 0)
(s4571 0)
(s4572 0)
(s4573 0)
(s4574 0)
(s4575 0)
(s4576 0)
(s4577 0)
(s4579 0)
(s4581 0)
(s4583 0)
(s4585 0)
(s4587 0)
(s4589 0)
(s4591 0)
(s4593 0)
(s4595 0)
(s4597 0)
(s4599 0)
(s4600 0)
(s4610 0)
(s4612 0)
(s4614 0)
(s4616 0)
(s4618 0)
(s4620 0)
(s4622 0)
(s4624 0)
(s4626 0)
(s4628 0)
(s4630 0)
(s4631 0)
(s4632 0)
(s4633 0)
(s4634 0)
(s4635 0)
(s4636 0)
(s4637 0)
(s4639 0)
(s4641 0)
(s4643 0)
(s4645 0)
(s4647 0)
(s4649 0)
(s4651 0)
(s4653 0)
(s4655 0)
(s4657 0)
(s4659 0)
(s4660 0)
(s4661 0)
(s4662 0)
(s4663 0)
(s4664 0)
(s4666 0)
(s4668 0)
(s4670 0)
(s4672 0)
(s4674 0)
(s4676 0)
(s4678 0)
(s4680 0)
(s4682 0)
(s4684 0)
(s4686 0)
(s4687 0)
(s4691 0)
(s4693 0)
(s4695 0)
(s4697 0)
(s4699 0)
(s4701 0)
(s4703 0)
(s4705 0)
(s4707 0)
(s4709 0)
(s4711 0)
(s4712 0)
(s4715 0)
(s4717 0)
(s4719 0)
(s4721 0)
(s4723 0)
(s4725 0)
(s4727 0)
(s4729 0)
(s4731 0)
(s4733 0)
(s4735 0)
(s4736 0)
(s4739 0)
(s4741 0)
(s4743 0)
(s4745 0)
(s4747 0)
(s4749 0)
(s4751 0)
(s4753 0)
(s4755 0)
(s4757 0)
(s4759 0)
(s4760 0)
(s4763 0)
(s4765 0)
(s4767 0)
(s4769 0)
(s4771 0)
(s4773 0)
(s4775 0)
(s4777 0)
(s4779 0)
(s4781 0)
(s4783 0)
(s4784 0)
(s4787 0)
(s4789 0)
(s4791 0)
(s4793 0)
(s4795 0)
(s4797 0)
(s4799 0)
(s4801 0)
(s4803 0)
(s4805 0)
(s4807 0)
(s4808 0)
(s4809 0)
(s4810 0)
(s4811 0)
(s4812 0)
(s4813 0)
(s4814 0)
(s4815 0)
(s4816 0)
(s4817 0)
(s4818 0)
(s4819 0)
(s4820 0)
(s4821 0)
(s4822 0)
(s4823 0)
(s4824 0)
(s4825 0)
(s4826 0)
(s4827 0)
(s4828 0)
(s4829 0)
(s4830 0)
(s4831 0)
(s4832 0)
(s4833 0)
(s4834 0)
(s4835 0)
(s4836 0)
(s4837 0)
(s4838 0)
(s4839 0)
(s4840 0)
(s4841 0)
(s4842 0)
(s4843 0)
(s4844 0)
(s4845 0)
(s4846 0)
(s4847 0)
(s4848 0)
(s4849 0)
(s4850 0)
(s4851 0)
(s4852 0)
(s4859 0)
(s4860 0)
(s4862 0)
(s4864 0)
(s4866 0)
(s4868 0)
(s4870 0)
(s4872 0)
(s4874 0)
(s4876 0)
(s4878 0)
(s4880 0)
(s4882 0)
(s4883 0)
(s4884 0)
(s4886 0)
(s4888 0)
(s4890 0)
(s4892 0)
(s4894 0)
(s4896 0)
(s4898 0)
(s4900 0)
(s4902 0)
(s4904 0)
(s4906 0)
(s4907 0)
(s4908 0)
(s4910 0)
(s4912 0)
(s4914 0)
(s4916 0)
(s4918 0)
(s4920 0)
(s4922 0)
(s4924 0)
(s4926 0)
(s4928 0)
(s4930 0)
(s4931 0)
(s4932 0)
(s4934 0)
(s4936 0)
(s4938 0)
(s4940 0)
(s4942 0)
(s4944 0)
(s4946 0)
(s4948 0)
(s4950 0)
(s4952 0)
(s4954 0)
(s4955 0)
(s4956 0)
(s4957 0)
(s4959 0)
(s4961 0)
(s4963 0)
(s4965 0)
(s4967 0)
(s4969 0)
(s4971 0)
(s4973 0)
(s4975 0)
(s4977 0)
(s4979 0)
(s4980 0)
(s4981 0)
(s4982 0)
(s4983 0)
(s4984 0)
(s4986 0)
(s4988 0)
(s4990 0)
(s4992 0)
(s4994 0)
(s4996 0)
(s4998 0)
(s5000 0)
(s5002 0)
(s5004 0)
(s5006 0)
(s5007 0)
(s5008 0)
(s5009 0)
(s5010 0)
(s5011 0)
(s5012 0)
(s5013 0)
(s5015 0)
(s5017 0)
(s5019 0)
(s5021 0)
(s5023 0)
(s5025 0)
(s5027 0)
(s5029 0)
(s5031 0)
(s5033 0)
(s5035 0)
(s5036 0)
(s5037 0)
(s5038 0)
(s5039 0)
(s5040 0)
(s5041 0)
(s5042 0)
(s5043 0)
(s5044 0)
(s5046 0)
(s5048 0)
(s5050 0)
(s5052 0)
(s5054 0)
(s5056 0)
(s5058 0)
(s5060 0)
(s5062 0)
(s5064 0)
(s5066 0)
(s5067 0)
(s5068 0)
(s5069 0)
(s5070 0)
(s5071 0)
(s5072 0)
(s5073 0)
(s5074 0)
(s5075 0)
(s5076 0)
(s5077 0)
(s5079 0)
(s5081 0)
(s5083 0)
(s5085 0)
(s5087 0)
(s5089 0)
(s5091 0)
(s5093 0)
(s5095 0)
(s5097 0)
(s5099 0)
(s5100 0)
(s5101 0)
(s5102 0)
(s5103 0)
(s5104 0)
(s5105 0)
(s5106 0)
(s5107 0)
(s5108 0)
(s5109 0)
(s5110 0)
(s5111 0)
(s5112 0)
(s5114 0)
(s5116 0)
(s5118 0)
(s5120 0)
(s5122 0)
(s5124 0)
(s5126 0)
(s5128 0)
(s5130 0)
(s5132 0)
(s5134 0)
(s5135 0)
(s5136 0)
(s5137 0)
(s5138 0)
(s5139 0)
(s5140 0)
(s5141 0)
(s5142 0)
(s5143 0)
(s5144 0)
(s5145 0)
(s5146 0)
(s5147 0)
(s5148 0)
(s5149 0)
(s5151 0)
(s5153 0)
(s5155 0)
(s5157 0)
(s5159 0)
(s5161 0)
(s5163 0)
(s5165 0)
(s5167 0)
(s5169 0)
(s5171 0)
(s5172 0)
(s5173 0)
(s5174 0)
(s5175 0)
(s5176 0)
(s5177 0)
(s5178 0)
(s5179 0)
(s5180 0)
(s5181 0)
(s5182 0)
(s5183 0)
(s5184 0)
(s5185 0)
(s5186 0)
(s5187 0)
(s5188 0)
(s5190 0)
(s5192 0)
(s5194 0)
(s5196 0)
(s5198 0)
(s5200 0)
(s5202 0)
(s5204 0)
(s5206 0)
(s5208 0)
(s5210 0)
(s5211 0)
(s5212 0)
(s5213 0)
(s5214 0)
(s5215 0)
(s5216 0)
(s5217 0)
(s5218 0)
(s5219 0)
(s5220 0)
(s5221 0)
(s5222 0)
(s5223 0)
(s5224 0)
(s5225 0)
(s5226 0)
(s5227 0)
(s5228 0)
(s5229 0)
(s5231 0)
(s5233 0)
(s5235 0)
(s5237 0)
(s5239 0)
(s5241 0)
(s5243 0)
(s5245 0)
(s5247 0)
(s5249 0)
(s5251 0)
(s5252 0)
(s5253 0)
(s5254 0)
(s5255 0)
(s5256 0)
(s5257 0)
(s5258 0)
(s5259 0)
(s5260 0)
(s5261 0)
(s5262 0)
(s5263 0)
(s5264 0)
(s5265 0)
(s5266 0)
(s5267 0)
(s5268 0)
(s5269 0)
(s5270 0)
(s5271 0)
(s5272 0)
(s5274 0)
(s5276 0)
(s5278 0)
(s5280 0)
(s5282 0)
(s5284 0)
(s5286 0)
(s5288 0)
(s5290 0)
(s5292 0)
(s5294 0)
(s5295 0)
(s5296 0)
(s5297 0)
(s5298 0)
(s5299 0)
(s5300 0)
(s5301 0)
(s5302 0)
(s5303 0)
(s5304 0)
(s5305 0)
(s5306 0)
(s5307 0)
(s5308 0)
(s5309 0)
(s5310 0)
(s5311 0)
(s5312 0)
(s5313 0)
(s5314 0)
(s5315 0)
(s5316 0)
(s5317 0)
(s5319 0)
(s5321 0)
(s5323 0)
(s5325 0)
(s5327 0)
(s5329 0)
(s5331 0)
(s5333 0)
(s5335 0)
(s5337 0)
(s5339 0)
(s5340 0)
(s5341 0)
(s5342 0)
(s5343 0)
(s5344 0)
(s5345 0)
(s5346 0)
(s5347 0)
(s5348 0)
(s5349 0)
(s5350 0)
(s5351 0)
(s5352 0)
(s5353 0)
(s5354 0)
(s5355 0)
(s5356 0)
(s5357 0)
(s5358 0)
(s5359 0)
(s5360 0)
(s5361 0)
(s5362 0)
(s5363 0)
(s5365 0)
(s5367 0)
(s5369 0)
(s5371 0)
(s5373 0)
(s5375 0)
(s5377 0)
(s5379 0)
(s5381 0)
(s5383 0)
(s5385 0)
(s5386 0)
(s5387 0)
(s5388 0)
(s5389 0)
(s5390 0)
(s5391 0)
(s5392 0)
(s5393 0)
(s5394 0)
(s5395 0)
(s5396 0)
(s5397 0)
(s5398 0)
(s5399 0)
(s5400 0)
(s5401 0)
(s5402 0)
(s5403 0)
(s5404 0)
(s5405 0)
(s5406 0)
(s5407 0)
(s5408 0)
(s5410 0)
(s5412 0)
(s5414 0)
(s5416 0)
(s5418 0)
(s5420 0)
(s5422 0)
(s5424 0)
(s5426 0)
(s5428 0)
(s5430 0)
(s5431 0)
(s5432 0)
(s5433 0)
(s5434 0)
(s5435 0)
(s5436 0)
(s5437 0)
(s5438 0)
(s5439 0)
(s5440 0)
(s5441 0)
(s5442 0)
(s5443 0)
(s5444 0)
(s5445 0)
(s5446 0)
(s5447 0)
(s5448 0)
(s5449 0)
(s5450 0)
(s5451 0)
(s5453 0)
(s5455 0)
(s5457 0)
(s5459 0)
(s5461 0)
(s5463 0)
(s5465 0)
(s5467 0)
(s5469 0)
(s5471 0)
(s5473 0)
(s5474 0)
(s5475 0)
(s5476 0)
(s5477 0)
(s5478 0)
(s5479 0)
(s5480 0)
(s5481 0)
(s5482 0)
(s5483 0)
(s5484 0)
(s5485 0)
(s5486 0)
(s5487 0)
(s5488 0)
(s5489 0)
(s5490 0)
(s5491 0)
(s5492 0)
(s5494 0)
(s5496 0)
(s5498 0)
(s5500 0)
(s5502 0)
(s5504 0)
(s5506 0)
(s5508 0)
(s5510 0)
(s5512 0)
(s5514 0)
(s5515 0)
(s5516 0)
(s5517 0)
(s5518 0)
(s5519 0)
(s5520 0)
(s5521 0)
(s5522 0)
(s5523 0)
(s5524 0)
(s5525 0)
(s5526 0)
(s5527 0)
(s5528 0)
(s5529 0)
(s5530 0)
(s5531 0)
(s5533 0)
(s5535 0)
(s5537 0)
(s5539 0)
(s5541 0)
(s5543 0)
(s5545 0)
(s5547 0)
(s5549 0)
(s5551 0)
(s5553 0)
(s5554 0)
(s5555 0)
(s5556 0)
(s5557 0)
(s5558 0)
(s5559 0)
(s5560 0)
(s5561 0)
(s5562 0)
(s5563 0)
(s5564 0)
(s5565 0)
(s5566 0)
(s5567 0)
(s5568 0)
(s5570 0)
(s5572 0)
(s5574 0)
(s5576 0)
(s5578 0)
(s5580 0)
(s5582 0)
(s5584 0)
(s5586 0)
(s5588 0)
(s5590 0)
(s5591 0)
(s5592 0)
(s5593 0)
(s5594 0)
(s5595 0)
(s5596 0)
(s5597 0)
(s5598 0)
(s5599 0)
(s5600 0)
(s5601 0)
(s5602 0)
(s5603 0)
(s5605 0)
(s5607 0)
(s5609 0)
(s5611 0)
(s5613 0)
(s5615 0)
(s5617 0)
(s5619 0)
(s5621 0)
(s5623 0)
(s5625 0)
(s5626 0)
(s5638 0)
(s5640 0)
(s5642 0)
(s5644 0)
(s5646 0)
(s5648 0)
(s5650 0)
(s5652 0)
(s5654 0)
(s5656 0)
(s5658 0)
(s5659 0)
(s5660 0)
(s5661 0)
(s5662 0)
(s5663 0)
(s5664 0)
(s5665 0)
(s5666 0)
(s5667 0)
(s5669 0)
(s5671 0)
(s5673 0)
(s5675 0)
(s5677 0)
(s5679 0)
(s5681 0)
(s5683 0)
(s5685 0)
(s5687 0)
(s5689 0)
(s5690 0)
(s5698 0)
(s5700 0)
(s5702 0)
(s5704 0)
(s5706 0)
(s5708 0)
(s5710 0)
(s5712 0)
(s5714 0)
(s5716 0)
(s5718 0)
(s5719 0)
(s5720 0)
(s5721 0)
(s5722 0)
(s5723 0)
(s5725 0)
(s5727 0)
(s5729 0)
(s5731 0)
(s5733 0)
(s5735 0)
(s5737 0)
(s5739 0)
(s5741 0)
(s5743 0)
(s5745 0)
(s5746 0)
(s5747 0)
(s5748 0)
(s5750 0)
(s5752 0)
(s5754 0)
(s5756 0)
(s5758 0)
(s5760 0)
(s5762 0)
(s5764 0)
(s5766 0)
(s5768 0)
(s5770 0)
(s5771 0)
(s5774 0)
(s5776 0)
(s5778 0)
(s5780 0)
(s5782 0)
(s5784 0)
(s5786 0)
(s5788 0)
(s5790 0)
(s5792 0)
(s5794 0)
(s5795 0)
(s5798 0)
(s5800 0)
(s5802 0)
(s5804 0)
(s5806 0)
(s5808 0)
(s5810 0)
(s5812 0)
(s5814 0)
(s5816 0)
(s5818 0)
(s5819 0)
(s5822 0)
(s5824 0)
(s5826 0)
(s5828 0)
(s5830 0)
(s5832 0)
(s5834 0)
(s5836 0)
(s5838 0)
(s5840 0)
(s5842 0)
(s5843 0)
(s5846 0)
(s5848 0)
(s5850 0)
(s5852 0)
(s5854 0)
(s5856 0)
(s5858 0)
(s5860 0)
(s5862 0)
(s5864 0)
(s5866 0)
(s5867 0)
(s5870 0)
(s5872 0)
(s5874 0)
(s5876 0)
(s5878 0)
(s5880 0)
(s5882 0)
(s5884 0)
(s5886 0)
(s5888 0)
(s5890 0)
(s5891 0)
(s5892 0)
(s5893 0)
(s5894 0)
(s5895 0)
(s5896 0)
(s5897 0)
(s5898 0)
(s5899 0)
(s5900 0)
(s5901 0)
(s5902 0)
(s5903 0)
(s5904 0)
(s5905 0)
(s5906 0)
(s5907 0)
(s5908 0)
(s5909 0)
(s5910 0)
(s5911 0)
(s5912 0)
(s5913 0)
(s5914 0)
(s5915 0)
(s5916 0)
(s5917 0)
(s5918 0)
(s5919 0)
(s5920 0)
(s5921 0)
(s5922 0)
(s5923 0)
(s5924 0)
(s5925 0)
(s5926 0)
(s5927 0)
(s5928 0)
(s5929 0)
(s5930 0)
(s5931 0)
(s5932 0)
(s5933 0)
(s5934 0)
(s5935 0)
(s5942 0)
(s5943 0)
(s5945 0)
(s5947 0)
(s5949 0)
(s5951 0)
(s5953 0)
(s5955 0)
(s5957 0)
(s5959 0)
(s5961 0)
(s5963 0)
(s5965 0)
(s5966 0)
(s5967 0)
(s5969 0)
(s5971 0)
(s5973 0)
(s5975 0)
(s5977 0)
(s5979 0)
(s5981 0)
(s5983 0)
(s5985 0)
(s5987 0)
(s5989 0)
(s5990 0)
(s5991 0)
(s5993 0)
(s5995 0)
(s5997 0)
(s5999 0)
(s6001 0)
(s6003 0)
(s6005 0)
(s6007 0)
(s6009 0)
(s6011 0)
(s6013 0)
(s6014 0)
(s6015 0)
(s6017 0)
(s6019 0)
(s6021 0)
(s6023 0)
(s6025 0)
(s6027 0)
(s6029 0)
(s6031 0)
(s6033 0)
(s6035 0)
(s6037 0)
(s6038 0)
(s6039 0)
(s6041 0)
(s6043 0)
(s6045 0)
(s6047 0)
(s6049 0)
(s6051 0)
(s6053 0)
(s6055 0)
(s6057 0)
(s6059 0)
(s6061 0)
(s6062 0)
(s6063 0)
(s6064 0)
(s6066 0)
(s6068 0)
(s6070 0)
(s6072 0)
(s6074 0)
(s6076 0)
(s6078 0)
(s6080 0)
(s6082 0)
(s6084 0)
(s6086 0)
(s6087 0)
(s6088 0)
(s6089 0)
(s6090 0)
(s6091 0)
(s6093 0)
(s6095 0)
(s6097 0)
(s6099 0)
(s6101 0)
(s6103 0)
(s6105 0)
(s6107 0)
(s6109 0)
(s6111 0)
(s6113 0)
(s6114 0)
(s6115 0)
(s6116 0)
(s6117 0)
(s6118 0)
(s6119 0)
(s6120 0)
(s6122 0)
(s6124 0)
(s6126 0)
(s6128 0)
(s6130 0)
(s6132 0)
(s6134 0)
(s6136 0)
(s6138 0)
(s6140 0)
(s6142 0)
(s6143 0)
(s6144 0)
(s6145 0)
(s6146 0)
(s6147 0)
(s6148 0)
(s6149 0)
(s6150 0)
(s6151 0)
(s6153 0)
(s6155 0)
(s6157 0)
(s6159 0)
(s6161 0)
(s6163 0)
(s6165 0)
(s6167 0)
(s6169 0)
(s6171 0)
(s6173 0)
(s6174 0)
(s6175 0)
(s6176 0)
(s6177 0)
(s6178 0)
(s6179 0)
(s6180 0)
(s6181 0)
(s6182 0)
(s6183 0)
(s6184 0)
(s6186 0)
(s6188 0)
(s6190 0)
(s6192 0)
(s6194 0)
(s6196 0)
(s6198 0)
(s6200 0)
(s6202 0)
(s6204 0)
(s6206 0)
(s6207 0)
(s6208 0)
(s6209 0)
(s6210 0)
(s6211 0)
(s6212 0)
(s6213 0)
(s6214 0)
(s6215 0)
(s6216 0)
(s6217 0)
(s6218 0)
(s6219 0)
(s6221 0)
(s6223 0)
(s6225 0)
(s6227 0)
(s6229 0)
(s6231 0)
(s6233 0)
(s6235 0)
(s6237 0)
(s6239 0)
(s6241 0)
(s6242 0)
(s6243 0)
(s6244 0)
(s6245 0)
(s6246 0)
(s6247 0)
(s6248 0)
(s6249 0)
(s6250 0)
(s6251 0)
(s6252 0)
(s6253 0)
(s6254 0)
(s6255 0)
(s6256 0)
(s6258 0)
(s6260 0)
(s6262 0)
(s6264 0)
(s6266 0)
(s6268 0)
(s6270 0)
(s6272 0)
(s6274 0)
(s6276 0)
(s6278 0)
(s6279 0)
(s6280 0)
(s6281 0)
(s6282 0)
(s6283 0)
(s6284 0)
(s6285 0)
(s6286 0)
(s6287 0)
(s6288 0)
(s6289 0)
(s6290 0)
(s6291 0)
(s6292 0)
(s6293 0)
(s6294 0)
(s6295 0)
(s6297 0)
(s6299 0)
(s6301 0)
(s6303 0)
(s6305 0)
(s6307 0)
(s6309 0)
(s6311 0)
(s6313 0)
(s6315 0)
(s6317 0)
(s6318 0)
(s6319 0)
(s6320 0)
(s6321 0)
(s6322 0)
(s6323 0)
(s6324 0)
(s6325 0)
(s6326 0)
(s6327 0)
(s6328 0)
(s6329 0)
(s6330 0)
(s6331 0)
(s6332 0)
(s6333 0)
(s6334 0)
(s6335 0)
(s6336 0)
(s6338 0)
(s6340 0)
(s6342 0)
(s6344 0)
(s6346 0)
(s6348 0)
(s6350 0)
(s6352 0)
(s6354 0)
(s6356 0)
(s6358 0)
(s6359 0)
(s6360 0)
(s6361 0)
(s6362 0)
(s6363 0)
(s6364 0)
(s6365 0)
(s6366 0)
(s6367 0)
(s6368 0)
(s6369 0)
(s6370 0)
(s6371 0)
(s6372 0)
(s6373 0)
(s6374 0)
(s6375 0)
(s6376 0)
(s6377 0)
(s6378 0)
(s6379 0)
(s6381 0)
(s6383 0)
(s6385 0)
(s6387 0)
(s6389 0)
(s6391 0)
(s6393 0)
(s6395 0)
(s6397 0)
(s6399 0)
(s6401 0)
(s6402 0)
(s6403 0)
(s6404 0)
(s6405 0)
(s6406 0)
(s6407 0)
(s6408 0)
(s6409 0)
(s6410 0)
(s6411 0)
(s6412 0)
(s6413 0)
(s6414 0)
(s6415 0)
(s6416 0)
(s6417 0)
(s6418 0)
(s6419 0)
(s6420 0)
(s6421 0)
(s6422 0)
(s6423 0)
(s6425 0)
(s6427 0)
(s6429 0)
(s6431 0)
(s6433 0)
(s6435 0)
(s6437 0)
(s6439 0)
(s6441 0)
(s6443 0)
(s6445 0)
(s6446 0)
(s6447 0)
(s6448 0)
(s6449 0)
(s6450 0)
(s6451 0)
(s6452 0)
(s6453 0)
(s6454 0)
(s6455 0)
(s6456 0)
(s6457 0)
(s6458 0)
(s6459 0)
(s6460 0)
(s6461 0)
(s6462 0)
(s6463 0)
(s6464 0)
(s6465 0)
(s6466 0)
(s6468 0)
(s6470 0)
(s6472 0)
(s6474 0)
(s6476 0)
(s6478 0)
(s6480 0)
(s6482 0)
(s6484 0)
(s6486 0)
(s6488 0)
(s6489 0)
(s6490 0)
(s6491 0)
(s6492 0)
(s6493 0)
(s6494 0)
(s6495 0)
(s6496 0)
(s6497 0)
(s6498 0)
(s6499 0)
(s6500 0)
(s6501 0)
(s6502 0)
(s6503 0)
(s6504 0)
(s6505 0)
(s6506 0)
(s6507 0)
(s6509 0)
(s6511 0)
(s6513 0)
(s6515 0)
(s6517 0)
(s6519 0)
(s6521 0)
(s6523 0)
(s6525 0)
(s6527 0)
(s6529 0)
(s6530 0)
(s6531 0)
(s6532 0)
(s6533 0)
(s6534 0)
(s6535 0)
(s6536 0)
(s6537 0)
(s6538 0)
(s6539 0)
(s6540 0)
(s6541 0)
(s6542 0)
(s6543 0)
(s6544 0)
(s6545 0)
(s6546 0)
(s6548 0)
(s6550 0)
(s6552 0)
(s6554 0)
(s6556 0)
(s6558 0)
(s6560 0)
(s6562 0)
(s6564 0)
(s6566 0)
(s6568 0)
(s6569 0)
(s6570 0)
(s6571 0)
(s6572 0)
(s6573 0)
(s6574 0)
(s6575 0)
(s6576 0)
(s6577 0)
(s6578 0)
(s6579 0)
(s6580 0)
(s6581 0)
(s6582 0)
(s6583 0)
(s6585 0)
(s6587 0)
(s6589 0)
(s6591 0)
(s6593 0)
(s6595 0)
(s6597 0)
(s6599 0)
(s6601 0)
(s6603 0)
(s6605 0)
(s6606 0)
(s6607 0)
(s6608 0)
(s6609 0)
(s6610 0)
(s6611 0)
(s6612 0)
(s6613 0)
(s6614 0)
(s6615 0)
(s6616 0)
(s6617 0)
(s6618 0)
(s6620 0)
(s6622 0)
(s6624 0)
(s6626 0)
(s6628 0)
(s6630 0)
(s6632 0)
(s6634 0)
(s6636 0)
(s6638 0)
(s6640 0)
(s6641 0)
(s6642 0)
(s6643 0)
(s6644 0)
(s6645 0)
(s6646 0)
(s6647 0)
(s6648 0)
(s6649 0)
(s6650 0)
(s6651 0)
(s6653 0)
(s6655 0)
(s6657 0)
(s6659 0)
(s6661 0)
(s6663 0)
(s6665 0)
(s6667 0)
(s6669 0)
(s6671 0)
(s6673 0)
(s6674 0)
(s6684 0)
(s6686 0)
(s6688 0)
(s6690 0)
(s6692 0)
(s6694 0)
(s6696 0)
(s6698 0)
(s6700 0)
(s6702 0)
(s6704 0)
(s6705 0)
(s6706 0)
(s6707 0)
(s6708 0)
(s6709 0)
(s6710 0)
(s6711 0)
(s6713 0)
(s6715 0)
(s6717 0)
(s6719 0)
(s6721 0)
(s6723 0)
(s6725 0)
(s6727 0)
(s6729 0)
(s6731 0)
(s6733 0)
(s6734 0)
(s6740 0)
(s6742 0)
(s6744 0)
(s6746 0)
(s6748 0)
(s6750 0)
(s6752 0)
(s6754 0)
(s6756 0)
(s6758 0)
(s6760 0)
(s6761 0)
(s6762 0)
(s6763 0)
(s6765 0)
(s6767 0)
(s6769 0)
(s6771 0)
(s6773 0)
(s6775 0)
(s6777 0)
(s6779 0)
(s6781 0)
(s6783 0)
(s6785 0)
(s6786 0)
(s6787 0)
(s6789 0)
(s6791 0)
(s6793 0)
(s6795 0)
(s6797 0)
(s6799 0)
(s6801 0)
(s6803 0)
(s6805 0)
(s6807 0)
(s6809 0)
(s6810 0)
(s6813 0)
(s6815 0)
(s6817 0)
(s6819 0)
(s6821 0)
(s6823 0)
(s6825 0)
(s6827 0)
(s6829 0)
(s6831 0)
(s6833 0)
(s6834 0)
(s6837 0)
(s6839 0)
(s6841 0)
(s6843 0)
(s6845 0)
(s6847 0)
(s6849 0)
(s6851 0)
(s6853 0)
(s6855 0)
(s6857 0)
(s6858 0)
(s6861 0)
(s6863 0)
(s6865 0)
(s6867 0)
(s6869 0)
(s6871 0)
(s6873 0)
(s6875 0)
(s6877 0)
(s6879 0)
(s6881 0)
(s6882 0)
(s6885 0)
(s6887 0)
(s6889 0)
(s6891 0)
(s6893 0)
(s6895 0)
(s6897 0)
(s6899 0)
(s6901 0)
(s6903 0)
(s6905 0)
(s6906 0)
(s6909 0)
(s6911 0)
(s6913 0)
(s6915 0)
(s6917 0)
(s6919 0)
(s6921 0)
(s6923 0)
(s6925 0)
(s6927 0)
(s6929 0)
(s6930 0)
(s6931 0)
(s6932 0)
(s6933 0)
(s6934 0)
(s6935 0)
(s6936 0)
(s6937 0)
(s6938 0)
(s6939 0)
(s6940 0)
(s6941 0)
(s6942 0)
(s6943 0)
(s6944 0)
(s6945 0)
(s6946 0)
(s6947 0)
(s6948 0)
(s6949 0)
(s6950 0)
(s6951 0)
(s6952 0)
(s6953 0)
(s6954 0)
(s6955 0)
(s6956 0)
(s6957 0)
(s6958 0)
(s6959 0)
(s6960 0)
(s6961 0)
(s6962 0)
(s6963 0)
(s6964 0)
(s6965 0)
(s6966 0)
(s6967 0)
(s6968 0)
(s6969 0)
(s6970 0)
(s6971 0)
(s6972 0)
(s6973 0)
(s6974 0)
(s6981 0)
(s6982 0)
(s6984 0)
(s6986 0)
(s6988 0)
(s6990 0)
(s6992 0)
(s6994 0)
(s6996 0)
(s6998 0)
(s7000 0)
(s7002 0)
(s7004 0)
(s7005 0)
(s7006 0)
(s7008 0)
(s7010 0)
(s7012 0)
(s7014 0)
(s7016 0)
(s7018 0)
(s7020 0)
(s7022 0)
(s7024 0)
(s7026 0)
(s7028 0)
(s7029 0)
(s7030 0)
(s7032 0)
(s7034 0)
(s7036 0)
(s7038 0)
(s7040 0)
(s7042 0)
(s7044 0)
(s7046 0)
(s7048 0)
(s7050 0)
(s7052 0)
(s7053 0)
(s7054 0)
(s7056 0)
(s7058 0)
(s7060 0)
(s7062 0)
(s7064 0)
(s7066 0)
(s7068 0)
(s7070 0)
(s7072 0)
(s7074 0)
(s7076 0)
(s7077 0)
(s7078 0)
(s7080 0)
(s7082 0)
(s7084 0)
(s7086 0)
(s7088 0)
(s7090 0)
(s7092 0)
(s7094 0)
(s7096 0)
(s7098 0)
(s7100 0)
(s7101 0)
(s7102 0)
(s7104 0)
(s7106 0)
(s7108 0)
(s7110 0)
(s7112 0)
(s7114 0)
(s7116 0)
(s7118 0)
(s7120 0)
(s7122 0)
(s7124 0)
(s7125 0)
(s7126 0)
(s7127 0)
(s7129 0)
(s7131 0)
(s7133 0)
(s7135 0)
(s7137 0)
(s7139 0)
(s7141 0)
(s7143 0)
(s7145 0)
(s7147 0)
(s7149 0)
(s7150 0)
(s7151 0)
(s7152 0)
(s7153 0)
(s7154 0)
(s7156 0)
(s7158 0)
(s7160 0)
(s7162 0)
(s7164 0)
(s7166 0)
(s7168 0)
(s7170 0)
(s7172 0)
(s7174 0)
(s7176 0)
(s7177 0)
(s7178 0)
(s7179 0)
(s7180 0)
(s7181 0)
(s7182 0)
(s7183 0)
(s7185 0)
(s7187 0)
(s7189 0)
(s7191 0)
(s7193 0)
(s7195 0)
(s7197 0)
(s7199 0)
(s7201 0)
(s7203 0)
(s7205 0)
(s7206 0)
(s7207 0)
(s7208 0)
(s7209 0)
(s7210 0)
(s7211 0)
(s7212 0)
(s7213 0)
(s7214 0)
(s7216 0)
(s7218 0)
(s7220 0)
(s7222 0)
(s7224 0)
(s7226 0)
(s7228 0)
(s7230 0)
(s7232 0)
(s7234 0)
(s7236 0)
(s7237 0)
(s7238 0)
(s7239 0)
(s7240 0)
(s7241 0)
(s7242 0)
(s7243 0)
(s7244 0)
(s7245 0)
(s7246 0)
(s7247 0)
(s7249 0)
(s7251 0)
(s7253 0)
(s7255 0)
(s7257 0)
(s7259 0)
(s7261 0)
(s7263 0)
(s7265 0)
(s7267 0)
(s7269 0)
(s7270 0)
(s7271 0)
(s7272 0)
(s7273 0)
(s7274 0)
(s7275 0)
(s7276 0)
(s7277 0)
(s7278 0)
(s7279 0)
(s7280 0)
(s7281 0)
(s7282 0)
(s7284 0)
(s7286 0)
(s7288 0)
(s7290 0)
(s7292 0)
(s7294 0)
(s7296 0)
(s7298 0)
(s7300 0)
(s7302 0)
(s7304 0)
(s7305 0)
(s7306 0)
(s7307 0)
(s7308 0)
(s7309 0)
(s7310 0)
(s7311 0)
(s7312 0)
(s7313 0)
(s7314 0)
(s7315 0)
(s7316 0)
(s7317 0)
(s7318 0)
(s7319 0)
(s7321 0)
(s7323 0)
(s7325 0)
(s7327 0)
(s7329 0)
(s7331 0)
(s7333 0)
(s7335 0)
(s7337 0)
(s7339 0)
(s7341 0)
(s7342 0)
(s7343 0)
(s7344 0)
(s7345 0)
(s7346 0)
(s7347 0)
(s7348 0)
(s7349 0)
(s7350 0)
(s7351 0)
(s7352 0)
(s7353 0)
(s7354 0)
(s7355 0)
(s7356 0)
(s7357 0)
(s7358 0)
(s7360 0)
(s7362 0)
(s7364 0)
(s7366 0)
(s7368 0)
(s7370 0)
(s7372 0)
(s7374 0)
(s7376 0)
(s7378 0)
(s7380 0)
(s7381 0)
(s7382 0)
(s7383 0)
(s7384 0)
(s7385 0)
(s7386 0)
(s7387 0)
(s7388 0)
(s7389 0)
(s7390 0)
(s7391 0)
(s7392 0)
(s7393 0)
(s7394 0)
(s7395 0)
(s7396 0)
(s7397 0)
(s7398 0)
(s7399 0)
(s7401 0)
(s7403 0)
(s7405 0)
(s7407 0)
(s7409 0)
(s7411 0)
(s7413 0)
(s7415 0)
(s7417 0)
(s7419 0)
(s7421 0)
(s7422 0)
(s7423 0)
(s7424 0)
(s7425 0)
(s7426 0)
(s7427 0)
(s7428 0)
(s7429 0)
(s7430 0)
(s7431 0)
(s7432 0)
(s7433 0)
(s7434 0)
(s7435 0)
(s7436 0)
(s7437 0)
(s7438 0)
(s7439 0)
(s7440 0)
(s7441 0)
(s7443 0)
(s7445 0)
(s7447 0)
(s7449 0)
(s7451 0)
(s7453 0)
(s7455 0)
(s7457 0)
(s7459 0)
(s7461 0)
(s7463 0)
(s7464 0)
(s7465 0)
(s7466 0)
(s7467 0)
(s7468 0)
(s7469 0)
(s7470 0)
(s7471 0)
(s7472 0)
(s7473 0)
(s7474 0)
(s7475 0)
(s7476 0)
(s7477 0)
(s7478 0)
(s7479 0)
(s7480 0)
(s7481 0)
(s7482 0)
(s7484 0)
(s7486 0)
(s7488 0)
(s7490 0)
(s7492 0)
(s7494 0)
(s7496 0)
(s7498 0)
(s7500 0)
(s7502 0)
(s7504 0)
(s7505 0)
(s7506 0)
(s7507 0)
(s7508 0)
(s7509 0)
(s7510 0)
(s7511 0)
(s7512 0)
(s7513 0)
(s7514 0)
(s7515 0)
(s7516 0)
(s7517 0)
(s7518 0)
(s7519 0)
(s7520 0)
(s7521 0)
(s7523 0)
(s7525 0)
(s7527 0)
(s7529 0)
(s7531 0)
(s7533 0)
(s7535 0)
(s7537 0)
(s7539 0)
(s7541 0)
(s7543 0)
(s7544 0)
(s7545 0)
(s7546 0)
(s7547 0)
(s7548 0)
(s7549 0)
(s7550 0)
(s7551 0)
(s7552 0)
(s7553 0)
(s7554 0)
(s7555 0)
(s7556 0)
(s7557 0)
(s7558 0)
(s7560 0)
(s7562 0)
(s7564 0)
(s7566 0)
(s7568 0)
(s7570 0)
(s7572 0)
(s7574 0)
(s7576 0)
(s7578 0)
(s7580 0)
(s7581 0)
(s7582 0)
(s7583 0)
(s7584 0)
(s7585 0)
(s7586 0)
(s7587 0)
(s7588 0)
(s7589 0)
(s7590 0)
(s7591 0)
(s7592 0)
(s7593 0)
(s7595 0)
(s7597 0)
(s7599 0)
(s7601 0)
(s7603 0)
(s7605 0)
(s7607 0)
(s7609 0)
(s7611 0)
(s7613 0)
(s7615 0)
(s7616 0)
(s7617 0)
(s7618 0)
(s7619 0)
(s7620 0)
(s7621 0)
(s7622 0)
(s7623 0)
(s7624 0)
(s7625 0)
(s7626 0)
(s7628 0)
(s7630 0)
(s7632 0)
(s7634 0)
(s7636 0)
(s7638 0)
(s7640 0)
(s7642 0)
(s7644 0)
(s7646 0)
(s7648 0)
(s7649 0)
(s7650 0)
(s7651 0)
(s7652 0)
(s7653 0)
(s7654 0)
(s7655 0)
(s7656 0)
(s7657 0)
(s7659 0)
(s7661 0)
(s7663 0)
(s7665 0)
(s7667 0)
(s7669 0)
(s7671 0)
(s7673 0)
(s7675 0)
(s7677 0)
(s7679 0)
(s7680 0)
(s7688 0)
(s7690 0)
(s7692 0)
(s7694 0)
(s7696 0)
(s7698 0)
(s7700 0)
(s7702 0)
(s7704 0)
(s7706 0)
(s7708 0)
(s7709 0)
(s7710 0)
(s7711 0)
(s7712 0)
(s7713 0)
(s7715 0)
(s7717 0)
(s7719 0)
(s7721 0)
(s7723 0)
(s7725 0)
(s7727 0)
(s7729 0)
(s7731 0)
(s7733 0)
(s7735 0)
(s7736 0)
(s7740 0)
(s7742 0)
(s7744 0)
(s7746 0)
(s7748 0)
(s7750 0)
(s7752 0)
(s7754 0)
(s7756 0)
(s7758 0)
(s7760 0)
(s7761 0)
(s7762 0)
(s7764 0)
(s7766 0)
(s7768 0)
(s7770 0)
(s7772 0)
(s7774 0)
(s7776 0)
(s7778 0)
(s7780 0)
(s7782 0)
(s7784 0)
(s7785 0)
(s7786 0)
(s7788 0)
(s7790 0)
(s7792 0)
(s7794 0)
(s7796 0)
(s7798 0)
(s7800 0)
(s7802 0)
(s7804 0)
(s7806 0)
(s7808 0)
(s7809 0)
(s7812 0)
(s7814 0)
(s7816 0)
(s7818 0)
(s7820 0)
(s7822 0)
(s7824 0)
(s7826 0)
(s7828 0)
(s7830 0)
(s7832 0)
(s7833 0)
(s7836 0)
(s7838 0)
(s7840 0)
(s7842 0)
(s7844 0)
(s7846 0)
(s7848 0)
(s7850 0)
(s7852 0)
(s7854 0)
(s7856 0)
(s7857 0)
(s7860 0)
(s7862 0)
(s7864 0)
(s7866 0)
(s7868 0)
(s7870 0)
(s7872 0)
(s7874 0)
(s7876 0)
(s7878 0)
(s7880 0)
(s7881 0)
(s7884 0)
(s7886 0)
(s7888 0)
(s7890 0)
(s7892 0)
(s7894 0)
(s7896 0)
(s7898 0)
(s7900 0)
(s7902 0)
(s7904 0)
(s7905 0)
(s7908 0)
(s7910 0)
(s7912 0)
(s7914 0)
(s7916 0)
(s7918 0)
(s7920 0)
(s7922 0)
(s7924 0)
(s7926 0)
(s7928 0)
(s7929 0)
(s7930 0)
(s7931 0)
(s7932 0)
(s7933 0)
(s7934 0)
(s7935 0)
(s7936 0)
(s7937 0)
(s7938 0)
(s7939 0)
(s7940 0)
(s7941 0)
(s7942 0)
(s7943 0)
(s7944 0)
(s7945 0)
(s7946 0)
(s7947 0)
(s7948 0)
(s7949 0)
(s7950 0)
(s7951 0)
(s7952 0)
(s7953 0)
(s7954 0)
(s7955 0)
(s7956 0)
(s7957 0)
(s7958 0)
(s7959 0)
(s7960 0)
(s7961 0)
(s7962 0)
(s7963 0)
(s7964 0)
(s7965 0)
(s7966 0)
(s7967 0)
(s7968 0)
(s7969 0)
(s7970 0)
(s7971 0)
(s7972 0)
(s7973 0)
(s7980 0)
(s7981 0)
(s7983 0)
(s7985 0)
(s7987 0)
(s7989 0)
(s7991 0)
(s7993 0)
(s7995 0)
(s7997 0)
(s7999 0)
(s8001 0)
(s8003 0)
(s8004 0)
(s8005 0)
(s8007 0)
(s8009 0)
(s8011 0)
(s8013 0)
(s8015 0)
(s8017 0)
(s8019 0)
(s8021 0)
(s8023 0)
(s8025 0)
(s8027 0)
(s8028 0)
(s8029 0)
(s8031 0)
(s8033 0)
(s8035 0)
(s8037 0)
(s8039 0)
(s8041 0)
(s8043 0)
(s8045 0)
(s8047 0)
(s8049 0)
(s8051 0)
(s8052 0)
(s8053 0)
(s8055 0)
(s8057 0)
(s8059 0)
(s8061 0)
(s8063 0)
(s8065 0)
(s8067 0)
(s8069 0)
(s8071 0)
(s8073 0)
(s8075 0)
(s8076 0)
(s8077 0)
(s8079 0)
(s8081 0)
(s8083 0)
(s8085 0)
(s8087 0)
(s8089 0)
(s8091 0)
(s8093 0)
(s8095 0)
(s8097 0)
(s8099 0)
(s8100 0)
(s8101 0)
(s8103 0)
(s8105 0)
(s8107 0)
(s8109 0)
(s8111 0)
(s8113 0)
(s8115 0)
(s8117 0)
(s8119 0)
(s8121 0)
(s8123 0)
(s8124 0)
(s8125 0)
(s8127 0)
(s8129 0)
(s8131 0)
(s8133 0)
(s8135 0)
(s8137 0)
(s8139 0)
(s8141 0)
(s8143 0)
(s8145 0)
(s8147 0)
(s8148 0)
(s8149 0)
(s8150 0)
(s8152 0)
(s8154 0)
(s8156 0)
(s8158 0)
(s8160 0)
(s8162 0)
(s8164 0)
(s8166 0)
(s8168 0)
(s8170 0)
(s8172 0)
(s8173 0)
(s8174 0)
(s8175 0)
(s8176 0)
(s8177 0)
(s8179 0)
(s8181 0)
(s8183 0)
(s8185 0)
(s8187 0)
(s8189 0)
(s8191 0)
(s8193 0)
(s8195 0)
(s8197 0)
(s8199 0)
(s8200 0)
(s8201 0)
(s8202 0)
(s8203 0)
(s8204 0)
(s8205 0)
(s8206 0)
(s8208 0)
(s8210 0)
(s8212 0)
(s8214 0)
(s8216 0)
(s8218 0)
(s8220 0)
(s8222 0)
(s8224 0)
(s8226 0)
(s8228 0)
(s8229 0)
(s8230 0)
(s8231 0)
(s8232 0)
(s8233 0)
(s8234 0)
(s8235 0)
(s8236 0)
(s8237 0)
(s8239 0)
(s8241 0)
(s8243 0)
(s8245 0)
(s8247 0)
(s8249 0)
(s8251 0)
(s8253 0)
(s8255 0)
(s8257 0)
(s8259 0)
(s8260 0)
(s8261 0)
(s8262 0)
(s8263 0)
(s8264 0)
(s8265 0)
(s8266 0)
(s8267 0)
(s8268 0)
(s8269 0)
(s8270 0)
(s8272 0)
(s8274 0)
(s8276 0)
(s8278 0)
(s8280 0)
(s8282 0)
(s8284 0)
(s8286 0)
(s8288 0)
(s8290 0)
(s8292 0)
(s8293 0)
(s8294 0)
(s8295 0)
(s8296 0)
(s8297 0)
(s8298 0)
(s8299 0)
(s8300 0)
(s8301 0)
(s8302 0)
(s8303 0)
(s8304 0)
(s8305 0)
(s8307 0)
(s8309 0)
(s8311 0)
(s8313 0)
(s8315 0)
(s8317 0)
(s8319 0)
(s8321 0)
(s8323 0)
(s8325 0)
(s8327 0)
(s8328 0)
(s8329 0)
(s8330 0)
(s8331 0)
(s8332 0)
(s8333 0)
(s8334 0)
(s8335 0)
(s8336 0)
(s8337 0)
(s8338 0)
(s8339 0)
(s8340 0)
(s8341 0)
(s8342 0)
(s8344 0)
(s8346 0)
(s8348 0)
(s8350 0)
(s8352 0)
(s8354 0)
(s8356 0)
(s8358 0)
(s8360 0)
(s8362 0)
(s8364 0)
(s8365 0)
(s8366 0)
(s8367 0)
(s8368 0)
(s8369 0)
(s8370 0)
(s8371 0)
(s8372 0)
(s8373 0)
(s8374 0)
(s8375 0)
(s8376 0)
(s8377 0)
(s8378 0)
(s8379 0)
(s8380 0)
(s8381 0)
(s8383 0)
(s8385 0)
(s8387 0)
(s8389 0)
(s8391 0)
(s8393 0)
(s8395 0)
(s8397 0)
(s8399 0)
(s8401 0)
(s8403 0)
(s8404 0)
(s8405 0)
(s8406 0)
(s8407 0)
(s8408 0)
(s8409 0)
(s8410 0)
(s8411 0)
(s8412 0)
(s8413 0)
(s8414 0)
(s8415 0)
(s8416 0)
(s8417 0)
(s8418 0)
(s8419 0)
(s8420 0)
(s8421 0)
(s8423 0)
(s8425 0)
(s8427 0)
(s8429 0)
(s8431 0)
(s8433 0)
(s8435 0)
(s8437 0)
(s8439 0)
(s8441 0)
(s8443 0)
(s8444 0)
(s8445 0)
(s8446 0)
(s8447 0)
(s8448 0)
(s8449 0)
(s8450 0)
(s8451 0)
(s8452 0)
(s8453 0)
(s8454 0)
(s8455 0)
(s8456 0)
(s8457 0)
(s8458 0)
(s8459 0)
(s8460 0)
(s8462 0)
(s8464 0)
(s8466 0)
(s8468 0)
(s8470 0)
(s8472 0)
(s8474 0)
(s8476 0)
(s8478 0)
(s8480 0)
(s8482 0)
(s8483 0)
(s8484 0)
(s8485 0)
(s8486 0)
(s8487 0)
(s8488 0)
(s8489 0)
(s8490 0)
(s8491 0)
(s8492 0)
(s8493 0)
(s8494 0)
(s8495 0)
(s8496 0)
(s8497 0)
(s8499 0)
(s8501 0)
(s8503 0)
(s8505 0)
(s8507 0)
(s8509 0)
(s8511 0)
(s8513 0)
(s8515 0)
(s8517 0)
(s8519 0)
(s8520 0)
(s8521 0)
(s8522 0)
(s8523 0)
(s8524 0)
(s8525 0)
(s8526 0)
(s8527 0)
(s8528 0)
(s8529 0)
(s8530 0)
(s8531 0)
(s8532 0)
(s8534 0)
(s8536 0)
(s8538 0)
(s8540 0)
(s8542 0)
(s8544 0)
(s8546 0)
(s8548 0)
(s8550 0)
(s8552 0)
(s8554 0)
(s8555 0)
(s8556 0)
(s8557 0)
(s8558 0)
(s8559 0)
(s8560 0)
(s8561 0)
(s8562 0)
(s8563 0)
(s8564 0)
(s8565 0)
(s8567 0)
(s8569 0)
(s8571 0)
(s8573 0)
(s8575 0)
(s8577 0)
(s8579 0)
(s8581 0)
(s8583 0)
(s8585 0)
(s8587 0)
(s8588 0)
(s8589 0)
(s8590 0)
(s8591 0)
(s8592 0)
(s8593 0)
(s8594 0)
(s8595 0)
(s8596 0)
(s8598 0)
(s8600 0)
(s8602 0)
(s8604 0)
(s8606 0)
(s8608 0)
(s8610 0)
(s8612 0)
(s8614 0)
(s8616 0)
(s8618 0)
(s8619 0)
(s8620 0)
(s8621 0)
(s8622 0)
(s8623 0)
(s8624 0)
(s8625 0)
(s8627 0)
(s8629 0)
(s8631 0)
(s8633 0)
(s8635 0)
(s8637 0)
(s8639 0)
(s8641 0)
(s8643 0)
(s8645 0)
(s8647 0)
(s8648 0)
(s8654 0)
(s8656 0)
(s8658 0)
(s8660 0)
(s8662 0)
(s8664 0)
(s8666 0)
(s8668 0)
(s8670 0)
(s8672 0)
(s8674 0)
(s8675 0)
(s8676 0)
(s8677 0)
(s8679 0)
(s8681 0)
(s8683 0)
(s8685 0)
(s8687 0)
(s8689 0)
(s8691 0)
(s8693 0)
(s8695 0)
(s8697 0)
(s8699 0)
(s8700 0)
(s8703 0)
(s8705 0)
(s8707 0)
(s8709 0)
(s8711 0)
(s8713 0)
(s8715 0)
(s8717 0)
(s8719 0)
(s8721 0)
(s8723 0)
(s8724 0)
(s8725 0)
(s8727 0)
(s8729 0)
(s8731 0)
(s8733 0)
(s8735 0)
(s8737 0)
(s8739 0)
(s8741 0)
(s8743 0)
(s8745 0)
(s8747 0)
(s8748 0)
(s8749 0)
(s8751 0)
(s8753 0)
(s8755 0)
(s8757 0)
(s8759 0)
(s8761 0)
(s8763 0)
(s8765 0)
(s8767 0)
(s8769 0)
(s8771 0)
(s8772 0)
(s8775 0)
(s8777 0)
(s8779 0)
(s8781 0)
(s8783 0)
(s8785 0)
(s8787 0)
(s8789 0)
(s8791 0)
(s8793 0)
(s8795 0)
(s8796 0)
(s8799 0)
(s8801 0)
(s8803 0)
(s8805 0)
(s8807 0)
(s8809 0)
(s8811 0)
(s8813 0)
(s8815 0)
(s8817 0)
(s8819 0)
(s8820 0)
(s8823 0)
(s8825 0)
(s8827 0)
(s8829 0)
(s8831 0)
(s8833 0)
(s8835 0)
(s8837 0)
(s8839 0)
(s8841 0)
(s8843 0)
(s8844 0)
(s8847 0)
(s8849 0)
(s8851 0)
(s8853 0)
(s8855 0)
(s8857 0)
(s8859 0)
(s8861 0)
(s8863 0)
(s8865 0)
(s8867 0)
(s8868 0)
(s8871 0)
(s8873 0)
(s8875 0)
(s8877 0)
(s8879 0)
(s8881 0)
(s8883 0)
(s8885 0)
(s8887 0)
(s8889 0)
(s8891 0)
(s8892 0)
(s8893 0)
(s8894 0)
(s8895 0)
(s8896 0)
(s8897 0)
(s8898 0)
(s8899 0)
(s8900 0)
(s8901 0)
(s8902 0)
(s8903 0)
(s8904 0)
(s8905 0)
(s8906 0)
(s8907 0)
(s8908 0)
(s8909 0)
(s8910 0)
(s8911 0)
(s8912 0)
(s8913 0)
(s8914 0)
(s8915 0)
(s8916 0)
(s8917 0)
(s8918 0)
(s8919 0)
(s8920 0)
(s8921 0)
(s8922 0)
(s8923 0)
(s8924 0)
(s8925 0)
(s8926 0)
(s8927 0)
(s8928 0)
(s8929 0)
(s8930 0)
(s8931 0)
(s8932 0)
(s8933 0)
(s8934 0)
(s8935 0)
(s8936 0)
(s8943 0)
(s8944 0)
(s8946 0)
(s8948 0)
(s8950 0)
(s8952 0)
(s8954 0)
(s8956 0)
(s8958 0)
(s8960 0)
(s8962 0)
(s8964 0)
(s8966 0)
(s8967 0)
(s8968 0)
(s8970 0)
(s8972 0)
(s8974 0)
(s8976 0)
(s8978 0)
(s8980 0)
(s8982 0)
(s8984 0)
(s8986 0)
(s8988 0)
(s8990 0)
(s8991 0)
(s8992 0)
(s8994 0)
(s8996 0)
(s8998 0)
(s9000 0)
(s9002 0)
(s9004 0)
(s9006 0)
(s9008 0)
(s9010 0)
(s9012 0)
(s9014 0)
(s9015 0)
(s9016 0)
(s9018 0)
(s9020 0)
(s9022 0)
(s9024 0)
(s9026 0)
(s9028 0)
(s9030 0)
(s9032 0)
(s9034 0)
(s9036 0)
(s9038 0)
(s9039 0)
(s9040 0)
(s9042 0)
(s9044 0)
(s9046 0)
(s9048 0)
(s9050 0)
(s9052 0)
(s9054 0)
(s9056 0)
(s9058 0)
(s9060 0)
(s9062 0)
(s9063 0)
(s9064 0)
(s9066 0)
(s9068 0)
(s9070 0)
(s9072 0)
(s9074 0)
(s9076 0)
(s9078 0)
(s9080 0)
(s9082 0)
(s9084 0)
(s9086 0)
(s9087 0)
(s9088 0)
(s9090 0)
(s9092 0)
(s9094 0)
(s9096 0)
(s9098 0)
(s9100 0)
(s9102 0)
(s9104 0)
(s9106 0)
(s9108 0)
(s9110 0)
(s9111 0)
(s9112 0)
(s9114 0)
(s9116 0)
(s9118 0)
(s9120 0)
(s9122 0)
(s9124 0)
(s9126 0)
(s9128 0)
(s9130 0)
(s9132 0)
(s9134 0)
(s9135 0)
(s9136 0)
(s9137 0)
(s9139 0)
(s9141 0)
(s9143 0)
(s9145 0)
(s9147 0)
(s9149 0)
(s9151 0)
(s9153 0)
(s9155 0)
(s9157 0)
(s9159 0)
(s9160 0)
(s9161 0)
(s9162 0)
(s9163 0)
(s9164 0)
(s9166 0)
(s9168 0)
(s9170 0)
(s9172 0)
(s9174 0)
(s9176 0)
(s9178 0)
(s9180 0)
(s9182 0)
(s9184 0)
(s9186 0)
(s9187 0)
(s9188 0)
(s9189 0)
(s9190 0)
(s9191 0)
(s9192 0)
(s9193 0)
(s9195 0)
(s9197 0)
(s9199 0)
(s9201 0)
(s9203 0)
(s9205 0)
(s9207 0)
(s9209 0)
(s9211 0)
(s9213 0)
(s9215 0)
(s9216 0)
(s9217 0)
(s9218 0)
(s9219 0)
(s9220 0)
(s9221 0)
(s9222 0)
(s9223 0)
(s9224 0)
(s9226 0)
(s9228 0)
(s9230 0)
(s9232 0)
(s9234 0)
(s9236 0)
(s9238 0)
(s9240 0)
(s9242 0)
(s9244 0)
(s9246 0)
(s9247 0)
(s9248 0)
(s9249 0)
(s9250 0)
(s9251 0)
(s9252 0)
(s9253 0)
(s9254 0)
(s9255 0)
(s9256 0)
(s9257 0)
(s9259 0)
(s9261 0)
(s9263 0)
(s9265 0)
(s9267 0)
(s9269 0)
(s9271 0)
(s9273 0)
(s9275 0)
(s9277 0)
(s9279 0)
(s9280 0)
(s9281 0)
(s9282 0)
(s9283 0)
(s9284 0)
(s9285 0)
(s9286 0)
(s9287 0)
(s9288 0)
(s9289 0)
(s9290 0)
(s9291 0)
(s9292 0)
(s9294 0)
(s9296 0)
(s9298 0)
(s9300 0)
(s9302 0)
(s9304 0)
(s9306 0)
(s9308 0)
(s9310 0)
(s9312 0)
(s9314 0)
(s9315 0)
(s9316 0)
(s9317 0)
(s9318 0)
(s9319 0)
(s9320 0)
(s9321 0)
(s9322 0)
(s9323 0)
(s9324 0)
(s9325 0)
(s9326 0)
(s9327 0)
(s9328 0)
(s9329 0)
(s9331 0)
(s9333 0)
(s9335 0)
(s9337 0)
(s9339 0)
(s9341 0)
(s9343 0)
(s9345 0)
(s9347 0)
(s9349 0)
(s9351 0)
(s9352 0)
(s9353 0)
(s9354 0)
(s9355 0)
(s9356 0)
(s9357 0)
(s9358 0)
(s9359 0)
(s9360 0)
(s9361 0)
(s9362 0)
(s9363 0)
(s9364 0)
(s9365 0)
(s9366 0)
(s9367 0)
(s9369 0)
(s9371 0)
(s9373 0)
(s9375 0)
(s9377 0)
(s9379 0)
(s9381 0)
(s9383 0)
(s9385 0)
(s9387 0)
(s9389 0)
(s9390 0)
(s9391 0)
(s9392 0)
(s9393 0)
(s9394 0)
(s9395 0)
(s9396 0)
(s9397 0)
(s9398 0)
(s9399 0)
(s9400 0)
(s9401 0)
(s9402 0)
(s9403 0)
(s9404 0)
(s9406 0)
(s9408 0)
(s9410 0)
(s9412 0)
(s9414 0)
(s9416 0)
(s9418 0)
(s9420 0)
(s9422 0)
(s9424 0)
(s9426 0)
(s9427 0)
(s9428 0)
(s9429 0)
(s9430 0)
(s9431 0)
(s9432 0)
(s9433 0)
(s9434 0)
(s9435 0)
(s9436 0)
(s9437 0)
(s9438 0)
(s9439 0)
(s9441 0)
(s9443 0)
(s9445 0)
(s9447 0)
(s9449 0)
(s9451 0)
(s9453 0)
(s9455 0)
(s9457 0)
(s9459 0)
(s9461 0)
(s9462 0)
(s9463 0)
(s9464 0)
(s9465 0)
(s9466 0)
(s9467 0)
(s9468 0)
(s9469 0)
(s9470 0)
(s9471 0)
(s9472 0)
(s9474 0)
(s9476 0)
(s9478 0)
(s9480 0)
(s9482 0)
(s9484 0)
(s9486 0)
(s9488 0)
(s9490 0)
(s9492 0)
(s9494 0)
(s9495 0)
(s9496 0)
(s9497 0)
(s9498 0)
(s9499 0)
(s9500 0)
(s9501 0)
(s9502 0)
(s9503 0)
(s9505 0)
(s9507 0)
(s9509 0)
(s9511 0)
(s9513 0)
(s9515 0)
(s9517 0)
(s9519 0)
(s9521 0)
(s9523 0)
(s9525 0)
(s9526 0)
(s9527 0)
(s9528 0)
(s9529 0)
(s9530 0)
(s9531 0)
(s9532 0)
(s9534 0)
(s9536 0)
(s9538 0)
(s9540 0)
(s9542 0)
(s9544 0)
(s9546 0)
(s9548 0)
(s9550 0)
(s9552 0)
(s9554 0)
(s9555 0)
(s9556 0)
(s9557 0)
(s9558 0)
(s9559 0)
(s9561 0)
(s9563 0)
(s9565 0)
(s9567 0)
(s9569 0)
(s9571 0)
(s9573 0)
(s9575 0)
(s9577 0)
(s9579 0)
(s9581 0)
(s9582 0)
(s9586 0)
(s9588 0)
(s9590 0)
(s9592 0)
(s9594 0)
(s9596 0)
(s9598 0)
(s9600 0)
(s9602 0)
(s9604 0)
(s9606 0)
(s9607 0)
(s9608 0)
(s9610 0)
(s9612 0)
(s9614 0)
(s9616 0)
(s9618 0)
(s9620 0)
(s9622 0)
(s9624 0)
(s9626 0)
(s9628 0)
(s9630 0)
(s9631 0)
(s9634 0)
(s9636 0)
(s9638 0)
(s9640 0)
(s9642 0)
(s9644 0)
(s9646 0)
(s9648 0)
(s9650 0)
(s9652 0)
(s9654 0)
(s9655 0)
(s9656 0)
(s9658 0)
(s9660 0)
(s9662 0)
(s9664 0)
(s9666 0)
(s9668 0)
(s9670 0)
(s9672 0)
(s9674 0)
(s9676 0)
(s9678 0)
(s9679 0)
(s9680 0)
(s9682 0)
(s9684 0)
(s9686 0)
(s9688 0)
(s9690 0)
(s9692 0)
(s9694 0)
(s9696 0)
(s9698 0)
(s9700 0)
(s9702 0)
(s9703 0)
(s9706 0)
(s9708 0)
(s9710 0)
(s9712 0)
(s9714 0)
(s9716 0)
(s9718 0)
(s9720 0)
(s9722 0)
(s9724 0)
(s9726 0)
(s9727 0)
(s9730 0)
(s9732 0)
(s9734 0)
(s9736 0)
(s9738 0)
(s9740 0)
(s9742 0)
(s9744 0)
(s9746 0)
(s9748 0)
(s9750 0)
(s9751 0)
(s9754 0)
(s9756 0)
(s9758 0)
(s9760 0)
(s9762 0)
(s9764 0)
(s9766 0)
(s9768 0)
(s9770 0)
(s9772 0)
(s9774 0)
(s9775 0)
(s9778 0)
(s9780 0)
(s9782 0)
(s9784 0)
(s9786 0)
(s9788 0)
(s9790 0)
(s9792 0)
(s9794 0)
(s9796 0)
(s9798 0)
(s9799 0)
(s9802 0)
(s9804 0)
(s9806 0)
(s9808 0)
(s9810 0)
(s9812 0)
(s9814 0)
(s9816 0)
(s9818 0)
(s9820 0)
(s9822 0)
(s9823 0)
(s9824 0)
(s9825 0)
(s9826 0)
(s9827 0)
(s9828 0)
(s9829 0)
(s9830 0)
(s9831 0)
(s9832 0)
(s9833 0)
(s9834 0)
(s9835 0)
(s9836 0)
(s9837 0)
(s9838 0)
(s9839 0)
(s9840 0)
(s9841 0)
(s9842 0)
(s9843 0)
(s9844 0)
(s9845 0)
(s9846 0)
(s9847 0)
(s9848 0)
(s9849 0)
(s9850 0)
(s9851 0)
(s9852 0)
(s9853 0)
(s9854 0)
(s9855 0)
(s9856 0)
(s9857 0)
(s9858 0)
(s9859 0)
(s9860 0)
(s9861 0)
(s9862 0)
(s9863 0)
(s9864 0)
(s9865 0)
(s9866 0)
(s9867 0)
(s9874 0)
(s9875 0)
(s9877 0)
(s9879 0)
(s9881 0)
(s9883 0)
(s9885 0)
(s9887 0)
(s9889 0)
(s9890 0)
(s9891 0)
(s9893 0)
(s9895 0)
(s9897 0)
(s9898 0)
(s9899 0)
(s9901 0)
(s9903 0)
(s9905 0)
(s9907 0)
(s9909 0)
(s9911 0)
(s9913 0)
(s9914 0)
(s9915 0)
(s9917 0)
(s9919 0)
(s9921 0)
(s9922 0)
(s9923 0)
(s9925 0)
(s9927 0)
(s9929 0)
(s9931 0)
(s9933 0)
(s9935 0)
(s9937 0)
(s9938 0)
(s9939 0)
(s9941 0)
(s9943 0)
(s9945 0)
(s9946 0)
(s9947 0)
(s9949 0)
(s9951 0)
(s9953 0)
(s9955 0)
(s9957 0)
(s9959 0)
(s9961 0)
(s9962 0)
(s9963 0)
(s9965 0)
(s9967 0)
(s9969 0)
(s9970 0)
(s9971 0)
(s9973 0)
(s9975 0)
(s9977 0)
(s9979 0)
(s9981 0)
(s9983 0)
(s9985 0)
(s9986 0)
(s9987 0)
(s9989 0)
(s9991 0)
(s9993 0)
(s9994 0)
(s9995 0)
(s9997 0)
(s9999 0)
(s10001 0)
(s10003 0)
(s10005 0)
(s10007 0)
(s10009 0)
(s10010 0)
(s10011 0)
(s10013 0)
(s10015 0)
(s10017 0)
(s10018 0)
(s10019 0)
(s10021 0)
(s10023 0)
(s10025 0)
(s10027 0)
(s10029 0)
(s10031 0)
(s10033 0)
(s10034 0)
(s10035 0)
(s10037 0)
(s10039 0)
(s10041 0)
(s10042 0)
(s10043 0)
(s10045 0)
(s10047 0)
(s10049 0)
(s10051 0)
(s10053 0)
(s10055 0)
(s10057 0)
(s10058 0)
(s10059 0)
(s10061 0)
(s10063 0)
(s10065 0)
(s10066 0)
(s10067 0)
(s10069 0)
(s10071 0)
(s10073 0)
(s10075 0)
(s10077 0)
(s10079 0)
(s10081 0)
(s10082 0)
(s10083 0)
(s10085 0)
(s10087 0)
(s10089 0)
(s10090 0)
(s10091 0)
(s10092 0)
(s10094 0)
(s10096 0)
(s10098 0)
(s10100 0)
(s10102 0)
(s10104 0)
(s10106 0)
(s10107 0)
(s10108 0)
(s10110 0)
(s10112 0)
(s10114 0)
(s10115 0)
(s10116 0)
(s10117 0)
(s10118 0)
(s10119 0)
(s10121 0)
(s10123 0)
(s10125 0)
(s10127 0)
(s10129 0)
(s10131 0)
(s10133 0)
(s10134 0)
(s10135 0)
(s10137 0)
(s10139 0)
(s10141 0)
(s10142 0)
(s10143 0)
(s10144 0)
(s10145 0)
(s10146 0)
(s10147 0)
(s10148 0)
(s10150 0)
(s10152 0)
(s10154 0)
(s10156 0)
(s10158 0)
(s10160 0)
(s10162 0)
(s10163 0)
(s10164 0)
(s10166 0)
(s10168 0)
(s10170 0)
(s10171 0)
(s10172 0)
(s10173 0)
(s10174 0)
(s10175 0)
(s10176 0)
(s10177 0)
(s10178 0)
(s10179 0)
(s10181 0)
(s10183 0)
(s10185 0)
(s10187 0)
(s10189 0)
(s10191 0)
(s10193 0)
(s10194 0)
(s10195 0)
(s10197 0)
(s10199 0)
(s10201 0)
(s10202 0)
(s10203 0)
(s10204 0)
(s10205 0)
(s10206 0)
(s10207 0)
(s10208 0)
(s10209 0)
(s10210 0)
(s10211 0)
(s10212 0)
(s10214 0)
(s10216 0)
(s10218 0)
(s10220 0)
(s10222 0)
(s10224 0)
(s10226 0)
(s10227 0)
(s10228 0)
(s10230 0)
(s10232 0)
(s10234 0)
(s10235 0)
(s10236 0)
(s10237 0)
(s10238 0)
(s10239 0)
(s10240 0)
(s10241 0)
(s10242 0)
(s10243 0)
(s10244 0)
(s10245 0)
(s10246 0)
(s10247 0)
(s10249 0)
(s10251 0)
(s10253 0)
(s10255 0)
(s10257 0)
(s10259 0)
(s10261 0)
(s10262 0)
(s10263 0)
(s10265 0)
(s10267 0)
(s10269 0)
(s10270 0)
(s10271 0)
(s10272 0)
(s10273 0)
(s10274 0)
(s10275 0)
(s10276 0)
(s10277 0)
(s10278 0)
(s10279 0)
(s10280 0)
(s10281 0)
(s10282 0)
(s10283 0)
(s10285 0)
(s10287 0)
(s10289 0)
(s10291 0)
(s10293 0)
(s10295 0)
(s10297 0)
(s10298 0)
(s10299 0)
(s10301 0)
(s10303 0)
(s10305 0)
(s10306 0)
(s10307 0)
(s10308 0)
(s10309 0)
(s10310 0)
(s10311 0)
(s10312 0)
(s10313 0)
(s10314 0)
(s10315 0)
(s10316 0)
(s10317 0)
(s10318 0)
(s10320 0)
(s10322 0)
(s10324 0)
(s10326 0)
(s10328 0)
(s10330 0)
(s10332 0)
(s10334 0)
(s10336 0)
(s10338 0)
(s10340 0)
(s10341 0)
(s10342 0)
(s10343 0)
(s10344 0)
(s10345 0)
(s10346 0)
(s10347 0)
(s10348 0)
(s10349 0)
(s10350 0)
(s10351 0)
(s10353 0)
(s10355 0)
(s10357 0)
(s10359 0)
(s10361 0)
(s10363 0)
(s10365 0)
(s10367 0)
(s10369 0)
(s10371 0)
(s10373 0)
(s10374 0)
(s10375 0)
(s10376 0)
(s10377 0)
(s10378 0)
(s10379 0)
(s10380 0)
(s10381 0)
(s10382 0)
(s10384 0)
(s10386 0)
(s10388 0)
(s10390 0)
(s10392 0)
(s10394 0)
(s10396 0)
(s10398 0)
(s10400 0)
(s10402 0)
(s10404 0)
(s10405 0)
(s10406 0)
(s10407 0)
(s10408 0)
(s10409 0)
(s10410 0)
(s10411 0)
(s10413 0)
(s10415 0)
(s10417 0)
(s10419 0)
(s10421 0)
(s10423 0)
(s10425 0)
(s10427 0)
(s10429 0)
(s10431 0)
(s10433 0)
(s10434 0)
(s10435 0)
(s10436 0)
(s10437 0)
(s10438 0)
(s10440 0)
(s10442 0)
(s10444 0)
(s10446 0)
(s10448 0)
(s10450 0)
(s10452 0)
(s10454 0)
(s10456 0)
(s10458 0)
(s10460 0)
(s10461 0)
(s10462 0)
(s10463 0)
(s10465 0)
(s10467 0)
(s10469 0)
(s10471 0)
(s10473 0)
(s10475 0)
(s10477 0)
(s10479 0)
(s10481 0)
(s10483 0)
(s10485 0)
(s10486 0)
(s10489 0)
(s10491 0)
(s10493 0)
(s10495 0)
(s10497 0)
(s10499 0)
(s10501 0)
(s10503 0)
(s10505 0)
(s10507 0)
(s10509 0)
(s10510 0)
(s10511 0)
(s10513 0)
(s10515 0)
(s10517 0)
(s10519 0)
(s10521 0)
(s10523 0)
(s10525 0)
(s10527 0)
(s10529 0)
(s10531 0)
(s10533 0)
(s10534 0)
(s10537 0)
(s10539 0)
(s10541 0)
(s10543 0)
(s10545 0)
(s10547 0)
(s10549 0)
(s10551 0)
(s10553 0)
(s10555 0)
(s10557 0)
(s10558 0)
(s10559 0)
(s10561 0)
(s10563 0)
(s10565 0)
(s10567 0)
(s10569 0)
(s10571 0)
(s10573 0)
(s10575 0)
(s10577 0)
(s10579 0)
(s10581 0)
(s10582 0)
(s10583 0)
(s10585 0)
(s10587 0)
(s10589 0)
(s10591 0)
(s10593 0)
(s10595 0)
(s10597 0)
(s10599 0)
(s10601 0)
(s10603 0)
(s10605 0)
(s10606 0)
(s10609 0)
(s10611 0)
(s10613 0)
(s10615 0)
(s10617 0)
(s10619 0)
(s10621 0)
(s10623 0)
(s10625 0)
(s10627 0)
(s10629 0)
(s10630 0)
(s10633 0)
(s10635 0)
(s10637 0)
(s10639 0)
(s10641 0)
(s10643 0)
(s10645 0)
(s10647 0)
(s10649 0)
(s10651 0)
(s10653 0)
(s10654 0)
(s10657 0)
(s10659 0)
(s10661 0)
(s10663 0)
(s10665 0)
(s10667 0)
(s10669 0)
(s10671 0)
(s10673 0)
(s10675 0)
(s10677 0)
(s10678 0)
(s10681 0)
(s10683 0)
(s10685 0)
(s10687 0)
(s10689 0)
(s10691 0)
(s10693 0)
(s10695 0)
(s10697 0)
(s10699 0)
(s10701 0)
(s10702 0)
(s10705 0)
(s10707 0)
(s10709 0)
(s10711 0)
(s10713 0)
(s10715 0)
(s10717 0)
(s10719 0)
(s10721 0)
(s10723 0)
(s10725 0)
(s10726 0)
(s10727 0)
(s10728 0)
(s10729 0)
(s10730 0)
(s10731 0)
(s10732 0)
(s10733 0)
(s10734 0)
(s10735 0)
(s10736 0)
(s10737 0)
(s10738 0)
(s10739 0)
(s10740 0)
(s10741 0)
(s10742 0)
(s10743 0)
(s10744 0)
(s10745 0)
(s10746 0)
(s10747 0)
(s10748 0)
(s10749 0)
(s10750 0)
(s10751 0)
(s10752 0)
(s10753 0)
(s10754 0)
(s10755 0)
(s10756 0)
(s10757 0)
(s10758 0)
(s10759 0)
(s10760 0)
(s10761 0)
(s10762 0)
(s10763 0)
(s10764 0)
(s10765 0)
(s10766 0)
(s10767 0)
(s10768 0)
(s10769 0)
(s10770 0)
(s10777 0)
(s10778 0)
(s10780 0)
(s10782 0)
(s10784 0)
(s10786 0)
(s10788 0)
(s10790 0)
(s10792 0)
(s10794 0)
(s10796 0)
(s10798 0)
(s10800 0)
(s10801 0)
(s10802 0)
(s10804 0)
(s10806 0)
(s10808 0)
(s10810 0)
(s10812 0)
(s10814 0)
(s10816 0)
(s10818 0)
(s10820 0)
(s10822 0)
(s10824 0)
(s10825 0)
(s10826 0)
(s10828 0)
(s10830 0)
(s10832 0)
(s10834 0)
(s10836 0)
(s10838 0)
(s10840 0)
(s10842 0)
(s10844 0)
(s10846 0)
(s10848 0)
(s10849 0)
(s10850 0)
(s10852 0)
(s10854 0)
(s10856 0)
(s10858 0)
(s10860 0)
(s10862 0)
(s10864 0)
(s10866 0)
(s10868 0)
(s10870 0)
(s10872 0)
(s10873 0)
(s10874 0)
(s10876 0)
(s10878 0)
(s10880 0)
(s10882 0)
(s10884 0)
(s10886 0)
(s10888 0)
(s10890 0)
(s10892 0)
(s10894 0)
(s10896 0)
(s10897 0)
(s10898 0)
(s10900 0)
(s10902 0)
(s10904 0)
(s10906 0)
(s10908 0)
(s10910 0)
(s10912 0)
(s10914 0)
(s10916 0)
(s10918 0)
(s10920 0)
(s10921 0)
(s10922 0)
(s10924 0)
(s10926 0)
(s10928 0)
(s10930 0)
(s10932 0)
(s10934 0)
(s10936 0)
(s10938 0)
(s10940 0)
(s10942 0)
(s10944 0)
(s10945 0)
(s10946 0)
(s10948 0)
(s10950 0)
(s10952 0)
(s10954 0)
(s10956 0)
(s10958 0)
(s10960 0)
(s10962 0)
(s10964 0)
(s10966 0)
(s10968 0)
(s10969 0)
(s10970 0)
(s10972 0)
(s10974 0)
(s10976 0)
(s10978 0)
(s10980 0)
(s10982 0)
(s10984 0)
(s10986 0)
(s10988 0)
(s10990 0)
(s10992 0)
(s10993 0)
(s10994 0)
(s10996 0)
(s10998 0)
(s11000 0)
(s11002 0)
(s11004 0)
(s11006 0)
(s11008 0)
(s11010 0)
(s11012 0)
(s11014 0)
(s11016 0)
(s11017 0)
(s11018 0)
(s11019 0)
(s11021 0)
(s11023 0)
(s11025 0)
(s11027 0)
(s11029 0)
(s11031 0)
(s11033 0)
(s11035 0)
(s11037 0)
(s11039 0)
(s11041 0)
(s11042 0)
(s11043 0)
(s11044 0)
(s11045 0)
(s11046 0)
(s11048 0)
(s11050 0)
(s11052 0)
(s11054 0)
(s11056 0)
(s11058 0)
(s11060 0)
(s11062 0)
(s11064 0)
(s11066 0)
(s11068 0)
(s11069 0)
(s11070 0)
(s11071 0)
(s11072 0)
(s11073 0)
(s11074 0)
(s11075 0)
(s11077 0)
(s11079 0)
(s11081 0)
(s11083 0)
(s11085 0)
(s11087 0)
(s11089 0)
(s11091 0)
(s11093 0)
(s11095 0)
(s11097 0)
(s11098 0)
(s11099 0)
(s11100 0)
(s11101 0)
(s11102 0)
(s11103 0)
(s11104 0)
(s11105 0)
(s11106 0)
(s11108 0)
(s11110 0)
(s11112 0)
(s11114 0)
(s11116 0)
(s11118 0)
(s11120 0)
(s11122 0)
(s11124 0)
(s11126 0)
(s11128 0)
(s11129 0)
(s11130 0)
(s11131 0)
(s11132 0)
(s11133 0)
(s11134 0)
(s11135 0)
(s11136 0)
(s11137 0)
(s11138 0)
(s11139 0)
(s11141 0)
(s11143 0)
(s11145 0)
(s11147 0)
(s11149 0)
(s11151 0)
(s11153 0)
(s11155 0)
(s11157 0)
(s11159 0)
(s11161 0)
(s11162 0)
(s11163 0)
(s11164 0)
(s11165 0)
(s11166 0)
(s11167 0)
(s11168 0)
(s11169 0)
(s11170 0)
(s11171 0)
(s11172 0)
(s11173 0)
(s11175 0)
(s11177 0)
(s11179 0)
(s11181 0)
(s11183 0)
(s11185 0)
(s11187 0)
(s11189 0)
(s11191 0)
(s11193 0)
(s11195 0)
(s11196 0)
(s11197 0)
(s11198 0)
(s11199 0)
(s11200 0)
(s11201 0)
(s11202 0)
(s11203 0)
(s11204 0)
(s11205 0)
(s11206 0)
(s11208 0)
(s11210 0)
(s11212 0)
(s11214 0)
(s11216 0)
(s11218 0)
(s11220 0)
(s11222 0)
(s11224 0)
(s11226 0)
(s11228 0)
(s11229 0)
(s11230 0)
(s11231 0)
(s11232 0)
(s11233 0)
(s11234 0)
(s11235 0)
(s11236 0)
(s11237 0)
(s11239 0)
(s11241 0)
(s11243 0)
(s11245 0)
(s11247 0)
(s11249 0)
(s11251 0)
(s11253 0)
(s11255 0)
(s11257 0)
(s11259 0)
(s11260 0)
(s11261 0)
(s11262 0)
(s11263 0)
(s11264 0)
(s11265 0)
(s11266 0)
(s11268 0)
(s11270 0)
(s11272 0)
(s11274 0)
(s11276 0)
(s11278 0)
(s11280 0)
(s11282 0)
(s11284 0)
(s11286 0)
(s11288 0)
(s11289 0)
(s11290 0)
(s11291 0)
(s11292 0)
(s11293 0)
(s11295 0)
(s11297 0)
(s11299 0)
(s11301 0)
(s11303 0)
(s11305 0)
(s11307 0)
(s11309 0)
(s11311 0)
(s11313 0)
(s11315 0)
(s11316 0)
(s11317 0)
(s11318 0)
(s11320 0)
(s11322 0)
(s11324 0)
(s11326 0)
(s11328 0)
(s11330 0)
(s11332 0)
(s11334 0)
(s11336 0)
(s11338 0)
(s11340 0)
(s11341 0)
(s11342 0)
(s11344 0)
(s11346 0)
(s11348 0)
(s11350 0)
(s11352 0)
(s11354 0)
(s11356 0)
(s11358 0)
(s11360 0)
(s11362 0)
(s11364 0)
(s11365 0)
(s11368 0)
(s11370 0)
(s11372 0)
(s11374 0)
(s11376 0)
(s11378 0)
(s11380 0)
(s11382 0)
(s11384 0)
(s11386 0)
(s11388 0)
(s11389 0)
(s11390 0)
(s11392 0)
(s11394 0)
(s11396 0)
(s11398 0)
(s11400 0)
(s11402 0)
(s11404 0)
(s11406 0)
(s11408 0)
(s11410 0)
(s11412 0)
(s11413 0)
(s11416 0)
(s11418 0)
(s11420 0)
(s11422 0)
(s11424 0)
(s11426 0)
(s11428 0)
(s11430 0)
(s11432 0)
(s11434 0)
(s11436 0)
(s11437 0)
(s11438 0)
(s11440 0)
(s11442 0)
(s11444 0)
(s11446 0)
(s11448 0)
(s11450 0)
(s11452 0)
(s11454 0)
(s11456 0)
(s11458 0)
(s11460 0)
(s11461 0)
(s11462 0)
(s11464 0)
(s11466 0)
(s11468 0)
(s11470 0)
(s11472 0)
(s11474 0)
(s11476 0)
(s11478 0)
(s11480 0)
(s11482 0)
(s11484 0)
(s11485 0)
(s11488 0)
(s11490 0)
(s11492 0)
(s11494 0)
(s11496 0)
(s11498 0)
(s11500 0)
(s11502 0)
(s11504 0)
(s11506 0)
(s11508 0)
(s11509 0)
(s11512 0)
(s11514 0)
(s11516 0)
(s11518 0)
(s11520 0)
(s11522 0)
(s11524 0)
(s11526 0)
(s11528 0)
(s11530 0)
(s11532 0)
(s11533 0)
(s11536 0)
(s11538 0)
(s11540 0)
(s11542 0)
(s11544 0)
(s11546 0)
(s11548 0)
(s11550 0)
(s11552 0)
(s11554 0)
(s11556 0)
(s11557 0)
(s11560 0)
(s11562 0)
(s11564 0)
(s11566 0)
(s11568 0)
(s11570 0)
(s11572 0)
(s11574 0)
(s11576 0)
(s11578 0)
(s11580 0)
(s11581 0)
(s11584 0)
(s11586 0)
(s11588 0)
(s11590 0)
(s11592 0)
(s11594 0)
(s11596 0)
(s11598 0)
(s11600 0)
(s11602 0)
(s11604 0)
(s11605 0)
(s11606 0)
(s11607 0)
(s11608 0)
(s11609 0)
(s11610 0)
(s11611 0)
(s11612 0)
(s11613 0)
(s11614 0)
(s11615 0)
(s11616 0)
(s11617 0)
(s11618 0)
(s11619 0)
(s11620 0)
(s11621 0)
(s11622 0)
(s11623 0)
(s11624 0)
(s11625 0)
(s11626 0)
(s11627 0)
(s11628 0)
(s11629 0)
(s11630 0)
(s11631 0)
(s11632 0)
(s11633 0)
(s11634 0)
(s11635 0)
(s11636 0)
(s11637 0)
(s11638 0)
(s11639 0)
(s11640 0)
(s11641 0)
(s11642 0)
(s11643 0)
(s11644 0)
(s11645 0)
(s11646 0)
(s11647 0)
(s11648 0)
(s11649 0)
(s11656 0)
(s11657 0)
(s11659 0)
(s11661 0)
(s11663 0)
(s11665 0)
(s11667 0)
(s11669 0)
(s11671 0)
(s11673 0)
(s11675 0)
(s11677 0)
(s11679 0)
(s11680 0)
(s11681 0)
(s11683 0)
(s11685 0)
(s11687 0)
(s11689 0)
(s11691 0)
(s11693 0)
(s11695 0)
(s11697 0)
(s11699 0)
(s11701 0)
(s11703 0)
(s11704 0)
(s11705 0)
(s11707 0)
(s11709 0)
(s11711 0)
(s11713 0)
(s11715 0)
(s11717 0)
(s11719 0)
(s11721 0)
(s11723 0)
(s11725 0)
(s11727 0)
(s11728 0)
(s11729 0)
(s11731 0)
(s11733 0)
(s11735 0)
(s11737 0)
(s11739 0)
(s11741 0)
(s11743 0)
(s11745 0)
(s11747 0)
(s11749 0)
(s11751 0)
(s11752 0)
(s11753 0)
(s11755 0)
(s11757 0)
(s11759 0)
(s11761 0)
(s11763 0)
(s11765 0)
(s11767 0)
(s11769 0)
(s11771 0)
(s11773 0)
(s11775 0)
(s11776 0)
(s11777 0)
(s11779 0)
(s11781 0)
(s11783 0)
(s11785 0)
(s11787 0)
(s11789 0)
(s11791 0)
(s11793 0)
(s11795 0)
(s11797 0)
(s11799 0)
(s11800 0)
(s11801 0)
(s11803 0)
(s11805 0)
(s11807 0)
(s11809 0)
(s11811 0)
(s11813 0)
(s11815 0)
(s11817 0)
(s11819 0)
(s11821 0)
(s11823 0)
(s11824 0)
(s11825 0)
(s11827 0)
(s11829 0)
(s11831 0)
(s11833 0)
(s11835 0)
(s11837 0)
(s11839 0)
(s11841 0)
(s11843 0)
(s11845 0)
(s11847 0)
(s11848 0)
(s11849 0)
(s11851 0)
(s11853 0)
(s11855 0)
(s11857 0)
(s11859 0)
(s11861 0)
(s11863 0)
(s11865 0)
(s11867 0)
(s11869 0)
(s11871 0)
(s11872 0)
(s11873 0)
(s11875 0)
(s11877 0)
(s11879 0)
(s11881 0)
(s11883 0)
(s11885 0)
(s11887 0)
(s11889 0)
(s11891 0)
(s11893 0)
(s11895 0)
(s11896 0)
(s11897 0)
(s11899 0)
(s11901 0)
(s11903 0)
(s11905 0)
(s11907 0)
(s11909 0)
(s11911 0)
(s11913 0)
(s11915 0)
(s11917 0)
(s11919 0)
(s11920 0)
(s11921 0)
(s11922 0)
(s11924 0)
(s11926 0)
(s11928 0)
(s11930 0)
(s11932 0)
(s11934 0)
(s11936 0)
(s11938 0)
(s11940 0)
(s11942 0)
(s11944 0)
(s11945 0)
(s11946 0)
(s11947 0)
(s11948 0)
(s11949 0)
(s11951 0)
(s11953 0)
(s11955 0)
(s11957 0)
(s11959 0)
(s11961 0)
(s11963 0)
(s11965 0)
(s11967 0)
(s11969 0)
(s11971 0)
(s11972 0)
(s11973 0)
(s11974 0)
(s11975 0)
(s11976 0)
(s11977 0)
(s11978 0)
(s11980 0)
(s11982 0)
(s11984 0)
(s11986 0)
(s11988 0)
(s11990 0)
(s11992 0)
(s11994 0)
(s11996 0)
(s11998 0)
(s12000 0)
(s12001 0)
(s12002 0)
(s12003 0)
(s12004 0)
(s12005 0)
(s12006 0)
(s12007 0)
(s12008 0)
(s12009 0)
(s12011 0)
(s12013 0)
(s12015 0)
(s12017 0)
(s12019 0)
(s12021 0)
(s12023 0)
(s12025 0)
(s12027 0)
(s12029 0)
(s12031 0)
(s12032 0)
(s12033 0)
(s12034 0)
(s12035 0)
(s12036 0)
(s12037 0)
(s12038 0)
(s12039 0)
(s12040 0)
(s12041 0)
(s12043 0)
(s12045 0)
(s12047 0)
(s12049 0)
(s12051 0)
(s12053 0)
(s12055 0)
(s12057 0)
(s12059 0)
(s12061 0)
(s12063 0)
(s12064 0)
(s12065 0)
(s12066 0)
(s12067 0)
(s12068 0)
(s12069 0)
(s12070 0)
(s12071 0)
(s12072 0)
(s12074 0)
(s12076 0)
(s12078 0)
(s12080 0)
(s12082 0)
(s12084 0)
(s12086 0)
(s12088 0)
(s12090 0)
(s12092 0)
(s12094 0)
(s12095 0)
(s12096 0)
(s12097 0)
(s12098 0)
(s12099 0)
(s12100 0)
(s12101 0)
(s12103 0)
(s12105 0)
(s12107 0)
(s12109 0)
(s12111 0)
(s12113 0)
(s12115 0)
(s12117 0)
(s12119 0)
(s12121 0)
(s12123 0)
(s12124 0)
(s12125 0)
(s12126 0)
(s12127 0)
(s12128 0)
(s12130 0)
(s12132 0)
(s12134 0)
(s12136 0)
(s12138 0)
(s12140 0)
(s12142 0)
(s12144 0)
(s12146 0)
(s12148 0)
(s12150 0)
(s12151 0)
(s12152 0)
(s12153 0)
(s12155 0)
(s12157 0)
(s12159 0)
(s12161 0)
(s12163 0)
(s12165 0)
(s12167 0)
(s12169 0)
(s12171 0)
(s12173 0)
(s12175 0)
(s12176 0)
(s12177 0)
(s12179 0)
(s12181 0)
(s12183 0)
(s12185 0)
(s12187 0)
(s12189 0)
(s12191 0)
(s12193 0)
(s12195 0)
(s12197 0)
(s12199 0)
(s12200 0)
(s12201 0)
(s12203 0)
(s12205 0)
(s12207 0)
(s12209 0)
(s12211 0)
(s12213 0)
(s12215 0)
(s12217 0)
(s12219 0)
(s12221 0)
(s12223 0)
(s12224 0)
(s12227 0)
(s12229 0)
(s12231 0)
(s12233 0)
(s12235 0)
(s12237 0)
(s12239 0)
(s12241 0)
(s12243 0)
(s12245 0)
(s12247 0)
(s12248 0)
(s12249 0)
(s12251 0)
(s12253 0)
(s12255 0)
(s12257 0)
(s12259 0)
(s12261 0)
(s12263 0)
(s12265 0)
(s12267 0)
(s12269 0)
(s12271 0)
(s12272 0)
(s12275 0)
(s12277 0)
(s12279 0)
(s12281 0)
(s12283 0)
(s12285 0)
(s12287 0)
(s12289 0)
(s12291 0)
(s12293 0)
(s12295 0)
(s12296 0)
(s12297 0)
(s12299 0)
(s12301 0)
(s12303 0)
(s12305 0)
(s12307 0)
(s12309 0)
(s12311 0)
(s12313 0)
(s12315 0)
(s12317 0)
(s12319 0)
(s12320 0)
(s12321 0)
(s12323 0)
(s12325 0)
(s12327 0)
(s12329 0)
(s12331 0)
(s12333 0)
(s12335 0)
(s12337 0)
(s12339 0)
(s12341 0)
(s12343 0)
(s12344 0)
(s12347 0)
(s12349 0)
(s12351 0)
(s12353 0)
(s12355 0)
(s12357 0)
(s12359 0)
(s12361 0)
(s12363 0)
(s12365 0)
(s12367 0)
(s12368 0)
(s12371 0)
(s12373 0)
(s12375 0)
(s12377 0)
(s12379 0)
(s12381 0)
(s12383 0)
(s12385 0)
(s12387 0)
(s12389 0)
(s12391 0)
(s12392 0)
(s12395 0)
(s12397 0)
(s12399 0)
(s12401 0)
(s12403 0)
(s12405 0)
(s12407 0)
(s12409 0)
(s12411 0)
(s12413 0)
(s12415 0)
(s12416 0)
(s12419 0)
(s12421 0)
(s12423 0)
(s12425 0)
(s12427 0)
(s12429 0)
(s12431 0)
(s12433 0)
(s12435 0)
(s12437 0)
(s12439 0)
(s12440 0)
(s12443 0)
(s12445 0)
(s12447 0)
(s12449 0)
(s12451 0)
(s12453 0)
(s12455 0)
(s12457 0)
(s12459 0)
(s12461 0)
(s12463 0)
(s12464 0)
(s12465 0)
(s12466 0)
(s12467 0)
(s12468 0)
(s12469 0)
(s12470 0)
(s12471 0)
(s12472 0)
(s12473 0)
(s12474 0)
(s12475 0)
(s12476 0)
(s12477 0)
(s12478 0)
(s12479 0)
(s12480 0)
(s12481 0)
(s12482 0)
(s12483 0)
(s12484 0)
(s12485 0)
(s12486 0)
(s12487 0)
(s12488 0)
(s12489 0)
(s12490 0)
(s12491 0)
(s12492 0)
(s12493 0)
(s12494 0)
(s12495 0)
(s12496 0)
(s12497 0)
(s12498 0)
(s12499 0)
(s12500 0)
(s12501 0)
(s12502 0)
(s12503 0)
(s12504 0)
(s12505 0)
(s12506 0)
(s12507 0)
(s12508 0)
(s12515 0)
(s12516 0)
(s12518 0)
(s12520 0)
(s12522 0)
(s12524 0)
(s12526 0)
(s12528 0)
(s12530 0)
(s12532 0)
(s12534 0)
(s12536 0)
(s12538 0)
(s12539 0)
(s12540 0)
(s12542 0)
(s12544 0)
(s12546 0)
(s12548 0)
(s12550 0)
(s12552 0)
(s12554 0)
(s12556 0)
(s12558 0)
(s12560 0)
(s12562 0)
(s12563 0)
(s12564 0)
(s12566 0)
(s12568 0)
(s12570 0)
(s12572 0)
(s12574 0)
(s12576 0)
(s12578 0)
(s12580 0)
(s12582 0)
(s12584 0)
(s12586 0)
(s12587 0)
(s12588 0)
(s12590 0)
(s12592 0)
(s12594 0)
(s12596 0)
(s12598 0)
(s12600 0)
(s12602 0)
(s12604 0)
(s12606 0)
(s12608 0)
(s12610 0)
(s12611 0)
(s12612 0)
(s12614 0)
(s12616 0)
(s12618 0)
(s12620 0)
(s12622 0)
(s12624 0)
(s12626 0)
(s12628 0)
(s12630 0)
(s12632 0)
(s12634 0)
(s12635 0)
(s12636 0)
(s12638 0)
(s12640 0)
(s12642 0)
(s12644 0)
(s12646 0)
(s12648 0)
(s12650 0)
(s12652 0)
(s12654 0)
(s12656 0)
(s12658 0)
(s12659 0)
(s12660 0)
(s12662 0)
(s12664 0)
(s12666 0)
(s12668 0)
(s12670 0)
(s12672 0)
(s12674 0)
(s12676 0)
(s12678 0)
(s12680 0)
(s12682 0)
(s12683 0)
(s12684 0)
(s12686 0)
(s12688 0)
(s12690 0)
(s12692 0)
(s12694 0)
(s12696 0)
(s12698 0)
(s12700 0)
(s12702 0)
(s12704 0)
(s12706 0)
(s12707 0)
(s12708 0)
(s12710 0)
(s12712 0)
(s12714 0)
(s12716 0)
(s12718 0)
(s12720 0)
(s12722 0)
(s12724 0)
(s12726 0)
(s12728 0)
(s12730 0)
(s12731 0)
(s12732 0)
(s12734 0)
(s12736 0)
(s12738 0)
(s12740 0)
(s12742 0)
(s12744 0)
(s12746 0)
(s12748 0)
(s12750 0)
(s12752 0)
(s12754 0)
(s12755 0)
(s12756 0)
(s12758 0)
(s12760 0)
(s12762 0)
(s12764 0)
(s12766 0)
(s12768 0)
(s12770 0)
(s12772 0)
(s12774 0)
(s12776 0)
(s12778 0)
(s12779 0)
(s12780 0)
(s12782 0)
(s12784 0)
(s12786 0)
(s12788 0)
(s12790 0)
(s12792 0)
(s12794 0)
(s12796 0)
(s12798 0)
(s12800 1)
(s12802 0)
(s12803 0)
(s12804 0)
(s12805 0)
(s12807 0)
(s12809 0)
(s12811 0)
(s12813 0)
(s12815 0)
(s12817 0)
(s12819 0)
(s12821 0)
(s12823 0)
(s12825 0)
(s12827 0)
(s12828 0)
(s12829 0)
(s12830 0)
(s12831 0)
(s12832 0)
(s12834 0)
(s12836 0)
(s12838 0)
(s12840 0)
(s12842 0)
(s12844 0)
(s12846 0)
(s12848 0)
(s12850 0)
(s12852 0)
(s12854 0)
(s12855 0)
(s12856 0)
(s12857 0)
(s12858 0)
(s12859 0)
(s12860 0)
(s12861 0)
(s12863 0)
(s12865 0)
(s12867 0)
(s12869 0)
(s12871 0)
(s12873 0)
(s12875 0)
(s12877 0)
(s12879 0)
(s12881 0)
(s12883 0)
(s12884 0)
(s12885 0)
(s12886 0)
(s12887 0)
(s12888 0)
(s12889 0)
(s12890 0)
(s12891 0)
(s12893 0)
(s12895 0)
(s12897 0)
(s12899 0)
(s12901 0)
(s12903 0)
(s12905 0)
(s12907 0)
(s12909 0)
(s12911 0)
(s12913 0)
(s12914 0)
(s12915 0)
(s12916 0)
(s12917 0)
(s12918 0)
(s12919 0)
(s12920 0)
(s12922 0)
(s12924 0)
(s12926 0)
(s12928 0)
(s12930 0)
(s12932 0)
(s12934 0)
(s12936 0)
(s12938 0)
(s12940 0)
(s12942 0)
(s12943 0)
(s12944 0)
(s12945 0)
(s12946 0)
(s12947 0)
(s12949 0)
(s12951 0)
(s12953 0)
(s12955 0)
(s12957 0)
(s12959 0)
(s12961 0)
(s12963 0)
(s12965 0)
(s12967 0)
(s12969 0)
(s12970 0)
(s12971 0)
(s12972 0)
(s12974 0)
(s12976 0)
(s12978 0)
(s12980 0)
(s12982 0)
(s12984 0)
(s12986 0)
(s12988 0)
(s12990 0)
(s12992 0)
(s12994 0)
(s12995 0)
(s12996 0)
(s12998 0)
(s13000 0)
(s13002 0)
(s13004 0)
(s13006 0)
(s13008 0)
(s13010 0)
(s13012 0)
(s13014 0)
(s13016 0)
(s13018 0)
(s13019 0)
(s13020 0)
(s13022 0)
(s13024 0)
(s13026 0)
(s13028 0)
(s13030 0)
(s13032 0)
(s13034 0)
(s13036 0)
(s13038 0)
(s13040 0)
(s13042 0)
(s13043 0)
(s13044 0)
(s13046 0)
(s13048 0)
(s13050 0)
(s13052 0)
(s13054 0)
(s13056 0)
(s13058 0)
(s13060 0)
(s13062 0)
(s13064 0)
(s13066 0)
(s13067 0)
(s13070 0)
(s13072 0)
(s13074 0)
(s13076 0)
(s13078 0)
(s13080 0)
(s13082 0)
(s13084 0)
(s13086 0)
(s13088 0)
(s13090 0)
(s13091 0)
(s13092 0)
(s13094 0)
(s13096 0)
(s13098 0)
(s13100 0)
(s13102 0)
(s13104 0)
(s13106 0)
(s13108 0)
(s13110 0)
(s13112 0)
(s13114 0)
(s13115 0)
(s13118 0)
(s13120 0)
(s13122 0)
(s13124 0)
(s13126 0)
(s13128 0)
(s13130 0)
(s13132 0)
(s13134 0)
(s13136 0)
(s13138 0)
(s13139 0)
(s13140 0)
(s13142 0)
(s13144 0)
(s13146 0)
(s13148 0)
(s13150 0)
(s13152 0)
(s13154 0)
(s13156 0)
(s13158 0)
(s13160 0)
(s13162 0)
(s13163 0)
(s13164 0)
(s13166 0)
(s13168 0)
(s13170 0)
(s13172 0)
(s13174 0)
(s13176 0)
(s13178 0)
(s13180 0)
(s13182 0)
(s13184 0)
(s13186 0)
(s13187 0)
(s13190 0)
(s13192 0)
(s13194 0)
(s13196 0)
(s13198 0)
(s13200 0)
(s13202 0)
(s13204 0)
(s13206 0)
(s13208 0)
(s13210 0)
(s13211 0)
(s13214 0)
(s13216 0)
(s13218 0)
(s13220 0)
(s13222 0)
(s13224 0)
(s13226 0)
(s13228 0)
(s13230 0)
(s13232 0)
(s13234 0)
(s13235 0)
(s13238 0)
(s13240 0)
(s13242 0)
(s13244 0)
(s13246 0)
(s13248 0)
(s13250 0)
(s13252 0)
(s13254 0)
(s13256 0)
(s13258 0)
(s13259 0)
(s13262 0)
(s13264 0)
(s13266 0)
(s13268 0)
(s13270 0)
(s13272 0)
(s13274 0)
(s13276 0)
(s13278 0)
(s13280 0)
(s13282 0)
(s13283 0)
(s13286 0)
(s13288 0)
(s13290 0)
(s13292 0)
(s13294 0)
(s13296 0)
(s13298 0)
(s13300 0)
(s13302 0)
(s13304 0)
(s13306 0)
(s13307 0)
(s13308 0)
(s13309 0)
(s13310 0)
(s13311 0)
(s13312 0)
(s13313 0)
(s13314 0)
(s13315 0)
(s13316 0)
(s13317 0)
(s13318 0)
(s13319 0)
(s13320 0)
(s13321 0)
(s13322 0)
(s13323 0)
(s13324 0)
(s13325 0)
(s13326 0)
(s13327 0)
(s13328 0)
(s13329 0)
(s13330 0)
(s13331 0)
(s13332 0)
(s13333 0)
(s13334 0)
(s13335 0)
(s13336 0)
(s13337 0)
(s13338 0)
(s13339 0)
(s13340 0)
(s13341 0)
(s13342 0)
(s13343 0)
(s13344 0)
(s13345 0)
(s13346 0)
(s13347 0)
(s13348 0)
(s13349 0)
(s13350 0)
(s13351 0)
(s13358 0)
(s13359 0)
(s13361 0)
(s13363 0)
(s13365 0)
(s13367 0)
(s13369 0)
(s13371 0)
(s13373 0)
(s13375 0)
(s13377 0)
(s13379 0)
(s13381 0)
(s13382 0)
(s13383 0)
(s13385 0)
(s13387 0)
(s13389 0)
(s13391 0)
(s13393 0)
(s13395 0)
(s13397 0)
(s13399 0)
(s13401 0)
(s13403 0)
(s13405 0)
(s13406 0)
(s13407 0)
(s13409 0)
(s13411 0)
(s13413 0)
(s13415 0)
(s13417 0)
(s13419 0)
(s13421 0)
(s13423 0)
(s13425 0)
(s13427 0)
(s13429 0)
(s13430 0)
(s13431 0)
(s13433 0)
(s13435 0)
(s13437 0)
(s13439 0)
(s13441 0)
(s13443 0)
(s13445 0)
(s13447 0)
(s13449 0)
(s13451 0)
(s13453 0)
(s13454 0)
(s13455 0)
(s13457 0)
(s13459 0)
(s13461 0)
(s13463 0)
(s13465 0)
(s13467 0)
(s13469 0)
(s13471 0)
(s13473 0)
(s13475 0)
(s13477 0)
(s13478 0)
(s13479 0)
(s13481 0)
(s13483 0)
(s13485 0)
(s13487 0)
(s13489 0)
(s13491 0)
(s13493 0)
(s13495 0)
(s13497 0)
(s13499 0)
(s13501 0)
(s13502 0)
(s13503 0)
(s13505 0)
(s13507 0)
(s13509 0)
(s13511 0)
(s13513 0)
(s13515 0)
(s13517 0)
(s13519 0)
(s13521 0)
(s13523 0)
(s13525 0)
(s13526 0)
(s13527 0)
(s13529 0)
(s13531 0)
(s13533 0)
(s13535 0)
(s13537 0)
(s13539 0)
(s13541 0)
(s13543 0)
(s13545 0)
(s13547 0)
(s13549 0)
(s13550 0)
(s13551 0)
(s13553 0)
(s13555 0)
(s13557 0)
(s13559 0)
(s13561 0)
(s13563 0)
(s13565 0)
(s13567 0)
(s13569 0)
(s13571 0)
(s13573 0)
(s13574 0)
(s13575 0)
(s13577 0)
(s13579 0)
(s13581 0)
(s13583 0)
(s13585 0)
(s13587 0)
(s13589 0)
(s13591 0)
(s13593 0)
(s13595 0)
(s13597 0)
(s13598 0)
(s13599 0)
(s13601 0)
(s13603 0)
(s13605 0)
(s13607 0)
(s13609 0)
(s13611 0)
(s13613 0)
(s13615 0)
(s13617 0)
(s13619 0)
(s13621 0)
(s13622 0)
(s13623 0)
(s13625 0)
(s13627 0)
(s13629 0)
(s13631 0)
(s13633 0)
(s13635 0)
(s13637 0)
(s13639 0)
(s13641 0)
(s13643 0)
(s13645 0)
(s13646 0)
(s13647 0)
(s13649 0)
(s13651 0)
(s13653 0)
(s13655 0)
(s13657 0)
(s13659 0)
(s13661 0)
(s13663 0)
(s13665 0)
(s13667 0)
(s13669 0)
(s13670 0)
(s13671 0)
(s13672 0)
(s13674 0)
(s13676 0)
(s13678 0)
(s13680 0)
(s13682 0)
(s13684 0)
(s13686 0)
(s13688 0)
(s13690 0)
(s13692 0)
(s13694 0)
(s13695 0)
(s13696 0)
(s13697 0)
(s13698 0)
(s13699 0)
(s13701 0)
(s13703 0)
(s13705 0)
(s13707 0)
(s13709 0)
(s13711 0)
(s13713 0)
(s13715 0)
(s13717 0)
(s13719 0)
(s13721 0)
(s13722 0)
(s13723 0)
(s13724 0)
(s13725 0)
(s13726 0)
(s13727 0)
(s13729 0)
(s13731 0)
(s13733 0)
(s13735 0)
(s13737 0)
(s13739 0)
(s13741 0)
(s13743 0)
(s13745 0)
(s13747 0)
(s13749 0)
(s13750 0)
(s13751 0)
(s13752 0)
(s13753 0)
(s13754 0)
(s13756 0)
(s13758 0)
(s13760 0)
(s13762 0)
(s13764 0)
(s13766 0)
(s13768 0)
(s13770 0)
(s13772 0)
(s13774 0)
(s13776 0)
(s13777 0)
(s13778 0)
(s13779 0)
(s13781 0)
(s13783 0)
(s13785 0)
(s13787 0)
(s13789 0)
(s13791 0)
(s13793 0)
(s13795 0)
(s13797 0)
(s13799 0)
(s13801 0)
(s13802 0)
(s13803 0)
(s13805 0)
(s13807 0)
(s13809 0)
(s13811 0)
(s13813 0)
(s13815 0)
(s13817 0)
(s13819 0)
(s13821 0)
(s13823 0)
(s13825 0)
(s13826 0)
(s13827 0)
(s13829 0)
(s13831 0)
(s13833 0)
(s13835 0)
(s13837 0)
(s13839 0)
(s13841 0)
(s13843 0)
(s13845 0)
(s13847 0)
(s13849 0)
(s13850 0)
(s13851 0)
(s13853 0)
(s13855 0)
(s13857 0)
(s13859 0)
(s13861 0)
(s13863 0)
(s13865 0)
(s13867 0)
(s13869 0)
(s13871 0)
(s13873 0)
(s13874 0)
(s13875 0)
(s13877 0)
(s13879 0)
(s13881 0)
(s13883 0)
(s13885 0)
(s13887 0)
(s13889 0)
(s13891 0)
(s13893 0)
(s13895 0)
(s13897 0)
(s13898 0)
(s13901 0)
(s13903 0)
(s13905 0)
(s13907 0)
(s13909 0)
(s13911 0)
(s13913 0)
(s13915 0)
(s13917 0)
(s13919 0)
(s13921 0)
(s13922 0)
(s13923 0)
(s13925 0)
(s13927 0)
(s13929 0)
(s13931 0)
(s13933 0)
(s13935 0)
(s13937 0)
(s13939 0)
(s13941 0)
(s13943 0)
(s13945 0)
(s13946 0)
(s13949 0)
(s13951 0)
(s13953 0)
(s13955 0)
(s13957 0)
(s13959 0)
(s13961 0)
(s13963 0)
(s13965 0)
(s13967 0)
(s13969 0)
(s13970 0)
(s13971 0)
(s13973 0)
(s13975 0)
(s13977 0)
(s13979 0)
(s13981 0)
(s13983 0)
(s13985 0)
(s13987 0)
(s13989 0)
(s13991 0)
(s13993 0)
(s13994 0)
(s13995 0)
(s13997 0)
(s13999 0)
(s14001 0)
(s14003 0)
(s14005 0)
(s14007 0)
(s14009 0)
(s14011 0)
(s14013 0)
(s14015 0)
(s14017 0)
(s14018 0)
(s14021 0)
(s14023 0)
(s14025 0)
(s14027 0)
(s14029 0)
(s14031 0)
(s14033 0)
(s14035 0)
(s14037 0)
(s14039 0)
(s14041 0)
(s14042 0)
(s14045 0)
(s14047 0)
(s14049 0)
(s14051 0)
(s14053 0)
(s14055 0)
(s14057 0)
(s14059 0)
(s14061 0)
(s14063 0)
(s14065 0)
(s14066 0)
(s14069 0)
(s14071 0)
(s14073 0)
(s14075 0)
(s14077 0)
(s14079 0)
(s14081 0)
(s14083 0)
(s14085 0)
(s14087 0)
(s14089 0)
(s14090 0)
(s14093 0)
(s14095 0)
(s14097 0)
(s14099 0)
(s14101 0)
(s14103 0)
(s14105 0)
(s14107 0)
(s14109 0)
(s14111 0)
(s14113 0)
(s14114 0)
(s14117 0)
(s14119 0)
(s14121 0)
(s14123 0)
(s14125 0)
(s14127 0)
(s14129 0)
(s14131 0)
(s14133 0)
(s14135 0)
(s14137 0)
(s14138 0)
(s14139 0)
(s14140 0)
(s14141 0)
(s14142 0)
(s14143 0)
(s14144 0)
(s14145 0)
(s14146 0)
(s14147 0)
(s14148 0)
(s14149 0)
(s14150 0)
(s14151 0)
(s14152 0)
(s14153 0)
(s14154 0)
(s14155 0)
(s14156 0)
(s14157 0)
(s14158 0)
(s14159 0)
(s14160 0)
(s14161 0)
(s14162 0)
(s14163 0)
(s14164 0)
(s14165 0)
(s14166 0)
(s14167 0)
(s14168 0)
(s14169 0)
(s14170 0)
(s14171 0)
(s14172 0)
(s14173 0)
(s14174 0)
(s14175 0)
(s14176 0)
(s14177 0)
(s14178 0)
(s14179 0)
(s14180 0)
(s14181 0)
(s14182 0)
(s14189 0)
(s14190 0)
(s14192 0)
(s14194 0)
(s14196 0)
(s14198 0)
(s14200 0)
(s14202 0)
(s14204 0)
(s14206 0)
(s14208 0)
(s14210 0)
(s14212 0)
(s14213 0)
(s14214 0)
(s14216 0)
(s14218 0)
(s14220 0)
(s14222 0)
(s14224 0)
(s14226 0)
(s14228 0)
(s14230 0)
(s14232 0)
(s14234 0)
(s14236 0)
(s14237 0)
(s14238 0)
(s14240 0)
(s14242 0)
(s14244 0)
(s14246 0)
(s14248 0)
(s14250 0)
(s14252 0)
(s14254 0)
(s14256 0)
(s14258 0)
(s14260 0)
(s14261 0)
(s14262 0)
(s14264 0)
(s14266 0)
(s14268 0)
(s14270 0)
(s14272 0)
(s14274 0)
(s14276 0)
(s14278 0)
(s14280 0)
(s14282 0)
(s14284 0)
(s14285 0)
(s14286 0)
(s14288 0)
(s14290 0)
(s14292 0)
(s14294 0)
(s14296 0)
(s14298 0)
(s14300 0)
(s14302 0)
(s14304 0)
(s14306 0)
(s14308 0)
(s14309 0)
(s14310 0)
(s14312 0)
(s14314 0)
(s14316 0)
(s14318 0)
(s14320 0)
(s14322 0)
(s14324 0)
(s14326 0)
(s14328 0)
(s14330 0)
(s14332 0)
(s14333 0)
(s14334 0)
(s14336 0)
(s14338 0)
(s14340 0)
(s14342 0)
(s14344 0)
(s14346 0)
(s14348 0)
(s14350 0)
(s14352 0)
(s14354 0)
(s14356 0)
(s14357 0)
(s14358 0)
(s14360 0)
(s14362 0)
(s14364 0)
(s14366 0)
(s14368 0)
(s14370 0)
(s14372 0)
(s14374 0)
(s14376 0)
(s14378 0)
(s14380 0)
(s14381 0)
(s14382 0)
(s14384 0)
(s14386 0)
(s14388 0)
(s14390 0)
(s14392 0)
(s14394 0)
(s14396 0)
(s14398 0)
(s14400 0)
(s14402 0)
(s14404 0)
(s14405 0)
(s14406 0)
(s14408 0)
(s14410 0)
(s14412 0)
(s14414 0)
(s14416 0)
(s14418 0)
(s14420 0)
(s14422 0)
(s14424 0)
(s14426 0)
(s14428 0)
(s14429 0)
(s14430 0)
(s14432 0)
(s14434 0)
(s14436 0)
(s14438 0)
(s14440 0)
(s14442 0)
(s14444 0)
(s14446 0)
(s14448 0)
(s14450 0)
(s14452 0)
(s14453 0)
(s14454 0)
(s14456 0)
(s14458 0)
(s14460 0)
(s14462 0)
(s14464 0)
(s14466 0)
(s14468 0)
(s14470 0)
(s14472 0)
(s14474 0)
(s14476 0)
(s14477 0)
(s14478 0)
(s14480 0)
(s14482 0)
(s14484 0)
(s14486 0)
(s14488 0)
(s14490 0)
(s14492 0)
(s14494 0)
(s14496 0)
(s14498 0)
(s14500 0)
(s14501 0)
(s14502 0)
(s14504 0)
(s14506 0)
(s14508 0)
(s14510 0)
(s14512 0)
(s14514 0)
(s14516 0)
(s14518 0)
(s14520 0)
(s14522 0)
(s14524 0)
(s14525 0)
(s14526 0)
(s14527 0)
(s14529 0)
(s14531 0)
(s14533 0)
(s14535 0)
(s14537 0)
(s14539 0)
(s14541 0)
(s14543 0)
(s14545 0)
(s14547 0)
(s14549 0)
(s14550 0)
(s14551 0)
(s14552 0)
(s14553 0)
(s14555 0)
(s14557 0)
(s14559 0)
(s14561 0)
(s14563 0)
(s14565 0)
(s14567 0)
(s14569 0)
(s14571 0)
(s14573 0)
(s14575 0)
(s14576 0)
(s14577 0)
(s14578 0)
(s14580 0)
(s14582 0)
(s14584 0)
(s14586 0)
(s14588 0)
(s14590 0)
(s14592 0)
(s14594 0)
(s14596 0)
(s14598 0)
(s14600 0)
(s14601 0)
(s14602 0)
(s14604 0)
(s14606 0)
(s14608 0)
(s14610 0)
(s14612 0)
(s14614 0)
(s14616 0)
(s14618 0)
(s14620 0)
(s14622 0)
(s14624 0)
(s14625 0)
(s14626 0)
(s14628 0)
(s14630 0)
(s14632 0)
(s14634 0)
(s14636 0)
(s14638 0)
(s14640 0)
(s14642 0)
(s14644 0)
(s14646 0)
(s14648 0)
(s14649 0)
(s14650 0)
(s14652 0)
(s14654 0)
(s14656 0)
(s14658 0)
(s14660 0)
(s14662 0)
(s14664 0)
(s14666 0)
(s14668 0)
(s14670 0)
(s14672 0)
(s14673 0)
(s14674 0)
(s14676 0)
(s14678 0)
(s14680 0)
(s14682 0)
(s14684 0)
(s14686 0)
(s14688 0)
(s14690 0)
(s14692 0)
(s14694 0)
(s14696 0)
(s14697 0)
(s14698 0)
(s14700 0)
(s14702 0)
(s14704 0)
(s14706 0)
(s14708 0)
(s14710 0)
(s14712 0)
(s14714 0)
(s14716 0)
(s14718 0)
(s14720 0)
(s14721 0)
(s14724 0)
(s14726 0)
(s14728 0)
(s14730 0)
(s14732 0)
(s14734 0)
(s14736 0)
(s14738 0)
(s14740 0)
(s14742 0)
(s14744 0)
(s14745 0)
(s14746 0)
(s14748 0)
(s14750 0)
(s14752 0)
(s14754 0)
(s14756 0)
(s14758 0)
(s14760 0)
(s14762 0)
(s14764 0)
(s14766 0)
(s14768 0)
(s14769 0)
(s14772 0)
(s14774 0)
(s14776 0)
(s14778 0)
(s14780 0)
(s14782 0)
(s14784 0)
(s14786 0)
(s14788 0)
(s14790 0)
(s14792 0)
(s14793 0)
(s14794 0)
(s14796 0)
(s14798 0)
(s14800 0)
(s14802 0)
(s14804 0)
(s14806 0)
(s14808 0)
(s14810 0)
(s14812 0)
(s14814 0)
(s14816 0)
(s14817 0)
(s14818 0)
(s14820 0)
(s14822 0)
(s14824 0)
(s14826 0)
(s14828 0)
(s14830 0)
(s14832 0)
(s14834 0)
(s14836 0)
(s14838 0)
(s14840 0)
(s14841 0)
(s14844 0)
(s14846 0)
(s14848 0)
(s14850 0)
(s14852 0)
(s14854 0)
(s14856 0)
(s14858 0)
(s14860 0)
(s14862 0)
(s14864 0)
(s14865 0)
(s14868 0)
(s14870 0)
(s14872 0)
(s14874 0)
(s14876 0)
(s14878 0)
(s14880 0)
(s14882 0)
(s14884 0)
(s14886 0)
(s14888 0)
(s14889 0)
(s14892 0)
(s14894 0)
(s14896 0)
(s14898 0)
(s14900 0)
(s14902 0)
(s14904 0)
(s14906 0)
(s14908 0)
(s14910 0)
(s14912 0)
(s14913 0)
(s14916 0)
(s14918 0)
(s14920 0)
(s14922 0)
(s14924 0)
(s14926 0)
(s14928 0)
(s14930 0)
(s14932 0)
(s14934 0)
(s14936 0)
(s14937 0)
(s14940 0)
(s14942 0)
(s14944 0)
(s14946 0)
(s14948 0)
(s14950 0)
(s14952 0)
(s14954 0)
(s14956 0)
(s14958 0)
(s14960 0)
(s14961 0)
(s14962 0)
(s14963 0)
(s14964 0)
(s14965 0)
(s14966 0)
(s14967 0)
(s14968 0)
(s14969 0)
(s14970 0)
(s14971 0)
(s14972 0)
(s14973 0)
(s14974 0)
(s14975 0)
(s14976 0)
(s14977 0)
(s14978 0)
(s14979 0)
(s14980 0)
(s14981 0)
(s14982 0)
(s14983 0)
(s14984 0)
(s14985 0)
(s14986 0)
(s14987 0)
(s14988 0)
(s14989 0)
(s14990 0)
(s14991 0)
(s14992 0)
(s14993 0)
(s14994 0)
(s14995 0)
(s14996 0)
(s14997 0)
(s14998 0)
(s14999 0)
(s15000 0)
(s15001 0)
(s15002 0)
(s15003 0)
(s15004 0)
(s15005 0)
(s15012 0)
(s15013 0)
(s15015 0)
(s15017 0)
(s15019 0)
(s15021 0)
(s15023 0)
(s15025 0)
(s15027 0)
(s15029 0)
(s15031 0)
(s15033 0)
(s15035 0)
(s15036 0)
(s15037 0)
(s15039 0)
(s15041 0)
(s15043 0)
(s15045 0)
(s15047 0)
(s15049 0)
(s15051 0)
(s15053 0)
(s15055 0)
(s15057 0)
(s15059 0)
(s15060 0)
(s15061 0)
(s15063 0)
(s15065 0)
(s15067 0)
(s15069 0)
(s15071 0)
(s15073 0)
(s15075 0)
(s15077 0)
(s15079 0)
(s15081 0)
(s15083 0)
(s15084 0)
(s15085 0)
(s15087 0)
(s15089 0)
(s15091 0)
(s15093 0)
(s15095 0)
(s15097 0)
(s15099 0)
(s15101 0)
(s15103 0)
(s15105 0)
(s15107 0)
(s15108 0)
(s15109 0)
(s15111 0)
(s15113 0)
(s15115 0)
(s15117 0)
(s15119 0)
(s15121 0)
(s15123 0)
(s15125 0)
(s15127 0)
(s15129 0)
(s15131 0)
(s15132 0)
(s15133 0)
(s15135 0)
(s15137 0)
(s15139 0)
(s15141 0)
(s15143 0)
(s15145 0)
(s15147 0)
(s15149 0)
(s15151 0)
(s15153 0)
(s15155 0)
(s15156 0)
(s15157 0)
(s15159 0)
(s15161 0)
(s15163 0)
(s15165 0)
(s15167 0)
(s15169 0)
(s15171 0)
(s15173 0)
(s15175 0)
(s15177 0)
(s15179 0)
(s15180 0)
(s15181 0)
(s15183 0)
(s15185 0)
(s15187 0)
(s15189 0)
(s15191 0)
(s15193 0)
(s15195 0)
(s15197 0)
(s15199 0)
(s15201 0)
(s15203 0)
(s15204 0)
(s15205 0)
(s15207 0)
(s15209 0)
(s15211 0)
(s15213 0)
(s15215 0)
(s15217 0)
(s15219 0)
(s15221 0)
(s15223 0)
(s15225 0)
(s15227 0)
(s15228 0)
(s15229 0)
(s15231 0)
(s15233 0)
(s15235 0)
(s15237 0)
(s15239 0)
(s15241 0)
(s15243 0)
(s15245 0)
(s15247 0)
(s15249 0)
(s15251 0)
(s15252 0)
(s15253 0)
(s15255 0)
(s15257 0)
(s15259 0)
(s15261 0)
(s15263 0)
(s15265 0)
(s15267 0)
(s15269 0)
(s15271 0)
(s15273 0)
(s15275 0)
(s15276 0)
(s15277 0)
(s15279 0)
(s15281 0)
(s15283 0)
(s15285 0)
(s15287 0)
(s15289 0)
(s15291 0)
(s15293 0)
(s15295 0)
(s15297 0)
(s15299 0)
(s15300 0)
(s15301 0)
(s15303 0)
(s15305 0)
(s15307 0)
(s15309 0)
(s15311 0)
(s15313 0)
(s15315 0)
(s15317 0)
(s15319 0)
(s15321 0)
(s15323 0)
(s15324 0)
(s15325 0)
(s15327 0)
(s15329 0)
(s15331 0)
(s15333 0)
(s15335 0)
(s15337 0)
(s15339 0)
(s15341 0)
(s15343 0)
(s15345 0)
(s15347 0)
(s15348 0)
(s15349 0)
(s15351 0)
(s15353 0)
(s15355 0)
(s15357 0)
(s15359 0)
(s15361 0)
(s15363 0)
(s15365 0)
(s15367 0)
(s15369 0)
(s15371 0)
(s15372 0)
(s15373 0)
(s15375 0)
(s15377 0)
(s15379 0)
(s15381 0)
(s15383 0)
(s15385 0)
(s15387 0)
(s15389 0)
(s15391 0)
(s15393 0)
(s15395 0)
(s15396 0)
(s15397 0)
(s15399 0)
(s15401 0)
(s15403 0)
(s15405 0)
(s15407 0)
(s15409 0)
(s15411 0)
(s15413 0)
(s15415 0)
(s15417 0)
(s15419 0)
(s15420 0)
(s15421 0)
(s15423 0)
(s15425 0)
(s15427 0)
(s15429 0)
(s15431 0)
(s15433 0)
(s15435 0)
(s15437 0)
(s15439 0)
(s15441 0)
(s15443 0)
(s15444 0)
(s15445 0)
(s15447 0)
(s15449 0)
(s15451 0)
(s15453 0)
(s15455 0)
(s15457 0)
(s15459 0)
(s15461 0)
(s15463 0)
(s15465 0)
(s15467 0)
(s15468 0)
(s15469 0)
(s15471 0)
(s15473 0)
(s15475 0)
(s15477 0)
(s15479 0)
(s15481 0)
(s15483 0)
(s15485 0)
(s15487 0)
(s15489 0)
(s15491 0)
(s15492 0)
(s15493 0)
(s15495 0)
(s15497 0)
(s15499 0)
(s15501 0)
(s15503 0)
(s15505 0)
(s15507 0)
(s15509 0)
(s15511 0)
(s15513 0)
(s15515 0)
(s15516 0)
(s15517 0)
(s15519 0)
(s15521 0)
(s15523 0)
(s15525 0)
(s15527 0)
(s15529 0)
(s15531 0)
(s15533 0)
(s15535 0)
(s15537 0)
(s15539 0)
(s15540 0)
(s15543 0)
(s15545 0)
(s15547 0)
(s15549 0)
(s15551 0)
(s15553 0)
(s15555 0)
(s15557 0)
(s15559 0)
(s15561 0)
(s15563 0)
(s15564 0)
(s15565 0)
(s15567 0)
(s15569 0)
(s15571 0)
(s15573 0)
(s15575 0)
(s15577 0)
(s15579 0)
(s15581 0)
(s15583 0)
(s15585 0)
(s15587 0)
(s15588 0)
(s15591 0)
(s15593 0)
(s15595 0)
(s15597 0)
(s15599 0)
(s15601 0)
(s15603 0)
(s15605 0)
(s15607 0)
(s15609 0)
(s15611 0)
(s15612 0)
(s15613 0)
(s15615 0)
(s15617 0)
(s15619 0)
(s15621 0)
(s15623 0)
(s15625 0)
(s15627 0)
(s15629 0)
(s15631 0)
(s15633 0)
(s15635 0)
(s15636 0)
(s15637 0)
(s15639 0)
(s15641 0)
(s15643 0)
(s15645 0)
(s15647 0)
(s15649 0)
(s15651 0)
(s15653 0)
(s15655 0)
(s15657 0)
(s15659 0)
(s15660 0)
(s15663 0)
(s15665 0)
(s15667 0)
(s15669 0)
(s15671 0)
(s15673 0)
(s15675 0)
(s15677 0)
(s15679 0)
(s15681 0)
(s15683 0)
(s15684 0)
(s15687 0)
(s15689 0)
(s15691 0)
(s15693 0)
(s15695 0)
(s15697 0)
(s15699 0)
(s15701 0)
(s15703 0)
(s15705 0)
(s15707 0)
(s15708 0)
(s15711 0)
(s15713 0)
(s15715 0)
(s15717 0)
(s15719 0)
(s15721 0)
(s15723 0)
(s15725 0)
(s15727 0)
(s15729 0)
(s15731 0)
(s15732 0)
(s15735 0)
(s15737 0)
(s15739 0)
(s15741 0)
(s15743 0)
(s15745 0)
(s15747 0)
(s15749 0)
(s15751 0)
(s15753 0)
(s15755 0)
(s15756 0)
(s15759 0)
(s15761 0)
(s15763 0)
(s15765 0)
(s15767 0)
(s15769 0)
(s15771 0)
(s15773 0)
(s15775 0)
(s15777 0)
(s15779 0)
(s15780 0)
(s15781 0)
(s15782 0)
(s15783 0)
(s15784 0)
(s15785 0)
(s15786 0)
(s15787 0)
(s15788 0)
(s15789 0)
(s15790 0)
(s15791 0)
(s15792 0)
(s15793 0)
(s15794 0)
(s15795 0)
(s15796 0)
(s15797 0)
(s15798 0)
(s15799 0)
(s15800 0)
(s15801 0)
(s15802 0)
(s15803 0)
(s15804 0)
(s15805 0)
(s15806 0)
(s15807 0)
(s15808 0)
(s15809 0)
(s15810 0)
(s15811 0)
(s15812 0)
(s15813 0)
(s15814 0)
(s15815 0)
(s15816 0)
(s15817 0)
(s15818 0)
(s15819 0)
(s15820 0)
(s15821 0)
(s15822 0)
(s15823 0)
(s15824 0)
(s15829 0)
(s15830 0)
(s15832 0)
(s15834 0)
(s15836 0)
(s15838 0)
(s15840 0)
(s15842 0)
(s15844 0)
(s15846 0)
(s15848 0)
(s15850 0)
(s15852 0)
(s15853 0)
(s15854 0)
(s15856 0)
(s15858 0)
(s15860 0)
(s15862 0)
(s15864 0)
(s15866 0)
(s15868 0)
(s15870 0)
(s15872 0)
(s15874 0)
(s15876 0)
(s15877 0)
(s15878 0)
(s15880 0)
(s15882 0)
(s15884 0)
(s15886 0)
(s15888 0)
(s15890 0)
(s15892 0)
(s15894 0)
(s15896 0)
(s15898 0)
(s15900 0)
(s15901 0)
(s15902 0)
(s15904 0)
(s15906 0)
(s15908 0)
(s15910 0)
(s15912 0)
(s15914 0)
(s15916 0)
(s15918 0)
(s15920 0)
(s15922 0)
(s15924 0)
(s15925 0)
(s15926 0)
(s15928 0)
(s15930 0)
(s15932 0)
(s15934 0)
(s15936 0)
(s15938 0)
(s15940 0)
(s15942 0)
(s15944 0)
(s15946 0)
(s15948 0)
(s15949 0)
(s15950 0)
(s15952 0)
(s15954 0)
(s15956 0)
(s15958 0)
(s15960 0)
(s15962 0)
(s15964 0)
(s15966 0)
(s15968 0)
(s15970 0)
(s15972 0)
(s15973 0)
(s15974 0)
(s15976 0)
(s15978 0)
(s15980 0)
(s15982 0)
(s15984 0)
(s15986 0)
(s15988 0)
(s15990 0)
(s15992 0)
(s15994 0)
(s15996 0)
(s15997 0)
(s15998 0)
(s16000 0)
(s16002 0)
(s16004 0)
(s16006 0)
(s16008 0)
(s16010 0)
(s16012 0)
(s16014 0)
(s16016 0)
(s16018 0)
(s16020 0)
(s16021 0)
(s16022 0)
(s16024 0)
(s16026 0)
(s16028 0)
(s16030 0)
(s16032 0)
(s16034 0)
(s16036 0)
(s16038 0)
(s16040 0)
(s16042 0)
(s16044 0)
(s16045 0)
(s16046 0)
(s16048 0)
(s16050 0)
(s16052 0)
(s16054 0)
(s16056 0)
(s16058 0)
(s16060 0)
(s16062 0)
(s16064 0)
(s16066 0)
(s16068 0)
(s16069 0)
(s16070 0)
(s16072 0)
(s16074 0)
(s16076 0)
(s16078 0)
(s16080 0)
(s16082 0)
(s16084 0)
(s16086 0)
(s16088 0)
(s16090 0)
(s16092 0)
(s16093 0)
(s16094 0)
(s16096 0)
(s16098 0)
(s16100 0)
(s16102 0)
(s16104 0)
(s16106 0)
(s16108 0)
(s16110 0)
(s16112 0)
(s16114 0)
(s16116 0)
(s16117 0)
(s16118 0)
(s16120 0)
(s16122 0)
(s16124 0)
(s16126 0)
(s16128 0)
(s16130 0)
(s16132 0)
(s16134 0)
(s16136 0)
(s16138 0)
(s16140 0)
(s16141 0)
(s16142 0)
(s16144 0)
(s16146 0)
(s16148 0)
(s16150 0)
(s16152 0)
(s16154 0)
(s16156 0)
(s16158 0)
(s16160 0)
(s16162 0)
(s16164 0)
(s16165 0)
(s16166 0)
(s16168 0)
(s16170 0)
(s16172 0)
(s16174 0)
(s16176 0)
(s16178 0)
(s16180 0)
(s16182 0)
(s16184 0)
(s16186 0)
(s16188 0)
(s16189 0)
(s16190 0)
(s16192 0)
(s16194 0)
(s16196 0)
(s16198 0)
(s16200 0)
(s16202 0)
(s16204 0)
(s16206 0)
(s16208 0)
(s16210 0)
(s16212 0)
(s16213 0)
(s16214 0)
(s16216 0)
(s16218 0)
(s16220 0)
(s16222 0)
(s16224 0)
(s16226 0)
(s16228 0)
(s16230 0)
(s16232 0)
(s16234 0)
(s16236 0)
(s16237 0)
(s16238 0)
(s16240 0)
(s16242 0)
(s16244 0)
(s16246 0)
(s16248 0)
(s16250 0)
(s16252 0)
(s16254 0)
(s16256 0)
(s16258 0)
(s16260 0)
(s16261 0)
(s16262 0)
(s16264 0)
(s16266 0)
(s16268 0)
(s16270 0)
(s16272 0)
(s16274 0)
(s16276 0)
(s16278 0)
(s16280 0)
(s16282 0)
(s16284 0)
(s16285 0)
(s16286 0)
(s16288 0)
(s16290 0)
(s16292 0)
(s16294 0)
(s16296 0)
(s16298 0)
(s16300 0)
(s16302 0)
(s16304 0)
(s16306 0)
(s16308 0)
(s16309 0)
(s16310 0)
(s16312 0)
(s16314 0)
(s16316 0)
(s16318 0)
(s16320 0)
(s16322 0)
(s16324 0)
(s16326 0)
(s16328 0)
(s16330 0)
(s16332 0)
(s16333 0)
(s16334 0)
(s16336 0)
(s16338 0)
(s16340 0)
(s16342 0)
(s16344 0)
(s16346 0)
(s16348 0)
(s16350 0)
(s16352 0)
(s16354 0)
(s16356 0)
(s16357 0)
(s16360 0)
(s16362 0)
(s16364 0)
(s16366 0)
(s16368 0)
(s16370 0)
(s16372 0)
(s16374 0)
(s16376 0)
(s16378 0)
(s16380 0)
(s16381 0)
(s16382 0)
(s16384 0)
(s16386 0)
(s16388 0)
(s16390 0)
(s16392 0)
(s16394 0)
(s16396 0)
(s16398 0)
(s16400 0)
(s16402 0)
(s16404 0)
(s16405 0)
(s16408 0)
(s16410 0)
(s16412 0)
(s16414 0)
(s16416 0)
(s16418 0)
(s16420 0)
(s16422 0)
(s16424 0)
(s16426 0)
(s16428 0)
(s16429 0)
(s16430 0)
(s16432 0)
(s16434 0)
(s16436 0)
(s16438 0)
(s16440 0)
(s16442 0)
(s16444 0)
(s16446 0)
(s16448 0)
(s16450 0)
(s16452 0)
(s16453 0)
(s16454 0)
(s16456 0)
(s16458 0)
(s16460 0)
(s16462 0)
(s16464 0)
(s16466 0)
(s16468 0)
(s16470 0)
(s16472 0)
(s16474 0)
(s16476 0)
(s16477 0)
(s16480 0)
(s16482 0)
(s16484 0)
(s16486 0)
(s16488 0)
(s16490 0)
(s16492 0)
(s16494 0)
(s16496 0)
(s16498 0)
(s16500 0)
(s16501 0)
(s16504 0)
(s16506 0)
(s16508 0)
(s16510 0)
(s16512 0)
(s16514 0)
(s16516 0)
(s16518 0)
(s16520 0)
(s16522 0)
(s16524 0)
(s16525 0)
(s16528 0)
(s16530 0)
(s16532 0)
(s16534 0)
(s16536 0)
(s16538 0)
(s16540 0)
(s16542 0)
(s16544 0)
(s16546 0)
(s16548 0)
(s16549 0)
(s16552 0)
(s16554 0)
(s16556 0)
(s16558 0)
(s16560 0)
(s16562 0)
(s16564 0)
(s16566 0)
(s16568 0)
(s16570 0)
(s16572 0)
(s16573 0)
(s16576 0)
(s16578 0)
(s16580 0)
(s16582 0)
(s16584 0)
(s16586 0)
(s16588 0)
(s16590 0)
(s16592 0)
(s16594 0)
(s16596 0)
(s16597 0)
(s16598 0)
(s16599 0)
(s16600 0)
(s16601 0)
(s16602 0)
(s16603 0)
(s16604 0)
(s16605 0)
(s16606 0)
(s16607 0)
(s16608 0)
(s16609 0)
(s16610 0)
(s16611 0)
(s16612 0)
(s16613 0)
(s16614 0)
(s16615 0)
(s16616 0)
(s16617 0)
(s16618 0)
(s16619 0)
(s16620 0)
(s16621 0)
(s16622 0)
(s16623 0)
(s16624 0)
(s16625 0)
(s16626 0)
(s16627 0)
(s16628 0)
(s16629 0)
(s16630 0)
(s16631 0)
(s16632 0)
(s16633 0)
(s16634 0)
(s16635 0)
(s16636 0)
(s16637 0)
(s16638 0)
(s16639 0)
(s16640 0)
(s16641 0)
(s16648 0)
(s16649 0)
(s16651 0)
(s16653 0)
(s16655 0)
(s16657 0)
(s16659 0)
(s16661 0)
(s16663 0)
(s16665 0)
(s16667 0)
(s16669 0)
(s16671 0)
(s16672 0)
(s16673 0)
(s16675 0)
(s16677 0)
(s16679 0)
(s16681 0)
(s16683 0)
(s16685 0)
(s16687 0)
(s16689 0)
(s16691 0)
(s16693 0)
(s16695 0)
(s16696 0)
(s16697 0)
(s16699 0)
(s16701 0)
(s16703 0)
(s16705 0)
(s16707 0)
(s16709 0)
(s16711 0)
(s16713 0)
(s16715 0)
(s16717 0)
(s16719 0)
(s16720 0)
(s16721 0)
(s16723 0)
(s16725 0)
(s16727 0)
(s16729 0)
(s16731 0)
(s16733 0)
(s16735 0)
(s16737 0)
(s16739 0)
(s16741 0)
(s16743 0)
(s16744 0)
(s16745 0)
(s16747 0)
(s16749 0)
(s16751 0)
(s16753 0)
(s16755 0)
(s16757 0)
(s16759 0)
(s16761 0)
(s16763 0)
(s16765 0)
(s16767 0)
(s16768 0)
(s16769 0)
(s16771 0)
(s16773 0)
(s16775 0)
(s16777 0)
(s16779 0)
(s16781 0)
(s16783 0)
(s16785 0)
(s16787 0)
(s16789 0)
(s16791 0)
(s16792 0)
(s16793 0)
(s16795 0)
(s16797 0)
(s16799 0)
(s16801 0)
(s16803 0)
(s16805 0)
(s16807 0)
(s16809 0)
(s16811 0)
(s16813 0)
(s16815 0)
(s16816 0)
(s16817 0)
(s16819 0)
(s16821 0)
(s16823 0)
(s16825 0)
(s16827 0)
(s16829 0)
(s16831 0)
(s16833 0)
(s16835 0)
(s16837 0)
(s16839 0)
(s16840 0)
(s16841 0)
(s16843 0)
(s16845 0)
(s16847 0)
(s16849 0)
(s16851 0)
(s16853 0)
(s16855 0)
(s16857 0)
(s16859 0)
(s16861 0)
(s16863 0)
(s16864 0)
(s16865 0)
(s16867 0)
(s16869 0)
(s16871 0)
(s16873 0)
(s16875 0)
(s16877 0)
(s16879 0)
(s16881 0)
(s16883 0)
(s16885 0)
(s16887 0)
(s16888 0)
(s16889 0)
(s16891 0)
(s16893 0)
(s16895 0)
(s16897 0)
(s16899 0)
(s16901 0)
(s16903 0)
(s16905 0)
(s16907 0)
(s16909 0)
(s16911 0)
(s16912 0)
(s16913 0)
(s16915 0)
(s16917 0)
(s16919 0)
(s16921 0)
(s16923 0)
(s16925 0)
(s16927 0)
(s16929 0)
(s16931 0)
(s16933 0)
(s16935 0)
(s16936 0)
(s16937 0)
(s16939 0)
(s16941 0)
(s16943 0)
(s16945 0)
(s16947 0)
(s16949 0)
(s16951 0)
(s16953 0)
(s16955 0)
(s16957 0)
(s16959 0)
(s16960 0)
(s16961 0)
(s16963 0)
(s16965 0)
(s16967 0)
(s16969 0)
(s16971 0)
(s16973 0)
(s16975 0)
(s16977 0)
(s16979 0)
(s16981 0)
(s16983 0)
(s16984 0)
(s16985 0)
(s16987 0)
(s16989 0)
(s16991 0)
(s16993 0)
(s16995 0)
(s16997 0)
(s16999 0)
(s17001 0)
(s17003 0)
(s17005 0)
(s17007 0)
(s17008 0)
(s17009 0)
(s17011 0)
(s17013 0)
(s17015 0)
(s17017 0)
(s17019 0)
(s17021 0)
(s17023 0)
(s17025 0)
(s17027 0)
(s17029 0)
(s17031 0)
(s17032 0)
(s17033 0)
(s17035 0)
(s17037 0)
(s17039 0)
(s17041 0)
(s17043 0)
(s17045 0)
(s17047 0)
(s17049 0)
(s17051 0)
(s17053 0)
(s17055 0)
(s17056 0)
(s17057 0)
(s17059 0)
(s17061 0)
(s17063 0)
(s17065 0)
(s17067 0)
(s17069 0)
(s17071 0)
(s17073 0)
(s17075 0)
(s17077 0)
(s17079 0)
(s17080 0)
(s17081 0)
(s17083 0)
(s17085 0)
(s17087 0)
(s17089 0)
(s17091 0)
(s17093 0)
(s17095 0)
(s17097 0)
(s17099 0)
(s17101 0)
(s17103 0)
(s17104 0)
(s17105 0)
(s17107 0)
(s17109 0)
(s17111 0)
(s17113 0)
(s17115 0)
(s17117 0)
(s17119 0)
(s17121 0)
(s17123 0)
(s17125 0)
(s17127 0)
(s17128 0)
(s17129 0)
(s17131 0)
(s17133 0)
(s17135 0)
(s17137 0)
(s17139 0)
(s17141 0)
(s17143 0)
(s17145 0)
(s17147 0)
(s17149 0)
(s17151 0)
(s17152 0)
(s17153 0)
(s17155 0)
(s17157 0)
(s17159 0)
(s17161 0)
(s17163 0)
(s17165 0)
(s17167 0)
(s17169 0)
(s17171 0)
(s17173 0)
(s17175 0)
(s17176 0)
(s17179 0)
(s17181 0)
(s17183 0)
(s17185 0)
(s17187 0)
(s17189 0)
(s17191 0)
(s17193 0)
(s17195 0)
(s17197 0)
(s17199 0)
(s17200 0)
(s17201 0)
(s17203 0)
(s17205 0)
(s17207 0)
(s17209 0)
(s17211 0)
(s17213 0)
(s17215 0)
(s17217 0)
(s17219 0)
(s17221 0)
(s17223 0)
(s17224 0)
(s17227 0)
(s17229 0)
(s17231 0)
(s17233 0)
(s17235 0)
(s17237 0)
(s17239 0)
(s17241 0)
(s17243 0)
(s17245 0)
(s17247 0)
(s17248 0)
(s17249 0)
(s17251 0)
(s17253 0)
(s17255 0)
(s17257 0)
(s17259 0)
(s17261 0)
(s17263 0)
(s17265 0)
(s17267 0)
(s17269 0)
(s17271 0)
(s17272 0)
(s17273 0)
(s17275 0)
(s17277 0)
(s17279 0)
(s17281 0)
(s17283 0)
(s17285 0)
(s17287 0)
(s17289 0)
(s17291 0)
(s17293 0)
(s17295 0)
(s17296 0)
(s17299 0)
(s17301 0)
(s17303 0)
(s17305 0)
(s17307 0)
(s17309 0)
(s17311 0)
(s17313 0)
(s17315 0)
(s17317 0)
(s17319 0)
(s17320 0)
(s17323 0)
(s17325 0)
(s17327 0)
(s17329 0)
(s17331 0)
(s17333 0)
(s17335 0)
(s17337 0)
(s17339 0)
(s17341 0)
(s17343 0)
(s17344 0)
(s17347 0)
(s17349 0)
(s17351 0)
(s17353 0)
(s17355 0)
(s17357 0)
(s17359 0)
(s17361 0)
(s17363 0)
(s17365 0)
(s17367 0)
(s17368 0)
(s17371 0)
(s17373 0)
(s17375 0)
(s17377 0)
(s17379 0)
(s17381 0)
(s17383 0)
(s17385 0)
(s17387 0)
(s17389 0)
(s17391 0)
(s17392 0)
(s17395 0)
(s17397 0)
(s17399 0)
(s17401 0)
(s17403 0)
(s17405 0)
(s17407 0)
(s17409 0)
(s17411 0)
(s17413 0)
(s17415 0)
(s17416 0)
(s17417 0)
(s17418 0)
(s17419 0)
(s17420 0)
(s17421 0)
(s17422 0)
(s17423 0)
(s17424 0)
(s17425 0)
(s17426 0)
(s17427 0)
(s17428 0)
(s17429 0)
(s17430 0)
(s17431 0)
(s17432 0)
(s17433 0)
(s17434 0)
(s17435 0)
(s17436 0)
(s17437 0)
(s17438 0)
(s17439 0)
(s17440 0)
(s17441 0)
(s17442 0)
(s17443 0)
(s17444 0)
(s17445 0)
(s17446 0)
(s17447 0)
(s17448 0)
(s17449 0)
(s17450 0)
(s17451 0)
(s17452 0)
(s17453 0)
(s17454 0)
(s17455 0)
(s17456 0)
(s17457 0)
(s17458 0)
(s17459 0)
(s17460 0)
(s17467 0)
(s17468 0)
(s17470 0)
(s17472 0)
(s17474 0)
(s17476 0)
(s17478 0)
(s17480 0)
(s17482 0)
(s17484 0)
(s17486 0)
(s17488 0)
(s17490 0)
(s17491 0)
(s17492 0)
(s17494 0)
(s17496 0)
(s17498 0)
(s17500 0)
(s17502 0)
(s17504 0)
(s17506 0)
(s17508 0)
(s17510 0)
(s17512 0)
(s17514 0)
(s17515 0)
(s17516 0)
(s17518 0)
(s17520 0)
(s17522 0)
(s17524 0)
(s17526 0)
(s17528 0)
(s17530 0)
(s17532 0)
(s17534 0)
(s17536 0)
(s17538 0)
(s17539 0)
(s17540 0)
(s17542 0)
(s17544 0)
(s17546 0)
(s17548 0)
(s17550 0)
(s17552 0)
(s17554 0)
(s17556 0)
(s17558 0)
(s17560 0)
(s17562 0)
(s17563 0)
(s17564 0)
(s17566 0)
(s17568 0)
(s17570 0)
(s17572 0)
(s17574 0)
(s17576 0)
(s17578 0)
(s17580 0)
(s17582 0)
(s17584 0)
(s17586 0)
(s17587 0)
(s17588 0)
(s17590 0)
(s17592 0)
(s17594 0)
(s17596 0)
(s17598 0)
(s17600 0)
(s17602 0)
(s17604 0)
(s17606 0)
(s17608 0)
(s17610 0)
(s17611 0)
(s17612 0)
(s17614 0)
(s17616 0)
(s17618 0)
(s17620 0)
(s17622 0)
(s17624 0timeout
)
(s17626 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 20875/84122 variables, and 2 constraints, problems are : Problem set: 0 solved, 4 unsolved in 5054 ms.
Refiners :[Positive P Invariants (semi-flows): 2/63 constraints, Generalized P Invariants (flows): 0/1147 constraints, State Equation: 0/33653 constraints, ReadFeed: 0/16546 constraints, PredecessorRefiner: 0/4 constraints, Known Traps: 0/0 constraints]
After SMT, in 18099ms problems are : Problem set: 0 solved, 4 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 5 out of 33653 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 33653/33653 places, 51525/51525 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 11597 transitions
Trivial Post-agglo rules discarded 11597 transitions
Performed 11597 trivial Post agglomeration. Transition count delta: 11597
Iterating post reduction 0 with 11597 rules applied. Total rules applied 11597 place count 33653 transition count 39928
Reduce places removed 11597 places and 0 transitions.
Performed 16 Post agglomeration using F-continuation condition.Transition count delta: 16
Iterating post reduction 1 with 11613 rules applied. Total rules applied 23210 place count 22056 transition count 39912
Reduce places removed 16 places and 0 transitions.
Iterating post reduction 2 with 16 rules applied. Total rules applied 23226 place count 22040 transition count 39912
Performed 725 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 3 with 725 Pre rules applied. Total rules applied 23226 place count 22040 transition count 39187
Deduced a syphon composed of 725 places in 72 ms
Reduce places removed 725 places and 0 transitions.
Iterating global reduction 3 with 1450 rules applied. Total rules applied 24676 place count 21315 transition count 39187
Performed 33 Post agglomeration using F-continuation condition.Transition count delta: 33
Deduced a syphon composed of 33 places in 81 ms
Reduce places removed 33 places and 0 transitions.
Iterating global reduction 3 with 66 rules applied. Total rules applied 24742 place count 21282 transition count 39154
Free-agglomeration rule (complex) applied 1586 times.
Iterating global reduction 3 with 1586 rules applied. Total rules applied 26328 place count 21282 transition count 37568
Reduce places removed 1586 places and 0 transitions.
Iterating post reduction 3 with 1586 rules applied. Total rules applied 27914 place count 19696 transition count 37568
Partial Free-agglomeration rule applied 2093 times.
Drop transitions (Partial Free agglomeration) removed 2093 transitions
Iterating global reduction 4 with 2093 rules applied. Total rules applied 30007 place count 19696 transition count 37568
Applied a total of 30007 rules in 11285 ms. Remains 19696 /33653 variables (removed 13957) and now considering 37568/51525 (removed 13957) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 11286 ms. Remains : 19696/33653 places, 37568/51525 transitions.
RANDOM walk for 40000 steps (600 resets) in 5894 ms. (6 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (52 resets) in 670 ms. (59 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (51 resets) in 589 ms. (67 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (51 resets) in 601 ms. (66 steps per ms) remains 4/4 properties
BEST_FIRST walk for 40004 steps (52 resets) in 581 ms. (68 steps per ms) remains 4/4 properties
Interrupted probabilistic random walk after 15427 steps, run timeout after 6001 ms. (steps per millisecond=2 ) properties seen :0 out of 4
Probabilistic random walk after 15427 steps, saw 7533 distinct states, run finished after 6001 ms. (steps per millisecond=2 ) properties seen :0
[2024-05-25 14:10:26] [INFO ] Flow matrix only has 36002 transitions (discarded 1566 similar events)
// Phase 1: matrix 36002 rows 19696 cols
[2024-05-25 14:10:39] [INFO ] Computed 1210 invariants in 12806 ms
[2024-05-25 14:10:40] [INFO ] State equation strengthened by 16546 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/5 variables, 0/0 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 1 (OVERLAPS) 7369/7374 variables, 3/3 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 2 (INCLUDED_ONLY) 0/7374 variables, 0/3 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 3 (OVERLAPS) 49/7423 variables, 1/4 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 4 (INCLUDED_ONLY) 0/7423 variables, 0/4 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 5 (OVERLAPS) 12153/19576 variables, 1086/1090 constraints. Problems are: Problem set: 0 solved, 4 unsolved
All remaining problems are real, not stopping.
At refinement iteration 6 (INCLUDED_ONLY) 0/19576 variables, 0/1090 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 7 (OVERLAPS) 60/19636 variables, 60/1150 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 8 (INCLUDED_ONLY) 0/19636 variables, 0/1150 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 9 (OVERLAPS) 60/19696 variables, 60/1210 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 10 (INCLUDED_ONLY) 0/19696 variables, 0/1210 constraints. Problems are: Problem set: 0 solved, 4 unsolved
At refinement iteration 11 (OVERLAPS) 36002/55698 variables, 19696/20906 constraints. Problems are: Problem set: 0 solved, 4 unsolved
SMT process timed out in 58967ms, After SMT, problems are : Problem set: 0 solved, 4 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 5 out of 19696 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 19696/19696 places, 37568/37568 transitions.
Applied a total of 0 rules in 1209 ms. Remains 19696 /19696 variables (removed 0) and now considering 37568/37568 (removed 0) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1209 ms. Remains : 19696/19696 places, 37568/37568 transitions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 19696/19696 places, 37568/37568 transitions.
Applied a total of 0 rules in 1234 ms. Remains 19696 /19696 variables (removed 0) and now considering 37568/37568 (removed 0) transitions.
[2024-05-25 14:11:28] [INFO ] Flow matrix only has 36002 transitions (discarded 1566 similar events)
[2024-05-25 14:11:28] [INFO ] Invariant cache hit.
[2024-05-25 14:12:01] [INFO ] Performed 7402/19696 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:12:31] [INFO ] Performed 11584/19696 implicitness test of which 32 returned IMPLICIT in 60 seconds.
[2024-05-25 14:13:01] [INFO ] Performed 14075/19696 implicitness test of which 183 returned IMPLICIT in 90 seconds.
[2024-05-25 14:13:31] [INFO ] Performed 17541/19696 implicitness test of which 345 returned IMPLICIT in 120 seconds.
[2024-05-25 14:14:06] [INFO ] Performed 19096/19696 implicitness test of which 397 returned IMPLICIT in 154 seconds.
[2024-05-25 14:14:08] [INFO ] Implicit Places using invariants in 160076 ms returned [11145, 11158, 11171, 11184, 11197, 11210, 11223, 11236, 11249, 11262, 11275, 11288, 11301, 11314, 11329, 11346, 11365, 11385, 11404, 11421, 11436, 11449, 11462, 11475, 11488, 11501, 11514, 11527, 11540, 11553, 11566, 11579, 11615, 11621, 11634, 11647, 11660, 11673, 11686, 11700, 11713, 11726, 11739, 11752, 11765, 11778, 11793, 11810, 11829, 11850, 11872, 11893, 11912, 11929, 11944, 11957, 11970, 11983, 11996, 12009, 12022, 12035, 12048, 12061, 12074, 12110, 12116, 12129, 12142, 12155, 12168, 12181, 12194, 12207, 12220, 12233, 12246, 12259, 12274, 12291, 12310, 12331, 12354, 12378, 12401, 12422, 12441, 12458, 12473, 12486, 12499, 12512, 12525, 12538, 12551, 12564, 12577, 12590, 12626, 12632, 12645, 12658, 12671, 12684, 12697, 12710, 12723, 12736, 12749, 12762, 12777, 12794, 12813, 12834, 12857, 12882, 12908, 12933, 12956, 12977, 12996, 13013, 13028, 13041, 13054, 13067, 13080, 13093, 13106, 13119, 13132, 13168, 13174, 13187, 13200, 13213, 13226, 13239, 13252, 13265, 13278, 13291, 13306, 13323, 13342, 13363, 13386, 13411, 13438, 13466, 13493, 13518, 13541, 13562, 13581, 13598, 13614, 13627, 13640, 13653, 13666, 13679, 13692, 13705, 13741, 13747, 13760, 13773, 13786, 13799, 13812, 13825, 13838, 13851, 13866, 13883, 13902, 13923, 13946, 13971, 13998, 14027, 14057, 14086, 14113, 14138, 14161, 14182, 14201, 14218, 14233, 14246, 14259, 14272, 14285, 14298, 14311, 14347, 14353, 14366, 14379, 14392, 14405, 14418, 14431, 14444, 14459, 14476, 14495, 14516, 14539, 14564, 14591, 14620, 14651, 14683, 14714, 14743, 14770, 14795, 14818, 14839, 14858, 14875, 14890, 14903, 14916, 14929, 14942, 14955, 14991, 14997, 15010, 15023, 15036, 15049, 15062, 15075, 15090, 15107, 15126, 15147, 15170, 15195, 15222, 15251, 15282, 15315, 15349, 15382, 15413, 15442, 15469, 15494, 15517, 15538, 15557, 15574, 15589, 15602, 15615, 15628, 15641, 15677, 15683, 15696, 15709, 15722, 15735, 15748, 15763, 15780, 15799, 15820, 15843, 15868, 15895, 15924, 15955, 15988, 16023, 16059, 16094, 16127, 16158, 16187, 16214, 16239, 16262, 16283, 16302, 16319, 16334, 16347, 16360, 16373, 16409, 16415, 16428, 16441, 16454, 16467, 16482, 16499, 16518, 16539, 16562, 16587, 16614, 16643, 16674, 16707, 16742, 16779, 16817, 16854, 16889, 16922, 16953, 16982, 17009, 17034, 17057, 17078, 17097, 17114, 17129, 17142, 17155, 17192, 17198, 17211, 17224, 17237, 17252, 17269, 17288, 17309, 17332, 17357, 17384, 17413, 17444, 17477, 17512, 17549, 17588, 17628, 17667, 17704, 17739, 17772, 17803, 17832, 17859, 17884, 17907, 17928, 17947, 17964, 17979, 17992, 18028, 18030, 18033, 18046, 18059, 18074, 18091, 18110, 18131, 18154, 18179, 18206, 18235, 18266, 18299, 18334, 18371, 18410, 18451, 18493, 18534, 18573, 18610, 18645, 18678, 18709, 18738, 18765, 18790, 18813, 18834, 18853, 18870, 18885, 18921]
[2024-05-25 14:14:08] [INFO ] Actually due to overlaps returned [11615, 12110, 12626, 13168, 13741, 14347, 14991, 15677, 16409, 17192, 18028, 18921, 11145, 11158, 11171, 11184, 11197, 11210, 11223, 11236, 11249, 11262, 11275, 11288, 11301, 11314, 11329, 11346, 11365, 11385, 11404, 11421, 11436, 11621, 11634, 11647, 11660, 11673, 11686, 11700, 11713, 11726, 11739, 11752, 11765, 11778, 11793, 11810, 11829, 11850, 11872, 11893, 11912, 11929, 12116, 12129, 12142, 12155, 12168, 12181, 12194, 12207, 12220, 12233, 12246, 12259, 12274, 12291, 12310, 12331, 12354, 12378, 12401, 12422, 12441, 12632, 12645, 12658, 12671, 12684, 12697, 12710, 12723, 12736, 12749, 12762, 12777, 12794, 12813, 12834, 12857, 12882, 12908, 12933, 12956, 12977, 13174, 13187, 13200, 13213, 13226, 13239, 13252, 13265, 13278, 13291, 13306, 13323, 13342, 13363, 13386, 13411, 13438, 13466, 13493, 13518, 13541, 13747, 13760, 13773, 13786, 13799, 13812, 13825, 13838, 13851, 13866, 13883, 13902, 13923, 13946, 13971, 13998, 14027, 14057, 14086, 14113, 14138, 14353, 14366, 14379, 14392, 14405, 14418, 14431, 14444, 14459, 14476, 14495, 14516, 14539, 14564, 14591, 14620, 14651, 14683, 14714, 14743, 14770, 14997, 15010, 15023, 15036, 15049, 15062, 15075, 15090, 15107, 15126, 15147, 15170, 15195, 15222, 15251, 15282, 15315, 15349, 15382, 15413, 15442, 15683, 15696, 15709, 15722, 15735, 15748, 15763, 15780, 15799, 15820, 15843, 15868, 15895, 15924, 15955, 15988, 16023, 16059, 16094, 16127, 16158, 16415, 16428, 16441, 16454, 16467, 16482, 16499, 16518, 16539, 16562, 16587, 16614, 16643, 16674, 16707, 16742, 16779, 16817, 16854, 16889, 16922, 17198, 17211, 17224, 17237, 17252, 17269, 17288, 17309, 17332, 17357, 17384, 17413, 17444, 17477, 17512, 17549, 17588, 17628, 17667, 17704, 17739, 18033, 18046, 18059, 18074, 18091, 18110, 18131, 18154, 18179, 18206, 18235, 18266, 18299, 18334, 18371, 18410, 18451, 18493, 18534, 18573, 18610, 18030]
Discarding 265 places :
Implicit Place search using SMT only with invariants took 160107 ms to find 265 implicit places.
Starting structural reductions in REACHABILITY mode, iteration 1 : 19431/19696 places, 37568/37568 transitions.
Free-agglomeration rule (complex) applied 1 times.
Iterating global reduction 0 with 1 rules applied. Total rules applied 1 place count 19431 transition count 37567
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 2 place count 19430 transition count 37567
Applied a total of 2 rules in 2378 ms. Remains 19430 /19431 variables (removed 1) and now considering 37567/37568 (removed 1) transitions.
[2024-05-25 14:14:10] [INFO ] Flow matrix only has 36001 transitions (discarded 1566 similar events)
// Phase 1: matrix 36001 rows 19430 cols
[2024-05-25 14:14:23] [INFO ] Computed 945 invariants in 12627 ms
[2024-05-25 14:14:56] [INFO ] Performed 8382/19430 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:15:26] [INFO ] Performed 13633/19430 implicitness test of which 55 returned IMPLICIT in 60 seconds.
[2024-05-25 14:15:56] [INFO ] Performed 18683/19430 implicitness test of which 132 returned IMPLICIT in 90 seconds.
[2024-05-25 14:16:26] [INFO ] Performed 18831/19430 implicitness test of which 132 returned IMPLICIT in 120 seconds.
[2024-05-25 14:17:03] [INFO ] Performed 19005/19430 implicitness test of which 132 returned IMPLICIT in 156 seconds.
[2024-05-25 14:17:03] [INFO ] Implicit Places using invariants in 172693 ms returned [11428, 11441, 11454, 11467, 11480, 11493, 11506, 11519, 11532, 11545, 11558, 11901, 11914, 11927, 11940, 11953, 11966, 11979, 11992, 12005, 12018, 12031, 12393, 12408, 12421, 12434, 12447, 12460, 12473, 12486, 12499, 12512, 12525, 12909, 12926, 12941, 12954, 12967, 12980, 12993, 13006, 13019, 13032, 13045, 13453, 13472, 13489, 13505, 13518, 13531, 13544, 13557, 13570, 13583, 13596, 14030, 14051, 14070, 14087, 14102, 14115, 14128, 14141, 14154, 14167, 14180, 14642, 14665, 14686, 14705, 14722, 14737, 14750, 14763, 14776, 14789, 14802, 15294, 15319, 15342, 15363, 15382, 15399, 15414, 15427, 15440, 15453, 15466, 15990, 16017, 16042, 16065, 16086, 16105, 16122, 16137, 16150, 16163, 16176, 16734, 16763, 16790, 16815, 16838, 16859, 16878, 16895, 16910, 16923, 16936, 17531, 17562, 17591, 17618, 17643, 17666, 17687, 17706, 17723, 17738, 17751, 18381, 18414, 18445, 18474, 18501, 18526, 18549, 18570, 18589, 18606, 18621]
Discarding 132 places :
Implicit Place search using SMT only with invariants took 172723 ms to find 132 implicit places.
Starting structural reductions in REACHABILITY mode, iteration 2 : 19298/19696 places, 37567/37568 transitions.
Applied a total of 0 rules in 1196 ms. Remains 19298 /19298 variables (removed 0) and now considering 37567/37567 (removed 0) transitions.
Finished structural reductions in REACHABILITY mode , in 3 iterations and 337644 ms. Remains : 19298/19696 places, 37567/37568 transitions.
Knowledge obtained : [(AND p0 (NOT p3) (NOT p2) p1), (X (AND p0 (NOT p3))), (X (NOT p2)), (X (NOT p3)), (X (NOT (OR (AND p2 (NOT p3)) (AND (NOT p3) (NOT p1))))), (X (NOT (AND (NOT p0) (NOT p3)))), (X (AND (NOT p2) p1)), (X (NOT (AND (NOT p0) (NOT p2) (NOT p3) p1))), (X (AND p0 (NOT p2) (NOT p3) p1)), (X (NOT (OR p2 (NOT p1)))), (X p0), (X p1), (X (X (AND p0 (NOT p3)))), (X (X (NOT p2))), (X (X (NOT p3))), (X (X (NOT (OR (AND p2 (NOT p3)) (AND (NOT p3) (NOT p1)))))), (X (X (NOT (AND (NOT p0) (NOT p3))))), (X (X (AND (NOT p2) p1))), (X (X (NOT (AND (NOT p0) (NOT p2) (NOT p3) p1)))), (X (X (AND p0 (NOT p2) (NOT p3) p1))), (X (X (NOT (OR p2 (NOT p1))))), (X (X p0)), (X (X p1)), (F (OR (G p0) (G (NOT p0)))), (F (OR (G p3) (G (NOT p3)))), (F (OR (G p2) (G (NOT p2)))), (F (OR (G p1) (G (NOT p1))))]
False Knowledge obtained : [(F (NOT (AND (NOT p2) (NOT p3) p0))), (F (NOT (AND (NOT p2) (NOT p3) p1 p0))), (F (NOT p1)), (F (NOT (AND (NOT p3) p0))), (F p2), (F (NOT (AND (OR (NOT p2) p3) (OR p3 p1)))), (F p3), (F (NOT (AND (NOT p2) p1))), (F (NOT (AND (NOT p2) p1))), (F (NOT (OR (NOT p2) p3)))]
Knowledge based reduction with 27 factoid took 3095 ms. Reduced automaton from 8 states, 18 edges and 4 AP (stutter sensitive) to 8 states, 18 edges and 4 AP (stutter sensitive).
Stuttering acceptance computed with spot in 394 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p3) (NOT p0) p2), p2, (AND p2 (NOT p3))]
Stuttering acceptance computed with spot in 299 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p3) (NOT p0) p2), p2, (AND p2 (NOT p3))]
Stuttering acceptance computed with spot in 276 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p3) (NOT p0) p2), p2, (AND p2 (NOT p3))]
Product exploration explored 100000 steps with 33361 reset in 7884 ms.
Product exploration explored 100000 steps with 33362 reset in 7628 ms.
Applying partial POR strategy [false, true, false, false, true, true, true, true]
Stuttering acceptance computed with spot in 343 ms :[(OR (AND (NOT p0) (NOT p1)) (AND (NOT p0) p2)), (NOT p0), (OR (AND (NOT p0) (NOT p1) (NOT p3)) (AND (NOT p0) p2 (NOT p3))), (AND (NOT p0) p2), true, (AND (NOT p3) (NOT p0) p2), p2, (AND p2 (NOT p3))]
Support contains 5 out of 33653 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 33653/33653 places, 51525/51525 transitions.
Performed 11613 Post agglomeration using F-continuation condition.Transition count delta: 0
Iterating post reduction 0 with 11613 rules applied. Total rules applied 11613 place count 33653 transition count 51525
Performed 758 Post agglomeration using F-continuation condition.Transition count delta: 0
Deduced a syphon composed of 12371 places in 87 ms
Iterating global reduction 1 with 758 rules applied. Total rules applied 12371 place count 33653 transition count 51525
Deduced a syphon composed of 12371 places in 85 ms
Applied a total of 12371 rules in 12188 ms. Remains 33653 /33653 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
Running 51492 sub problems to find dead transitions.
[2024-05-25 14:17:37] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 33653 cols
[2024-05-25 14:17:45] [INFO ] Computed 1210 invariants in 7480 ms
[2024-05-25 14:17:45] [INFO ] State equation strengthened by 16546 read => feed constraints.
SMT process timed out in 380576ms, After SMT, problems are : Problem set: 0 solved, 51492 unsolved
Search for dead transitions found 0 dead transitions in 381248ms
Starting structural reductions in SI_LTL mode, iteration 1 : 33653/33653 places, 51525/51525 transitions.
Finished structural reductions in SI_LTL mode , in 1 iterations and 393576 ms. Remains : 33653/33653 places, 51525/51525 transitions.
Support contains 5 out of 33653 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 33653/33653 places, 51525/51525 transitions.
Applied a total of 0 rules in 1674 ms. Remains 33653 /33653 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
[2024-05-25 14:24:00] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 33653 cols
[2024-05-25 14:24:10] [INFO ] Computed 1210 invariants in 9912 ms
[2024-05-25 14:24:48] [INFO ] Performed 4802/33653 implicitness test of which 0 returned IMPLICIT in 30 seconds.
[2024-05-25 14:25:18] [INFO ] Performed 7962/33653 implicitness test of which 0 returned IMPLICIT in 60 seconds.
[2024-05-25 14:25:48] [INFO ] Performed 9872/33653 implicitness test of which 0 returned IMPLICIT in 90 seconds.
[2024-05-25 14:26:18] [INFO ] Performed 12512/33653 implicitness test of which 0 returned IMPLICIT in 120 seconds.
[2024-05-25 14:26:18] [INFO ] Timeout of Implicit test with SMT after 120 seconds.
[2024-05-25 14:26:18] [INFO ] Implicit Places using invariants in 138819 ms returned []
Implicit Place search using SMT only with invariants took 138819 ms to find 0 implicit places.
Running 51492 sub problems to find dead transitions.
[2024-05-25 14:26:19] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
[2024-05-25 14:26:19] [INFO ] Invariant cache hit.
[2024-05-25 14:26:19] [INFO ] State equation strengthened by 16546 read => feed constraints.
SMT process timed out in 389234ms, After SMT, problems are : Problem set: 0 solved, 51492 unsolved
Search for dead transitions found 0 dead transitions in 389752ms
Finished structural reductions in LTL mode , in 1 iterations and 530359 ms. Remains : 33653/33653 places, 51525/51525 transitions.
Treatment of property MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-01 finished in 2304854 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!((G(p0) U (X(F(!p1))&&(!p1||G(p2)))))'
Support contains 4 out of 34049 places. Attempting structural reductions.
Starting structural reductions in LTL mode, iteration 0 : 34049/34049 places, 51525/51525 transitions.
Applied a total of 0 rules in 1773 ms. Remains 34049 /34049 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
[2024-05-25 14:32:52] [INFO ] Flow matrix only has 50469 transitions (discarded 1056 similar events)
// Phase 1: matrix 50469 rows 34049 cols
[2024-05-25 14:33:00] [INFO ] Computed 1606 invariants in 7890 ms
[2024-05-25 14:33:39] [INFO ] Performed 4511/34049 implicitness test of which 52 returned IMPLICIT in 30 seconds.
[2024-05-25 14:34:09] [INFO ] Performed 7162/34049 implicitness test of which 83 returned IMPLICIT in 60 seconds.
[2024-05-25 14:34:41] [INFO ] Performed 9986/34049 implicitness test of which 117 returned IMPLICIT in 91 seconds.
[2024-05-25 14:35:11] [INFO ] Performed 12416/34049 implicitness test of which 156 returned IMPLICIT in 121 seconds.
[2024-05-25 14:35:40] [INFO ] Implicit Places using invariants in 167978 ms returned [7, 33, 61, 91, 123, 157, 193, 231, 271, 313, 357, 403, 451, 1319, 1344, 1370, 1398, 1428, 1460, 1494, 1530, 1568, 1608, 1650, 1694, 1740, 2571, 2596, 2621, 2647, 2675, 2705, 2737, 2771, 2807, 2845, 2885, 2927, 2971, 3767, 3792, 3817, 3842, 3868, 3896, 3926, 3958, 3992, 4028, 4066, 4106, 4148, 4911, 4936, 4961, 4986, 5011, 5037, 5065, 5095, 5127, 5161, 5197, 5235, 5275, 6007, 6032, 6057, 6082, 6107, 6132, 6158, 6186, 6216, 6248, 6282, 6318, 6356, 7059, 7084, 7109, 7134, 7159, 7184, 7209, 7235, 7263, 7293, 7325, 7359, 7395, 8071, 8096, 8121, 8146, 8171, 8196, 8221, 8246, 8272, 8300, 8330, 8362, 8396, 9047, 9072, 9097, 9122, 9147, 9172, 9197, 9222, 9247, 9273, 9301, 9331, 9363, 9991, 10016, 10041, 10066, 10091, 10116, 10141, 10166, 10191, 10216, 10242, 10270, 10300, 10907, 10932, 10957, 10982, 11007, 11032, 11057, 11082, 11107, 11132, 11157, 11183, 11211, 11799, 11824, 11849, 11874, 11899, 11924, 11949, 11974, 11999, 12024, 12049, 12074, 12100, 12671, 12696, 12721, 12746, 12771, 12796, 12821, 12846, 12871, 12896, 12921, 12946, 12971, 13527, 13552, 13577, 13602, 13627, 13652, 13677, 13702, 13727, 13752, 13777, 13802, 13827, 14371, 14396, 14421, 14446, 14471, 14496, 14521, 14546, 14571, 14596, 14621, 14646, 14671, 14696]
Discarding 196 places :
Implicit Place search using SMT only with invariants took 168018 ms to find 196 implicit places.
Starting structural reductions in LTL mode, iteration 1 : 33853/34049 places, 51525/51525 transitions.
Applied a total of 0 rules in 1762 ms. Remains 33853 /33853 variables (removed 0) and now considering 51525/51525 (removed 0) transitions.
Finished structural reductions in LTL mode , in 2 iterations and 171554 ms. Remains : 33853/34049 places, 51525/51525 transitions.
Stuttering acceptance computed with spot in 315 ms :[p1, true, (NOT p0), p1, (NOT p2), (AND (NOT p0) (NOT p2)), (AND p1 (NOT p2) p0), (AND p1 (NOT p2))]
Running random walk in product with property : MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-02
Product exploration timeout after 96330 steps with 48165 reset in 10001 ms.
Product exploration timeout after 98920 steps with 49460 reset in 10001 ms.
Computed a total of 27837 stabilizing places and 39556 stable transitions
Computed a total of 27837 stabilizing places and 39556 stable transitions
Detected a total of 27837/33853 stabilizing places and 39556/51525 transitions leading to convergence knowledge of the form 'F(Gp|G!p)' for 2/3 atomic propositions.
Knowledge obtained : [(AND (NOT p1) p2 p0), (X p2), (X (NOT (AND p1 (NOT p2) (NOT p0)))), (X (NOT (AND (NOT p2) (NOT p0)))), (X (NOT (AND p1 (NOT p2) p0))), (X (NOT (AND (NOT p2) p0))), (X (NOT (AND (NOT p1) (NOT p2)))), (X (AND (NOT p1) p2)), (X (NOT (AND p1 p2 p0))), (X (AND p2 p0)), (X (OR (NOT p1) p2)), (X (NOT (AND p2 (NOT p0)))), (X p0), (X (NOT (AND p1 p2 (NOT p0)))), (X (NOT p1)), (X (X p2)), (X (X (NOT (AND p1 p2)))), (X (X (NOT (AND p1 (NOT p2) (NOT p0))))), (X (X (NOT (AND (NOT p2) (NOT p0))))), (X (X (NOT (AND p1 (NOT p2))))), (X (X (NOT (AND p1 (NOT p2) p0)))), (X (X (NOT (AND (NOT p2) p0)))), (X (X (NOT (AND (NOT p1) (NOT p2))))), (X (X (AND (NOT p1) p2))), (X (X (NOT (AND p1 p2 p0)))), (X (X (AND p2 p0))), (X (X (OR (NOT p1) p2))), (X (X (NOT (AND p2 (NOT p0))))), (X (X p0)), (X (X (NOT (AND p1 p2 (NOT p0))))), (X (X (NOT p1))), (F (OR (G p2) (G (NOT p2)))), (F (OR (G p0) (G (NOT p0))))]
False Knowledge obtained : []
Property proved to be true thanks to knowledge (Minato strategy)
Knowledge based reduction with 33 factoid took 28 ms. Reduced automaton from 8 states, 23 edges and 3 AP (stutter sensitive) to 1 states, 0 edges and 0 AP (stutter insensitive).
FORMULA MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-02 TRUE TECHNIQUES KNOWLEDGE
Treatment of property MultiCrashLeafsetExtension-PT-S32C11-LTLFireability-02 finished in 192318 ms.
Running Spot : '/home/mcc/BenchKit/itstools/itstools/plugins/fr.lip6.ltl.spot.binaries_1.0.0.202405141337/bin/ltl2tgba-linux64' '--check=stutter' '--hoaf=tv' '-f' '!(G(p0))'
Support contains 2 out of 34049 places. Attempting structural reductions.
Starting structural reductions in SI_LTL mode, iteration 0 : 34049/34049 places, 51525/51525 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 11616 transitions
Trivial Post-agglo rules discarded 11616 transitions
Performed 11616 trivial Post agglomeration. Transition count delta: 11616
Iterating post reduction 0 with 11616 rules applied. Total rules applied 11616 place count 34049 transition count 39909
Reduce places removed 11616 places and 0 transitions.
Iterating post reduction 1 with 11616 rules applied. Total rules applied 23232 place count 22433 transition count 39909
Performed 726 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 726 Pre rules applied. Total rules applied 23232 place count 22433 transition count 39183
Deduced a syphon composed of 726 places in 80 ms
Reduce places removed 726 places and 0 transitions.
Iterating global reduction 2 with 1452 rules applied. Total rules applied 24684 place count 21707 transition count 39183
Performed 33 Post agglomeration using F-continuation condition.Transition count delta: 33
Deduced a syphon composed of 33 places in 62 ms
Reduce places removed 33 places and 0 transitions.
Iterating global reduction 2 with 66 rules applied. Total rules applied 24750 place count 21674 transition count 39150
Applied a total of 24750 rules in 5771 ms. Remains 21674 /34049 variables (removed 12375) and now considering 39150/51525 (removed 12375) transitions.
[2024-05-25 14:36:09] [INFO ] Flow matrix only has 38094 transitions (discarded 1056 similar events)
// Phase 1: matrix 38094 rows 21674 cols
[2024-05-25 14:36:15] [INFO ] Computed 1606 invariants in 6363 ms
[2024-05-25 14:36:50] [INFO ] Performed 7152/21674 implicitness test of which 130 returned IMPLICIT in 30 seconds.
[2024-05-25 14:37:20] [INFO ] Performed 11978/21674 implicitness test of which 363 returned IMPLICIT in 60 seconds.
[2024-05-25 14:37:50] [INFO ] Performed 14686/21674 implicitness test of which 528 returned IMPLICIT in 90 seconds.
[2024-05-25 14:38:20] [INFO ] Performed 18964/21674 implicitness test of which 723 returned IMPLICIT in 120 seconds.

BK_TIME_CONFINEMENT_REACHED

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

+ ulimit -s 65536
+ [[ -z '' ]]
+ export LTSMIN_MEM_SIZE=8589934592
+ LTSMIN_MEM_SIZE=8589934592
+ export PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ PYTHONPATH=/home/mcc/BenchKit/itstools/pylibs
+ export LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
+ LD_LIBRARY_PATH=/home/mcc/BenchKit/itstools/pylibs:
++ sed s/.jar//
++ perl -pe 's/.*\.//g'
++ ls /home/mcc/BenchKit/bin//../reducer/bin//../../itstools//itstools/plugins/fr.lip6.move.gal.application.pnmcc_1.0.0.202405141337.jar
+ VERSION=202405141337
+ echo 'Running Version 202405141337'
+ /home/mcc/BenchKit/bin//../reducer/bin//../../itstools//itstools/its-tools -pnfolder /home/mcc/execution -examination LTLFireability -timeout 360 -rebuildPNML