About the Execution of 2024-gold for MultiCrashLeafsetExtension-PT-S32C02
Execution Summary | |||||
Max Memory Used (MB) |
Time wait (ms) | CPU Usage (ms) | I/O Wait (ms) | Computed Result | Execution Status |
15689.540 | 1800000.00 | 3458383.00 | 4059.30 | [undef] | Time out reached |
Execution Chart
We display below the execution chart for this examination (boot time has been removed).
Trace from the execution
Formatting '/data/fkordon/mcc2025-input.r140-smll-174876533700267.qcow2', fmt=qcow2 size=4294967296 backing_file=/data/fkordon/mcc2025-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 2-5832
Executing tool gold2024
Input is MultiCrashLeafsetExtension-PT-S32C02, examination is QuasiLiveness
Time confinement is 1800 seconds
Memory confinement is 16384 MBytes
Number of cores is 4
Run identifier is r140-smll-174876533700267
=====================================================================
--------------------
preparation of the directory to be used:
/home/mcc/execution
total 16M
-rw-r--r-- 1 mcc users 13K May 29 14:47 CTLCardinality.txt
-rw-r--r-- 1 mcc users 73K May 29 14:47 CTLCardinality.xml
-rw-r--r-- 1 mcc users 12K May 29 14:47 CTLFireability.txt
-rw-r--r-- 1 mcc users 66K May 29 14:47 CTLFireability.xml
-rw-r--r-- 1 mcc users 7.8K May 29 14:47 LTLCardinality.txt
-rw-r--r-- 1 mcc users 31K May 29 14:47 LTLCardinality.xml
-rw-r--r-- 1 mcc users 4.8K May 29 14:47 LTLFireability.txt
-rw-r--r-- 1 mcc users 22K May 29 14:47 LTLFireability.xml
-rw-r--r-- 1 mcc users 19K May 29 14:47 ReachabilityCardinality.txt
-rw-r--r-- 1 mcc users 106K May 29 14:47 ReachabilityCardinality.xml
-rw-r--r-- 1 mcc users 15K May 29 14:47 ReachabilityFireability.txt
-rw-r--r-- 1 mcc users 63K May 29 14:47 ReachabilityFireability.xml
-rw-r--r-- 1 mcc users 2.5K May 29 14:47 UpperBounds.txt
-rw-r--r-- 1 mcc users 4.7K May 29 14:47 UpperBounds.xml
-rw-r--r-- 1 mcc users 6 May 29 14:32 equiv_col
-rw-r--r-- 1 mcc users 7 May 29 14:32 instance
-rw-r--r-- 1 mcc users 6 May 29 14:32 iscolored
-rw-r--r-- 1 mcc users 16M May 29 14:32 model.pnml
--------------------
content from stdout:
=== Data for post analysis generated by BenchKit (invocation template)
The expected result is a vector of booleans
BOOL_VECTOR
FORMULA_NAME QuasiLiveness
=== Now, execution of the tool begins
BK_START 1748957533048
Invoking MCC driver with
BK_TOOL=gold2024
BK_EXAMINATION=QuasiLiveness
BK_BIN_PATH=/home/mcc/BenchKit/bin/
BK_TIME_CONFINEMENT=1800
BK_INPUT=MultiCrashLeafsetExtension-PT-S32C02
BK_MEMORY_CONFINEMENT=16384
Applying reductions before tool greatspn
Invoking reducer
Running Version 202405141337
[2025-06-03 13:32:15] [INFO ] Running its-tools with arguments : [-pnfolder, /home/mcc/execution, -examination, QuasiLiveness, -timeout, 180, -rebuildPNML]
[2025-06-03 13:32:15] [INFO ] Parsing pnml file : /home/mcc/execution/model.pnml
[2025-06-03 13:32:16] [INFO ] Load time of PNML (sax parser for PT used): 1142 ms
[2025-06-03 13:32:16] [INFO ] Transformed 13544 places.
[2025-06-03 13:32:16] [INFO ] Transformed 21807 transitions.
[2025-06-03 13:32:16] [INFO ] Parsed PT model containing 13544 places and 21807 transitions and 93598 arcs in 1489 ms.
Starting structural reductions in LIVENESS mode, iteration 0 : 13544/13544 places, 21807/21807 transitions.
Reduce places removed 40 places and 0 transitions.
Drop transitions (Trivial Post-Agglo cleanup.) removed 2112 transitions
Trivial Post-agglo rules discarded 2112 transitions
Performed 2112 trivial Post agglomeration. Transition count delta: 2112
Iterating post reduction 0 with 2152 rules applied. Total rules applied 2152 place count 13504 transition count 19695
Reduce places removed 2112 places and 0 transitions.
Iterating post reduction 1 with 2112 rules applied. Total rules applied 4264 place count 11392 transition count 19695
Performed 132 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 2 with 132 Pre rules applied. Total rules applied 4264 place count 11392 transition count 19563
Deduced a syphon composed of 132 places in 91 ms
Reduce places removed 132 places and 0 transitions.
Iterating global reduction 2 with 264 rules applied. Total rules applied 4528 place count 11260 transition count 19563
Performed 33 Post agglomeration using F-continuation condition.Transition count delta: 33
Deduced a syphon composed of 33 places in 38 ms
Reduce places removed 33 places and 0 transitions.
Iterating global reduction 2 with 66 rules applied. Total rules applied 4594 place count 11227 transition count 19530
Applied a total of 4594 rules in 1674 ms. Remains 11227 /13544 variables (removed 2317) and now considering 19530/21807 (removed 2277) transitions.
[2025-06-03 13:32:18] [INFO ] Flow matrix only has 18474 transitions (discarded 1056 similar events)
// Phase 1: matrix 18474 rows 11227 cols
[2025-06-03 13:32:20] [INFO ] Computed 1293 invariants in 2136 ms
[2025-06-03 13:32:54] [INFO ] Performed 4909/11227 implicitness test of which 427 returned IMPLICIT in 30 seconds.
[2025-06-03 13:33:24] [INFO ] Performed 7713/11227 implicitness test of which 871 returned IMPLICIT in 60 seconds.
[2025-06-03 13:33:45] [INFO ] Implicit Places using invariants in 86703 ms returned [4, 7, 13, 21, 31, 43, 57, 73, 91, 111, 133, 157, 183, 211, 241, 273, 307, 342, 376, 408, 438, 466, 492, 516, 538, 558, 576, 592, 606, 618, 628, 636, 642, 652, 658, 663, 669, 677, 687, 699, 713, 729, 747, 767, 789, 813, 839, 867, 897, 929, 962, 994, 1024, 1052, 1078, 1102, 1124, 1144, 1162, 1178, 1192, 1204, 1214, 1222, 1228, 1233, 1243, 1249, 1254, 1259, 1265, 1273, 1283, 1295, 1309, 1325, 1343, 1363, 1385, 1409, 1435, 1463, 1493, 1524, 1554, 1582, 1608, 1632, 1654, 1674, 1692, 1708, 1722, 1734, 1744, 1752, 1758, 1763, 1768, 1778, 1784, 1789, 1794, 1799, 1805, 1813, 1823, 1835, 1849, 1865, 1883, 1903, 1925, 1949, 1975, 2003, 2032, 2060, 2086, 2110, 2132, 2152, 2170, 2186, 2200, 2212, 2222, 2230, 2236, 2241, 2246, 2251, 2261, 2267, 2272, 2277, 2282, 2287, 2293, 2301, 2311, 2323, 2337, 2353, 2371, 2391, 2413, 2437, 2463, 2490, 2516, 2540, 2562, 2582, 2600, 2616, 2630, 2642, 2652, 2660, 2666, 2671, 2676, 2681, 2686, 2696, 2702, 2707, 2712, 2717, 2722, 2727, 2733, 2741, 2751, 2763, 2777, 2793, 2811, 2831, 2853, 2877, 2902, 2926, 2948, 2968, 2986, 3002, 3016, 3028, 3038, 3046, 3052, 3057, 3062, 3067, 3072, 3077, 3087, 3093, 3098, 3103, 3108, 3113, 3118, 3123, 3129, 3137, 3147, 3159, 3173, 3189, 3207, 3227, 3249, 3272, 3294, 3314, 3332, 3348, 3362, 3374, 3384, 3392, 3398, 3403, 3408, 3413, 3418, 3423, 3428, 3438, 3444, 3449, 3454, 3459, 3464, 3469, 3474, 3479, 3485, 3493, 3503, 3515, 3529, 3545, 3563, 3583, 3604, 3624, 3642, 3658, 3672, 3684, 3694, 3702, 3708, 3713, 3718, 3723, 3728, 3733, 3738, 3743, 3753, 3759, 3764, 3769, 3774, 3779, 3784, 3789, 3794, 3799, 3805, 3813, 3823, 3835, 3849, 3865, 3883, 3902, 3920, 3936, 3950, 3962, 3972, 3980, 3986, 3991, 3996, 4001, 4006, 4011, 4016, 4021, 4026, 4036, 4042, 4047, 4052, 4057, 4062, 4067, 4072, 4077, 4082, 4087, 4093, 4101, 4111, 4123, 4137, 4153, 4170, 4186, 4200, 4212, 4222, 4230, 4236, 4241, 4246, 4251, 4256, 4261, 4266, 4271, 4276, 4281, 4291, 4297, 4302, 4307, 4312, 4317, 4322, 4327, 4332, 4337, 4342, 4347, 4353, 4361, 4371, 4383, 4397, 4412, 4426, 4438, 4448, 4456, 4462, 4467, 4472, 4477, 4482, 4487, 4492, 4497, 4502, 4507, 4512, 4522, 4528, 4533, 4538, 4543, 4548, 4553, 4558, 4563, 4568, 4573, 4578, 4583, 4589, 4597, 4607, 4619, 4632, 4644, 4654, 4662, 4668, 4673, 4678, 4683, 4688, 4693, 4698, 4703, 4708, 4713, 4718, 4723, 4733, 4739, 4744, 4749, 4754, 4759, 4764, 4769, 4774, 4779, 4784, 4789, 4794, 4799, 4805, 4813, 4823, 4834, 4844, 4852, 4858, 4863, 4868, 4873, 4878, 4883, 4888, 4893, 4898, 4903, 4908, 4913, 4918, 4928, 4934, 4939, 4944, 4949, 4954, 4959, 4964, 4969, 4974, 4979, 4984, 4989, 4994, 4999, 5005, 5013, 5022, 5030, 5036, 5041, 5046, 5051, 5056, 5061, 5066, 5071, 5076, 5081, 5086, 5091, 5096, 5101, 5111, 5117, 5122, 5127, 5132, 5137, 5142, 5147, 5152, 5157, 5162, 5167, 5172, 5177, 5182, 5187, 5193, 5200, 5206, 5211, 5216, 5221, 5226, 5231, 5236, 5241, 5246, 5251, 5256, 5261, 5266, 5271, 5276, 5286, 5292, 5297, 5302, 5307, 5312, 5317, 5322, 5327, 5332, 5337, 5342, 5347, 5352, 5357, 5362, 5367, 5372, 5377, 5382, 5387, 5392, 5397, 5402, 5407, 5412, 5417, 5422, 5427, 5432, 5437, 5442, 5447, 5457, 5459, 5462, 5467, 5472, 5477, 5482, 5487, 5492, 5497, 5502, 5507, 5512, 5517, 5522, 5527, 5532, 5537, 5542, 5547, 5552, 5557, 5562, 5567, 5572, 5577, 5582, 5587, 5592, 5597, 5602, 5607, 5612, 5617, 5627, 5633, 5638, 5643, 5648, 5653, 5658, 5663, 5668, 5673, 5678, 5683, 5688, 5693, 5698, 5703, 5708, 5713, 5718, 5723, 5728, 5733, 5738, 5743, 5748, 5753, 5758, 5763, 5768, 5773, 5778, 5783, 5788, 5798, 5804, 5809, 5814, 5819, 5824, 5829, 5834, 5839, 5844, 5849, 5854, 5859, 5864, 5869, 5874, 5879, 5885, 5892, 5898, 5903, 5908, 5913, 5918, 5923, 5928, 5933, 5938, 5943, 5948, 5953, 5958, 5963, 5973, 5979, 5984, 5989, 5994, 5999, 6004, 6009, 6014, 6019, 6024, 6029, 6034, 6039, 6044, 6049, 6055, 6063, 6072, 6080, 6086, 6091, 6096, 6101, 6106, 6111, 6116, 6121, 6126, 6131, 6136, 6141, 6146, 6156, 6162, 6167, 6172, 6177, 6182, 6187, 6192, 6197, 6202, 6207, 6212, 6217, 6222, 6227, 6233, 6241, 6251, 6262, 6272, 6280, 6286, 6291, 6296, 6301, 6306, 6311, 6316, 6321, 6326, 6331, 6336, 6341, 6351, 6357, 6362, 6367, 6372, 6377, 6382, 6387, 6392, 6397, 6402, 6407, 6412, 6417, 6423, 6431, 6441, 6453, 6466, 6478, 6488, 6496, 6502, 6507, 6512, 6517, 6522, 6527, 6532, 6537, 6542, 6547, 6552, 6562, 6568, 6573, 6578, 6583, 6588, 6593, 6598, 6603, 6608, 6613, 6618, 6623, 6629, 6637, 6647, 6659, 6673, 6688, 6702, 6714, 6724, 6732, 6738, 6743, 6748, 6753, 6758, 6763, 6768, 6773, 6778, 6783, 6793, 6799, 6804, 6809, 6814, 6819, 6824, 6829, 6834, 6839, 6844, 6849, 6855, 6863, 6873, 6885, 6899, 6915, 6932, 6948, 6962, 6974, 6984, 6992, 6998, 7003, 7008, 7013, 7018, 7023, 7028, 7033, 7038, 7048, 7054, 7059, 7064, 7069, 7074, 7079, 7084, 7089, 7094, 7099, 7105, 7113, 7123, 7135, 7149, 7165, 7183, 7202, 7220, 7236, 7250, 7262, 7272, 7280, 7286, 7291, 7296, 7301, 7306, 7311, 7316, 7321, 7331, 7337, 7342, 7347, 7352, 7357, 7362, 7367, 7372, 7377, 7383, 7391, 7401, 7413, 7427, 7443, 7461, 7481, 7502, 7522, 7540, 7556, 7570, 7582, 7592, 7600, 7606, 7611, 7616, 7621, 7626, 7631, 7636, 7646, 7652, 7657, 7662, 7667, 7672, 7677, 7682, 7687, 7693, 7701, 7711, 7723, 7737, 7753, 7771, 7791, 7813, 7836, 7858, 7878, 7896, 7912, 7926, 7938, 7948, 7956, 7962, 7967, 7972, 7977, 7982, 7987, 7997, 8003, 8008, 8013, 8018, 8023, 8028, 8033, 8039, 8047, 8057, 8069, 8083, 8099, 8117, 8137, 8159, 8183, 8208, 8232, 8254, 8274, 8292, 8308, 8322, 8334, 8344, 8352, 8358, 8363, 8368, 8373, 8378, 8388, 8394, 8399, 8404, 8409, 8414, 8419, 8425, 8433, 8443, 8455, 8469, 8485, 8503, 8523, 8545, 8569, 8595, 8622, 8648, 8672, 8694, 8714, 8732, 8748, 8762, 8774, 8784, 8792, 8798, 8803, 8808, 8813, 8823, 8829, 8834, 8839, 8844, 8849, 8855, 8863, 8873, 8885, 8899, 8915, 8933, 8953, 8975, 8999, 9025, 9053, 9082, 9110, 9136, 9160, 9182, 9202, 9220, 9236, 9250, 9262, 9272, 9280, 9286, 9291, 9296, 9306, 9312, 9317, 9322, 9327, 9333, 9341, 9351, 9363, 9377, 9393, 9411, 9431, 9453, 9477, 9503, 9531, 9561, 9592, 9622, 9650, 9676, 9700, 9722, 9742, 9760, 9776, 9790, 9802, 9812, 9820, 9826, 9831, 9841, 9847, 9852, 9857, 9863, 9871, 9881, 9893, 9907, 9923, 9941, 9961, 9983, 10007, 10033, 10061, 10091, 10123, 10156, 10188, 10218, 10246, 10272, 10296, 10318, 10338, 10356, 10372, 10386, 10398, 10408, 10416, 10422, 10432, 10434, 10437, 10442, 10448, 10456, 10466, 10478, 10492, 10508, 10526, 10546, 10568, 10592, 10618, 10646, 10676, 10708, 10742, 10777, 10811, 10843, 10873, 10901, 10927, 10951, 10973, 10993, 11011, 11027, 11041, 11053, 11063, 11071, 11082]
[2025-06-03 13:33:45] [INFO ] Actually due to overlaps returned [652, 1243, 1778, 2261, 2696, 3087, 3438, 3753, 4036, 4291, 4522, 4733, 4928, 5111, 5286, 5457, 5627, 5798, 5973, 6156, 6351, 6562, 6793, 7048, 7331, 7646, 7997, 8388, 8823, 9306, 9841, 10432, 11082, 4, 5459, 10434]
Discarding 36 places :
Implicit Place search using SMT only with invariants took 86798 ms to find 36 implicit places.
Starting structural reductions in LIVENESS mode, iteration 1 : 11191/13544 places, 19530/21807 transitions.
Applied a total of 0 rules in 198 ms. Remains 11191 /11191 variables (removed 0) and now considering 19530/19530 (removed 0) transitions.
Finished structural reductions in LIVENESS mode , in 2 iterations and 88716 ms. Remains : 11191/13544 places, 19530/21807 transitions.
Initial state reduction rules removed 33 formulas.
RANDOM walk for 40000 steps (2336 resets) in 9725 ms. (4 steps per ms) remains 18377/19497 properties
BEST_FIRST walk for 124 steps (0 resets) in 58 ms. (2 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 57 ms. (2 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 67 ms. (1 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 29 ms. (4 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 38 ms. (3 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 26 ms. (4 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 18 ms. (6 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 22 ms. (5 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 23 ms. (5 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 17 ms. (6 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 18 ms. (6 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 19 ms. (6 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 16 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 18 ms. (6 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 12 ms. (9 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 12 ms. (9 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 15 ms. (7 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 14 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 13 ms. (8 steps per ms) remains 18377/18377 properties
BEST_FIRST walk for 124 steps (0 resets) in 12 ms. (9 steps per ms) remains 18377/18377 properties
Interrupted probabilistic random walk after 5729 steps, run timeout after 6002 ms. (steps per millisecond=0 ) properties seen :1722 out of 18377
Probabilistic random walk after 5729 steps, saw 2667 distinct states, run finished after 6029 ms. (steps per millisecond=0 ) properties seen :1722
[2025-06-03 13:33:56] [INFO ] Flow matrix only has 18474 transitions (discarded 1056 similar events)
// Phase 1: matrix 18474 rows 11191 cols
[2025-06-03 13:33:57] [INFO ] Computed 1257 invariants in 1799 ms
[2025-06-03 13:33:58] [INFO ] State equation strengthened by 7042 read => feed constraints.
SMT process timed out in 58807ms, After SMT, problems are : Problem set: 0 solved, 16655 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 9977 out of 11191 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 11191/11191 places, 19530/19530 transitions.
Discarding 462 places :
Symmetric choice reduction at 0 with 462 rule applications. Total rules 462 place count 10729 transition count 19068
Iterating global reduction 0 with 462 rules applied. Total rules applied 924 place count 10729 transition count 19068
Free-agglomeration rule (complex) applied 1 times.
Iterating global reduction 0 with 1 rules applied. Total rules applied 925 place count 10729 transition count 19067
Reduce places removed 1 places and 0 transitions.
Iterating post reduction 0 with 1 rules applied. Total rules applied 926 place count 10728 transition count 19067
Applied a total of 926 rules in 2632 ms. Remains 10728 /11191 variables (removed 463) and now considering 19067/19530 (removed 463) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 2635 ms. Remains : 10728/11191 places, 19067/19530 transitions.
RANDOM walk for 604205 steps (34064 resets) in 120009 ms. (5 steps per ms) remains 15689/16655 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 15666/15689 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 15653/15666 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 15641/15653 properties
BEST_FIRST walk for 4004 steps (24 resets) in 647 ms. (6 steps per ms) remains 15638/15641 properties
BEST_FIRST walk for 4004 steps (24 resets) in 644 ms. (6 steps per ms) remains 15635/15638 properties
BEST_FIRST walk for 4004 steps (24 resets) in 646 ms. (6 steps per ms) remains 15633/15635 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 15631/15633 properties
BEST_FIRST walk for 4004 steps (24 resets) in 647 ms. (6 steps per ms) remains 15631/15631 properties
BEST_FIRST walk for 4004 steps (24 resets) in 638 ms. (6 steps per ms) remains 15625/15631 properties
BEST_FIRST walk for 4004 steps (24 resets) in 631 ms. (6 steps per ms) remains 15624/15625 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 15622/15624 properties
BEST_FIRST walk for 4004 steps (24 resets) in 626 ms. (6 steps per ms) remains 15622/15622 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 15622/15622 properties
BEST_FIRST walk for 4004 steps (24 resets) in 671 ms. (5 steps per ms) remains 15622/15622 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 15622/15622 properties
BEST_FIRST walk for 4004 steps (24 resets) in 635 ms. (6 steps per ms) remains 15621/15622 properties
BEST_FIRST walk for 4004 steps (24 resets) in 643 ms. (6 steps per ms) remains 15621/15621 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 15621/15621 properties
BEST_FIRST walk for 4004 steps (24 resets) in 651 ms. (6 steps per ms) remains 15619/15621 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 15619/15619 properties
BEST_FIRST walk for 4004 steps (24 resets) in 644 ms. (6 steps per ms) remains 15615/15619 properties
BEST_FIRST walk for 4004 steps (24 resets) in 644 ms. (6 steps per ms) remains 15614/15615 properties
BEST_FIRST walk for 4004 steps (24 resets) in 623 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 639 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 624 ms. (6 steps per ms) remains 15614/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 15610/15614 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 15610/15610 properties
BEST_FIRST walk for 4003 steps (21 resets) in 608 ms. (6 steps per ms) remains 15562/15610 properties
BEST_FIRST walk for 4004 steps (20 resets) in 649 ms. (6 steps per ms) remains 15517/15562 properties
BEST_FIRST walk for 4004 steps (22 resets) in 629 ms. (6 steps per ms) remains 15485/15517 properties
BEST_FIRST walk for 4003 steps (20 resets) in 633 ms. (6 steps per ms) remains 15460/15485 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 15424/15460 properties
BEST_FIRST walk for 4003 steps (24 resets) in 639 ms. (6 steps per ms) remains 15391/15424 properties
BEST_FIRST walk for 4003 steps (20 resets) in 649 ms. (6 steps per ms) remains 15368/15391 properties
BEST_FIRST walk for 4004 steps (20 resets) in 653 ms. (6 steps per ms) remains 15326/15368 properties
BEST_FIRST walk for 4002 steps (20 resets) in 644 ms. (6 steps per ms) remains 15305/15326 properties
BEST_FIRST walk for 4003 steps (19 resets) in 636 ms. (6 steps per ms) remains 15270/15305 properties
BEST_FIRST walk for 4003 steps (22 resets) in 597 ms. (6 steps per ms) remains 15237/15270 properties
BEST_FIRST walk for 4004 steps (24 resets) in 650 ms. (6 steps per ms) remains 15203/15237 properties
BEST_FIRST walk for 4003 steps (19 resets) in 580 ms. (6 steps per ms) remains 15174/15203 properties
BEST_FIRST walk for 4002 steps (20 resets) in 588 ms. (6 steps per ms) remains 15128/15174 properties
BEST_FIRST walk for 4002 steps (20 resets) in 636 ms. (6 steps per ms) remains 15113/15128 properties
BEST_FIRST walk for 4003 steps (20 resets) in 587 ms. (6 steps per ms) remains 15088/15113 properties
BEST_FIRST walk for 4004 steps (20 resets) in 638 ms. (6 steps per ms) remains 15069/15088 properties
BEST_FIRST walk for 4003 steps (20 resets) in 645 ms. (6 steps per ms) remains 15043/15069 properties
BEST_FIRST walk for 4004 steps (23 resets) in 613 ms. (6 steps per ms) remains 15025/15043 properties
BEST_FIRST walk for 4004 steps (20 resets) in 644 ms. (6 steps per ms) remains 14994/15025 properties
BEST_FIRST walk for 4004 steps (19 resets) in 574 ms. (6 steps per ms) remains 14949/14994 properties
BEST_FIRST walk for 4003 steps (20 resets) in 583 ms. (6 steps per ms) remains 14931/14949 properties
BEST_FIRST walk for 4004 steps (20 resets) in 597 ms. (6 steps per ms) remains 14902/14931 properties
BEST_FIRST walk for 4003 steps (20 resets) in 593 ms. (6 steps per ms) remains 14892/14902 properties
BEST_FIRST walk for 4004 steps (19 resets) in 574 ms. (6 steps per ms) remains 14869/14892 properties
BEST_FIRST walk for 4004 steps (20 resets) in 642 ms. (6 steps per ms) remains 14862/14869 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 14842/14862 properties
BEST_FIRST walk for 4003 steps (22 resets) in 661 ms. (6 steps per ms) remains 14814/14842 properties
BEST_FIRST walk for 4002 steps (24 resets) in 630 ms. (6 steps per ms) remains 14780/14814 properties
BEST_FIRST walk for 4002 steps (20 resets) in 592 ms. (6 steps per ms) remains 14756/14780 properties
BEST_FIRST walk for 4004 steps (20 resets) in 629 ms. (6 steps per ms) remains 14725/14756 properties
BEST_FIRST walk for 4004 steps (20 resets) in 627 ms. (6 steps per ms) remains 14716/14725 properties
BEST_FIRST walk for 4004 steps (20 resets) in 630 ms. (6 steps per ms) remains 14703/14716 properties
BEST_FIRST walk for 4003 steps (20 resets) in 568 ms. (7 steps per ms) remains 14687/14703 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 14671/14687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 591 ms. (6 steps per ms) remains 14667/14671 properties
BEST_FIRST walk for 4004 steps (20 resets) in 646 ms. (6 steps per ms) remains 14645/14667 properties
BEST_FIRST walk for 4002 steps (20 resets) in 582 ms. (6 steps per ms) remains 14635/14645 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 14624/14635 properties
BEST_FIRST walk for 4004 steps (21 resets) in 591 ms. (6 steps per ms) remains 14606/14624 properties
BEST_FIRST walk for 4004 steps (23 resets) in 626 ms. (6 steps per ms) remains 14586/14606 properties
BEST_FIRST walk for 4004 steps (20 resets) in 605 ms. (6 steps per ms) remains 14564/14586 properties
BEST_FIRST walk for 4003 steps (20 resets) in 571 ms. (6 steps per ms) remains 14525/14564 properties
BEST_FIRST walk for 4004 steps (20 resets) in 639 ms. (6 steps per ms) remains 14519/14525 properties
BEST_FIRST walk for 4002 steps (20 resets) in 652 ms. (6 steps per ms) remains 14491/14519 properties
BEST_FIRST walk for 4002 steps (20 resets) in 635 ms. (6 steps per ms) remains 14476/14491 properties
BEST_FIRST walk for 4003 steps (19 resets) in 649 ms. (6 steps per ms) remains 14453/14476 properties
BEST_FIRST walk for 4004 steps (20 resets) in 661 ms. (6 steps per ms) remains 14439/14453 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 14428/14439 properties
BEST_FIRST walk for 4004 steps (20 resets) in 586 ms. (6 steps per ms) remains 14425/14428 properties
BEST_FIRST walk for 4004 steps (20 resets) in 600 ms. (6 steps per ms) remains 14420/14425 properties
BEST_FIRST walk for 4003 steps (20 resets) in 582 ms. (6 steps per ms) remains 14412/14420 properties
BEST_FIRST walk for 4002 steps (20 resets) in 634 ms. (6 steps per ms) remains 14393/14412 properties
BEST_FIRST walk for 4004 steps (21 resets) in 587 ms. (6 steps per ms) remains 14368/14393 properties
BEST_FIRST walk for 4003 steps (20 resets) in 606 ms. (6 steps per ms) remains 14347/14368 properties
BEST_FIRST walk for 4003 steps (20 resets) in 574 ms. (6 steps per ms) remains 14316/14347 properties
BEST_FIRST walk for 4003 steps (20 resets) in 624 ms. (6 steps per ms) remains 14301/14316 properties
BEST_FIRST walk for 4002 steps (19 resets) in 579 ms. (6 steps per ms) remains 14280/14301 properties
BEST_FIRST walk for 4004 steps (20 resets) in 643 ms. (6 steps per ms) remains 14270/14280 properties
BEST_FIRST walk for 4004 steps (19 resets) in 576 ms. (6 steps per ms) remains 14256/14270 properties
BEST_FIRST walk for 4004 steps (20 resets) in 594 ms. (6 steps per ms) remains 14246/14256 properties
BEST_FIRST walk for 4003 steps (19 resets) in 587 ms. (6 steps per ms) remains 14231/14246 properties
BEST_FIRST walk for 4002 steps (20 resets) in 584 ms. (6 steps per ms) remains 14224/14231 properties
BEST_FIRST walk for 4003 steps (20 resets) in 629 ms. (6 steps per ms) remains 14211/14224 properties
BEST_FIRST walk for 4003 steps (20 resets) in 550 ms. (7 steps per ms) remains 14205/14211 properties
BEST_FIRST walk for 4002 steps (20 resets) in 590 ms. (6 steps per ms) remains 14191/14205 properties
BEST_FIRST walk for 4002 steps (20 resets) in 572 ms. (6 steps per ms) remains 14184/14191 properties
BEST_FIRST walk for 4004 steps (20 resets) in 581 ms. (6 steps per ms) remains 14182/14184 properties
BEST_FIRST walk for 4004 steps (22 resets) in 661 ms. (6 steps per ms) remains 14173/14182 properties
BEST_FIRST walk for 4003 steps (21 resets) in 629 ms. (6 steps per ms) remains 14140/14173 properties
BEST_FIRST walk for 4004 steps (20 resets) in 591 ms. (6 steps per ms) remains 14124/14140 properties
BEST_FIRST walk for 4004 steps (20 resets) in 641 ms. (6 steps per ms) remains 14095/14124 properties
BEST_FIRST walk for 4004 steps (20 resets) in 580 ms. (6 steps per ms) remains 14078/14095 properties
BEST_FIRST walk for 4002 steps (20 resets) in 589 ms. (6 steps per ms) remains 14063/14078 properties
BEST_FIRST walk for 4004 steps (20 resets) in 588 ms. (6 steps per ms) remains 14055/14063 properties
BEST_FIRST walk for 4004 steps (20 resets) in 648 ms. (6 steps per ms) remains 14043/14055 properties
BEST_FIRST walk for 4003 steps (20 resets) in 587 ms. (6 steps per ms) remains 14035/14043 properties
BEST_FIRST walk for 4004 steps (20 resets) in 642 ms. (6 steps per ms) remains 14019/14035 properties
BEST_FIRST walk for 4003 steps (20 resets) in 569 ms. (7 steps per ms) remains 14010/14019 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 14002/14010 properties
BEST_FIRST walk for 4004 steps (20 resets) in 636 ms. (6 steps per ms) remains 13999/14002 properties
BEST_FIRST walk for 4002 steps (20 resets) in 616 ms. (6 steps per ms) remains 13994/13999 properties
BEST_FIRST walk for 4003 steps (20 resets) in 646 ms. (6 steps per ms) remains 13989/13994 properties
BEST_FIRST walk for 4003 steps (20 resets) in 611 ms. (6 steps per ms) remains 13983/13989 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 13980/13983 properties
BEST_FIRST walk for 4002 steps (20 resets) in 648 ms. (6 steps per ms) remains 13975/13980 properties
BEST_FIRST walk for 4003 steps (22 resets) in 601 ms. (6 steps per ms) remains 13957/13975 properties
BEST_FIRST walk for 4003 steps (20 resets) in 594 ms. (6 steps per ms) remains 13945/13957 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 13926/13945 properties
BEST_FIRST walk for 4002 steps (20 resets) in 608 ms. (6 steps per ms) remains 13915/13926 properties
BEST_FIRST walk for 4004 steps (19 resets) in 544 ms. (7 steps per ms) remains 13892/13915 properties
BEST_FIRST walk for 4003 steps (20 resets) in 606 ms. (6 steps per ms) remains 13890/13892 properties
BEST_FIRST walk for 4004 steps (20 resets) in 573 ms. (6 steps per ms) remains 13880/13890 properties
BEST_FIRST walk for 4004 steps (20 resets) in 579 ms. (6 steps per ms) remains 13877/13880 properties
BEST_FIRST walk for 4004 steps (20 resets) in 649 ms. (6 steps per ms) remains 13875/13877 properties
BEST_FIRST walk for 4004 steps (20 resets) in 543 ms. (7 steps per ms) remains 13869/13875 properties
BEST_FIRST walk for 4004 steps (20 resets) in 647 ms. (6 steps per ms) remains 13859/13869 properties
BEST_FIRST walk for 4003 steps (20 resets) in 570 ms. (7 steps per ms) remains 13856/13859 properties
BEST_FIRST walk for 4003 steps (20 resets) in 571 ms. (6 steps per ms) remains 13848/13856 properties
BEST_FIRST walk for 4004 steps (20 resets) in 567 ms. (7 steps per ms) remains 13847/13848 properties
BEST_FIRST walk for 4003 steps (20 resets) in 568 ms. (7 steps per ms) remains 13841/13847 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 13837/13841 properties
BEST_FIRST walk for 4003 steps (20 resets) in 585 ms. (6 steps per ms) remains 13827/13837 properties
BEST_FIRST walk for 4002 steps (19 resets) in 593 ms. (6 steps per ms) remains 13820/13827 properties
BEST_FIRST walk for 4003 steps (19 resets) in 557 ms. (7 steps per ms) remains 13811/13820 properties
BEST_FIRST walk for 4004 steps (21 resets) in 610 ms. (6 steps per ms) remains 13804/13811 properties
BEST_FIRST walk for 4004 steps (19 resets) in 591 ms. (6 steps per ms) remains 13791/13804 properties
BEST_FIRST walk for 4004 steps (20 resets) in 616 ms. (6 steps per ms) remains 13771/13791 properties
BEST_FIRST walk for 4004 steps (20 resets) in 579 ms. (6 steps per ms) remains 13762/13771 properties
BEST_FIRST walk for 4004 steps (20 resets) in 582 ms. (6 steps per ms) remains 13747/13762 properties
BEST_FIRST walk for 4003 steps (20 resets) in 597 ms. (6 steps per ms) remains 13738/13747 properties
BEST_FIRST walk for 4003 steps (20 resets) in 634 ms. (6 steps per ms) remains 13725/13738 properties
BEST_FIRST walk for 4002 steps (20 resets) in 604 ms. (6 steps per ms) remains 13722/13725 properties
BEST_FIRST walk for 4003 steps (20 resets) in 604 ms. (6 steps per ms) remains 13715/13722 properties
BEST_FIRST walk for 4004 steps (20 resets) in 636 ms. (6 steps per ms) remains 13710/13715 properties
BEST_FIRST walk for 4004 steps (20 resets) in 615 ms. (6 steps per ms) remains 13710/13710 properties
BEST_FIRST walk for 4003 steps (20 resets) in 560 ms. (7 steps per ms) remains 13707/13710 properties
BEST_FIRST walk for 4003 steps (20 resets) in 601 ms. (6 steps per ms) remains 13695/13707 properties
BEST_FIRST walk for 4004 steps (20 resets) in 592 ms. (6 steps per ms) remains 13695/13695 properties
BEST_FIRST walk for 4004 steps (20 resets) in 573 ms. (6 steps per ms) remains 13687/13695 properties
BEST_FIRST walk for 4004 steps (20 resets) in 634 ms. (6 steps per ms) remains 13687/13687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 599 ms. (6 steps per ms) remains 13685/13687 properties
BEST_FIRST walk for 4003 steps (20 resets) in 589 ms. (6 steps per ms) remains 13680/13685 properties
BEST_FIRST walk for 4002 steps (20 resets) in 588 ms. (6 steps per ms) remains 13672/13680 properties
BEST_FIRST walk for 4004 steps (20 resets) in 627 ms. (6 steps per ms) remains 13670/13672 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 13668/13670 properties
BEST_FIRST walk for 4004 steps (23 resets) in 655 ms. (6 steps per ms) remains 13659/13668 properties
BEST_FIRST walk for 4004 steps (20 resets) in 590 ms. (6 steps per ms) remains 13645/13659 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 13622/13645 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 13611/13622 properties
BEST_FIRST walk for 4004 steps (20 resets) in 639 ms. (6 steps per ms) remains 13590/13611 properties
BEST_FIRST walk for 4003 steps (20 resets) in 567 ms. (7 steps per ms) remains 13590/13590 properties
BEST_FIRST walk for 4004 steps (19 resets) in 552 ms. (7 steps per ms) remains 13584/13590 properties
BEST_FIRST walk for 4003 steps (20 resets) in 553 ms. (7 steps per ms) remains 13579/13584 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 13569/13579 properties
BEST_FIRST walk for 4001 steps (20 resets) in 619 ms. (6 steps per ms) remains 13569/13569 properties
BEST_FIRST walk for 4004 steps (20 resets) in 631 ms. (6 steps per ms) remains 13562/13569 properties
BEST_FIRST walk for 4004 steps (20 resets) in 586 ms. (6 steps per ms) remains 13561/13562 properties
BEST_FIRST walk for 4003 steps (20 resets) in 646 ms. (6 steps per ms) remains 13557/13561 properties
BEST_FIRST walk for 4002 steps (20 resets) in 598 ms. (6 steps per ms) remains 13555/13557 properties
BEST_FIRST walk for 4003 steps (20 resets) in 605 ms. (6 steps per ms) remains 13553/13555 properties
BEST_FIRST walk for 4003 steps (20 resets) in 595 ms. (6 steps per ms) remains 13549/13553 properties
BEST_FIRST walk for 4004 steps (20 resets) in 587 ms. (6 steps per ms) remains 13544/13549 properties
BEST_FIRST walk for 4004 steps (20 resets) in 643 ms. (6 steps per ms) remains 13543/13544 properties
BEST_FIRST walk for 4004 steps (20 resets) in 637 ms. (6 steps per ms) remains 13538/13543 properties
BEST_FIRST walk for 4004 steps (20 resets) in 584 ms. (6 steps per ms) remains 13534/13538 properties
BEST_FIRST walk for 4003 steps (20 resets) in 596 ms. (6 steps per ms) remains 13525/13534 properties
BEST_FIRST walk for 4004 steps (20 resets) in 608 ms. (6 steps per ms) remains 13525/13525 properties
BEST_FIRST walk for 4004 steps (20 resets) in 642 ms. (6 steps per ms) remains 13520/13525 properties
BEST_FIRST walk for 4004 steps (21 resets) in 617 ms. (6 steps per ms) remains 13514/13520 properties
BEST_FIRST walk for 4004 steps (21 resets) in 655 ms. (6 steps per ms) remains 13506/13514 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 13490/13506 properties
BEST_FIRST walk for 4003 steps (20 resets) in 641 ms. (6 steps per ms) remains 13474/13490 properties
BEST_FIRST walk for 4003 steps (20 resets) in 599 ms. (6 steps per ms) remains 13468/13474 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 13454/13468 properties
BEST_FIRST walk for 4004 steps (20 resets) in 602 ms. (6 steps per ms) remains 13454/13454 properties
BEST_FIRST walk for 4004 steps (20 resets) in 562 ms. (7 steps per ms) remains 13452/13454 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 13450/13452 properties
BEST_FIRST walk for 4004 steps (20 resets) in 644 ms. (6 steps per ms) remains 13446/13450 properties
BEST_FIRST walk for 4003 steps (20 resets) in 617 ms. (6 steps per ms) remains 13445/13446 properties
BEST_FIRST walk for 4004 steps (20 resets) in 600 ms. (6 steps per ms) remains 13438/13445 properties
BEST_FIRST walk for 4003 steps (20 resets) in 565 ms. (7 steps per ms) remains 13438/13438 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 13431/13438 properties
BEST_FIRST walk for 4004 steps (20 resets) in 648 ms. (6 steps per ms) remains 13426/13431 properties
BEST_FIRST walk for 4003 steps (20 resets) in 633 ms. (6 steps per ms) remains 13419/13426 properties
BEST_FIRST walk for 4004 steps (20 resets) in 581 ms. (6 steps per ms) remains 13419/13419 properties
BEST_FIRST walk for 4003 steps (20 resets) in 572 ms. (6 steps per ms) remains 13415/13419 properties
BEST_FIRST walk for 4004 steps (20 resets) in 635 ms. (6 steps per ms) remains 13413/13415 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13408/13413 properties
BEST_FIRST walk for 4004 steps (19 resets) in 581 ms. (6 steps per ms) remains 13406/13408 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 13401/13406 properties
BEST_FIRST walk for 4003 steps (20 resets) in 545 ms. (7 steps per ms) remains 13401/13401 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 13397/13401 properties
BEST_FIRST walk for 4003 steps (20 resets) in 621 ms. (6 steps per ms) remains 13395/13397 properties
BEST_FIRST walk for 4003 steps (20 resets) in 554 ms. (7 steps per ms) remains 13388/13395 properties
BEST_FIRST walk for 4003 steps (23 resets) in 584 ms. (6 steps per ms) remains 13382/13388 properties
BEST_FIRST walk for 4004 steps (20 resets) in 590 ms. (6 steps per ms) remains 13376/13382 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 13364/13376 properties
BEST_FIRST walk for 4004 steps (20 resets) in 593 ms. (6 steps per ms) remains 13360/13364 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 13357/13360 properties
BEST_FIRST walk for 4003 steps (20 resets) in 524 ms. (7 steps per ms) remains 13357/13357 properties
BEST_FIRST walk for 4004 steps (19 resets) in 544 ms. (7 steps per ms) remains 13355/13357 properties
BEST_FIRST walk for 4004 steps (20 resets) in 628 ms. (6 steps per ms) remains 13353/13355 properties
BEST_FIRST walk for 4003 steps (20 resets) in 622 ms. (6 steps per ms) remains 13343/13353 properties
BEST_FIRST walk for 4003 steps (20 resets) in 539 ms. (7 steps per ms) remains 13342/13343 properties
BEST_FIRST walk for 4003 steps (20 resets) in 599 ms. (6 steps per ms) remains 13338/13342 properties
BEST_FIRST walk for 4004 steps (19 resets) in 608 ms. (6 steps per ms) remains 13338/13338 properties
BEST_FIRST walk for 4004 steps (20 resets) in 579 ms. (6 steps per ms) remains 13336/13338 properties
BEST_FIRST walk for 4004 steps (19 resets) in 539 ms. (7 steps per ms) remains 13336/13336 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 13334/13336 properties
BEST_FIRST walk for 4003 steps (20 resets) in 594 ms. (6 steps per ms) remains 13334/13334 properties
BEST_FIRST walk for 4004 steps (20 resets) in 504 ms. (7 steps per ms) remains 13331/13334 properties
BEST_FIRST walk for 4003 steps (19 resets) in 559 ms. (7 steps per ms) remains 13331/13331 properties
BEST_FIRST walk for 4004 steps (20 resets) in 557 ms. (7 steps per ms) remains 13329/13331 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 13329/13329 properties
BEST_FIRST walk for 4004 steps (20 resets) in 552 ms. (7 steps per ms) remains 13329/13329 properties
BEST_FIRST walk for 4003 steps (20 resets) in 605 ms. (6 steps per ms) remains 13329/13329 properties
BEST_FIRST walk for 4002 steps (20 resets) in 613 ms. (6 steps per ms) remains 13326/13329 properties
BEST_FIRST walk for 4004 steps (19 resets) in 556 ms. (7 steps per ms) remains 13324/13326 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 13319/13324 properties
BEST_FIRST walk for 4004 steps (20 resets) in 554 ms. (7 steps per ms) remains 13319/13319 properties
BEST_FIRST walk for 4003 steps (20 resets) in 605 ms. (6 steps per ms) remains 13319/13319 properties
BEST_FIRST walk for 4003 steps (20 resets) in 647 ms. (6 steps per ms) remains 13309/13319 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 13299/13309 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13295/13299 properties
BEST_FIRST walk for 4003 steps (20 resets) in 523 ms. (7 steps per ms) remains 13292/13295 properties
BEST_FIRST walk for 4004 steps (20 resets) in 585 ms. (6 steps per ms) remains 13289/13292 properties
BEST_FIRST walk for 4004 steps (20 resets) in 557 ms. (7 steps per ms) remains 13281/13289 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 13281/13281 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 13279/13281 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 13279/13279 properties
BEST_FIRST walk for 4003 steps (20 resets) in 556 ms. (7 steps per ms) remains 13275/13279 properties
BEST_FIRST walk for 4004 steps (19 resets) in 556 ms. (7 steps per ms) remains 13274/13275 properties
BEST_FIRST walk for 4004 steps (20 resets) in 544 ms. (7 steps per ms) remains 13270/13274 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13270/13270 properties
BEST_FIRST walk for 4004 steps (20 resets) in 554 ms. (7 steps per ms) remains 13267/13270 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 13262/13267 properties
BEST_FIRST walk for 4004 steps (20 resets) in 544 ms. (7 steps per ms) remains 13253/13262 properties
BEST_FIRST walk for 4004 steps (20 resets) in 559 ms. (7 steps per ms) remains 13253/13253 properties
BEST_FIRST walk for 4003 steps (20 resets) in 592 ms. (6 steps per ms) remains 13252/13253 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 13251/13252 properties
BEST_FIRST walk for 4004 steps (20 resets) in 580 ms. (6 steps per ms) remains 13251/13251 properties
BEST_FIRST walk for 4004 steps (19 resets) in 609 ms. (6 steps per ms) remains 13251/13251 properties
BEST_FIRST walk for 4004 steps (20 resets) in 631 ms. (6 steps per ms) remains 13251/13251 properties
BEST_FIRST walk for 4003 steps (20 resets) in 628 ms. (6 steps per ms) remains 13251/13251 properties
BEST_FIRST walk for 4004 steps (20 resets) in 542 ms. (7 steps per ms) remains 13251/13251 properties
BEST_FIRST walk for 4004 steps (20 resets) in 550 ms. (7 steps per ms) remains 13249/13251 properties
BEST_FIRST walk for 4004 steps (19 resets) in 526 ms. (7 steps per ms) remains 13248/13249 properties
BEST_FIRST walk for 4002 steps (20 resets) in 617 ms. (6 steps per ms) remains 13246/13248 properties
BEST_FIRST walk for 4003 steps (20 resets) in 581 ms. (6 steps per ms) remains 13241/13246 properties
BEST_FIRST walk for 4004 steps (21 resets) in 650 ms. (6 steps per ms) remains 13239/13241 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 13234/13239 properties
BEST_FIRST walk for 4003 steps (20 resets) in 585 ms. (6 steps per ms) remains 13227/13234 properties
BEST_FIRST walk for 4004 steps (20 resets) in 582 ms. (6 steps per ms) remains 13227/13227 properties
BEST_FIRST walk for 4003 steps (20 resets) in 539 ms. (7 steps per ms) remains 13223/13227 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 13223/13223 properties
BEST_FIRST walk for 4003 steps (20 resets) in 632 ms. (6 steps per ms) remains 13221/13223 properties
BEST_FIRST walk for 4002 steps (20 resets) in 540 ms. (7 steps per ms) remains 13220/13221 properties
BEST_FIRST walk for 4004 steps (20 resets) in 630 ms. (6 steps per ms) remains 13218/13220 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 13213/13218 properties
BEST_FIRST walk for 4003 steps (20 resets) in 549 ms. (7 steps per ms) remains 13210/13213 properties
BEST_FIRST walk for 4003 steps (20 resets) in 634 ms. (6 steps per ms) remains 13208/13210 properties
BEST_FIRST walk for 4004 steps (19 resets) in 613 ms. (6 steps per ms) remains 13207/13208 properties
BEST_FIRST walk for 4002 steps (20 resets) in 645 ms. (6 steps per ms) remains 13207/13207 properties
BEST_FIRST walk for 4001 steps (20 resets) in 537 ms. (7 steps per ms) remains 13200/13207 properties
BEST_FIRST walk for 4003 steps (20 resets) in 545 ms. (7 steps per ms) remains 13200/13200 properties
BEST_FIRST walk for 4004 steps (20 resets) in 639 ms. (6 steps per ms) remains 13194/13200 properties
BEST_FIRST walk for 4004 steps (20 resets) in 600 ms. (6 steps per ms) remains 13194/13194 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 13189/13194 properties
BEST_FIRST walk for 4003 steps (20 resets) in 594 ms. (6 steps per ms) remains 13189/13189 properties
BEST_FIRST walk for 4003 steps (20 resets) in 567 ms. (7 steps per ms) remains 13183/13189 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13183/13183 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 13181/13183 properties
BEST_FIRST walk for 4002 steps (20 resets) in 589 ms. (6 steps per ms) remains 13180/13181 properties
BEST_FIRST walk for 4004 steps (20 resets) in 645 ms. (6 steps per ms) remains 13175/13180 properties
BEST_FIRST walk for 4004 steps (20 resets) in 629 ms. (6 steps per ms) remains 13175/13175 properties
BEST_FIRST walk for 4002 steps (20 resets) in 632 ms. (6 steps per ms) remains 13173/13175 properties
BEST_FIRST walk for 4003 steps (20 resets) in 634 ms. (6 steps per ms) remains 13172/13173 properties
BEST_FIRST walk for 4004 steps (20 resets) in 568 ms. (7 steps per ms) remains 13164/13172 properties
BEST_FIRST walk for 4003 steps (22 resets) in 656 ms. (6 steps per ms) remains 13161/13164 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 13138/13161 properties
BEST_FIRST walk for 4003 steps (20 resets) in 588 ms. (6 steps per ms) remains 13132/13138 properties
BEST_FIRST walk for 4004 steps (20 resets) in 613 ms. (6 steps per ms) remains 13131/13132 properties
BEST_FIRST walk for 4003 steps (19 resets) in 552 ms. (7 steps per ms) remains 13128/13131 properties
BEST_FIRST walk for 4004 steps (20 resets) in 568 ms. (7 steps per ms) remains 13128/13128 properties
BEST_FIRST walk for 4003 steps (20 resets) in 622 ms. (6 steps per ms) remains 13127/13128 properties
BEST_FIRST walk for 4003 steps (20 resets) in 567 ms. (7 steps per ms) remains 13127/13127 properties
BEST_FIRST walk for 4004 steps (20 resets) in 620 ms. (6 steps per ms) remains 13126/13127 properties
BEST_FIRST walk for 4003 steps (20 resets) in 508 ms. (7 steps per ms) remains 13124/13126 properties
BEST_FIRST walk for 4003 steps (20 resets) in 546 ms. (7 steps per ms) remains 13120/13124 properties
BEST_FIRST walk for 4004 steps (20 resets) in 604 ms. (6 steps per ms) remains 13118/13120 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 13113/13118 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 13113/13113 properties
BEST_FIRST walk for 4003 steps (20 resets) in 530 ms. (7 steps per ms) remains 13105/13113 properties
BEST_FIRST walk for 4004 steps (20 resets) in 558 ms. (7 steps per ms) remains 13105/13105 properties
BEST_FIRST walk for 4004 steps (20 resets) in 546 ms. (7 steps per ms) remains 13104/13105 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 13104/13104 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 13103/13104 properties
BEST_FIRST walk for 4004 steps (19 resets) in 565 ms. (7 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4003 steps (20 resets) in 544 ms. (7 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4002 steps (20 resets) in 609 ms. (6 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4002 steps (20 resets) in 532 ms. (7 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4003 steps (20 resets) in 622 ms. (6 steps per ms) remains 13103/13103 properties
BEST_FIRST walk for 4004 steps (20 resets) in 620 ms. (6 steps per ms) remains 13100/13103 properties
BEST_FIRST walk for 4004 steps (20 resets) in 597 ms. (6 steps per ms) remains 13100/13100 properties
BEST_FIRST walk for 4004 steps (20 resets) in 554 ms. (7 steps per ms) remains 13100/13100 properties
BEST_FIRST walk for 4003 steps (24 resets) in 638 ms. (6 steps per ms) remains 13098/13100 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 13091/13098 properties
BEST_FIRST walk for 4004 steps (20 resets) in 556 ms. (7 steps per ms) remains 13091/13091 properties
BEST_FIRST walk for 4004 steps (20 resets) in 521 ms. (7 steps per ms) remains 13091/13091 properties
BEST_FIRST walk for 4003 steps (19 resets) in 620 ms. (6 steps per ms) remains 13087/13091 properties
BEST_FIRST walk for 4003 steps (20 resets) in 572 ms. (6 steps per ms) remains 13087/13087 properties
BEST_FIRST walk for 4003 steps (20 resets) in 562 ms. (7 steps per ms) remains 13085/13087 properties
BEST_FIRST walk for 4003 steps (20 resets) in 554 ms. (7 steps per ms) remains 13085/13085 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 13085/13085 properties
BEST_FIRST walk for 4004 steps (20 resets) in 560 ms. (7 steps per ms) remains 13085/13085 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13079/13085 properties
BEST_FIRST walk for 4003 steps (20 resets) in 644 ms. (6 steps per ms) remains 13079/13079 properties
BEST_FIRST walk for 4003 steps (20 resets) in 568 ms. (7 steps per ms) remains 13075/13079 properties
BEST_FIRST walk for 4004 steps (20 resets) in 570 ms. (7 steps per ms) remains 13075/13075 properties
BEST_FIRST walk for 4003 steps (20 resets) in 573 ms. (6 steps per ms) remains 13075/13075 properties
BEST_FIRST walk for 4003 steps (20 resets) in 632 ms. (6 steps per ms) remains 13075/13075 properties
BEST_FIRST walk for 4004 steps (20 resets) in 549 ms. (7 steps per ms) remains 13075/13075 properties
BEST_FIRST walk for 4004 steps (20 resets) in 593 ms. (6 steps per ms) remains 13073/13075 properties
BEST_FIRST walk for 4003 steps (20 resets) in 633 ms. (6 steps per ms) remains 13071/13073 properties
BEST_FIRST walk for 4003 steps (19 resets) in 551 ms. (7 steps per ms) remains 13071/13071 properties
BEST_FIRST walk for 4002 steps (20 resets) in 646 ms. (6 steps per ms) remains 13069/13071 properties
BEST_FIRST walk for 4004 steps (20 resets) in 560 ms. (7 steps per ms) remains 13069/13069 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 13066/13069 properties
BEST_FIRST walk for 4003 steps (20 resets) in 629 ms. (6 steps per ms) remains 13066/13066 properties
BEST_FIRST walk for 4003 steps (20 resets) in 577 ms. (6 steps per ms) remains 13063/13066 properties
BEST_FIRST walk for 4003 steps (20 resets) in 580 ms. (6 steps per ms) remains 13061/13063 properties
BEST_FIRST walk for 4003 steps (20 resets) in 574 ms. (6 steps per ms) remains 13061/13061 properties
BEST_FIRST walk for 4004 steps (22 resets) in 604 ms. (6 steps per ms) remains 13061/13061 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 13058/13061 properties
BEST_FIRST walk for 4004 steps (18 resets) in 524 ms. (7 steps per ms) remains 13055/13058 properties
BEST_FIRST walk for 4004 steps (20 resets) in 560 ms. (7 steps per ms) remains 13055/13055 properties
BEST_FIRST walk for 4003 steps (20 resets) in 534 ms. (7 steps per ms) remains 13053/13055 properties
BEST_FIRST walk for 4003 steps (19 resets) in 546 ms. (7 steps per ms) remains 13053/13053 properties
BEST_FIRST walk for 4004 steps (20 resets) in 576 ms. (6 steps per ms) remains 13051/13053 properties
BEST_FIRST walk for 4002 steps (20 resets) in 580 ms. (6 steps per ms) remains 13049/13051 properties
BEST_FIRST walk for 4003 steps (20 resets) in 568 ms. (7 steps per ms) remains 13046/13049 properties
BEST_FIRST walk for 4003 steps (20 resets) in 546 ms. (7 steps per ms) remains 13046/13046 properties
BEST_FIRST walk for 4004 steps (20 resets) in 641 ms. (6 steps per ms) remains 13044/13046 properties
BEST_FIRST walk for 4003 steps (19 resets) in 548 ms. (7 steps per ms) remains 13044/13044 properties
BEST_FIRST walk for 4003 steps (20 resets) in 629 ms. (6 steps per ms) remains 13044/13044 properties
BEST_FIRST walk for 4004 steps (20 resets) in 621 ms. (6 steps per ms) remains 13044/13044 properties
BEST_FIRST walk for 4004 steps (19 resets) in 641 ms. (6 steps per ms) remains 13041/13044 properties
BEST_FIRST walk for 4003 steps (20 resets) in 549 ms. (7 steps per ms) remains 13041/13041 properties
BEST_FIRST walk for 4004 steps (20 resets) in 621 ms. (6 steps per ms) remains 13039/13041 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 13039/13039 properties
BEST_FIRST walk for 4003 steps (20 resets) in 577 ms. (6 steps per ms) remains 13035/13039 properties
BEST_FIRST walk for 4003 steps (20 resets) in 561 ms. (7 steps per ms) remains 13035/13035 properties
BEST_FIRST walk for 4004 steps (19 resets) in 620 ms. (6 steps per ms) remains 13033/13035 properties
BEST_FIRST walk for 4004 steps (20 resets) in 554 ms. (7 steps per ms) remains 13033/13033 properties
BEST_FIRST walk for 4004 steps (20 resets) in 574 ms. (6 steps per ms) remains 13032/13033 properties
BEST_FIRST walk for 4004 steps (20 resets) in 614 ms. (6 steps per ms) remains 13031/13032 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 13031/13031 properties
BEST_FIRST walk for 4003 steps (22 resets) in 571 ms. (6 steps per ms) remains 13028/13031 properties
BEST_FIRST walk for 4003 steps (20 resets) in 574 ms. (6 steps per ms) remains 13027/13028 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 13027/13027 properties
BEST_FIRST walk for 4002 steps (20 resets) in 632 ms. (6 steps per ms) remains 13027/13027 properties
BEST_FIRST walk for 4003 steps (20 resets) in 584 ms. (6 steps per ms) remains 13027/13027 properties
BEST_FIRST walk for 4003 steps (20 resets) in 623 ms. (6 steps per ms) remains 13026/13027 properties
BEST_FIRST walk for 4002 steps (20 resets) in 643 ms. (6 steps per ms) remains 13026/13026 properties
BEST_FIRST walk for 4004 steps (20 resets) in 594 ms. (6 steps per ms) remains 13026/13026 properties
BEST_FIRST walk for 4003 steps (20 resets) in 638 ms. (6 steps per ms) remains 13022/13026 properties
BEST_FIRST walk for 4004 steps (20 resets) in 640 ms. (6 steps per ms) remains 13022/13022 properties
BEST_FIRST walk for 4004 steps (20 resets) in 597 ms. (6 steps per ms) remains 13022/13022 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 13021/13022 properties
BEST_FIRST walk for 4004 steps (19 resets) in 557 ms. (7 steps per ms) remains 13020/13021 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 13020/13020 properties
BEST_FIRST walk for 4004 steps (20 resets) in 568 ms. (7 steps per ms) remains 13018/13020 properties
BEST_FIRST walk for 4004 steps (19 resets) in 560 ms. (7 steps per ms) remains 13018/13018 properties
BEST_FIRST walk for 4004 steps (20 resets) in 616 ms. (6 steps per ms) remains 13014/13018 properties
BEST_FIRST walk for 4002 steps (20 resets) in 585 ms. (6 steps per ms) remains 13014/13014 properties
BEST_FIRST walk for 4004 steps (20 resets) in 573 ms. (6 steps per ms) remains 13014/13014 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 13014/13014 properties
BEST_FIRST walk for 4004 steps (19 resets) in 624 ms. (6 steps per ms) remains 13014/13014 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 13012/13014 properties
BEST_FIRST walk for 4004 steps (20 resets) in 626 ms. (6 steps per ms) remains 13011/13012 properties
BEST_FIRST walk for 4004 steps (22 resets) in 645 ms. (6 steps per ms) remains 13005/13011 properties
BEST_FIRST walk for 4004 steps (19 resets) in 636 ms. (6 steps per ms) remains 13005/13005 properties
BEST_FIRST walk for 4004 steps (20 resets) in 641 ms. (6 steps per ms) remains 13004/13005 properties
BEST_FIRST walk for 4004 steps (20 resets) in 578 ms. (6 steps per ms) remains 13004/13004 properties
BEST_FIRST walk for 4003 steps (20 resets) in 552 ms. (7 steps per ms) remains 13002/13004 properties
BEST_FIRST walk for 4004 steps (20 resets) in 569 ms. (7 steps per ms) remains 13002/13002 properties
BEST_FIRST walk for 4004 steps (19 resets) in 607 ms. (6 steps per ms) remains 13002/13002 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 13002/13002 properties
BEST_FIRST walk for 4003 steps (20 resets) in 570 ms. (7 steps per ms) remains 12999/13002 properties
BEST_FIRST walk for 4003 steps (20 resets) in 555 ms. (7 steps per ms) remains 12999/12999 properties
BEST_FIRST walk for 4004 steps (20 resets) in 552 ms. (7 steps per ms) remains 12997/12999 properties
BEST_FIRST walk for 4003 steps (20 resets) in 577 ms. (6 steps per ms) remains 12994/12997 properties
BEST_FIRST walk for 4003 steps (20 resets) in 625 ms. (6 steps per ms) remains 12994/12994 properties
BEST_FIRST walk for 4003 steps (20 resets) in 569 ms. (7 steps per ms) remains 12992/12994 properties
BEST_FIRST walk for 4002 steps (20 resets) in 635 ms. (6 steps per ms) remains 12991/12992 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 12991/12991 properties
BEST_FIRST walk for 4003 steps (20 resets) in 551 ms. (7 steps per ms) remains 12989/12991 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 12989/12989 properties
BEST_FIRST walk for 4003 steps (20 resets) in 565 ms. (7 steps per ms) remains 12988/12989 properties
BEST_FIRST walk for 4002 steps (20 resets) in 597 ms. (6 steps per ms) remains 12988/12988 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 12984/12988 properties
BEST_FIRST walk for 4004 steps (21 resets) in 654 ms. (6 steps per ms) remains 12984/12984 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12983/12984 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 12983/12983 properties
BEST_FIRST walk for 4004 steps (20 resets) in 543 ms. (7 steps per ms) remains 12983/12983 properties
BEST_FIRST walk for 4003 steps (20 resets) in 623 ms. (6 steps per ms) remains 12981/12983 properties
BEST_FIRST walk for 4003 steps (20 resets) in 560 ms. (7 steps per ms) remains 12981/12981 properties
BEST_FIRST walk for 4004 steps (20 resets) in 591 ms. (6 steps per ms) remains 12981/12981 properties
BEST_FIRST walk for 4004 steps (19 resets) in 537 ms. (7 steps per ms) remains 12981/12981 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 12979/12981 properties
BEST_FIRST walk for 4004 steps (20 resets) in 611 ms. (6 steps per ms) remains 12979/12979 properties
BEST_FIRST walk for 4003 steps (20 resets) in 551 ms. (7 steps per ms) remains 12979/12979 properties
BEST_FIRST walk for 4004 steps (19 resets) in 586 ms. (6 steps per ms) remains 12979/12979 properties
BEST_FIRST walk for 4002 steps (20 resets) in 579 ms. (6 steps per ms) remains 12976/12979 properties
BEST_FIRST walk for 4004 steps (19 resets) in 593 ms. (6 steps per ms) remains 12976/12976 properties
BEST_FIRST walk for 4004 steps (20 resets) in 548 ms. (7 steps per ms) remains 12974/12976 properties
BEST_FIRST walk for 4003 steps (19 resets) in 556 ms. (7 steps per ms) remains 12974/12974 properties
BEST_FIRST walk for 4004 steps (20 resets) in 613 ms. (6 steps per ms) remains 12973/12974 properties
BEST_FIRST walk for 4003 steps (20 resets) in 568 ms. (7 steps per ms) remains 12973/12973 properties
BEST_FIRST walk for 4003 steps (20 resets) in 557 ms. (7 steps per ms) remains 12971/12973 properties
BEST_FIRST walk for 4004 steps (21 resets) in 628 ms. (6 steps per ms) remains 12969/12971 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 12969/12969 properties
BEST_FIRST walk for 4004 steps (20 resets) in 624 ms. (6 steps per ms) remains 12969/12969 properties
BEST_FIRST walk for 4003 steps (19 resets) in 633 ms. (6 steps per ms) remains 12969/12969 properties
BEST_FIRST walk for 4003 steps (20 resets) in 617 ms. (6 steps per ms) remains 12969/12969 properties
BEST_FIRST walk for 4003 steps (20 resets) in 644 ms. (6 steps per ms) remains 12969/12969 properties
BEST_FIRST walk for 4003 steps (20 resets) in 634 ms. (6 steps per ms) remains 12967/12969 properties
BEST_FIRST walk for 4003 steps (20 resets) in 623 ms. (6 steps per ms) remains 12967/12967 properties
BEST_FIRST walk for 4004 steps (20 resets) in 628 ms. (6 steps per ms) remains 12965/12967 properties
BEST_FIRST walk for 4003 steps (20 resets) in 621 ms. (6 steps per ms) remains 12965/12965 properties
BEST_FIRST walk for 4003 steps (20 resets) in 589 ms. (6 steps per ms) remains 12963/12965 properties
BEST_FIRST walk for 4004 steps (20 resets) in 619 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 572 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 623 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 645 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 604 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (22 resets) in 660 ms. (6 steps per ms) remains 12963/12963 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 12961/12963 properties
BEST_FIRST walk for 4002 steps (20 resets) in 634 ms. (6 steps per ms) remains 12960/12961 properties
BEST_FIRST walk for 4002 steps (20 resets) in 629 ms. (6 steps per ms) remains 12958/12960 properties
BEST_FIRST walk for 4003 steps (20 resets) in 604 ms. (6 steps per ms) remains 12958/12958 properties
BEST_FIRST walk for 4003 steps (20 resets) in 633 ms. (6 steps per ms) remains 12958/12958 properties
BEST_FIRST walk for 4004 steps (20 resets) in 630 ms. (6 steps per ms) remains 12958/12958 properties
BEST_FIRST walk for 4004 steps (20 resets) in 622 ms. (6 steps per ms) remains 12958/12958 properties
BEST_FIRST walk for 4003 steps (19 resets) in 600 ms. (6 steps per ms) remains 12958/12958 properties
BEST_FIRST walk for 4003 steps (20 resets) in 579 ms. (6 steps per ms) remains 12957/12958 properties
BEST_FIRST walk for 4004 steps (18 resets) in 572 ms. (6 steps per ms) remains 12953/12957 properties
BEST_FIRST walk for 4003 steps (20 resets) in 598 ms. (6 steps per ms) remains 12953/12953 properties
BEST_FIRST walk for 4003 steps (20 resets) in 587 ms. (6 steps per ms) remains 12952/12953 properties
BEST_FIRST walk for 4002 steps (20 resets) in 624 ms. (6 steps per ms) remains 12950/12952 properties
BEST_FIRST walk for 4004 steps (20 resets) in 628 ms. (6 steps per ms) remains 12946/12950 properties
BEST_FIRST walk for 4004 steps (22 resets) in 647 ms. (6 steps per ms) remains 12945/12946 properties
BEST_FIRST walk for 4004 steps (19 resets) in 588 ms. (6 steps per ms) remains 12945/12945 properties
BEST_FIRST walk for 4003 steps (19 resets) in 622 ms. (6 steps per ms) remains 12942/12945 properties
BEST_FIRST walk for 4004 steps (20 resets) in 593 ms. (6 steps per ms) remains 12942/12942 properties
BEST_FIRST walk for 4004 steps (20 resets) in 638 ms. (6 steps per ms) remains 12942/12942 properties
BEST_FIRST walk for 4003 steps (20 resets) in 570 ms. (7 steps per ms) remains 12942/12942 properties
BEST_FIRST walk for 4003 steps (20 resets) in 571 ms. (6 steps per ms) remains 12940/12942 properties
BEST_FIRST walk for 4004 steps (20 resets) in 568 ms. (7 steps per ms) remains 12940/12940 properties
BEST_FIRST walk for 4003 steps (20 resets) in 573 ms. (6 steps per ms) remains 12940/12940 properties
BEST_FIRST walk for 4004 steps (20 resets) in 546 ms. (7 steps per ms) remains 12940/12940 properties
BEST_FIRST walk for 4004 steps (19 resets) in 592 ms. (6 steps per ms) remains 12940/12940 properties
BEST_FIRST walk for 4003 steps (20 resets) in 607 ms. (6 steps per ms) remains 12940/12940 properties
BEST_FIRST walk for 4003 steps (20 resets) in 611 ms. (6 steps per ms) remains 12939/12940 properties
BEST_FIRST walk for 4004 steps (22 resets) in 617 ms. (6 steps per ms) remains 12938/12939 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 12936/12938 properties
BEST_FIRST walk for 4004 steps (20 resets) in 589 ms. (6 steps per ms) remains 12933/12936 properties
BEST_FIRST walk for 4003 steps (20 resets) in 626 ms. (6 steps per ms) remains 12933/12933 properties
BEST_FIRST walk for 4003 steps (20 resets) in 584 ms. (6 steps per ms) remains 12931/12933 properties
BEST_FIRST walk for 4004 steps (20 resets) in 591 ms. (6 steps per ms) remains 12931/12931 properties
BEST_FIRST walk for 4004 steps (20 resets) in 590 ms. (6 steps per ms) remains 12931/12931 properties
BEST_FIRST walk for 4003 steps (20 resets) in 637 ms. (6 steps per ms) remains 12931/12931 properties
BEST_FIRST walk for 4003 steps (20 resets) in 603 ms. (6 steps per ms) remains 12929/12931 properties
BEST_FIRST walk for 4004 steps (20 resets) in 635 ms. (6 steps per ms) remains 12928/12929 properties
BEST_FIRST walk for 4003 steps (20 resets) in 630 ms. (6 steps per ms) remains 12928/12928 properties
BEST_FIRST walk for 4004 steps (21 resets) in 645 ms. (6 steps per ms) remains 12925/12928 properties
BEST_FIRST walk for 4004 steps (20 resets) in 630 ms. (6 steps per ms) remains 12925/12925 properties
BEST_FIRST walk for 4004 steps (20 resets) in 579 ms. (6 steps per ms) remains 12925/12925 properties
BEST_FIRST walk for 4004 steps (20 resets) in 640 ms. (6 steps per ms) remains 12924/12925 properties
BEST_FIRST walk for 4003 steps (20 resets) in 646 ms. (6 steps per ms) remains 12924/12924 properties
BEST_FIRST walk for 4004 steps (20 resets) in 609 ms. (6 steps per ms) remains 12924/12924 properties
BEST_FIRST walk for 4004 steps (20 resets) in 592 ms. (6 steps per ms) remains 12922/12924 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 12922/12922 properties
BEST_FIRST walk for 4004 steps (20 resets) in 576 ms. (6 steps per ms) remains 12922/12922 properties
BEST_FIRST walk for 4004 steps (23 resets) in 659 ms. (6 steps per ms) remains 12922/12922 properties
BEST_FIRST walk for 4004 steps (20 resets) in 624 ms. (6 steps per ms) remains 12920/12922 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 12920/12920 properties
BEST_FIRST walk for 4004 steps (20 resets) in 611 ms. (6 steps per ms) remains 12920/12920 properties
BEST_FIRST walk for 4002 steps (20 resets) in 583 ms. (6 steps per ms) remains 12918/12920 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 12918/12918 properties
BEST_FIRST walk for 4004 steps (20 resets) in 595 ms. (6 steps per ms) remains 12918/12918 properties
BEST_FIRST walk for 4004 steps (21 resets) in 616 ms. (6 steps per ms) remains 12918/12918 properties
BEST_FIRST walk for 4002 steps (20 resets) in 597 ms. (6 steps per ms) remains 12918/12918 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 12916/12918 properties
BEST_FIRST walk for 4003 steps (20 resets) in 610 ms. (6 steps per ms) remains 12916/12916 properties
BEST_FIRST walk for 4003 steps (18 resets) in 612 ms. (6 steps per ms) remains 12916/12916 properties
BEST_FIRST walk for 4004 steps (23 resets) in 638 ms. (6 steps per ms) remains 12913/12916 properties
BEST_FIRST walk for 4003 steps (20 resets) in 618 ms. (6 steps per ms) remains 12911/12913 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12911/12911 properties
BEST_FIRST walk for 4003 steps (21 resets) in 644 ms. (6 steps per ms) remains 12909/12911 properties
BEST_FIRST walk for 4004 steps (24 resets) in 637 ms. (6 steps per ms) remains 12909/12909 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12902/12909 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12902/12902 properties
BEST_FIRST walk for 4004 steps (24 resets) in 652 ms. (6 steps per ms) remains 12902/12902 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12902/12902 properties
BEST_FIRST walk for 4004 steps (24 resets) in 643 ms. (6 steps per ms) remains 12902/12902 properties
BEST_FIRST walk for 4004 steps (24 resets) in 632 ms. (6 steps per ms) remains 12900/12902 properties
BEST_FIRST walk for 4004 steps (24 resets) in 620 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 643 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 639 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 637 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 639 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 624 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 645 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 637 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 639 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 642 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 640 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 643 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 625 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 653 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 647 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 641 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 639 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 654 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 610 ms. (6 steps per ms) remains 12900/12900 properties
BEST_FIRST walk for 4004 steps (24 resets) in 611 ms. (6 steps per ms) remains 12899/12900 properties
BEST_FIRST walk for 4004 steps (22 resets) in 606 ms. (6 steps per ms) remains 12899/12899 properties
BEST_FIRST walk for 4004 steps (22 resets) in 599 ms. (6 steps per ms) remains 12899/12899 properties
BEST_FIRST walk for 4003 steps (20 resets) in 537 ms. (7 steps per ms) remains 12899/12899 properties
BEST_FIRST walk for 4004 steps (20 resets) in 548 ms. (7 steps per ms) remains 12899/12899 properties
BEST_FIRST walk for 4003 steps (24 resets) in 638 ms. (6 steps per ms) remains 12892/12899 properties
BEST_FIRST walk for 4004 steps (20 resets) in 597 ms. (6 steps per ms) remains 12892/12892 properties
BEST_FIRST walk for 4004 steps (19 resets) in 550 ms. (7 steps per ms) remains 12892/12892 properties
BEST_FIRST walk for 4003 steps (20 resets) in 594 ms. (6 steps per ms) remains 12892/12892 properties
BEST_FIRST walk for 4002 steps (20 resets) in 538 ms. (7 steps per ms) remains 12892/12892 properties
BEST_FIRST walk for 4004 steps (22 resets) in 580 ms. (6 steps per ms) remains 12890/12892 properties
BEST_FIRST walk for 4003 steps (20 resets) in 639 ms. (6 steps per ms) remains 12890/12890 properties
BEST_FIRST walk for 4004 steps (19 resets) in 584 ms. (6 steps per ms) remains 12889/12890 properties
BEST_FIRST walk for 4003 steps (19 resets) in 524 ms. (7 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4002 steps (20 resets) in 595 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 592 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4003 steps (20 resets) in 632 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4003 steps (22 resets) in 625 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 644 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 579 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4003 steps (20 resets) in 588 ms. (6 steps per ms) remains 12889/12889 properties
BEST_FIRST walk for 4003 steps (20 resets) in 559 ms. (7 steps per ms) remains 12887/12889 properties
BEST_FIRST walk for 4004 steps (20 resets) in 543 ms. (7 steps per ms) remains 12887/12887 properties
BEST_FIRST walk for 4004 steps (20 resets) in 549 ms. (7 steps per ms) remains 12887/12887 properties
BEST_FIRST walk for 4003 steps (23 resets) in 614 ms. (6 steps per ms) remains 12883/12887 properties
BEST_FIRST walk for 4004 steps (20 resets) in 562 ms. (7 steps per ms) remains 12883/12883 properties
BEST_FIRST walk for 4004 steps (20 resets) in 587 ms. (6 steps per ms) remains 12881/12883 properties
BEST_FIRST walk for 4004 steps (20 resets) in 532 ms. (7 steps per ms) remains 12880/12881 properties
BEST_FIRST walk for 4004 steps (20 resets) in 585 ms. (6 steps per ms) remains 12880/12880 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 12880/12880 properties
BEST_FIRST walk for 4004 steps (20 resets) in 630 ms. (6 steps per ms) remains 12878/12880 properties
BEST_FIRST walk for 4003 steps (20 resets) in 590 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 548 ms. (7 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4003 steps (20 resets) in 593 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (22 resets) in 620 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 624 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4003 steps (20 resets) in 621 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 524 ms. (7 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4003 steps (20 resets) in 623 ms. (6 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4003 steps (20 resets) in 549 ms. (7 steps per ms) remains 12878/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12877/12878 properties
BEST_FIRST walk for 4004 steps (20 resets) in 548 ms. (7 steps per ms) remains 12877/12877 properties
BEST_FIRST walk for 4004 steps (20 resets) in 547 ms. (7 steps per ms) remains 12877/12877 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 12876/12877 properties
BEST_FIRST walk for 4004 steps (20 resets) in 519 ms. (7 steps per ms) remains 12876/12876 properties
BEST_FIRST walk for 4003 steps (20 resets) in 545 ms. (7 steps per ms) remains 12876/12876 properties
BEST_FIRST walk for 4003 steps (20 resets) in 533 ms. (7 steps per ms) remains 12876/12876 properties
BEST_FIRST walk for 4003 steps (23 resets) in 598 ms. (6 steps per ms) remains 12874/12876 properties
BEST_FIRST walk for 4004 steps (20 resets) in 549 ms. (7 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4004 steps (18 resets) in 581 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4004 steps (20 resets) in 578 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4003 steps (20 resets) in 628 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4003 steps (20 resets) in 576 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4002 steps (20 resets) in 619 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4004 steps (20 resets) in 610 ms. (6 steps per ms) remains 12874/12874 properties
BEST_FIRST walk for 4003 steps (20 resets) in 608 ms. (6 steps per ms) remains 12871/12874 properties
BEST_FIRST walk for 4002 steps (20 resets) in 577 ms. (6 steps per ms) remains 12871/12871 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12869/12871 properties
BEST_FIRST walk for 4003 steps (20 resets) in 640 ms. (6 steps per ms) remains 12869/12869 properties
BEST_FIRST walk for 4004 steps (20 resets) in 617 ms. (6 steps per ms) remains 12869/12869 properties
BEST_FIRST walk for 4004 steps (20 resets) in 635 ms. (6 steps per ms) remains 12869/12869 properties
BEST_FIRST walk for 4004 steps (20 resets) in 635 ms. (6 steps per ms) remains 12869/12869 properties
BEST_FIRST walk for 4003 steps (23 resets) in 653 ms. (6 steps per ms) remains 12865/12869 properties
BEST_FIRST walk for 4004 steps (20 resets) in 605 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 648 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 637 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (19 resets) in 588 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (20 resets) in 596 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (20 resets) in 626 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 594 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (20 resets) in 641 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (19 resets) in 632 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (20 resets) in 620 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4003 steps (20 resets) in 606 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4002 steps (20 resets) in 634 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 598 ms. (6 steps per ms) remains 12865/12865 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12863/12865 properties
BEST_FIRST walk for 4004 steps (21 resets) in 627 ms. (6 steps per ms) remains 12861/12863 properties
BEST_FIRST walk for 4003 steps (20 resets) in 565 ms. (7 steps per ms) remains 12861/12861 properties
BEST_FIRST walk for 4003 steps (20 resets) in 562 ms. (7 steps per ms) remains 12861/12861 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 12861/12861 properties
BEST_FIRST walk for 4004 steps (20 resets) in 635 ms. (6 steps per ms) remains 12861/12861 properties
BEST_FIRST walk for 4003 steps (20 resets) in 619 ms. (6 steps per ms) remains 12859/12861 properties
BEST_FIRST walk for 4003 steps (20 resets) in 606 ms. (6 steps per ms) remains 12859/12859 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12859/12859 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 12859/12859 properties
BEST_FIRST walk for 4003 steps (19 resets) in 636 ms. (6 steps per ms) remains 12859/12859 properties
BEST_FIRST walk for 4004 steps (20 resets) in 606 ms. (6 steps per ms) remains 12857/12859 properties
BEST_FIRST walk for 4004 steps (19 resets) in 613 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4002 steps (20 resets) in 652 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (19 resets) in 629 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4002 steps (20 resets) in 620 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4003 steps (20 resets) in 639 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4002 steps (20 resets) in 635 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (21 resets) in 634 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 628 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 629 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 647 ms. (6 steps per ms) remains 12857/12857 properties
BEST_FIRST walk for 4004 steps (20 resets) in 567 ms. (7 steps per ms) remains 12856/12857 properties
BEST_FIRST walk for 4003 steps (20 resets) in 626 ms. (6 steps per ms) remains 12856/12856 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 12856/12856 properties
BEST_FIRST walk for 4003 steps (20 resets) in 622 ms. (6 steps per ms) remains 12856/12856 properties
BEST_FIRST walk for 4003 steps (20 resets) in 646 ms. (6 steps per ms) remains 12854/12856 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 12854/12854 properties
BEST_FIRST walk for 4003 steps (19 resets) in 602 ms. (6 steps per ms) remains 12854/12854 properties
BEST_FIRST walk for 4003 steps (20 resets) in 626 ms. (6 steps per ms) remains 12854/12854 properties
BEST_FIRST walk for 4003 steps (19 resets) in 607 ms. (6 steps per ms) remains 12853/12854 properties
BEST_FIRST walk for 4003 steps (20 resets) in 618 ms. (6 steps per ms) remains 12853/12853 properties
BEST_FIRST walk for 4002 steps (20 resets) in 626 ms. (6 steps per ms) remains 12852/12853 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12852/12852 properties
BEST_FIRST walk for 4004 steps (20 resets) in 642 ms. (6 steps per ms) remains 12852/12852 properties
BEST_FIRST walk for 4004 steps (20 resets) in 627 ms. (6 steps per ms) remains 12852/12852 properties
BEST_FIRST walk for 4004 steps (20 resets) in 643 ms. (6 steps per ms) remains 12850/12852 properties
BEST_FIRST walk for 4004 steps (20 resets) in 603 ms. (6 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4004 steps (20 resets) in 608 ms. (6 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4003 steps (23 resets) in 644 ms. (6 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4003 steps (20 resets) in 646 ms. (6 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4003 steps (20 resets) in 631 ms. (6 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4004 steps (19 resets) in 563 ms. (7 steps per ms) remains 12850/12850 properties
BEST_FIRST walk for 4004 steps (19 resets) in 634 ms. (6 steps per ms) remains 12846/12850 properties
BEST_FIRST walk for 4004 steps (20 resets) in 605 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4003 steps (20 resets) in 620 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 607 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4003 steps (20 resets) in 554 ms. (7 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 566 ms. (7 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4003 steps (20 resets) in 628 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 583 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4002 steps (20 resets) in 586 ms. (6 steps per ms) remains 12846/12846 properties
BEST_FIRST walk for 4003 steps (20 resets) in 622 ms. (6 steps per ms) remains 12844/12846 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4002 steps (20 resets) in 602 ms. (6 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4002 steps (20 resets) in 570 ms. (7 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4002 steps (20 resets) in 547 ms. (7 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4003 steps (20 resets) in 608 ms. (6 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4004 steps (19 resets) in 567 ms. (7 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4004 steps (22 resets) in 641 ms. (6 steps per ms) remains 12844/12844 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12842/12844 properties
BEST_FIRST walk for 4004 steps (20 resets) in 550 ms. (7 steps per ms) remains 12842/12842 properties
BEST_FIRST walk for 4004 steps (20 resets) in 621 ms. (6 steps per ms) remains 12842/12842 properties
BEST_FIRST walk for 4004 steps (20 resets) in 547 ms. (7 steps per ms) remains 12842/12842 properties
BEST_FIRST walk for 4003 steps (20 resets) in 538 ms. (7 steps per ms) remains 12842/12842 properties
BEST_FIRST walk for 4004 steps (20 resets) in 593 ms. (6 steps per ms) remains 12840/12842 properties
BEST_FIRST walk for 4002 steps (20 resets) in 561 ms. (7 steps per ms) remains 12840/12840 properties
BEST_FIRST walk for 4003 steps (20 resets) in 615 ms. (6 steps per ms) remains 12840/12840 properties
BEST_FIRST walk for 4004 steps (20 resets) in 609 ms. (6 steps per ms) remains 12840/12840 properties
BEST_FIRST walk for 4004 steps (20 resets) in 545 ms. (7 steps per ms) remains 12840/12840 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 12840/12840 properties
BEST_FIRST walk for 4003 steps (20 resets) in 561 ms. (7 steps per ms) remains 12839/12840 properties
BEST_FIRST walk for 4003 steps (20 resets) in 569 ms. (7 steps per ms) remains 12839/12839 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 12834/12839 properties
BEST_FIRST walk for 4003 steps (20 resets) in 546 ms. (7 steps per ms) remains 12834/12834 properties
BEST_FIRST walk for 4003 steps (19 resets) in 624 ms. (6 steps per ms) remains 12832/12834 properties
BEST_FIRST walk for 4004 steps (20 resets) in 605 ms. (6 steps per ms) remains 12832/12832 properties
BEST_FIRST walk for 4003 steps (20 resets) in 615 ms. (6 steps per ms) remains 12832/12832 properties
BEST_FIRST walk for 4004 steps (20 resets) in 548 ms. (7 steps per ms) remains 12832/12832 properties
BEST_FIRST walk for 4004 steps (20 resets) in 588 ms. (6 steps per ms) remains 12832/12832 properties
BEST_FIRST walk for 4004 steps (20 resets) in 576 ms. (6 steps per ms) remains 12830/12832 properties
BEST_FIRST walk for 4004 steps (20 resets) in 538 ms. (7 steps per ms) remains 12830/12830 properties
BEST_FIRST walk for 4003 steps (20 resets) in 554 ms. (7 steps per ms) remains 12830/12830 properties
BEST_FIRST walk for 4004 steps (19 resets) in 535 ms. (7 steps per ms) remains 12830/12830 properties
BEST_FIRST walk for 4004 steps (20 resets) in 622 ms. (6 steps per ms) remains 12823/12830 properties
BEST_FIRST walk for 4002 steps (20 resets) in 536 ms. (7 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 605 ms. (6 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 578 ms. (6 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4004 steps (20 resets) in 567 ms. (7 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 617 ms. (6 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4004 steps (20 resets) in 620 ms. (6 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 582 ms. (6 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4004 steps (20 resets) in 557 ms. (7 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4004 steps (19 resets) in 543 ms. (7 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 12823/12823 properties
BEST_FIRST walk for 4003 steps (20 resets) in 579 ms. (6 steps per ms) remains 12822/12823 properties
BEST_FIRST walk for 4004 steps (20 resets) in 541 ms. (7 steps per ms) remains 12822/12822 properties
BEST_FIRST walk for 4004 steps (19 resets) in 615 ms. (6 steps per ms) remains 12820/12822 properties
BEST_FIRST walk for 4004 steps (20 resets) in 633 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 635 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 550 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 542 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (19 resets) in 613 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 536 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 617 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 576 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (19 resets) in 627 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 592 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 639 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4002 steps (20 resets) in 568 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4002 steps (18 resets) in 518 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4002 steps (20 resets) in 633 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 520 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 539 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (19 resets) in 569 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 581 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (19 resets) in 613 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 538 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 606 ms. (6 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 571 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 567 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4004 steps (20 resets) in 552 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4002 steps (20 resets) in 552 ms. (7 steps per ms) remains 12820/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 628 ms. (6 steps per ms) remains 12818/12820 properties
BEST_FIRST walk for 4003 steps (20 resets) in 553 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4004 steps (20 resets) in 615 ms. (6 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4004 steps (20 resets) in 623 ms. (6 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4004 steps (20 resets) in 607 ms. (6 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4004 steps (20 resets) in 558 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4003 steps (20 resets) in 558 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4003 steps (20 resets) in 564 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4002 steps (20 resets) in 547 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4003 steps (20 resets) in 627 ms. (6 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4004 steps (19 resets) in 553 ms. (7 steps per ms) remains 12818/12818 properties
BEST_FIRST walk for 4003 steps (19 resets) in 606 ms. (6 steps per ms) remains 12810/12818 properties
BEST_FIRST walk for 4003 steps (20 resets) in 632 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 557 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 549 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 592 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 527 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 532 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 567 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4002 steps (19 resets) in 534 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (19 resets) in 523 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (19 resets) in 532 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 577 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 606 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 589 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 652 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4002 steps (20 resets) in 522 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 595 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 615 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 538 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 612 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 607 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 613 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4002 steps (20 resets) in 621 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 605 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 627 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (22 resets) in 589 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 540 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 528 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 566 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 602 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (19 resets) in 622 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (19 resets) in 551 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 610 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4002 steps (20 resets) in 615 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (19 resets) in 548 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 578 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 611 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 584 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 618 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 633 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 591 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 577 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 625 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (20 resets) in 583 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 556 ms. (7 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4002 steps (20 resets) in 621 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4004 steps (20 resets) in 620 ms. (6 steps per ms) remains 12810/12810 properties
BEST_FIRST walk for 4003 steps (18 resets) in 522 ms. (7 steps per ms) remains 12810/12810 properties
[2025-06-03 13:37:39] [INFO ] Flow matrix only has 18011 transitions (discarded 1056 similar events)
// Phase 1: matrix 18011 rows 10728 cols
[2025-06-03 13:37:41] [INFO ] Computed 1257 invariants in 1534 ms
[2025-06-03 13:37:41] [INFO ] State equation strengthened by 7042 read => feed constraints.
Error getting values : (error "Error writing to Z3 solver: java.io.IOException: Broken pipe")
At refinement iteration 0 (INCLUDED_ONLY) 0/6622 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12810 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 6622/28739 variables, and 60 constraints, problems are : Problem set: 0 solved, 12810 unsolved in 45399 ms.
Refiners :[Positive P Invariants (semi-flows): 60/63 constraints, Generalized P Invariants (flows): 0/1194 constraints, State Equation: 0/10728 constraints, ReadFeed: 0/7042 constraints, PredecessorRefiner: 12810/12810 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12810 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/6622 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12810 unsolved
Error getting values : (error "ParserException while parsing response: ((s3 1)
(s4 1)
(s5 1)
(s8 1)
(s9 1)
(s14 1)
(s15 1)
(s16 1)
(s17 1)
(s22 1)
(s23 1)
(s24 1)
(s25 1)
(s26 1)
(s27 1)
(s32 1)
(s33 1)
(s34 1)
(s35 1)
(s36 1)
(s37 1)
(s38 1)
(s39 1)
(s44 1)
(s45 1)
(s46 1)
(s47 1)
(s48 1)
(s49 1)
(s50 1)
(s51 1)
(s52 1)
(s53 1)
(s58 1)
(s59 1)
(s60 1)
(s61 1)
(s62 1)
(s63 1)
(s64 1)
(s65 1)
(s66 1)
(s67 1)
(s68 1)
(s69 1)
(s74 1)
(s75 1)
(s76 1)
(s77 1)
(s78 1)
(s79 1)
(s80 1)
(s81 1)
(s82 1)
(s83 1)
(s84 1)
(s85 1)
(s86 1)
(s87 1)
(s92 1)
(s93 1)
(s94 1)
(s95 1)
(s96 1)
(s97 1)
(s98 1)
(s99 1)
(s100 1)
(s101 1)
(s102 1)
(s103 1)
(s104 1)
(s105 1)
(s106 1)
(s107 1)
(s112 1)
(s113 1)
(s114 1)
(s115 1)
(s116 1)
(s117 1)
(s118 1)
(s119 1)
(s120 1)
(s121 1)
(s122 1)
(s123 1)
(s124 1)
(s125 1)
(s126 1)
(s127 1)
(s128 1)
(s129 1)
(s134 1)
(s135 1)
(s136 1)
(s137 1)
(s138 1)
(s139 1)
(s140 1)
(s141 1)
(s142 1)
(s143 1)
(s144 1)
(s145 1)
(s146 1)
(s147 1)
(s148 1)
(s149 1)
(s150 1)
(s151 1)
(s152 1)
(s153 1)
(s158 1)
(s159 1)
(s160 1)
(s161 1)
(s162 1)
(s163 1)
(s164 1)
(s165 1)
(s166 1)
(s167 1)
(s168 1)
(s169 1)
(s170 1)
(s171 1)
(s172 1)
(s173 1)
(s174 1)
(s175 1)
(s176 1)
(s177 1)
(s178 1)
(s179 1)
(s184 1)
(s185 1)
(s186 1)
(s187 1)
(s188 1)
(s189 1)
(s190 1)
(s191 1)
(s192 1)
(s193 1)
(s194 1)
(s195 1)
(s196 1)
(s197 1)
(s198 1)
(s199 1)
(s200 1)
(s201 1)
(s202 1)
(s203 1)
(s204 1)
(s205 1)
(s206 1)
(s207 1)
(s212 1)
(s213 1)
(s214 1)
(s215 1)
(s216 1)
(s217 1)
(s218 1)
(s219 1)
(s220 1)
(s221 1)
(s222 1)
(s223 1)
(s224 1)
(s225 1)
(s226 1)
(s227 1)
(s228 1)
(s229 1)
(s230 1)
(s231 1)
(s232 1)
(s233 1)
(s234 1)
(s235 1)
(s236 1)
(s237 1)
(s242 1)
(s243 1)
(s244 1)
(s245 1)
(s246 1)
(s247 1)
(s248 1)
(s249 1)
(s250 1)
(s251 1)
(s252 1)
(s253 1)
(s254 1)
(s255 1)
(s256 1)
(s257 1)
(s258 1)
(s259 1)
(s260 1)
(s261 1)
(s262 1)
(s263 1)
(s264 1)
(s265 1)
(s266 1)
(s267 1)
(s268 1)
(s269 1)
(s275 1)
(s276 1)
(s277 1)
(s278 1)
(s279 1)
(s280 1)
(s281 1)
(s282 1)
(s283 1)
(s284 1)
(s285 1)
(s286 1)
(s287 1)
(s288 1)
(s289 1)
(s290 1)
(s291 1)
(s292 1)
(s293 1)
(s294 1)
(s295 1)
(s296 1)
(s297 1)
(s298 1)
(s299 1)
(s300 1)
(s301 1)
(s302 1)
(s303 1)
(s310 1)
(s311 1)
(s312 1)
(s313 1)
(s314 1)
(s315 1)
(s316 1)
(s317 1)
(s318 1)
(s319 1)
(s320 1)
(s321 1)
(s322 1)
(s323 1)
(s324 1)
(s325 1)
(s326 1)
(s327 1)
(s328 1)
(s329 1)
(s330 1)
(s331 1)
(s332 1)
(s333 1)
(s334 1)
(s335 1)
(s336 1)
(s337 1)
(s338 1)
(s343 1)
(s344 1)
(s345 1)
(s346 1)
(s347 1)
(s348 1)
(s349 1)
(s350 1)
(s351 1)
(s352 1)
(s353 1)
(s354 1)
(s355 1)
(s356 1)
(s357 1)
(s358 1)
(s359 1)
(s360 1)
(s361 1)
(s362 1)
(s363 1)
(s364 1)
(s365 1)
(s366 1)
(s367 1)
(s368 1)
(s369 1)
(s370 1)
(s371 1)
(s372 1)
(s377 1)
(s378 1)
(s379 1)
(s380 1)
(s381 1)
(s382 1)
(s383 1)
(s384 1)
(s385 1)
(s386 1)
(s387 1)
(s388 1)
(s389 1)
(s390 1)
(s391 1)
(s392 1)
(s393 1)
(s394 1)
(s395 1)
(s396 1)
(s397 1)
(s398 1)
(s399 1)
(s400 1)
(s401 1)
(s402 1)
(s403 1)
(s404 1)
(s408 1)
(s409 1)
(s410 1)
(s411 1)
(s412 1)
(s413 1)
(s414 1)
(s415 1)
(s416 1)
(s417 1)
(s418 1)
(s419 1)
(s420 1)
(s421 1)
(s422 1)
(s423 1)
(s424 1)
(s425 1)
(s426 1)
(s427 1)
(s428 1)
(s429 1)
(s430 1)
(s431 1)
(s432 1)
(s433 1)
(s437 1)
(s438 1)
(s439 1)
(s440 1)
(s441 1)
(s442 1)
(s443 1)
(s444 1)
(s445 1)
(s446 1)
(s447 1)
(s448 1)
(s449 1)
(s450 1)
(s451 1)
(s452 1)
(s453 1)
(s454 1)
(s455 1)
(s456 1)
(s457 1)
(s458 1)
(s459 1)
(s460 1)
(s464 1)
(s465 1)
(s466 1)
(s467 1)
(s468 1)
(s469 1)
(s470 1)
(s471 1)
(s472 1)
(s473 1)
(s474 1)
(s475 1)
(s476 1)
(s477 1)
(s478 1)
(s479 1)
(s480 1)
(s481 1)
(s482 1)
(s483 1)
(s484 1)
(s485 1)
(s489 1)
(s490 1)
(s491 1)
(s492 1)
(s493 1)
(s494 1)
(s495 1)
(s496 1)
(s497 1)
(s498 1)
(s499 1)
(s500 1)
(s501 1)
(s502 1)
(s503 1)
(s504 1)
(s505 1)
(s506 1)
(s507 1)
(s508 1)
(s512 1)
(s513 1)
(s514 1)
(s515 1)
(s516 1)
(s517 1)
(s518 1)
(s519 1)
(s520 1)
(s521 1)
(s522 1)
(s523 1)
(s524 1)
(s525 1)
(s526 1)
(s527 1)
(s528 1)
(s529 1)
(s533 1)
(s534 1)
(s535 1)
(s536 1)
(s537 1)
(s538 1)
(s539 1)
(s540 1)
(s541 1)
(s542 1)
(s543 1)
(s544 1)
(s545 1)
(s546 1)
(s547 1)
(s548 1)
(s552 1)
(s553 1)
(s554 1)
(s555 1)
(s556 1)
(s557 1)
(s558 1)
(s559 1)
(s560 1)
(s561 1)
(s562 1)
(s563 1)
(s564 1)
(s565 1)
(s569 1)
(s570 1)
(s571 1)
(s572 1)
(s573 1)
(s574 1)
(s575 1)
(s576 1)
(s577 1)
(s578 1)
(s579 1)
(s580 1)
(s584 1)
(s585 1)
(s586 1)
(s587 1)
(s588 1)
(s589 1)
(s590 1)
(s591 1)
(s592 1)
(s593 1)
(s597 1)
(s598 1)
(s599 1)
(s600 1)
(s601 1)
(s602 1)
(s603 1)
(s604 1)
(s608 1)
(s609 1)
(s610 1)
(s611 1)
(s612 1)
(s613 1)
(s617 1)
(s618 1)
(s619 1)
(s620 1)
(s624 1)
(s625 1)
(s629 1)
(s637 0)
(s638 0)
(s639 1)
(s640 1)
(s641 1)
(s644 1)
(s649 1)
(s650 1)
(s655 1)
(s656 1)
(s657 1)
(s658 1)
(s663 1)
(s664 1)
(s665 1)
(s666 1)
(s667 1)
(s668 1)
(s673 1)
(s674 1)
(s675 1)
(s676 1)
(s677 1)
(s678 1)
(s679 1)
(s680 1)
(s685 1)
(s686 1)
(s687 1)
(s688 1)
(s689 1)
(s690 1)
(s691 1)
(s692 1)
(s693 1)
(s694 1)
(s699 1)
(s700 1)
(s701 1)
(s702 1)
(s703 1)
(s704 1)
(s705 1)
(s706 1)
(s707 1)
(s708 1)
(s709 1)
(s710 1)
(s715 1)
(s716 1)
(s717 1)
(s718 1)
(s719 1)
(s720 1)
(s721 1)
(s722 1)
(s723 1)
(s724 1)
(s725 1)
(s726 1)
(s727 1)
(s728 1)
(s733 1)
(s734 1)
(s735 1)
(s736 1)
(s737 1)
(s738 1)
(s739 1)
(s740 1)
(s741 1)
(s742 1)
(s743 1)
(s744 1)
(s745 1)
(s746 1)
(s747 1)
(s748 1)
(s753 1)
(s754 1)
(s755 1)
(s756 1)
(s757 1)
(s758 1)
(s759 1)
(s760 1)
(s761 1)
(s762 1)
(s763 1)
(s764 1)
(s765 1)
(s766 1)
(s767 1)
(s768 1)
(s769 1)
(s770 1)
(s775 1)
(s776 1)
(s777 1)
(s778 1)
(s779 1)
(s780 1)
(s781 1)
(s782 1)
(s783 1)
(s784 1)
(s785 1)
(s786 1)
(s787 1)
(s788 1)
(s789 1)
(s790 1)
(s791 1)
(s792 1)
(s793 1)
(s794 1)
(s799 1)
(s800 1)
(s801 1)
(s802 1)
(s803 1)
(s804 1)
(s805 1)
(s806 1)
(s807 1)
(s808 1)
(s809 1)
(s810 1)
(s811 1)
(s812 1)
(s813 1)
(s814 1)
(s815 1)
(s816 1)
(s817 1)
(s818 1)
(s819 1)
(s820 1)
(s825 1)
(s826 1)
(s827 1)
(s828 1)
(s829 1)
(s830 1)
(s831 1)
(s832 1)
(s833 1)
(s834 1)
(s835 1)
(s836 1)
(s837 1)
(s838 1)
(s839 1)
(s840 1)
(s841 1)
(s842 1)
(s843 1)
(s844 1)
(s845 1)
(s846 1)
(s847 1)
(s848 1)
(s853 1)
(s854 1)
(s855 1)
(s856 1)
(s857 1)
(s858 1)
(s859 1)
(s860 1)
(s861 1)
(s862 1)
(s863 1)
(s864 1)
(s865 1)
(s866 1)
(s867 1)
(s868 1)
(s869 1)
(s870 1)
(s871 1)
(s872 1)
(s873 1)
(s874 1)
(s875 1)
(s876 1)
(s877 1)
(s878 1)
(s884 1)
(s885 1)
(s886 1)
(s887 1)
(s888 1)
(s889 1)
(s890 1)
(s891 1)
(s892 1)
(s893 1)
(s894 1)
(s895 1)
(s896 1)
(s897 1)
(s898 1)
(s899 1)
(s900 1)
(s901 1)
(s902 1)
(s903 1)
(s904 1)
(s905 1)
(s906 1)
(s907 1)
(s908 1)
(s909 1)
(s910 1)
(s917 1)
(s918 1)
(s919 1)
(s920 1)
(s921 1)
(s922 1)
(s923 1)
(s924 1)
(s925 1)
(s926 1)
(s927 1)
(s928 1)
(s929 1)
(s930 1)
(s931 1)
(s932 1)
(s933 1)
(s934 1)
(s935 1)
(s936 1)
(s937 1)
(s938 1)
(s939 1)
(s940 1)
(s941 1)
(s942 1)
(s943 1)
(s949 1)
(s950 1)
(s951 1)
(s952 1)
(s953 1)
(s954 1)
(s955 1)
(s956 1)
(s957 1)
(s958 1)
(s959 1)
(s960 1)
(s961 1)
(s962 1)
(s963 1)
(s964 1)
(s965 1)
(s966 1)
(s967 1)
(s968 1)
(s969 1)
(s970 1)
(s971 1)
(s972 1)
(s973 1)
(s974 1)
(s975 1)
(s980 1)
(s981 1)
(s982 1)
(s983 1)
(s984 1)
(s985 1)
(s986 1)
(s987 1)
(s988 1)
(s989 1)
(s990 1)
(s991 1)
(s992 1)
(s993 1)
(s994 1)
(s995 1)
(s996 1)
(s997 1)
(s998 1)
(s999 1)
(s1000 1)
(s1001 1)
(s1002 1)
(s1003 1)
(s1004 1)
(s1005 1)
(s1009 1)
(s1010 1)
(s1011 1)
(s1012 1)
(s1013 1)
(s1014 1)
(s1015 1)
(s1016 1)
(s1017 1)
(s1018 1)
(s1019 1)
(s1020 1)
(s1021 1)
(s1022 1)
(s1023 1)
(s1024 1)
(s1025 1)
(s1026 1)
(s1027 1)
(s1028 1)
(s1029 1)
(s1030 1)
(s1031 1)
(s1032 1)
(s1036 1)
(s1037 1)
(s1038 1)
(s1039 1)
(s1040 1)
(s1041 1)
(s1042 1)
(s1043 1)
(s1044 1)
(s1045 1)
(s1046 1)
(s1047 1)
(s1048 1)
(s1049 1)
(s1050 1)
(s1051 1)
(s1052 1)
(s1053 1)
(s1054 1)
(s1055 1)
(s1056 1)
(s1057 1)
(s1061 1)
(s1062 1)
(s1063 1)
(s1064 1)
(s1065 1)
(s1066 1)
(s1067 1)
(s1068 1)
(s1069 1)
(s1070 1)
(s1071 1)
(s1072 1)
(s1073 1)
(s1074 1)
(s1075 1)
(s1076 1)
(s1077 1)
(s1078 1)
(s1079 1)
(s1080 1)
(s1084 1)
(s1085 1)
(s1086 1)
(s1087 1)
(s1088 1)
(s1089 1)
(s1090 1)
(s1091 1)
(s1092 1)
(s1093 1)
(s1094 1)
(s1095 1)
(s1096 1)
(s1097 1)
(s1098 1)
(s1099 1)
(s1100 1)
(s1101 1)
(s1105 1)
(s1106 1)
(s1107 1)
(s1108 1)
(s1109 1)
(s1110 1)
(s1111 1)
(s1112 1)
(s1113 1)
(s1114 1)
(s1115 1)
(s1116 1)
(s1117 1)
(s1118 1)
(s1119 1)
(s1120 1)
(s1124 1)
(s1125 1)
(s1126 1)
(s1127 1)
(s1128 1)
(s1129 1)
(s1130 1)
(s1131 1)
(s1132 1)
(s1133 1)
(s1134 1)
(s1135 1)
(s1136 1)
(s1137 1)
(s1141 1)
(s1142 1)
(s1143 1)
(s1144 1)
(s1145 1)
(s1146 1)
(s1147 1)
(s1148 1)
(s1149 1)
(s1150 1)
(s1151 1)
(s1152 1)
(s1156 1)
(s1157 1)
(s1158 1)
(s1159 1)
(s1160 1)
(s1161 1)
(s1162 1)
(s1163 1)
(s1164 1)
(s1165 1)
(s1169 1)
(s1170 1)
(s1171 1)
(s1172 1)
(s1173 1)
(s1174 1)
(s1175 1)
(s1176 1)
(s1180 1)
(s1181 1)
(s1182 1)
(s1183 1)
(s1184 1)
(s1185 1)
(s1189 1)
(s1190 1)
(s1191 1)
(s1192 1)
(s1196 1)
(s1197 1)
(s1201 1)
(s1205 1)
(s1213 0)
(s1214 0)
(s1215 1)
(s1216 1)
(s1217 1)
(s1220 1)
(s1225 1)
(s1230 1)
(s1231 1)
(s1236 1)
(s1237 1)
(s1238 1)
(s1239 1)
(s1244 1)
(s1245 1)
(s1246 1)
(s1247 1)
(s1248 1)
(s1249 1)
(s1254 1)
(s1255 1)
(s1256 1)
(s1257 1)
(s1258 1)
(s1259 1)
(s1260 1)
(s1261 1)
(s1265 1)
(s1266 1)
(s1267 1)
(s1268 1)
(s1269 1)
(s1270 1)
(s1271 1)
(s1272 1)
(s1273 1)
(s1274 1)
(s1275 1)
(s1277 1)
(s1280 1)
(s1281 1)
(s1282 1)
(s1283 1)
(s1284 1)
(s1285 1)
(s1286 1)
(s1287 1)
(s1288 1)
(s1289 1)
(s1290 1)
(s1291 1)
(s1296 1)
(s1297 1)
(s1298 1)
(s1299 1)
(s1300 1)
(s1301 1)
(s1302 1)
(s1303 1)
(s1304 1)
(s1305 1)
(s1306 1)
(s1307 1)
(s1308 1)
(s1309 1)
(s1314 1)
(s1315 1)
(s1316 1)
(s1317 1)
(s1318 1)
(s1319 1)
(s1320 1)
(s1321 1)
(s1322 1)
(s1323 1)
(s1324 1)
(s1325 1)
(s1326 1)
(s1327 1)
(s1328 1)
(s1329 1)
(s1334 1)
(s1335 1)
(s1336 1)
(s1337 1)
(s1338 1)
(s1339 1)
(s1340 1)
(s1341 1)
(s1342 1)
(s1343 1)
(s1344 1)
(s1345 1)
(s1346 1)
(s1347 1)
(s1348 1)
(s1349 1)
(s1350 1)
(s1351 1)
(s1356 1)
(s1357 1)
(s1358 1)
(s1359 1)
(s1360 1)
(s1361 1)
(s1362 1)
(s1363 1)
(s1364 1)
(s1365 1)
(s1366 1)
(s1367 1)
(s1368 1)
(s1369 1)
(s1370 1)
(s1371 1)
(s1372 1)
(s1373 1)
(s1374 1)
(s1375 1)
(s1380 1)
(s1381 1)
(s1382 1)
(s1383 1)
(s1384 1)
(s1385 1)
(s1386 1)
(s1387 1)
(s1388 1)
(s1389 1)
(s1390 1)
(s1391 1)
(s1392 1)
(s1393 1)
(s1394 1)
(s1395 1)
(s1396 1)
(s1397 1)
(s1398 1)
(s1399 1)
(s1400 1)
(s1401 1)
(s1406 1)
(s1407 1)
(s1408 1)
(s1409 1)
(s1410 1)
(s1411 1)
(s1412 1)
(s1413 1)
(s1414 1)
(s1415 1)
(s1416 1)
(s1417 1)
(s1418 1)
(s1419 1)
(s1420 1)
(s1421 1)
(s1422 1)
(s1423 1)
(s1424 1)
(s1425 1)
(s1426 1)
(s1427 1)
(s1428 1)
(s1429 1)
(s1434 1)
(s1435 1)
(s1436 1)
(s1437 1)
(s1438 1)
(s1439 1)
(s1440 1)
(s1441 1)
(s1442 1)
(s1443 1)
(s1444 1)
(s1445 1)
(s1446 1)
(s1447 1)
(s1448 1)
(s1449 1)
(s1450 1)
(s1451 1)
(s1452 1)
(s1453 1)
(s1454 1)
(s1455 1)
(s1456 1)
(s1457 1)
(s1458 1)
(s1459 1)
(s1465 1)
(s1466 1)
(s1467 1)
(s1468 1)
(s1469 1)
(s1470 1)
(s1471 1)
(s1472 1)
(s1473 1)
(s1474 1)
(s1475 1)
(s1476 1)
(s1477 1)
(s1478 1)
(s1479 1)
(s1480 1)
(s1481 1)
(s1482 1)
(s1483 1)
(s1484 1)
(s1485 1)
(s1486 1)
(s1487 1)
(s1488 1)
(s1489 1)
(s1490 1)
(s1494 1)
(s1495 1)
(s1496 1)
(s1497 1)
(s1498 1)
(s1499 1)
(s1500 1)
(s1501 1)
(s1502 1)
(s1503 1)
(s1504 1)
(s1505 1)
(s1506 1)
(s1507 1)
(s1508 1)
(s1509 1)
(s1510 1)
(s1511 1)
(s1512 1)
(s1513 1)
(s1514 1)
(s1515 1)
(s1516 1)
(s1517 1)
(s1518 1)
(s1519 1)
(s1524 1)
(s1525 1)
(s1526 1)
(s1527 1)
(s1528 1)
(s1529 1)
(s1530 1)
(s1531 1)
(s1532 1)
(s1533 1)
(s1534 1)
(s1535 1)
(s1536 1)
(s1537 1)
(s1538 1)
(s1539 1)
(s1540 1)
(s1541 1)
(s1542 1)
(s1543 1)
(s1544 1)
(s1545 1)
(s1546 1)
(s1547 1)
(s1551 1)
(s1552 1)
(s1553 1)
(s1554 1)
(s1555 1)
(s1556 1)
(s1557 1)
(s1558 1)
(s1559 1)
(s1560 1)
(s1561 1)
(s1562 1)
(s1563 1)
(s1564 1)
(s1565 1)
(s1566 1)
(s1567 1)
(s1568 1)
(s1569 1)
(s1570 1)
(s1571 1)
(s1572 1)
(s1576 1)
(s1577 1)
(s1578 1)
(s1579 1)
(s1580 1)
(s1581 1)
(s1582 1)
(s1583 1)
(s1584 1)
(s1585 1)
(s1586 1)
(s1587 1)
(s1588 1)
(s1589 1)
(s1590 1)
(s1591 1)
(s1592 1)
(s1593 1)
(s1594 1)
(s1595 1)
(s1599 1)
(s1600 1)
(s1601 1)
(s1602 1)
(s1603 1)
(s1604 1)
(s1605 1)
(s1606 1)
(s1607 1)
(s1608 1)
(s1609 1)
(s1610 1)
(s1611 1)
(s1612 1)
(s1613 1)
(s1614 1)
(s1615 1)
(s1616 1)
(s1620 1)
(s1621 1)
(s1622 1)
(s1623 1)
(s1624 1)
(s1625 1)
(s1626 1)
(s1627 1)
(s1628 1)
(s1629 1)
(s1630 1)
(s1631 1)
(s1632 1)
(s1633 1)
(s1634 1)
(s1635 1)
(s1639 1)
(s1640 1)
(s1641 1)
(s1642 1)
(s1643 1)
(s1644 1)
(s1645 1)
(s1646 1)
(s1647 1)
(s1648 1)
(s1649 1)
(s1650 1)
(s1651 1)
(s1652 1)
(s1656 1)
(s1657 1)
(s1658 1)
(s1659 1)
(s1660 1)
(s1661 1)
(s1662 1)
(s1663 1)
(s1664 1)
(s1665 1)
(s1666 1)
(s1667 1)
(s1671 1)
(s1672 1)
(s1673 1)
(s1674 1)
(s1675 1)
(s1676 1)
(s1677 1)
(s1678 1)
(s1679 1)
(s1680 1)
(s1684 1)
(s1685 1)
(s1686 1)
(s1687 1)
(s1688 1)
(s1689 1)
(s1690 1)
(s1691 1)
(s1695 1)
(s1696 1)
(s1697 1)
(s1698 1)
(s1699 1)
(s1700 1)
(s1704 1)
(s1705 1)
(s1706 1)
(s1707 1)
(s1711 1)
(s1712 1)
(s1716 1)
(s1720 1)
(s1724 1)
(s1732 0)
(s1733 0)
(s1734 1)
(s1735 1)
(s1736 1)
(s1739 1)
(s1744 1)
(s1746 1)
(s1749 1)
(s1754 1)
(s1755 1)
(s1760 1)
(s1761 1)
(s1762 1)
(s1763 1)
(s1768 1)
(s1769 1)
(s1770 1)
(s1771 1)
(s1772 1)
(s1773 1)
(s1778 1)
(s1779 1)
(s1780 1)
(s1781 1)
(s1782 1)
(s1783 1)
(s1784 1)
(s1785 1)
(s1790 1)
(s1791 1)
(s1792 1)
(s1793 1)
(s1794 1)
(s1795 1)
(s1796 1)
(s1797 1)
(s1798 1)
(s1799 1)
(s1804 1)
(s1805 1)
(s1806 1)
(s1807 1)
(s1808 1)
(s1809 1)
(s1810 1)
(s1811 1)
(s1812 1)
(s1813 1)
(s1814 1)
(s1815 1)
(s1820 1)
(s1821 1)
(s1822 1)
(s1823 1)
(s1824 1)
(s1825 1)
(s1826 1)
(s1827 1)
(s1828 1)
(s1829 1)
(s1830 1)
(s1831 1)
(s1832 1)
(s1833 1)
(s1838 1)
(s1839 1)
(s1840 1)
(s1841 1)
(s1842 1)
(s1843 1)
(s1844 1)
(s1845 1)
(s1846 1)
(s1847 1)
(s1848 1)
(s1849 1)
(s1850 1)
(s1851 1)
(s1852 1)
(s1853 1)
(s1858 1)
(s1859 1)
(s1860 1)
(s1861 1)
(s1862 1)
(s1863 1)
(s1864 1)
(s1865 1)
(s1866 1)
(s1867 1)
(s1868 1)
(s1869 1)
(s1870 1)
(s1871 1)
(s1872 1)
(s1873 1)
(s1874 1)
(s1875 1)
(s1879 1)
(s1880 1)
(s1881 1)
(s1882 1)
(s1883 1)
(s1884 1)
(s1885 1)
(s1886 1)
(s1887 1)
(s1888 1)
(s1889 1)
(s1890 1)
(s1891 1)
(s1892 1)
(s1893 1)
(s1894 1)
(s1895 1)
(s1896 1)
(s1897 1)
(s1898 1)
(s1899 1)
(s1901 1)
(s1904 1)
(s1905 1)
(s1906 1)
(s1907 1)
(s1908 1)
(s1909 1)
(s1910 1)
(s1911 1)
(s1912 1)
(s1913 1)
(s1914 1)
(s1915 1)
(s1916 1)
(s1917 1)
(s1918 1)
(s1919 1)
(s1920 1)
(s1921 1)
(s1922 1)
(s1923 1)
(s1924 1)
(s1925 1)
(s1930 1)
(s1931 1)
(s1932 1)
(s1933 1)
(s1934 1)
(s1935 1)
(s1936 1)
(s1937 1)
(s1938 1)
(s1939 1)
(s1940 1)
(s1941 1)
(s1942 1)
(s1943 1)
(s1944 1)
(s1945 1)
(s1946 1)
(s1947 1)
(s1948 1)
(s1949 1)
(s1950 1)
(s1951 1)
(s1952 1)
(s1953 1)
(s1960 1)
(s1961 1)
(s1962 1)
(s1963 1)
(s1964 1)
(s1965 1)
(s1966 1)
(s1967 1)
(s1968 1)
(s1969 1)
(s1970 1)
(s1971 1)
(s1972 1)
(s1973 1)
(s1974 1)
(s1975 1)
(s1976 1)
(s1977 1)
(s1978 1)
(s1979 1)
(s1980 1)
(s1981 1)
(s1982 1)
(s1987 1)
(s1988 1)
(s1989 1)
(s1990 1)
(s1991 1)
(s1992 1)
(s1993 1)
(s1994 1)
(s1995 1)
(s1996 1)
(s1997 1)
(s1998 1)
(s1999 1)
(s2000 1)
(s2001 1)
(s2002 1)
(s2003 1)
(s2004 1)
(s2005 1)
(s2006 1)
(s2007 1)
(s2008 1)
(s2009 1)
(s2010 1)
(s2015 1)
(s2016 1)
(s2017 1)
(s2018 1)
(s2019 1)
(s2020 1)
(s2021 1)
(s2022 1)
(s2023 1)
(s2024 1)
(s2025 1)
(s2026 1)
(s2027 1)
(s2028 1)
(s2029 1)
(s2030 1)
(s2031 1)
(s2032 1)
(s2033 1)
(s2034 1)
(s2035 1)
(s2036 1)
(s2040 1)
(s2041 1)
(s2042 1)
(s2043 1)
(s2044 1)
(s2045 1)
(s2046 1)
(s2047 1)
(s2048 1)
(s2049 1)
(s2050 1)
(s2051 1)
(s2052 1)
(s2053 1)
(s2054 1)
(s2055 1)
(s2056 1)
(s2057 1)
(s2058 1)
(s2059 1)
(s2063 1)
(s2064 1)
(s2065 1)
(s2066 1)
(s2067 1)
(s2068 1)
(s2069 1)
(s2070 1)
(s2071 1)
(s2072 1)
(s2073 1)
(s2074 1)
(s2075 1)
(s2076 1)
(s2077 1)
(s2078 1)
(s2079 1)
(s2080 1)
(s2084 1)
(s2085 1)
(s2086 1)
(s2087 1)
(s2088 1)
(s2089 1)
(s2090 1)
(s2091 1)
(s2092 1)
(s2093 1)
(s2094 1)
(s2095 1)
(s2096 1)
(s2097 1)
(s2098 1)
(s2099 1)
(s2103 1)
(s2104 1)
(s2105 1)
(s2106 1)
(s2107 1)
(s2108 1)
(s2109 1)
(s2110 1)
(s2111 1)
(s2112 1)
(s2113 1)
(s2114 1)
(s2115 1)
(s2116 1)
(s2120 1)
(s2121 1)
(s2122 1)
(s2123 1)
(s2124 1)
(s2125 1)
(s2126 1)
(s2127 1)
(s2128 1)
(s2129 1)
(s2130 1)
(s2131 1)
(s2135 1)
(s2136 1)
(s2137 1)
(s2138 1)
(s2139 1)
(s2140 1)
(s2141 1)
(s2142 1)
(s2143 1)
(s2144 1)
(s2148 1)
(s2149 1)
(s2150 1)
(s2151 1)
(s2152 1)
(s2153 1)
(s2154 1)
(s2155 1)
(s2159 1)
(s2160 1)
(s2161 1)
(s2162 1)
(s2163 1)
(s2164 1)
(s2168 1)
(s2169 1)
(s2170 1)
(s2171 1)
(s2175 1)
(s2176 1)
(s2180 1)
(s2184 1)
(s2188 1)
(s2192 1)
(s2200 0)
(s2201 0)
(s2202 1)
(s2203 1)
(s2204 1)
(s2207 1)
(s2212 1)
(s2217 1)
(s2222 1)
(s2227 1)
(s2228 1)
(s2233 1)
(s2234 1)
(s2235 1)
(s2236 1)
(s2241 1)
(s2242 1)
(s2243 1)
(s2244 1)
(s2245 1)
(s2246 1)
(s2251 1)
(s2252 1)
(s2253 1)
(s2254 1)
(s2255 1)
(s2256 1)
(s2257 1)
(s2258 1)
(s2263 1)
(s2264 1)
(s2265 1)
(s2266 1)
(s2267 1)
(s2268 1)
(s2269 1)
(s2270 1)
(s2271 1)
(s2272 1)
(s2277 1)
(s2278 1)
(s2279 1)
(s2280 1)
(s2281 1)
(s2282 1)
(s2283 1)
(s2284 1)
(s2285 1)
(s2286 1)
(s2287 1)
(s2288 1)
(s2293 1)
(s2294 1)
(s2295 1)
(s2296 1)
(s2297 1)
(s2298 1)
(s2299 1)
(s2300 1)
(s2301 1)
(s2302 1)
(s2303 1)
(s2304 1)
(s2305 1)
(s2306 1)
(s2311 1)
(s2312 1)
(s2313 1)
(s2314 1)
(s2315 1)
(s2316 1)
(s2317 1)
(s2318 1)
(s2319 1)
(s2320 1)
(s2321 1)
(s2322 1)
(s2323 1)
(s2324 1)
(s2325 1)
(s2326 1)
(s2331 1)
(s2332 1)
(s2333 1)
(s2334 1)
(s2335 1)
(s2336 1)
(s2337 1)
(s2338 1)
(s2339 1)
(s2340 1)
(s2341 1)
(s2342 1)
(s2343 1)
(s2344 1)
(s2345 1)
(s2346 1)
(s2347 1)
(s2348 1)
(s2353 1)
(s2354 1)
(s2355 1)
(s2356 1)
(s2357 1)
(s2358 1)
(s2359 1)
(s2360 1)
(s2361 1)
(s2362 1)
(s2363 1)
(s2364 1)
(s2365 1)
(s2366 1)
(s2367 1)
(s2368 1)
(s2369 1)
(s2370 1)
(s2371 1)
(s2372 1)
(s2378 1)
(s2379 1)
(s2380 1)
(s2381 1)
(s2382 1)
(s2383 1)
(s2384 1)
(s2385 1)
(s2386 1)
(s2387 1)
(s2388 1)
(s2389 1)
(s2390 1)
(s2391 1)
(s2392 1)
(s2393 1)
(s2394 1)
(s2395 1)
(s2396 1)
(s2397 1)
(s2398 1)
(s2405 1)
(s2406 1)
(s2407 1)
(s2408 1)
(s2409 1)
(s2410 1)
(s2411 1)
(s2412 1)
(s2413 1)
(s2414 1)
(s2415 1)
(s2416 1)
(s2417 1)
(s2418 1)
(s2419 1)
(s2420 1)
(s2421 1)
(s2422 1)
(s2423 1)
(s2424 1)
(s2425 1)
(s2430 1)
(s2431 1)
(s2432 1)
(s2433 1)
(s2434 1)
(s2435 1)
(s2436 1)
(s2437 1)
(s2438 1)
(s2439 1)
(s2440 1)
(s2441 1)
(s2442 1)
(s2443 1)
(s2444 1)
(s2445 1)
(s2446 1)
(s2447 1)
(s2448 1)
(s2449 1)
(s2450 1)
(s2455 1)
(s2456 1)
(s2457 1)
(s2458 1)
(s2459 1)
(s2460 1)
(s2461 1)
(s2462 1)
(s2463 1)
(s2464 1)
(s2465 1)
(s2466 1)
(s2467 1)
(s2468 1)
(s2469 1)
(s2470 1)
(s2471 1)
(s2472 1)
(s2473 1)
(s2474 1)
(s2478 1)
(s2479 1)
(s2480 1)
(s2481 1)
(s2482 1)
(s2483 1)
(s2484 1)
(s2485 1)
(s2486 1)
(s2487 1)
(s2488 1)
(s2489 1)
(s2490 1)
(s2491 1)
(s2492 1)
(s2493 1)
(s2494 1)
(s2495 1)
(s2499 1)
(s2500 1)
(s2501 1)
(s2502 1)
(s2503 1)
(s2504 1)
(s2505 1)
(s2506 1)
(s2507 1)
(s2508 1)
(s2509 1)
(s2510 1)
(s2511 1)
(s2512 1)
(s2513 1)
(s2514 1)
(s2518 1)
(s2519 1)
(s2520 1)
(s2521 1)
(s2522 1)
(s2523 1)
(s2524 1)
(s2525 1)
(s2526 1)
(s2527 1)
(s2528 1)
(s2529 1)
(s2530 1)
(s2531 1)
(s2535 1)
(s2536 1)
(s2537 1)
(s2538 1)
(s2539 1)
(s2540 1)
(s2541 1)
(s2542 1)
(s2543 1)
(s2544 1)
(s2545 1)
(s2546 1)
(s2550 1)
(s2551 1)
(s2552 1)
(s2553 1)
(s2554 1)
(s2555 1)
(s2556 1)
(s2557 1)
(s2558 1)
(s2559 1)
(s2563 1)
(s2564 1)
(s2565 1)
(s2566 1)
(s2567 1)
(s2568 1)
(s2569 1)
(s2570 1)
(s2574 1)
(s2575 1)
(s2576 1)
(s2577 1)
(s2578 1)
(s2579 1)
(s2583 1)
(s2584 1)
(s2585 1)
(s2586 1)
(s2590 1)
(s2591 1)
(s2595 1)
(s2599 1)
(s2603 1)
(s2607 1)
(s2611 1)
(s2613 1)
(s2619 0)
(s2620 0)
(s2621 1)
(s2622 1)
(s2623 1)
(s2626 1)
(s2631 1)
(s2636 1)
(s2641 1)
(s2646 1)
(s2651 1)
(s2652 1)
(s2657 1)
(s2658 1)
(s2659 1)
(s2660 1)
(s2665 1)
(s2666 1)
(s2667 1)
(s2668 1)
(s2669 1)
(s2670 1)
(s2675 1)
(s2676 1)
(s2677 1)
(s2678 1)
(s2679 1)
(s2680 1)
(s2681 1)
(s2682 1)
(s2687 1)
(s2688 1)
(s2689 1)
(s2690 1)
(s2691 1)
(s2692 1)
(s2693 1)
(s2694 1)
(s2695 1)
(s2696 1)
(s2701 1)
(s2702 1)
(s2703 1)
(s2704 1)
(s2705 1)
(s2706 1)
(s2707 1)
(s2708 1)
(s2709 1)
(s2710 1)
(s2711 1)
(s2712 1)
(s2717 1)
(s2718 1)
(s2719 1)
(s2720 1)
(s2721 1)
(s2722 1)
(s2723 1)
(s2724 1)
(s2725 1)
(s2726 1)
(s2727 1)
(s2728 1)
(s2729 1)
(s2730 1)
(s2735 1)
(s2736 1)
(s2737 1)
(s2738 1)
(s2739 1)
(s2740 1)
(s2741 1)
(s2742 1)
(s2743 1)
(s2744 1)
(s2745 1)
(s2746 1)
(s2747 1)
(s2748 1)
(s2749 1)
(s2750 1)
(s2755 1)
(s2756 1)
(s2757 1)
(s2758 1)
(s2759 1)
(s2760 1)
(s2761 1)
(s2762 1)
(s2763 1)
(s2764 1)
(s2765 1)
(s2766 1)
(s2767 1)
(s2768 1)
(s2769 1)
(s2770 1)
(s2771 1)
(s2772 1)
(s2777 1)
(s2778 1)
(s2779 1)
(s2780 1)
(s2781 1)
(s2782 1)
(s2783 1)
(s2784 1)
(s2785 1)
(s2786 1)
(s2787 1)
(s2788 1)
(s2789 1)
(s2790 1)
(s2791 1)
(s2792 1)
(s2793 1)
(s2794 1)
(s2795 1)
(s2796 1)
(s2803 1)
(s2804 1)
(s2805 1)
(s2806 1)
(s2807 1)
(s2808 1)
(s2809 1)
(s2810 1)
(s2811 1)
(s2812 1)
(s2813 1)
(s2814 1)
(s2815 1)
(s2816 1)
(s2817 1)
(s2818 1)
(s2819 1)
(s2820 1)
(s2821 1)
(s2826 1)
(s2827 1)
(s2828 1)
(s2829 1)
(s2830 1)
(s2831 1)
(s2832 1)
(s2833 1)
(s2834 1)
(s2835 1)
(s2836 1)
(s2837 1)
(s2838 1)
(s2839 1)
(s2840 1)
(s2841 1)
(s2842 1)
(s2843 1)
(s2844 1)
(s2845 1)
(s2850 1)
(s2851 1)
(s2852 1)
(s2853 1)
(s2854 1)
(s2855 1)
(s2856 1)
(s2857 1)
(s2858 1)
(s2859 1)
(s2860 1)
(s2861 1)
(s2862 1)
(s2863 1)
(s2864 1)
(s2865 1)
(s2866 1)
(s2867 1)
(s2871 1)
(s2872 1)
(s2873 1)
(s2874 1)
(s2875 1)
(s2876 1)
(s2877 1)
(s2878 1)
(s2879 1)
(s2880 1)
(s2881 1)
(s2882 1)
(s2883 1)
(s2884 1)
(s2885 1)
(s2886 1)
(s2890 1)
(s2891 1)
(s2892 1)
(s2893 1)
(s2894 1)
(s2895 1)
(s2896 1)
(s2897 1)
(s2898 1)
(s2899 1)
(s2900 1)
(s2901 1)
(s2902 1)
(s2903 1)
(s2907 1)
(s2908 1)
(s2909 1)
(s2910 1)
(s2911 1)
(s2912 1)
(s2913 1)
(s2914 1)
(s2915 1)
(s2916 1)
(s2917 1)
(s2918 1)
(s2922 1)
(s2923 1)
(s2924 1)
(s2925 1)
(s2926 1)
(s2927 1)
(s2928 1)
(s2929 1)
(s2930 1)
(s2931 1)
(s2935 1)
(s2936 1)
(s2937 1)
(s2938 1)
(s2939 1)
(s2940 1)
(s2941 1)
(s2942 1)
(s2946 1)
(s2947 1)
(s2948 1)
(s2949 1)
(s2950 1)
(s2951 1)
(s2955 1)
(s2956 1)
(s2957 1)
(s2958 1)
(s2962 1)
(s2963 1)
(s2967 1)
(s2971 1)
(s2975 1)
(s2979 1)
(s2983 1)
(s2987 1)
(s2995 0)
(s2996 0)
(s2997 1)
(s2998 1)
(s2999 1)
(s3002 1)
(s3007 1)
(s3012 1)
(s3017 1)
(s3022 1)
(s3027 1)
(s3032 1)
(s3033 1)
(s3038 1)
(s3039 1)
(s3040 1)
(s3041 1)
(s3046 1)
(s3047 1)
(s3048 1)
(s3049 1)
(s3050 1)
(s3051 1)
(s3056 1)
(s3057 1)
(s3058 1)
(s3059 1)
(s3060 1)
(s3061 1)
(s3062 1)
(s3063 1)
(s3068 1)
(s3069 1)
(s3070 1)
(s3071 1)
(s3072 1)
(s3073 1)
(s3074 1)
(s3075 1)
(s3076 1)
(s3077 1)
(s3082 1)
(s3083 1)
(s3084 1)
(s3085 1)
(s3086 1)
(s3087 1)
(s3088 1)
(s3089 1)
(s3090 1)
(s3091 1)
(s3092 1)
(s3093 1)
(s3098 1)
(s3099 1)
(s3100 1)
(s3101 1)
(s3102 1)
(s3103 1)
(s3104 1)
(s3105 1)
(s3106 1)
(s3107 1)
(s3108 1)
(s3109 1)
(s3110 1)
(s3111 1)
(s3116 1)
(s3117 1)
(s3118 1)
(s3119 1)
(s3120 1)
(s3121 1)
(s3122 1)
(s3123 1)
(s3124 1)
(s3125 1)
(s3126 1)
(s3127 1)
(s3128 1)
(s3129 1)
(s3130 1)
(s3131 1)
(s3137 1)
(s3138 1)
(s3139 1)
(s3140 1)
(s3141 1)
(s3142 1)
(s3143 1)
(s3144 1)
(s3145 1)
(s3146 1)
(s3147 1)
(s3148 1)
(s3149 1)
(s3150 1)
(s3151 1)
(s3152 1)
(s3153 1)
(s3160 1)
(s3161 1)
(s3162 1)
(s3163 1)
(s3164 1)
(s3165 1)
(s3166 1)
(s3167 1)
(s3168 1)
(s3169 1)
(s3170 1)
(s3171 1)
(s3172 1)
(s3173 1)
(s3174 1)
(s3175 1)
(s3176 1)
(s3180 1)
(s3181 1)
(s3182 1)
(s3183 1)
(s3184 1)
(s3185 1)
(s3186 1)
(s3187 1)
(s3188 1)
(s3189 1)
(s3190 1)
(s3191 1)
(s3192 1)
(s3193 1)
(s3194 1)
(s3195 1)
(s3196 1)
(s3197 1)
(s3202 1)
(s3203 1)
(s3204 1)
(s3205 1)
(s3206 1)
(s3207 1)
(s3208 1)
(s3209 1)
(s3210 1)
(s3211 1)
(s3212 1)
(s3213 1)
(s3214 1)
(s3215 1)
(s3216 1)
(s3217 1)
(s3221 1)
(s3222 1)
(s3223 1)
(s3224 1)
(s3225 1)
(s3226 1)
(s3227 1)
(s3228 1)
(s3229 1)
(s3230 1)
(s3231 1)
(s3232 1)
(s3233 1)
(s3234 1)
(s3238 1)
(s3239 1)
(s3240 1)
(s3241 1)
(s3242 1)
(s3243 1)
(s3244 1)
(s3245 1)
(s3246 1)
(s3247 1)
(s3248 1)
(s3249 1)
(s3253 1)
(s3254 1)
(s3255 1)
(s3256 1)
(s3257 1)
(s3258 1)
(s3259 1)
(s3260 1)
(s3261 1)
(s3262 1)
(s3266 1)
(s3267 1)
(s3268 1)
(s3269 1)
(s3270 1)
(s3271 1)
(s3272 1)
(s3273 1)
(s3277 1)
(s3278 1)
(s3279 1)
(s3280 1)
(s3281 1)
(s3282 1)
(s3286 1)
(s3287 1)
(s3288 1)
(s3289 1)
(s3293 1)
(s3294 1)
(s3298 1)
(s3302 1)
(s3306 1)
(s3310 1)
(s3314 1)
(s3318 1)
(s3322 1)
(s3330 0)
(s3331 0)
(s3332 1)
(s3333 1)
(s3334 1)
(s3337 1)
(s3342 1)
(s3347 1)
(s3352 1)
(s3357 1)
(s3362 1)
(s3367 1)
(s3372 1)
(s3373 1)
(s3378 1)
(s3379 1)
(s3380 1)
(s3381 1)
(s3386 1)
(s3387 1)
(s3388 1)
(s3389 1)
(s3390 1)
(s3391 1)
(s3396 1)
(s3397 1)
(s3398 1)
(s3399 1)
(s3400 1)
(s3401 1)
(s3402 1)
(s3403 1)
(s3408 1)
(s3409 1)
(s3410 1)
(s3411 1)
(s3412 1)
(s3413 1)
(s3414 1)
(s3415 1)
(s3416 1)
(s3417 1)
(s3422 1)
(s3423 1)
(s3424 1)
(s3425 1)
(s3426 1)
(s3427 1)
(s3428 1)
(s3429 1)
(s3430 1)
(s3431 1)
(s3432 1)
(s3433 1)
(s3438 1)
(s3439 1)
(s3440 1)
(s3441 1)
(s3442 1)
(s3443 1)
(s3444 1)
(s3445 1)
(s3446 1)
(s3447 1)
(s3448 1)
(s3449 1)
(s3450 1)
(s3451 1)
(s3456 1)
(s3457 1)
(s3458 1)
(s3459 1)
(s3460 1)
(s3461 1)
(s3462 1)
(s3463 1)
(s3464 1)
(s3465 1)
(s3466 1)
(s3467 1)
(s3468 1)
(s3469 1)
(s3470 1)
(s3471 1)
(s3478 1)
(s3479 1)
(s3480 1)
(s3481 1)
(s3482 1)
(s3483 1)
(s3484 1)
(s3485 1)
(s3486 1)
(s3487 1)
(s3488 1)
(s3489 1)
(s3490 1)
(s3491 1)
(s3492 1)
(s3498 1)
(s3499 1)
(s3500 1)
(s3501 1)
(s3502 1)
(s3503 1)
(s3504 1)
(s3505 1)
(s3506 1)
(s3507 1)
(s3508 1)
(s3509 1)
(s3510 1)
(s3511 1)
(s3512 1)
(s3517 1)
(s3518 1)
(s3519 1)
(s3520 1)
(s3521 1)
(s3522 1)
(s3523 1)
(s3524 1)
(s3525 1)
(s3526 1)
(s3527 1)
(s3528 1)
(s3529 1)
(s3530 1)
(s3534 1)
(s3535 1)
(s3536 1)
(s3537 1)
(s3538 1)
(s3539 1)
(s3540 1)
(s3541 1)
(s3542 1)
(s3543 1)
(s3544 1)
(s3545 1)
(s3549 1)
(s3550 1)
(s3551 1)
(s3552 1)
(s3553 1)
(s3554 1)
(s3555 1)
(s3556 1)
(s3557 1)
(s3558 1)
(s3562 1)
(s3563 1)
(s3564 1)
(s3565 1)
(s3566 1)
(s3567 1)
(s3568 1)
(s3569 1)
(s3573 1)
(s3574 1)
(s3575 1)
(s3576 1)
(s3577 1)
(s3578 1)
(s3582 1)
(s3583 1)
(s3584 1)
(s3585 1)
(s3589 1)
(s3590 1)
(s3594 1)
(s3598 1)
(s3602 1)
(s3606 1)
(s3610 1)
(s3614 1)
(s3618 1)
(s3622 1)
(s3630 1)
(s3631 1)
(s3632 0)
(s3633 1)
(s3634 1)
(s3637 1)
(s3642 1)
(s3647 1)
(s3652 1)
(s3657 1)
(s3659 1)
(s3662 1)
(s3667 1)
(s3672 1)
(s3677 1)
(s3678 1)
(s3683 1)
(s3684 1)
(s3685 1)
(s3686 1)
(s3691 1)
(s3692 1)
(s3693 1)
(s3694 1)
(s3695 1)
(s3696 1)
(s3701 1)
(s3702 1)
(s3703 1)
(s3704 1)
(s3705 1)
(s3706 1)
(s3707 1)
(s3708 1)
(s3713 1)
(s3714 1)
(s3715 1)
(s3716 1)
(s3717 1)
(s3718 1)
(s3719 1)
(s3720 1)
(s3721 1)
(s3722 1)
(s3727 1)
(s3728 1)
(s3729 1)
(s3730 1)
(s3731 1)
(s3732 1)
(s3733 1)
(s3734 1)
(s3735 1)
(s3736 1)
(s3737 1)
(s3738 1)
(s3743 1)
(s3744 1)
(s3745 1)
(s3746 1)
(s3747 1)
(s3748 1)
(s3749 1)
(s3750 1)
(s3751 1)
(s3752 1)
(s3753 1)
(s3754 1)
(s3755 1)
(s3756 1)
(s3763 1)
(s3764 1)
(s3765 1)
(s3766 1)
(s3767 1)
(s3768 1)
(s3769 1)
(s3770 1)
(s3771 1)
(s3772 1)
(s3773 1)
(s3774 1)
(s3775 1)
(s3780 1)
(s3781 1)
(s3782 1)
(s3783 1)
(s3784 1)
(s3785 1)
(s3786 1)
(s3787 1)
(s3788 1)
(s3789 1)
(s3790 1)
(s3791 1)
(s3792 1)
(s3793 1)
(s3798 1)
(s3799 1)
(s3800 1)
(s3801 1)
(s3802 1)
(s3803 1)
(s3804 1)
(s3805 1)
(s3806 1)
(s3807 1)
(s3808 1)
(s3809 1)
(s3813 1)
(s3814 1)
(s3815 1)
(s3816 1)
(s3817 1)
(s3818 1)
(s3819 1)
(s3820 1)
(s3821 1)
(s3822 1)
(s3826 1)
(s3827 1)
(s3828 1)
(s3829 1)
(s3830 1)
(s3831 1)
(s3832 1)
(s3833 1)
(s3837 1)
(s3838 1)
(s3839 1)
(s3840 1)
(s3841 1)
(s3842 1)
(s3846 1)
(s3847 1)
(s3848 1)
(s3849 1)
(s3853 1)
(s3854 1)
(s3858 1)
(s3862 1)
(s3866 1)
(s3870 1)
(s3874 1)
(s3878 1)
(s3882 1)
(s3886 1)
(s3890 1)
(s3898 1)
(s3899 1)
(s3900 0)
(s3901 1)
(s3902 1)
(s3905 1)
(s3910 1)
(s3915 1)
(s3920 1)
(s3925 1)
(s3930 1)
(s3935 1)
(s3940 1)
(s3945 1)
(s3949 1)
(s3950 1)
(s3951 1)
(s3953 1)
(s3956 1)
(s3957 1)
(s3958 1)
(s3959 1)
(s3964 1)
(s3965 1)
(s3966 1)
(s3967 1)
(s3968 1)
(s3969 1)
(s3974 1)
(s3975 1)
(s3976 1)
(s3977 1)
(s3978 1)
(s3979 1)
(s3980 1)
(s3981 1)
(s3986 1)
(s3987 1)
(s3988 1)
(s3989 1)
(s3990 1)
(s3991 1)
(s3992 1)
(s3993 1)
(s3994 1)
(s3995 1)
(s4001 1)
(s4002 1)
(s4003 1)
(s4004 1)
(s4005 1)
(s4006 1)
(s4007 1)
(s4008 1)
(s4009 1)
(s4010 1)
(s4011 1)
(s4017 1)
(s4018 1)
(s4019 1)
(s4020 1)
(s4021 1)
(s4022 1)
(s4023 1)
(s4024 1)
(s4025 1)
(s4026 1)
(s4027 1)
(s4028 1)
(s4032 1)
(s4033 1)
(s4034 1)
(s4035 1)
(s4036 1)
(s4037 1)
(s4038 1)
(s4039 1)
(s4040 1)
(s4041 1)
(s4042 1)
(s4043 1)
(s4048 1)
(s4049 1)
(s4050 1)
(s4051 1)
(s4052 1)
(s4053 1)
(s4054 1)
(s4055 1)
(s4056 1)
(s4057 1)
(s4061 1)
(s4062 1)
(s4063 1)
(s4064 1)
(s4065 1)
(s4066 1)
(s4067 1)
(s4068 1)
(s4072 1)
(s4073 1)
(s4074 1)
(s4075 1)
(s4076 1)
(s4077 1)
(s4081 1)
(s4082 1)
(s4083 1)
(s4084 1)
(s4088 1)
(s4089 1)
(s4093 1)
(s4097 1)
(s4101 1)
(s4105 1)
(s4109 1)
(s4113 1)
(s4117 1)
(s4121 1)
(s4125 1)
(s4129 1)
(s4137 1)
(s4138 1)
(s4139 0)
(s4140 1)
(s4141 1)
(s4144 1)
(s4149 1)
(s4154 1)
(s4159 1)
(s4164 1)
(s4169 1)
(s4174 1)
(s4179 1)
(s4184 1)
(s4189 1)
(s4194 1)
(s4195 1)
(s4200 1)
(s4201 1)
(s4202 1)
(s4203 1)
(s4208 1)
(s4209 1)
(s4210 1)
(s4211 1)
(s4212 1)
(s4213 1)
(s4218 1)
(s4219 1)
(s4220 1)
(s4221 1)
(s4222 1)
(s4223 1)
(s4224 1)
(s4225 1)
(s4230 1)
(s4231 1)
(s4232 1)
(s4233 1)
(s4234 1)
(s4235 1)
(s4236 1)
(s4237 1)
(s4238 1)
(s4239 1)
(s4246 1)
(s4247 1)
(s4248 1)
(s4249 1)
(s4250 1)
(s4251 1)
(s4252 1)
(s4253 1)
(s4254 1)
(s4259 1)
(s4260 1)
(s4261 1)
(s4262 1)
(s4263 1)
(s4264 1)
(s4265 1)
(s4266 1)
(s4267 1)
(s4272 1)
(s4273 1)
(s4274 1)
(s4275 1)
(s4276 1)
(s4277 1)
(s4278 1)
(s4279 1)
(s4283 1)
(s4284 1)
(s4285 1)
(s4286 1)
(s4287 1)
(s4288 1)
(s4292 1)
(s4293 1)
(s4294 1)
(s4295 1)
(s4299 1)
(s4300 1)
(s4304 1)
(s4308 1)
(s4312 1)
(s4316 1)
(s4320 1)
(s4324 1)
(s4328 1)
(s4332 1)
(s4336 1)
(s4340 1)
(s4344 1)
(s4352 1)
(s4353 1)
(s4354 0)
(s4355 1)
(s4356 1)
(s4359 1)
(s4364 1)
(s4369 1)
(s4374 1)
(s4379 1)
(s4384 1)
(s4389 1)
(s4394 1)
(s4399 1)
(s4404 1)
(s4409 1)
(s4414 1)
(s4415 1)
(s4420 1)
(s4421 1)
(s4422 1)
(s4423 1)
(s4428 1)
(s4429 1)
(s4430 1)
(s4431 1)
(s4432 1)
(s4433 1)
(s4439 1)
(s4440 1)
(s4441 1)
(s4442 1)
(s4443 1)
(s4444 1)
(s4445 1)
(s4451 1)
(s4452 1)
(s4453 1)
(s4454 1)
(s4455 1)
(s4456 1)
(s4457 1)
(s4458 1)
(s4462 1)
(s4463 1)
(s4464 1)
(s4465 1)
(s4466 1)
(s4467 1)
(s4468 1)
(s4469 1)
(s4474 1)
(s4475 1)
(s4476 1)
(s4477 1)
(s4478 1)
(s4479 1)
(s4483 1)
(s4484 1)
(s4485 1)
(s4486 1)
(s4490 1)
(s4491 1)
(s4495 1)
(s4499 1)
(s4503 1)
(s4507 1)
(s4511 1)
(s4515 1)
(s4519 1)
(s4523 1)
(s4527 1)
(s4531 1)
(s4535 1)
(s4539 1)
(s4547 1)
(s4548 1)
(s4549 0)
(s4550 1)
(s4551 1)
(s4554 1)
(s4559 1)
(s4564 1)
(s4569 1)
(s4574 1)
(s4579 1)
(s4584 1)
(s4589 1)
(s4594 1)
(s4599 1)
(s4604 1)
(s4609 1)
(s4614 1)
(s4615 1)
(s4620 1)
(s4621 1)
(s4622 1)
(s4623 1)
(s4629 1)
(s4630 1)
(s4631 1)
(s4632 1)
(s4633 1)
(s4640 1)
(s4641 1)
(s4642 1)
(s4643 1)
(s4644 1)
(s4649 1)
(s4650 1)
(s4651 1)
(s4652 1)
(s4653 1)
(s4654 1)
(s4659 1)
(s4660 1)
(s4661 1)
(s4662 1)
(s4666 1)
(s4667 1)
(s4671 1)
(s4675 1)
(s4679 1)
(s4683 1)
(s4687 1)
(s4691 1)
(s4695 1)
(s4699 1)
(s4703 1)
(s4707 1)
(s4711 1)
(s4715 1)
(s4719 1)
(s4727 1)
(s4728 1)
(s4729 0)
(s4730 1)
(s4731 1)
(s4734 1)
(s4739 1)
(s4744 1)
(s4749 1)
(s4754 1)
(s4759 1)
(s4764 1)
(s4769 1)
(s4774 1)
(s4779 1)
(s4783 1)
(s4788 1)
(s4793 1)
(s4798 1)
(s4799 1)
(s4804 1)
(s4805 1)
(s4806 1)
(s4807 1)
(s4813 1)
(s4814 1)
(s4815 1)
(s4816 1)
(s4820 1)
(s4821 1)
(s4822 1)
(s4823 1)
(s4828 1)
(s4829 1)
(s4833 1)
(s4837 1)
(s4841 1)
(s4845 1)
(s4849 1)
(s4853 1)
(s4857 1)
(s4861 1)
(s4865 1)
(s4869 1)
(s4873 1)
(s4877 1)
(s4881 1)
(s4885 1)
(s4893 1)
(s4894 1)
(s4895 0)
(s4896 1)
(s4897 1)
(s4900 1)
(s4905 1)
(s4910 1)
(s4914 1)
(s4915 1)
(s4917 1)
(s4920 1)
(s4925 1)
(s4929 1)
(s4930 1)
(s4932 1)
(s4935 1)
(s4940 1)
(s4945 1)
(s4950 1)
(s4955 1)
(s4960 1)
(s4964 1)
(s4965 1)
(s4970 1)
(s4971 1)
(s4978 1)
(s4983 1)
(s4984 1)
(s4989 1)
(s4993 1)
(s4997 1)
(s5001 1)
(s5005 1)
(s5009 1)
(s5013 1)
(s5017 1)
(s5021 1)
(s5025 1)
(s5029 1)
(s5033 1)
(s5037 1)
(s5041 1)
(s5045 1)
(s5053 0)
(s5054 0)
(s5055 1)
(s5056 1)
(s5057 1)
(s5060 1)
(s5065 1)
(s5070 1)
(s5075 1)
(s5080 1)
(s5085 1)
(s5090 1)
(s5095 1)
(s5100 1)
(s5105 1)
(s5110 1)
(s5115 1)
(s5120 1)
(s5125 1)
(s5130 1)
(s5140 1)
(s5145 1)
(s5149 1)
(s5153 1)
(s5157 1)
(s5161 1)
(s5165 1)
(s5169 1)
(s5173 1)
(s5177 1)
(s5181 1)
(s5185 1)
(s5189 1)
(s5193 1)
(s5196 1)
(s5199 1)
(s5200 1)
(s5201 1)
(s5210 1)
(s5213 1)
(s5218 1)
(s5223 1)
(s5228 1)
(s5233 1)
(s5238 1)
(s5243 1)
(s5248 1)
(s5253 1)
(s5258 1)
(s5263 1)
(s5268 1)
(s5273 1)
(s5278 1)
(s5283 1)
(s5288 1)
(s5293 1)
(s5298 1)
(s5302 1)
(s5306 1)
(s5310 1)
(s5314 1)
(s5318 1)
(s5322 1)
(s5326 1)
(s5330 1)
(s5334 1)
(s5338 1)
(s5342 1)
(s5346 1)
(s5350 1)
(s5354 1)
(s5361 0)
(s5362 0)
(s5363 1)
(s5364 1)
(s5365 1)
(s5368 1)
(s5373 1)
(s5378 1)
(s5383 1)
(s5388 1)
(s5393 1)
(s5398 1)
(s5403 1)
(s5408 1)
(s5413 1)
(s5418 1)
(s5423 1)
(s5428 1)
(s5433 1)
(s5438 1)
(s5453 1)
(s5457 1)
(s5461 1)
(s5465 1)
(s5469 1)
(s5473 1)
(s5477 1)
(s5481 1)
(s5485 1)
(s5489 1)
(s5493 1)
(s5497 1)
(s5501 1)
(s5505 1)
(s5509 1)
(s5517 1)
(s5518 1)
(s5519 0)
(s5520 1)
(s5521 1)
(s5524 1)
(s5526 1)
(s5529 1)
(s5534 1)
(s5536 1)
(s5539 1)
(s5544 1)
(s5549 1)
(s5554 1)
(s5559 1)
(s5564 1)
(s5569 1)
(s5574 1)
(s5579 1)
(s5584 1)
(s5589 1)
(s5594 1)
(s5600 1)
(s5607 1)
(s5613 1)
(s5617 1)
(s5621 1)
(s5625 1)
(s5629 1)
(s5633 1)
(s5637 1)
(s5641 1)
(s5645 1)
(s5649 1)
(s5653 1)
(s5657 1)
(s5661 1)
(s5665 1)
(s5669 1)
(s5677 1)
(s5678 1)
(s5679 0)
(s5680 1)
(s5681 1)
(s5684 1)
(s5689 1)
(s5694 1)
(s5698 1)
(s5699 1)
(s5701 1)
(s5704 1)
(s5709 1)
(s5714 1)
(s5719 1)
(s5724 1)
(s5729 1)
(s5734 1)
(s5739 1)
(s5744 1)
(s5749 1)
(s5754 1)
(s5755 1)
(s5760 1)
(s5761 1)
(s5762 1)
(s5763 1)
(s5770 1)
(s5771 1)
(s5772 1)
(s5778 1)
(s5779 1)
(s5780 1)
(s5784 1)
(s5785 1)
(s5789 1)
(s5793 1)
(s5797 1)
(s5801 1)
(s5805 1)
(s5809 1)
(s5813 1)
(s5817 1)
(s5821 1)
(s5825 1)
(s5829 1)
(s5833 1)
(s5837 1)
(s5845 1)
(s5846 1)
(s5847 0)
(s5848 1)
(s5849 1)
(s5852 1)
(s5857 1)
(s5862 1)
(s5867 1)
(s5872 1)
(s5877 1)
(s5882 1)
(s5887 1)
(s5892 1)
(s5897 1)
(s5902 1)
(s5907 1)
(s5912 1)
(s5917 1)
(s5918 1)
(s5923 1)
(s5924 1)
(s5925 1)
(s5926 1)
(s5931 1)
(s5932 1)
(s5933 1)
(s5934 1)
(s5935 1)
(s5936 1)
(s5942 1)
(s5943 1)
(s5944 1)
(s5945 1)
(s5946 1)
(s5951 1)
(s5952 1)
(s5953 1)
(s5954 1)
(s5955 1)
(s5956 1)
(s5960 1)
(s5961 1)
(s5962 1)
(s5963 1)
(s5967 1)
(s5968 1)
(s5972 1)
(s5976 1)
(s5980 1)
(s5984 1)
(s5988 1)
(s5992 1)
(s5996 1)
(s6000 1)
(s6004 1)
(s6008 1)
(s6012 1)
(s6016 1)
(s6024 1)
(s6025 1)
(s6026 0)
(s6027 1)
(s6028 1)
(s6031 1)
(s6036 1)
(s6041 1)
(s6046 1)
(s6051 1)
(s6056 1)
(s6061 1)
(s6066 1)
(s6071 1)
(s6076 1)
(s6081 1)
(s6086 1)
(s6091 1)
(s6092 1)
(s6097 1)
(s6098 1)
(s6099 1)
(s6100 1)
(s6105 1)
(s6106 1)
(s6107 1)
(s6108 1)
(s6109 1)
(s6110 1)
(s6115 1)
(s6116 1)
(s6117 1)
(s6118 1)
(s6119 1)
(s6120 1)
(s6121 1)
(s6122 1)
(s6128 1)
(s6129 1)
(s6130 1)
(s6131 1)
(s6132 1)
(s6133 1)
(s6134 1)
(s6135 1)
(s6141 1)
(s6142 1)
(s6143 1)
(s6144 1)
(s6145 1)
(s6146 1)
(s6147 1)
(s6151 1)
(s6152 1)
(s6153 1)
(s6154 1)
(s6155 1)
(s6156 1)
(s6160 1)
(s6161 1)
(s6162 1)
(s6163 1)
(s6167 1)
(s6168 1)
(s6172 1)
(s6176 1)
(s6180 1)
(s6184 1)
(s6188 1)
(s6192 1)
(s6196 1)
(s6200 1)
(s6204 1)
(s6208 1)
(s6212 1)
(s6220 1)
(s6221 1)
(s6222 0)
(s6223 1)
(s6224 1)
(s6227 1)
(s6232 1)
(s6237 1)
(s6241 1)
(s6242 1)
(s6247 1)
(s6252 1)
(s6257 1)
(s6262 1)
(s6267 1)
(s6272 1)
(s6277 1)
(s6282 1)
(s6283 1)
(s6288 1)
(s6289 1)
(s6290 1)
(s6291 1)
(s6296 1)
(s6297 1)
(s6298 1)
(s6299 1)
(s6300 1)
(s6301 1)
(s6306 1)
(s6307 1)
(s6308 1)
(s6309 1)
(s6310 1)
(s6311 1)
(s6312 1)
(s6313 1)
(s6318 1)
(s6319 1)
(s6320 1)
(s6321 1)
(s6322 1)
(s6323 1)
(s6324 1)
(s6325 1)
(s6326 1)
(s6327 1)
(s6332 1)
(s6333 1)
(s6334 1)
(s6335 1)
(s6336 1)
(s6337 1)
(s6338 1)
(s6339 1)
(s6340 1)
(s6341 1)
(s6347 1)
(s6348 1)
(s6349 1)
(s6350 1)
(s6351 1)
(s6352 1)
(s6353 1)
(s6354 1)
(s6355 1)
(s6359 1)
(s6360 1)
(s6361 1)
(s6362 1)
(s6363 1)
(s6364 1)
(s6365 1)
(s6366 1)
(s6370 1)
(s6371 1)
(s6372 1)
(s6373 1)
(s6374 1)
(s6375 1)
(s6379 1)
(s6380 1)
(s6381 1)
(s6382 1)
(s6386 1)
(s6387 1)
(s6391 1)
(s6395 1)
(s6399 1)
(s6403 1)
(s6407 1)
(s6411 1)
(s6415 1)
(s6419 1)
(s6423 1)
(s6427 1)
(s6435 1)
(s6436 1)
(s6437 0)
(s6438 1)
(s6439 1)
(s6442 1)
(s6447 1)
(s6452 1)
(s6457 1)
(s6462 1)
(s6467 1)
(s6472 1)
(s6477 1)
(s6482 1)
(s6487 1)
(s6492 1)
(s6493 1)
(s6498 1)
(s6499 1)
(s6500 1)
(s6501 1)
(s6506 1)
(s6507 1)
(s6508 1)
(s6509 1)
(s6510 1)
(s6511 1)
(s6516 1)
(s6517 1)
(s6518 1)
(s6519 1)
(s6520 1)
(s6521 1)
(s6522 1)
(s6523 1)
(s6527 1)
(s6528 1)
(s6529 1)
(s6530 1)
(s6531 1)
(s6532 1)
(s6533 1)
(s6534 1)
(s6535 1)
(s6536 1)
(s6537 1)
(s6539 1)
(s6542 1)
(s6543 1)
(s6544 1)
(s6545 1)
(s6546 1)
(s6547 1)
(s6548 1)
(s6549 1)
(s6550 1)
(s6551 1)
(s6552 1)
(s6553 1)
(s6560 1)
(s6561 1)
(s6562 1)
(s6563 1)
(s6564 1)
(s6565 1)
(s6566 1)
(s6567 1)
(s6568 1)
(s6569 1)
(s6570 1)
(s6575 1)
(s6576 1)
(s6577 1)
(s6578 1)
(s6579 1)
(s6580 1)
(s6581 1)
(s6582 1)
(s6583 1)
(s6584 1)
(s6585 1)
(s6586 1)
(s6590 1)
(s6591 1)
(s6592 1)
(s6593 1)
(s6594 1)
(s6595 1)
(s6596 1)
(s6597 1)
(s6598 1)
(s6599 1)
(s6603 1)
(s6604 1)
(s6605 1)
(s6606 1)
(s6607 1)
(s6608 1)
(s6609 1)
(s6610 1)
(s6614 1)
(s6615 1)
(s6616 1)
(s6617 1)
(s6618 1)
(s6619 1)
(s6623 1)
(s6624 1)
(s6625 1)
(s6626 1)
(s6630 1)
(s6631 1)
(s6635 1)
(s6639 1)
(s6643 1)
(s6647 1)
(s6651 1)
(s6655 1)
(s6659 1)
(s6663 1)
(s6667 1)
(s6675 0)
(s6676 0)
(s6677 1)
(s6678 1)
(s6679 1)
(s6682 1)
(s6687 1)
(s6692 1)
(s6697 1)
(s6702 1)
(s6707 1)
(s6712 1)
(s6717 1)
(s6722 1)
(s6727 1)
(s6728 1)
(s6733 1)
(s6734 1)
(s6735 1)
(s6736 1)
(s6741 1)
(s6742 1)
(s6743 1)
(s6744 1)
(s6745 1)
(s6746 1)
(s6751 1)
(s6752 1)
(s6753 1)
(s6754 1)
(s6755 1)
(s6756 1)
(s6757 1)
(s6758 1)
(s6763 1)
(s6764 1)
(s6765 1)
(s6766 1)
(s6767 1)
(s6768 1)
(s6769 1)
(s6770 1)
(s6771 1)
(s6772 1)
(s6777 1)
(s6778 1)
(s6779 1)
(s6780 1)
(s6781 1)
(s6782 1)
(s6783 1)
(s6784 1)
(s6785 1)
(s6786 1)
(s6787 1)
(s6788 1)
(s6794 1)
(s6795 1)
(s6796 1)
(s6797 1)
(s6798 1)
(s6799 1)
(s6800 1)
(s6801 1)
(s6802 1)
(s6803 1)
(s6804 1)
(s6805 1)
(s6806 1)
(s6813 1)
(s6814 1)
(s6815 1)
(s6816 1)
(s6817 1)
(s6818 1)
(s6819 1)
(s6820 1)
(s6821 1)
(s6822 1)
(s6823 1)
(s6824 1)
(s6825 1)
(s6830 1)
(s6831 1)
(s6832 1)
(s6833 1)
(s6834 1)
(s6835 1)
(s6836 1)
(s6837 1)
(s6838 1)
(s6839 1)
(s6840 1)
(s6841 1)
(s6842 1)
(s6843 1)
(s6847 1)
(s6848 1)
(s6849 1)
(s6850 1)
(s6851 1)
(s6852 1)
(s6853 1)
(s6854 1)
(s6855 1)
(s6856 1)
(s6857 1)
(s6858 1)
(s6862 1)
(s6863 1)
(s6864 1)
(s6865 1)
(s6866 1)
(s6867 1)
(s6868 1)
(s6869 1)
(s6870 1)
(s6871 1)
(s6875 1)
(s6876 1)
(s6877 1)
(s6878 1)
(s6879 1)
(s6880 1)
(s6881 1)
(s6882 1)
(s6886 1)
(s6887 1)
(s6888 1)
(s6889 1)
(s6890 1)
(s6891 1)
(s6895 1)
(s6896 1)
(s6897 1)
(s6898 1)
(s6902 1)
(s6903 1)
(s6907 1)
(s6911 1)
(s6915 1)
(s6919 1)
(s6923 1)
(s6927 1)
(s6931 1)
(s6935 1)
(s6943 0)
(s6944 0)
(s6945 1)
(s6946 1)
(s6947 1)
(s6950 1)
(s6955 1)
(s6960 1)
(s6965 1)
(s6970 1)
(s6975 1)
(s6980 1)
(s6985 1)
(s6990 1)
(s6991 1)
(s6996 1)
(s6997 1)
(s6998 1)
(s6999 1)
(s7004 1)
(s7005 1)
(s7006 1)
(s7007 1)
(s7008 1)
(s7009 1)
(s7014 1)
(s7015 1)
(s7016 1)
(s7017 1)
(s7018 1)
(s7019 1)
(s7020 1)
(s7021 1)
(s7026 1)
(s7027 1)
(s7028 1)
(s7029 1)
(s7030 1)
(s7031 1)
(s7032 1)
(s7033 1)
(s7034 1)
(s7035 1)
(s7040 1)
(s7041 1)
(s7042 1)
(s7043 1)
(s7044 1)
(s7045 1)
(s7046 1)
(s7047 1)
(s7048 1)
(s7049 1)
(s7050 1)
(s7051 1)
(s7056 1)
(s7057 1)
(s7058 1)
(s7059 1)
(s7060 1)
(s7061 1)
(s7062 1)
(s7063 1)
(s7064 1)
(s7065 1)
(s7066 1)
(s7067 1)
(s7068 1)
(s7069 1)
(s7074 1)
(s7075 1)
(s7076 1)
(s7077 1)
(s7078 1)
(s7079 1)
(s7080 1)
(s7081 1)
(s7082 1)
(s7083 1)
(s7084 1)
(s7085 1)
(s7086 1)
(s7087 1)
(s7088 1)
(s7089 1)
(s7096 1)
(s7097 1)
(s7098 1)
(s7099 1)
(s7100 1)
(s7101 1)
(s7102 1)
(s7103 1)
(s7104 1)
(s7105 1)
(s7106 1)
(s7107 1)
(s7108 1)
(s7109 1)
(s7110 1)
(s7115 1)
(s7116 1)
(s7117 1)
(s7118 1)
(s7119 1)
(s7120 1)
(s7121 1)
(s7122 1)
(s7123 1)
(s7124 1)
(s7125 1)
(s7126 1)
(s7127 1)
(s7128 1)
(s7129 1)
(s7130 1)
(s7134 1)
(s7135 1)
(s7136 1)
(s7137 1)
(s7138 1)
(s7139 1)
(s7140 1)
(s7141 1)
(s7142 1)
(s7143 1)
(s7144 1)
(s7145 1)
(s7146 1)
(s7147 1)
(s7151 1)
(s7152 1)
(s7153 1)
(s7154 1)
(s7155 1)
(s7156 1)
(s7157 1)
(s7158 1)
(s7159 1)
(s7160 1)
(s7161 1)
(s7162 1)
(s7166 1)
(s7167 1)
(s7168 1)
(s7169 1)
(s7170 1)
(s7171 1)
(s7172 1)
(s7173 1)
(s7174 1)
(s7175 1)
(s7179 1)
(s7180 1)
(s7181 1)
(s7182 1)
(s7183 1)
(s7184 1)
(s7185 1)
(s7186 1)
(s7190 1)
(s7191 1)
(s7192 1)
(s7193 1)
(s7194 1)
(s7195 1)
(s7199 1)
(s7200 1)
(s7201 1)
(s7202 1)
(s7206 1)
(s7207 1)
(s7211 1)
(s7215 1)
(s7219 1)
(s7223 1)
(s7226 1)
(s7230 1)
(s7234 1)
(s7242 0)
(s7243 0)
(s7244 1)
(s7245 1)
(s7246 1)
(s7249 1)
(s7254 1)
(s7258 1)
(s7259 1)
(s7261 1)
(s7264 1)
(s7269 1)
(s7273 1)
(s7274 1)
(s7279 1)
(s7284 1)
(s7285 1)
(s7290 1)
(s7291 1)
(s7292 1)
(s7293 1)
(s7298 1)
(s7299 1)
(s7300 1)
(s7301 1)
(s7302 1)
(s7303 1)
(s7308 1)
(s7309 1)
(s7310 1)
(s7311 1)
(s7312 1)
(s7313 1)
(s7314 1)
(s7315 1)
(s7320 1)
(s7321 1)
(s7322 1)
(s7323 1)
(s7324 1)
(s7325 1)
(s7326 1)
(s7327 1)
(s7328 1)
(s7329 1)
(s7334 1)
(s7335 1)
(s7336 1)
(s7337 1)
(s7338 1)
(s7339 1)
(s7340 1)
(s7341 1)
(s7342 1)
(s7343 1)
(s7344 1)
(s7345 1)
(s7350 1)
(s7351 1)
(s7352 1)
(s7353 1)
(s7354 1)
(s7355 1)
(s7356 1)
(s7357 1)
(s7358 1)
(s7359 1)
(s7360 1)
(s7361 1)
(s7362 1)
(s7363 1)
(s7368 1)
(s7369 1)
(s7370 1)
(s7371 1)
(s7372 1)
(s7373 1)
(s7374 1)
(s7375 1)
(s7376 1)
(s7377 1)
(s7378 1)
(s7379 1)
(s7380 1)
(s7381 1)
(s7382 1)
(s7383 1)
(s7388 1)
(s7389 1)
(s7390 1)
(s7391 1)
(s7392 1)
(s7393 1)
(s7394 1)
(s7395 1)
(s7396 1)
(s7397 1)
(s7398 1)
(s7399 1)
(s7400 1)
(s7401 1)
(s7402 1)
(s7403 1)
(s7404 1)
(s7405 1)
(s7407 1)
(s7412 1)
(s7413 1)
(s7414 1)
(s7415 1)
(s7416 1)
(s7417 1)
(s7418 1)
(s7419 1)
(s7420 1)
(s7421 1)
(s7422 1)
(s7423 1)
(s7424 1)
(s7425 1)
(s7426 1)
(s7427 1)
(s7428 1)
(s7433 1)
(s7434 1)
(s7435 1)
(s7436 1)
(s7437 1)
(s7438 1)
(s7439 1)
(s7440 1)
(s7441 1)
(s7442 1)
(s7443 1)
(s7444 1)
(s7445 1)
(s7446 1)
(s7447 1)
(s7448 1)
(s7449 1)
(s7450 1)
(s7454 1)
(s7455 1)
(s7456 1)
(s7457 1)
(s7458 1)
(s7459 1)
(s7460 1)
(s7461 1)
(s7462 1)
(s7463 1)
(s7464 1)
(s7465 1)
(s7466 1)
(s7467 1)
(s7468 1)
(s7469 1)
(s7473 1)
(s7474 1)
(s7475 1)
(s7476 1)
(s7477 1)
(s7478 1)
(s7479 1)
(s7480 1)
(s7481 1)
(s7482 1)
(s7483 1)
(s7484 1)
(s7485 1)
(s7486 1)
(s7490 1)
(s7491 1)
(s7492 1)
(s7493 1)
(s7494 1)
(s7495 1)
(s7496 1)
(s7497 1)
(s7498 1)
(s7499 1)
(s7500 1)
(s7501 1)
(s7505 1)
(s7506 1)
(s7507 1)
(s7508 1)
(s7509 1)
(s7510 1)
(s7511 1)
(s7512 1)
(s7513 1)
(s7514 1)
(s7518 1)
(s7519 1)
(s7520 1)
(s7521 1)
(s7522 1)
(s7523 1)
(s7524 1)
(s7525 1)
(s7529 1)
(s7530 1)
(s7531 1)
(s7532 1)
(s7533 1)
(s7534 1)
(s7538 1)
(s7539 1)
(s7540 1)
(s7541 1)
(s7545 1)
(s7546 1)
(s7550 1)
(s7554 1)
(s7558 1)
(s7562 1)
(s7566 1)
(s7570 1)
(s7578 0)
(s7579 0)
(s7580 1)
(s7581 1)
(s7582 1)
(s7585 1)
(s7590 1)
(s7595 1)
(s7600 1)
(s7605 1)
(s7610 1)
(s7615 1)
(s7616 1)
(s7621 1)
(s7622 1)
(s7623 1)
(s7624 1)
(s7629 1)
(s7630 1)
(s7631 1)
(s7632 1)
(s7633 1)
(s7634 1)
(s7639 1)
(s7640 1)
(s7641 1)
(s7642 1)
(s7643 1)
(s7644 1)
(s7645 1)
(s7646 1)
(s7651 1)
(s7652 1)
(s7653 1)
(s7654 1)
(s7655 1)
(s7656 1)
(s7657 1)
(s7658 1)
(s7659 1)
(s7660 1)
(s7665 1)
(s7666 1)
(s7667 1)
(s7668 1)
(s7669 1)
(s7670 1)
(s7671 1)
(s7672 1)
(s7673 1)
(s7674 1)
(s7675 1)
(s7676 1)
(s7681 1)
(s7682 1)
(s7683 1)
(s7684 1)
(s7685 1)
(s7686 1)
(s7687 1)
(s7688 1)
(s7689 1)
(s7690 1)
(s7691 1)
(s7692 1)
(s7693 1)
(s7694 1)
(s7699 1)
(s7700 1)
(s7701 1)
(s7702 1)
(s7703 1)
(s7704 1)
(s7705 1)
(s7706 1)
(s7707 1)
(s7708 1)
(s7709 1)
(s7710 1)
(s7711 1)
(s7712 1)
(s7713 1)
(s7714 1)
(s7719 1)
(s7720 1)
(s7721 1)
(s7722 1)
(s7723 1)
(s7724 1)
(s7725 1)
(s7726 1)
(s7727 1)
(s7728 1)
(s7729 1)
(s7730 1)
(s7731 1)
(s7732 1)
(s7733 1)
(s7734 1)
(s7735 1)
(s7736 1)
(s7742 1)
(s7743 1)
(s7744 1)
(s7745 1)
(s7746 1)
(s7747 1)
(s7748 1)
(s7749 1)
(s7750 1)
(s7751 1)
(s7752 1)
(s7753 1)
(s7754 1)
(s7755 1)
(s7756 1)
(s7757 1)
(s7758 1)
(s7759 1)
(s7760 1)
(s7766 1)
(s7767 1)
(s7768 1)
(s7769 1)
(s7770 1)
(s7771 1)
(s7772 1)
(s7773 1)
(s7774 1)
(s7775 1)
(s7776 1)
(s7777 1)
(s7778 1)
(s7779 1)
(s7780 1)
(s7781 1)
(s7782 1)
(s7783 1)
(s7784 1)
(s7785 1)
(s7791 1)
(s7792 1)
(s7793 1)
(s7794 1)
(s7795 1)
(s7796 1)
(s7797 1)
(s7798 1)
(s7799 1)
(s7800 1)
(s7801 1)
(s7802 1)
(s7803 1)
(s7804 1)
(s7805 1)
(s7806 1)
(s7807 1)
(s7808 1)
(s7809 1)
(s7813 1)
(s7814 1)
(s7815 1)
(s7816 1)
(s7817 1)
(s7818 1)
(s7819 1)
(s7820 1)
(s7821 1)
(s7822 1)
(s7823 1)
(s7824 1)
(s7825 1)
(s7826 1)
(s7827 1)
(s7828 1)
(s7829 1)
(s7830 1)
(s7834 1)
(s7835 1)
(s7836 1)
(s7837 1)
(s7838 1)
(s7839 1)
(s7840 1)
(s7841 1)
(s7842 1)
(s7843 1)
(s7844 1)
(s7845 1)
(s7846 1)
(s7847 1)
(s7848 1)
(s7849 1)
(s7853 1)
(s7854 1)
(s7855 1)
(s7856 1)
(s7857 1)
(s7858 1)
(s7859 1)
(s7860 1)
(s7861 1)
(s7862 1)
(s7863 1)
(s7864 1)
(s7865 1)
(s7866 1)
(s7870 1)
(s7871 1)
(s7872 1)
(s7873 1)
(s7874 1)
(s7875 1)
(s7876 1)
(s7877 1)
(s7878 1)
(s7879 1)
(s7880 1)
(s7881 1)
(s7885 1)
(s7886 1)
(s7887 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 6622/28739 variables, and 60 constraints, problems are : Problem set: 0 solved, 12810 unsolved in 45254 ms.
Refiners :[Positive P Invariants (semi-flows): 60/63 constraints, Generalized P Invariants (flows): 0/1194 constraints, State Equation: 0/10728 constraints, ReadFeed: 0/7042 constraints, PredecessorRefiner: 0/12810 constraints, Known Traps: 0/0 constraints]
After SMT, in 124523ms problems are : Problem set: 0 solved, 12810 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 6622 out of 10728 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 10728/10728 places, 19067/19067 transitions.
Discarding 1503 places :
Symmetric choice reduction at 0 with 1503 rule applications. Total rules 1503 place count 9225 transition count 17562
Iterating global reduction 0 with 1503 rules applied. Total rules applied 3006 place count 9225 transition count 17562
Performed 1 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 0 with 1 Pre rules applied. Total rules applied 3006 place count 9225 transition count 17561
Deduced a syphon composed of 1 places in 16 ms
Reduce places removed 1 places and 0 transitions.
Iterating global reduction 0 with 2 rules applied. Total rules applied 3008 place count 9224 transition count 17561
Discarding 968 places :
Symmetric choice reduction at 0 with 968 rule applications. Total rules 3976 place count 8256 transition count 15625
Iterating global reduction 0 with 968 rules applied. Total rules applied 4944 place count 8256 transition count 15625
Free-agglomeration rule (complex) applied 22 times.
Iterating global reduction 0 with 22 rules applied. Total rules applied 4966 place count 8256 transition count 15603
Reduce places removed 22 places and 0 transitions.
Iterating post reduction 0 with 22 rules applied. Total rules applied 4988 place count 8234 transition count 15603
Partial Free-agglomeration rule applied 87 times.
Drop transitions (Partial Free agglomeration) removed 87 transitions
Iterating global reduction 1 with 87 rules applied. Total rules applied 5075 place count 8234 transition count 15603
Applied a total of 5075 rules in 3441 ms. Remains 8234 /10728 variables (removed 2494) and now considering 15603/19067 (removed 3464) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 3445 ms. Remains : 8234/10728 places, 15603/19067 transitions.
RANDOM walk for 719992 steps (46979 resets) in 120004 ms. (5 steps per ms) remains 12712/12810 properties
BEST_FIRST walk for 4004 steps (28 resets) in 647 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 637 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 600 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 659 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 609 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 640 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 616 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 670 ms. (5 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 650 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 604 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 620 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 663 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 633 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 602 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 624 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 622 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 603 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 621 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 647 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 658 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 608 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 630 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (28 resets) in 618 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4003 steps (22 resets) in 587 ms. (6 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (20 resets) in 507 ms. (7 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (19 resets) in 542 ms. (7 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (20 resets) in 485 ms. (8 steps per ms) remains 12712/12712 properties
BEST_FIRST walk for 4004 steps (21 resets) in 564 ms. (7 steps per ms) remains 12711/12712 properties
BEST_FIRST walk for 4003 steps (20 resets) in 476 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 474 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 488 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 516 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (24 resets) in 570 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 501 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 576 ms. (6 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 463 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 491 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 481 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 485 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (23 resets) in 565 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 497 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 500 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 585 ms. (6 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 563 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 553 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 524 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 491 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 480 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (22 resets) in 571 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4001 steps (20 resets) in 515 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 550 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 553 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 516 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 601 ms. (6 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (19 resets) in 478 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 517 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (19 resets) in 442 ms. (9 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4001 steps (20 resets) in 496 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (22 resets) in 534 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 518 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 506 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 473 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 516 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 533 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 557 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4002 steps (20 resets) in 508 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 495 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 572 ms. (6 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 495 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 502 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 535 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (23 resets) in 541 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 482 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 562 ms. (7 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4004 steps (20 resets) in 489 ms. (8 steps per ms) remains 12711/12711 properties
BEST_FIRST walk for 4003 steps (20 resets) in 572 ms. (6 steps per ms) remains 12711/12711 properties
Interrupted probabilistic random walk after 175340 steps, run timeout after 129001 ms. (steps per millisecond=1 ) properties seen :19 out of 12711
Probabilistic random walk after 175340 steps, saw 79731 distinct states, run finished after 129003 ms. (steps per millisecond=1 ) properties seen :19
[2025-06-03 13:42:40] [INFO ] Flow matrix only has 14525 transitions (discarded 1078 similar events)
// Phase 1: matrix 14525 rows 8234 cols
[2025-06-03 13:42:41] [INFO ] Computed 1257 invariants in 939 ms
[2025-06-03 13:42:41] [INFO ] State equation strengthened by 6072 read => feed constraints.
Error getting values : (error "ParserException while parsing response: (timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
At refinement iteration 0 (INCLUDED_ONLY) 0/6532 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12692 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 6532/22759 variables, and 60 constraints, problems are : Problem set: 0 solved, 12692 unsolved in 75438 ms.
Refiners :[Positive P Invariants (semi-flows): 60/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8234 constraints, ReadFeed: 0/6072 constraints, PredecessorRefiner: 12692/12692 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12692 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/6532 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12692 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 6532/22759 variables, and 60 constraints, problems are : Problem set: 0 solved, 12692 unsolved in 75295 ms.
Refiners :[Positive P Invariants (semi-flows): 60/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8234 constraints, ReadFeed: 0/6072 constraints, PredecessorRefiner: 0/12692 constraints, Known Traps: 0/0 constraints]
After SMT, in 180232ms problems are : Problem set: 0 solved, 12692 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 6532 out of 8234 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 8234/8234 places, 15603/15603 transitions.
Discarding 20 places :
Symmetric choice reduction at 0 with 20 rule applications. Total rules 20 place count 8214 transition count 15580
Iterating global reduction 0 with 20 rules applied. Total rules applied 40 place count 8214 transition count 15580
Performed 3 Pre agglomeration using Quasi-Persistent + Divergent Free condition..
Pre-agglomeration after 0 with 3 Pre rules applied. Total rules applied 40 place count 8214 transition count 15577
Deduced a syphon composed of 3 places in 15 ms
Reduce places removed 3 places and 0 transitions.
Iterating global reduction 0 with 6 rules applied. Total rules applied 46 place count 8211 transition count 15577
Discarding 17 places :
Symmetric choice reduction at 0 with 17 rule applications. Total rules 63 place count 8194 transition count 15543
Iterating global reduction 0 with 17 rules applied. Total rules applied 80 place count 8194 transition count 15543
Free-agglomeration rule (complex) applied 5 times.
Iterating global reduction 0 with 5 rules applied. Total rules applied 85 place count 8194 transition count 15538
Reduce places removed 5 places and 0 transitions.
Iterating post reduction 0 with 5 rules applied. Total rules applied 90 place count 8189 transition count 15538
Applied a total of 90 rules in 1741 ms. Remains 8189 /8234 variables (removed 45) and now considering 15538/15603 (removed 65) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1741 ms. Remains : 8189/8234 places, 15538/15603 transitions.
RANDOM walk for 719997 steps (47654 resets) in 120004 ms. (5 steps per ms) remains 12687/12692 properties
BEST_FIRST walk for 4004 steps (28 resets) in 625 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 651 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 656 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 653 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 660 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 660 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 670 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 657 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 670 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 672 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 660 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4003 steps (22 resets) in 581 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (23 resets) in 588 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4003 steps (20 resets) in 511 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 555 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (22 resets) in 572 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4003 steps (20 resets) in 578 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 522 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 574 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4003 steps (20 resets) in 562 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (19 resets) in 529 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 569 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4003 steps (20 resets) in 578 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 545 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 589 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 658 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (22 resets) in 645 ms. (6 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 542 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 552 ms. (7 steps per ms) remains 12687/12687 properties
BEST_FIRST walk for 4004 steps (20 resets) in 564 ms. (7 steps per ms) remains 12687/12687 properties
Interrupted probabilistic random walk after 155092 steps, run timeout after 114001 ms. (steps per millisecond=1 ) properties seen :0 out of 12687
Probabilistic random walk after 155092 steps, saw 70473 distinct states, run finished after 114002 ms. (steps per millisecond=1 ) properties seen :0
[2025-06-03 13:48:14] [INFO ] Flow matrix only has 14455 transitions (discarded 1083 similar events)
// Phase 1: matrix 14455 rows 8189 cols
[2025-06-03 13:48:15] [INFO ] Computed 1257 invariants in 1044 ms
[2025-06-03 13:48:15] [INFO ] State equation strengthened by 6052 read => feed constraints.
Error getting values : (error "ParserException while parsing response: ((s3 1.0)
(s4 1.0)
(s5 1.0)
(s8 1.0)
(s9 1.0)
(s13 1.0)
(s14 1.0)
(s15 1.0)
(s16 1.0)
(s18 1.0)
(s19 1.0)
(s20 1.0)
(s21 1.0)
(s22 1.0)
(s23 1.0)
(s25 1.0)
(s26 1.0)
(s27 1.0)
(s28 1.0)
(s29 1.0)
(s30 1.0)
(s31 1.0)
(s32 1.0)
(s34 1.0)
(s35 1.0)
(s36 1.0)
(s37 1.0)
(s38 1.0)
(s39 1.0)
(s40 1.0)
(s41 1.0)
(s42 1.0)
(s43 1.0)
(s45 1.0)
(s46 1.0)
(s47 1.0)
(s48 1.0)
(s49 1.0)
(s50 1.0)
(s51 1.0)
(s52 1.0)
(s53 1.0)
(s54 1.0)
(s55 1.0)
(s56 1.0)
(s58 1.0)
(s59 1.0)
(s60 1.0)
(s61 1.0)
(s62 1.0)
(s63 1.0)
(s64 1.0)
(s65 1.0)
(s66 1.0)
(s67 1.0)
(s68 1.0)
(s69 1.0)
(s70 1.0)
(s71 1.0)
(s73 1.0)
(s74 1.0)
(s75 1.0)
(s76 1.0)
(s77 1.0)
(s78 1.0)
(s79 1.0)
(s80 1.0)
(s81 1.0)
(s82 1.0)
(s83 1.0)
(s84 1.0)
(s85 1.0)
(s86 1.0)
(s87 1.0)
(s88 1.0)
(s90 1.0)
(s91 1.0)
(s92 1.0)
(s93 1.0)
(s94 1.0)
(s95 1.0)
(s96 1.0)
(s97 1.0)
(s98 1.0)
(s99 1.0)
(s100 1.0)
(s101 1.0)
(s102 1.0)
(s103 1.0)
(s104 1.0)
(s105 1.0)
(s106 1.0)
(s107 1.0)
(s109 1.0)
(s110 1.0)
(s111 1.0)
(s112 1.0)
(s113 1.0)
(s114 1.0)
(s115 1.0)
(s116 1.0)
(s117 1.0)
(s118 1.0)
(s119 1.0)
(s120 1.0)
(s121 1.0)
(s122 1.0)
(s123 1.0)
(s124 1.0)
(s125 1.0)
(s126 1.0)
(s127 1.0)
(s128 1.0)
(s130 1.0)
(s131 1.0)
(s132 1.0)
(s133 1.0)
(s134 1.0)
(s135 1.0)
(s136 1.0)
(s137 1.0)
(s138 1.0)
(s139 1.0)
(s140 1.0)
(s141 1.0)
(s142 1.0)
(s143 1.0)
(s144 1.0)
(s145 1.0)
(s146 1.0)
(s147 1.0)
(s148 1.0)
(s149 1.0)
(s150 1.0)
(s151 1.0)
(s153 1.0)
(s154 1.0)
(s155 1.0)
(s156 1.0)
(s157 1.0)
(s158 1.0)
(s159 1.0)
(s160 1.0)
(s161 1.0)
(s162 1.0)
(s163 1.0)
(s164 1.0)
(s165 1.0)
(s166 1.0)
(s167 1.0)
(s168 1.0)
(s169 1.0)
(s170 1.0)
(s171 1.0)
(s172 1.0)
(s173 1.0)
(s174 1.0)
(s175 1.0)
(s176 1.0)
(s178 1.0)
(s179 1.0)
(s180 1.0)
(s181 1.0)
(s182 1.0)
(s183 1.0)
(s184 1.0)
(s185 1.0)
(s186 1.0)
(s187 1.0)
(s188 1.0)
(s189 1.0)
(s190 1.0)
(s191 1.0)
(s192 1.0)
(s193 1.0)
(s194 1.0)
(s195 1.0)
(s196 1.0)
(s197 1.0)
(s198 1.0)
(s199 1.0)
(s200 1.0)
(s201 1.0)
(s202 1.0)
(s203 1.0)
(s205 1.0)
(s206 1.0)
(s207 1.0)
(s208 1.0)
(s209 1.0)
(s210 1.0)
(s211 1.0)
(s212 1.0)
(s213 1.0)
(s214 1.0)
(s215 1.0)
(s216 1.0)
(s217 1.0)
(s218 1.0)
(s219 1.0)
(s220 1.0)
(s221 1.0)
(s222 1.0)
(s223 1.0)
(s224 1.0)
(s225 1.0)
(s226 1.0)
(s227 1.0)
(s228 1.0)
(s229 1.0)
(s230 1.0)
(s231 1.0)
(s232 1.0)
(s235 1.0)
(s236 1.0)
(s237 1.0)
(s238 1.0)
(s239 1.0)
(s240 1.0)
(s241 1.0)
(s242 1.0)
(s243 1.0)
(s244 1.0)
(s245 1.0)
(s246 1.0)
(s247 1.0)
(s248 1.0)
(s249 1.0)
(s250 1.0)
(s251 1.0)
(s252 1.0)
(s253 1.0)
(s254 1.0)
(s255 1.0)
(s256 1.0)
(s257 1.0)
(s258 1.0)
(s259 1.0)
(s260 1.0)
(s261 1.0)
(s262 1.0)
(s263 1.0)
(s266 1.0)
(s267 1.0)
(s268 1.0)
(s269 1.0)
(s270 1.0)
(s271 1.0)
(s272 1.0)
(s273 1.0)
(s274 1.0)
(s275 1.0)
(s276 1.0)
(s277 1.0)
(s278 1.0)
(s279 1.0)
(s280 1.0)
(s281 1.0)
(s282 1.0)
(s283 1.0)
(s284 1.0)
(s285 1.0)
(s286 1.0)
(s287 1.0)
(s288 1.0)
(s289 1.0)
(s290 1.0)
(s291 1.0)
(s292 1.0)
(s293 1.0)
(s294 1.0)
(s298 1.0)
(s299 1.0)
(s300 1.0)
(s301 1.0)
(s302 1.0)
(s303 1.0)
(s304 1.0)
(s305 1.0)
(s306 1.0)
(s307 1.0)
(s308 1.0)
(s309 1.0)
(s310 1.0)
(s311 1.0)
(s312 1.0)
(s313 1.0)
(s314 1.0)
(s315 1.0)
(s316 1.0)
(s317 1.0)
(s318 1.0)
(s319 1.0)
(s320 1.0)
(s321 1.0)
(s322 1.0)
(s323 1.0)
(s324 1.0)
(s325 1.0)
(s326 1.0)
(s330 1.0)
(s331 1.0)
(s332 1.0)
(s333 1.0)
(s334 1.0)
(s335 1.0)
(s336 1.0)
(s337 1.0)
(s338 1.0)
(s339 1.0)
(s340 1.0)
(s341 1.0)
(s342 1.0)
(s343 1.0)
(s344 1.0)
(s345 1.0)
(s346 1.0)
(s347 1.0)
(s348 1.0)
(s349 1.0)
(s350 1.0)
(s351 1.0)
(s352 1.0)
(s353 1.0)
(s354 1.0)
(s355 1.0)
(s356 1.0)
(s357 1.0)
(s359 1.0)
(s360 1.0)
(s361 1.0)
(s362 1.0)
(s363 1.0)
(s364 1.0)
(s365 1.0)
(s366 1.0)
(s367 1.0)
(s368 1.0)
(s369 1.0)
(s370 1.0)
(s371 1.0)
(s372 1.0)
(s373 1.0)
(s374 1.0)
(s375 1.0)
(s376 1.0)
(s377 1.0)
(s378 1.0)
(s379 1.0)
(s380 1.0)
(s381 1.0)
(s382 1.0)
(s383 1.0)
(s384 1.0)
(s386 1.0)
(s387 1.0)
(s388 1.0)
(s389 1.0)
(s390 1.0)
(s391 1.0)
(s392 1.0)
(s393 1.0)
(s394 1.0)
(s395 1.0)
(s396 1.0)
(s397 1.0)
(s398 1.0)
(s399 1.0)
(s400 1.0)
(s401 1.0)
(s402 1.0)
(s403 1.0)
(s404 1.0)
(s405 1.0)
(s406 1.0)
(s407 1.0)
(s408 1.0)
(s409 1.0)
(s411 1.0)
(s412 1.0)
(s413 1.0)
(s414 1.0)
(s415 1.0)
(s416 1.0)
(s417 1.0)
(s418 1.0)
(s419 1.0)
(s420 1.0)
(s421 1.0)
(s422 1.0)
(s423 1.0)
(s424 1.0)
(s425 1.0)
(s426 1.0)
(s427 1.0)
(s428 1.0)
(s429 1.0)
(s430 1.0)
(s431 1.0)
(s432 1.0)
(s434 1.0)
(s435 1.0)
(s436 1.0)
(s437 1.0)
(s438 1.0)
(s439 1.0)
(s440 1.0)
(s441 1.0)
(s442 1.0)
(s443 1.0)
(s444 1.0)
(s445 1.0)
(s446 1.0)
(s447 1.0)
(s448 1.0)
(s449 1.0)
(s450 1.0)
(s451 1.0)
(s452 1.0)
(s453 1.0)
(s455 1.0)
(s456 1.0)
(s457 1.0)
(s458 1.0)
(s459 1.0)
(s460 1.0)
(s461 1.0)
(s462 1.0)
(s463 1.0)
(s464 1.0)
(s465 1.0)
(s466 1.0)
(s467 1.0)
(s468 1.0)
(s469 1.0)
(s470 1.0)
(s471 1.0)
(s472 1.0)
(s474 1.0)
(s475 1.0)
(s476 1.0)
(s477 1.0)
(s478 1.0)
(s479 1.0)
(s480 1.0)
(s481 1.0)
(s482 1.0)
(s483 1.0)
(s484 1.0)
(s485 1.0)
(s486 1.0)
(s487 1.0)
(s488 1.0)
(s489 1.0)
(s491 1.0)
(s492 1.0)
(s493 1.0)
(s494 1.0)
(s495 1.0)
(s496 1.0)
(s497 1.0)
(s498 1.0)
(s499 1.0)
(s500 1.0)
(s501 1.0)
(s502 1.0)
(s503 1.0)
(s504 1.0)
(s506 1.0)
(s507 1.0)
(s508 1.0)
(s509 1.0)
(s510 1.0)
(s511 1.0)
(s512 1.0)
(s513 1.0)
(s514 1.0)
(s515 1.0)
(s516 1.0)
(s517 1.0)
(s519 1.0)
(s520 1.0)
(s521 1.0)
(s522 1.0)
(s523 1.0)
(s524 1.0)
(s525 1.0)
(s526 1.0)
(s527 1.0)
(s528 1.0)
(s530 1.0)
(s531 1.0)
(s532 1.0)
(s533 1.0)
(s534 1.0)
(s535 1.0)
(s536 1.0)
(s537 1.0)
(s539 1.0)
(s540 1.0)
(s541 1.0)
(s542 1.0)
(s543 1.0)
(s544 1.0)
(s546 1.0)
(s547 1.0)
(s548 1.0)
(s549 1.0)
(s551 1.0)
(s552 1.0)
(s554 1.0)
(s560 1.0)
(s561 1.0)
(s562 0.0)
(s563 1.0)
(s564 1.0)
(s567 1.0)
(s571 1.0)
(s572 1.0)
(s574 1.0)
(s575 1.0)
(s576 1.0)
(s577 1.0)
(s579 1.0)
(s580 1.0)
(s581 1.0)
(s582 1.0)
(s583 1.0)
(s584 1.0)
(s586 1.0)
(s587 1.0)
(s588 1.0)
(s589 1.0)
(s590 1.0)
(s591 1.0)
(s592 1.0)
(s593 1.0)
(s595 1.0)
(s596 1.0)
(s597 1.0)
(s598 1.0)
(s599 1.0)
(s600 1.0)
(s601 1.0)
(s602 1.0)
(s603 1.0)
(s604 1.0)
(s606 1.0)
(s607 1.0)
(s608 1.0)
(s609 1.0)
(s610 1.0)
(s611 1.0)
(s612 1.0)
(s613 1.0)
(s614 1.0)
(s615 1.0)
(s616 1.0)
(s617 1.0)
(s619 1.0)
(s620 1.0)
(s621 1.0)
(s622 1.0)
(s623 1.0)
(s624 1.0)
(s625 1.0)
(s626 1.0)
(s627 1.0)
(s628 1.0)
(s629 1.0)
(s630 1.0)
(s631 1.0)
(s632 1.0)
(s634 1.0)
(s635 1.0)
(s636 1.0)
(s637 1.0)
(s638 1.0)
(s639 1.0)
(s640 1.0)
(s641 1.0)
(s642 1.0)
(s643 1.0)
(s644 1.0)
(s645 1.0)
(s646 1.0)
(s647 1.0)
(s648 1.0)
(s649 1.0)
(s651 1.0)
(s652 1.0)
(s653 1.0)
(s654 1.0)
(s655 1.0)
(s656 1.0)
(s657 1.0)
(s658 1.0)
(s659 1.0)
(s660 1.0)
(s661 1.0)
(s662 1.0)
(s663 1.0)
(s664 1.0)
(s665 1.0)
(s666 1.0)
(s667 1.0)
(s668 1.0)
(s670 1.0)
(s671 1.0)
(s672 1.0)
(s673 1.0)
(s674 1.0)
(s675 1.0)
(s676 1.0)
(s677 1.0)
(s678 1.0)
(s679 1.0)
(s680 1.0)
(s681 1.0)
(s682 1.0)
(s683 1.0)
(s684 1.0)
(s685 1.0)
(s686 1.0)
(s687 1.0)
(s688 1.0)
(s689 1.0)
(s691 1.0)
(s692 1.0)
(s693 1.0)
(s694 1.0)
(s695 1.0)
(s696 1.0)
(s697 1.0)
(s698 1.0)
(s699 1.0)
(s700 1.0)
(s701 1.0)
(s702 1.0)
(s703 1.0)
(s704 1.0)
(s705 1.0)
(s706 1.0)
(s707 1.0)
(s708 1.0)
(s709 1.0)
(s710 1.0)
(s711 1.0)
(s712 1.0)
(s714 1.0)
(s715 1.0)
(s716 1.0)
(s717 1.0)
(s718 1.0)
(s719 1.0)
(s720 1.0)
(s721 1.0)
(s722 1.0)
(s723 1.0)
(s724 1.0)
(s725 1.0)
(s726 1.0)
(s727 1.0)
(s728 1.0)
(s729 1.0)
(s730 1.0)
(s731 1.0)
(s732 1.0)
(s733 1.0)
(s734 1.0)
(s735 1.0)
(s736 1.0)
(s737 1.0)
(s739 1.0)
(s740 1.0)
(s741 1.0)
(s742 1.0)
(s743 1.0)
(s744 1.0)
(s745 1.0)
(s746 1.0)
(s747 1.0)
(s748 1.0)
(s749 1.0)
(s750 1.0)
(s751 1.0)
(s752 1.0)
(s753 1.0)
(s754 1.0)
(s755 1.0)
(s756 1.0)
(s757 1.0)
(s758 1.0)
(s759 1.0)
(s760 1.0)
(s761 1.0)
(s762 1.0)
(s763 1.0)
(s764 1.0)
(s767 1.0)
(s768 1.0)
(s769 1.0)
(s770 1.0)
(s771 1.0)
(s772 1.0)
(s773 1.0)
(s774 1.0)
(s775 1.0)
(s776 1.0)
(s777 1.0)
(s778 1.0)
(s779 1.0)
(s780 1.0)
(s781 1.0)
(s782 1.0)
(s783 1.0)
(s784 1.0)
(s785 1.0)
(s786 1.0)
(s787 1.0)
(s788 1.0)
(s789 1.0)
(s790 1.0)
(s791 1.0)
(s792 1.0)
(s793 1.0)
(s796 1.0)
(s797 1.0)
(s798 1.0)
(s799 1.0)
(s800 1.0)
(s801 1.0)
(s802 1.0)
(s803 1.0)
(s804 1.0)
(s805 1.0)
(s806 1.0)
(s807 1.0)
(s808 1.0)
(s809 1.0)
(s810 1.0)
(s811 1.0)
(s812 1.0)
(s813 1.0)
(s814 1.0)
(s815 1.0)
(s816 1.0)
(s817 1.0)
(s818 1.0)
(s819 1.0)
(s820 1.0)
(s821 1.0)
(s822 1.0)
(s826 1.0)
(s827 1.0)
(s828 1.0)
(s829 1.0)
(s830 1.0)
(s831 1.0)
(s832 1.0)
(s833 1.0)
(s834 1.0)
(s835 1.0)
(s836 1.0)
(s837 1.0)
(s838 1.0)
(s839 1.0)
(s840 1.0)
(s841 1.0)
(s842 1.0)
(s843 1.0)
(s844 1.0)
(s845 1.0)
(s846 1.0)
(s847 1.0)
(s848 1.0)
(s849 1.0)
(s850 1.0)
(s851 1.0)
(s852 1.0)
(s856 1.0)
(s857 1.0)
(s858 1.0)
(s859 1.0)
(s860 1.0)
(s861 1.0)
(s862 1.0)
(s863 1.0)
(s864 1.0)
(s865 1.0)
(s866 1.0)
(s867 1.0)
(s868 1.0)
(s869 1.0)
(s870 1.0)
(s871 1.0)
(s872 1.0)
(s873 1.0)
(s874 1.0)
(s875 1.0)
(s876 1.0)
(s877 1.0)
(s878 1.0)
(s879 1.0)
(s880 1.0)
(s881 1.0)
(s883 1.0)
(s884 1.0)
(s885 1.0)
(s886 1.0)
(s887 1.0)
(s888 1.0)
(s889 1.0)
(s890 1.0)
(s891 1.0)
(s892 1.0)
(s893 1.0)
(s894 1.0)
(s895 1.0)
(s896 1.0)
(s897 1.0)
(s898 1.0)
(s899 1.0)
(s900 1.0)
(s901 1.0)
(s902 1.0)
(s903 1.0)
(s904 1.0)
(s905 1.0)
(s906 1.0)
(s908 1.0)
(s909 1.0)
(s910 1.0)
(s911 1.0)
(s912 1.0)
(s913 1.0)
(s914 1.0)
(s915 1.0)
(s916 1.0)
(s917 1.0)
(s918 1.0)
(s919 1.0)
(s920 1.0)
(s921 1.0)
(s922 1.0)
(s923 1.0)
(s924 1.0)
(s925 1.0)
(s926 1.0)
(s927 1.0)
(s928 1.0)
(s929 1.0)
(s931 1.0)
(s932 1.0)
(s933 1.0)
(s934 1.0)
(s935 1.0)
(s936 1.0)
(s937 1.0)
(s938 1.0)
(s939 1.0)
(s940 1.0)
(s941 1.0)
(s942 1.0)
(s943 1.0)
(s944 1.0)
(s945 1.0)
(s946 1.0)
(s947 1.0)
(s948 1.0)
(s949 1.0)
(s950 1.0)
(s952 1.0)
(s953 1.0)
(s954 1.0)
(s955 1.0)
(s956 1.0)
(s957 1.0)
(s958 1.0)
(s959 1.0)
(s960 1.0)
(s961 1.0)
(s962 1.0)
(s963 1.0)
(s964 1.0)
(s965 1.0)
(s966 1.0)
(s967 1.0)
(s968 1.0)
(s969 1.0)
(s971 1.0)
(s972 1.0)
(s973 1.0)
(s974 1.0)
(s975 1.0)
(s976 1.0)
(s977 1.0)
(s978 1.0)
(s979 1.0)
(s980 1.0)
(s981 1.0)
(s982 1.0)
(s983 1.0)
(s984 1.0)
(s985 1.0)
(s986 1.0)
(s988 1.0)
(s989 1.0)
(s990 1.0)
(s991 1.0)
(s992 1.0)
(s993 1.0)
(s994 1.0)
(s995 1.0)
(s996 1.0)
(s997 1.0)
(s998 1.0)
(s999 1.0)
(s1000 1.0)
(s1001 1.0)
(s1003 1.0)
(s1004 1.0)
(s1005 1.0)
(s1006 1.0)
(s1007 1.0)
(s1008 1.0)
(s1009 1.0)
(s1010 1.0)
(s1011 1.0)
(s1012 1.0)
(s1013 1.0)
(s1014 1.0)
(s1016 1.0)
(s1017 1.0)
(s1018 1.0)
(s1019 1.0)
(s1020 1.0)
(s1021 1.0)
(s1022 1.0)
(s1023 1.0)
(s1024 1.0)
(s1025 1.0)
(s1027 1.0)
(s1028 1.0)
(s1029 1.0)
(s1030 1.0)
(s1031 1.0)
(s1032 1.0)
(s1033 1.0)
(s1034 1.0)
(s1036 1.0)
(s1037 1.0)
(s1038 1.0)
(s1039 1.0)
(s1040 1.0)
(s1041 1.0)
(s1043 1.0)
(s1044 1.0)
(s1045 1.0)
(s1046 1.0)
(s1048 1.0)
(s1049 1.0)
(s1051 1.0)
(s1053 1.0)
(s1059 1.0)
(s1060 1.0)
(s1061 0.0)
(s1062 1.0)
(s1063 1.0)
(s1066 1.0)
(s1070 1.0)
(s1072 1.0)
(s1073 1.0)
(s1075 1.0)
(s1076 1.0)
(s1077 1.0)
(s1078 1.0)
(s1080 1.0)
(s1081 1.0)
(s1082 1.0)
(s1083 1.0)
(s1084 1.0)
(s1085 1.0)
(s1087 1.0)
(s1088 1.0)
(s1089 1.0)
(s1090 1.0)
(s1091 1.0)
(s1092 1.0)
(s1093 1.0)
(s1094 1.0)
(s1096 1.0)
(s1097 1.0)
(s1098 1.0)
(s1099 1.0)
(s1100 1.0)
(s1101 1.0)
(s1102 1.0)
(s1103 1.0)
(s1104 1.0)
(s1105 1.0)
(s1107 1.0)
(s1108 1.0)
(s1109 1.0)
(s1110 1.0)
(s1111 1.0)
(s1112 1.0)
(s1113 1.0)
(s1114 1.0)
(s1115 1.0)
(s1116 1.0)
(s1117 1.0)
(s1118 1.0)
(s1120 1.0)
(s1121 1.0)
(s1122 1.0)
(s1123 1.0)
(s1124 1.0)
(s1125 1.0)
(s1126 1.0)
(s1127 1.0)
(s1128 1.0)
(s1129 1.0)
(s1130 1.0)
(s1131 1.0)
(s1132 1.0)
(s1133 1.0)
(s1135 1.0)
(s1136 1.0)
(s1137 1.0)
(s1138 1.0)
(s1139 1.0)
(s1140 1.0)
(s1141 1.0)
(s1142 1.0)
(s1143 1.0)
(s1144 1.0)
(s1145 1.0)
(s1146 1.0)
(s1147 1.0)
(s1148 1.0)
(s1149 1.0)
(s1150 1.0)
(s1152 1.0)
(s1153 1.0)
(s1154 1.0)
(s1155 1.0)
(s1156 1.0)
(s1157 1.0)
(s1158 1.0)
(s1159 1.0)
(s1160 1.0)
(s1161 1.0)
(s1162 1.0)
(s1163 1.0)
(s1164 1.0)
(s1165 1.0)
(s1166 1.0)
(s1167 1.0)
(s1168 1.0)
(s1169 1.0)
(s1171 1.0)
(s1172 1.0)
(s1173 1.0)
(s1174 1.0)
(s1175 1.0)
(s1176 1.0)
(s1177 1.0)
(s1178 1.0)
(s1179 1.0)
(s1180 1.0)
(s1181 1.0)
(s1182 1.0)
(s1183 1.0)
(s1184 1.0)
(s1185 1.0)
(s1186 1.0)
(s1187 1.0)
(s1188 1.0)
(s1189 1.0)
(s1190 1.0)
(s1192 1.0)
(s1193 1.0)
(s1194 1.0)
(s1195 1.0)
(s1196 1.0)
(s1197 1.0)
(s1198 1.0)
(s1199 1.0)
(s1200 1.0)
(s1201 1.0)
(s1202 1.0)
(s1203 1.0)
(s1204 1.0)
(s1205 1.0)
(s1206 1.0)
(s1207 1.0)
(s1208 1.0)
(s1209 1.0)
(s1210 1.0)
(s1211 1.0)
(s1212 1.0)
(s1213 1.0)
(s1215 1.0)
(s1216 1.0)
(s1217 1.0)
(s1218 1.0)
(s1219 1.0)
(s1220 1.0)
(s1221 1.0)
(s1222 1.0)
(s1223 1.0)
(s1224 1.0)
(s1225 1.0)
(s1226 1.0)
(s1227 1.0)
(s1228 1.0)
(s1229 1.0)
(s1230 1.0)
(s1231 1.0)
(s1232 1.0)
(s1233 1.0)
(s1234 1.0)
(s1235 1.0)
(s1236 1.0)
(s1237 1.0)
(s1238 1.0)
(s1241 1.0)
(s1242 1.0)
(s1243 1.0)
(s1244 1.0)
(s1245 1.0)
(s1246 1.0)
(s1247 1.0)
(s1248 1.0)
(s1249 1.0)
(s1250 1.0)
(s1251 1.0)
(s1252 1.0)
(s1253 1.0)
(s1254 1.0)
(s1255 1.0)
(s1256 1.0)
(s1257 1.0)
(s1258 1.0)
(s1259 1.0)
(s1260 1.0)
(s1261 1.0)
(s1262 1.0)
(s1263 1.0)
(s1264 1.0)
(s1265 1.0)
(s1268 1.0)
(s1269 1.0)
(s1270 1.0)
(s1271 1.0)
(s1272 1.0)
(s1273 1.0)
(s1274 1.0)
(s1275 1.0)
(s1276 1.0)
(s1277 1.0)
(s1278 1.0)
(s1279 1.0)
(s1280 1.0)
(s1281 1.0)
(s1282 1.0)
(s1283 1.0)
(s1284 1.0)
(s1285 1.0)
(s1286 1.0)
(s1287 1.0)
(s1288 1.0)
(s1289 1.0)
(s1290 1.0)
(s1291 1.0)
(s1292 1.0)
(s1296 1.0)
(s1297 1.0)
(s1298 1.0)
(s1299 1.0)
(s1300 1.0)
(s1301 1.0)
(s1302 1.0)
(s1303 1.0)
(s1304 1.0)
(s1305 1.0)
(s1306 1.0)
(s1307 1.0)
(s1308 1.0)
(s1309 1.0)
(s1310 1.0)
(s1311 1.0)
(s1312 1.0)
(s1313 1.0)
(s1314 1.0)
(s1315 1.0)
(s1316 1.0)
(s1317 1.0)
(s1318 1.0)
(s1319 1.0)
(s1320 1.0)
(s1324 1.0)
(s1325 1.0)
(s1326 1.0)
(s1327 1.0)
(s1328 1.0)
(s1329 1.0)
(s1330 1.0)
(s1331 1.0)
(s1332 1.0)
(s1333 1.0)
(s1334 1.0)
(s1335 1.0)
(s1336 1.0)
(s1337 1.0)
(s1338 1.0)
(s1339 1.0)
(s1340 1.0)
(s1341 1.0)
(s1342 1.0)
(s1343 1.0)
(s1344 1.0)
(s1345 1.0)
(s1346 1.0)
(s1347 1.0)
(s1349 1.0)
(s1350 1.0)
(s1351 1.0)
(s1352 1.0)
(s1353 1.0)
(s1354 1.0)
(s1355 1.0)
(s1356 1.0)
(s1357 1.0)
(s1358 1.0)
(s1359 1.0)
(s1360 1.0)
(s1361 1.0)
(s1362 1.0)
(s1363 1.0)
(s1364 1.0)
(s1365 1.0)
(s1366 1.0)
(s1367 1.0)
(s1368 1.0)
(s1369 1.0)
(s1370 1.0)
(s1372 1.0)
(s1373 1.0)
(s1374 1.0)
(s1375 1.0)
(s1376 1.0)
(s1377 1.0)
(s1378 1.0)
(s1379 1.0)
(s1380 1.0)
(s1381 1.0)
(s1382 1.0)
(s1383 1.0)
(s1384 1.0)
(s1385 1.0)
(s1386 1.0)
(s1387 1.0)
(s1388 1.0)
(s1389 1.0)
(s1390 1.0)
(s1391 1.0)
(s1393 1.0)
(s1394 1.0)
(s1395 1.0)
(s1396 1.0)
(s1397 1.0)
(s1398 1.0)
(s1399 1.0)
(s1400 1.0)
(s1401 1.0)
(s1402 1.0)
(s1403 1.0)
(s1404 1.0)
(s1405 1.0)
(s1406 1.0)
(s1407 1.0)
(s1408 1.0)
(s1409 1.0)
(s1410 1.0)
(s1412 1.0)
(s1413 1.0)
(s1414 1.0)
(s1415 1.0)
(s1416 1.0)
(s1417 1.0)
(s1418 1.0)
(s1419 1.0)
(s1420 1.0)
(s1421 1.0)
(s1422 1.0)
(s1423 1.0)
(s1424 1.0)
(s1425 1.0)
(s1426 1.0)
(s1427 1.0)
(s1429 1.0)
(s1430 1.0)
(s1431 1.0)
(s1432 1.0)
(s1433 1.0)
(s1434 1.0)
(s1435 1.0)
(s1436 1.0)
(s1437 1.0)
(s1438 1.0)
(s1439 1.0)
(s1440 1.0)
(s1441 1.0)
(s1442 1.0)
(s1444 1.0)
(s1445 1.0)
(s1446 1.0)
(s1447 1.0)
(s1448 1.0)
(s1449 1.0)
(s1450 1.0)
(s1451 1.0)
(s1452 1.0)
(s1453 1.0)
(s1454 1.0)
(s1455 1.0)
(s1457 1.0)
(s1458 1.0)
(s1459 1.0)
(s1460 1.0)
(s1461 1.0)
(s1462 1.0)
(s1463 1.0)
(s1464 1.0)
(s1465 1.0)
(s1466 1.0)
(s1468 1.0)
(s1469 1.0)
(s1470 1.0)
(s1471 1.0)
(s1472 1.0)
(s1473 1.0)
(s1474 1.0)
(s1475 1.0)
(s1477 1.0)
(s1478 1.0)
(s1479 1.0)
(s1480 1.0)
(s1481 1.0)
(s1482 1.0)
(s1484 1.0)
(s1485 1.0)
(s1486 1.0)
(s1487 1.0)
(s1489 1.0)
(s1490 1.0)
(s1492 1.0)
(s1494 1.0)
(s1496 1.0)
(s1502 1.0)
(s1503 1.0)
(s1504 0.0)
(s1505 1.0)
(s1506 1.0)
(s1509 1.0)
(s1513 1.0)
(s1515 1.0)
(s1517 1.0)
(s1518 1.0)
(s1520 1.0)
(s1521 1.0)
(s1522 1.0)
(s1523 1.0)
(s1525 1.0)
(s1526 1.0)
(s1527 1.0)
(s1528 1.0)
(s1529 1.0)
(s1530 1.0)
(s1532 1.0)
(s1533 1.0)
(s1534 1.0)
(s1535 1.0)
(s1536 1.0)
(s1537 1.0)
(s1538 1.0)
(s1539 1.0)
(s1541 1.0)
(s1542 1.0)
(s1543 1.0)
(s1544 1.0)
(s1545 1.0)
(s1546 1.0)
(s1547 1.0)
(s1548 1.0)
(s1549 1.0)
(s1550 1.0)
(s1552 1.0)
(s1553 1.0)
(s1554 1.0)
(s1555 1.0)
(s1556 1.0)
(s1557 1.0)
(s1558 1.0)
(s1559 1.0)
(s1560 1.0)
(s1561 1.0)
(s1562 1.0)
(s1563 1.0)
(s1565 1.0)
(s1566 1.0)
(s1567 1.0)
(s1568 1.0)
(s1569 1.0)
(s1570 1.0)
(s1571 1.0)
(s1572 1.0)
(s1573 1.0)
(s1574 1.0)
(s1575 1.0)
(s1576 1.0)
(s1577 1.0)
(s1578 1.0)
(s1580 1.0)
(s1581 1.0)
(s1582 1.0)
(s1583 1.0)
(s1584 1.0)
(s1585 1.0)
(s1586 1.0)
(s1587 1.0)
(s1588 1.0)
(s1589 1.0)
(s1590 1.0)
(s1591 1.0)
(s1592 1.0)
(s1593 1.0)
(s1594 1.0)
(s1595 1.0)
(s1597 1.0)
(s1598 1.0)
(s1599 1.0)
(s1600 1.0)
(s1601 1.0)
(s1602 1.0)
(s1603 1.0)
(s1604 1.0)
(s1605 1.0)
(s1606 1.0)
(s1607 1.0)
(s1608 1.0)
(s1609 1.0)
(s1610 1.0)
(s1611 1.0)
(s1612 1.0)
(s1613 1.0)
(s1614 1.0)
(s1616 1.0)
(s1617 1.0)
(s1618 1.0)
(s1619 1.0)
(s1620 1.0)
(s1621 1.0)
(s1622 1.0)
(s1623 1.0)
(s1624 1.0)
(s1625 1.0)
(s1626 1.0)
(s1627 1.0)
(s1628 1.0)
(s1629 1.0)
(s1630 1.0)
(s1631 1.0)
(s1632 1.0)
(s1633 1.0)
(s1634 1.0)
(s1635 1.0)
(s1637 1.0)
(s1638 1.0)
(s1639 1.0)
(s1640 1.0)
(s1641 1.0)
(s1642 1.0)
(s1643 1.0)
(s1644 1.0)
(s1645 1.0)
(s1646 1.0)
(s1647 1.0)
(s1648 1.0)
(s1649 1.0)
(s1650 1.0)
(s1651 1.0)
(s1652 1.0)
(s1653 1.0)
(s1654 1.0)
(s1655 1.0)
(s1656 1.0)
(s1657 1.0)
(s1658 1.0)
(s1661 1.0)
(s1662 1.0)
(s1663 1.0)
(s1664 1.0)
(s1665 1.0)
(s1666 1.0)
(s1667 1.0)
(s1668 1.0)
(s1669 1.0)
(s1670 1.0)
(s1671 1.0)
(s1672 1.0)
(s1673 1.0)
(s1674 1.0)
(s1675 1.0)
(s1676 1.0)
(s1677 1.0)
(s1678 1.0)
(s1679 1.0)
(s1680 1.0)
(s1681 1.0)
(s1682 1.0)
(s1683 1.0)
(s1686 1.0)
(s1687 1.0)
(s1688 1.0)
(s1689 1.0)
(s1690 1.0)
(s1691 1.0)
(s1692 1.0)
(s1693 1.0)
(s1694 1.0)
(s1695 1.0)
(s1696 1.0)
(s1697 1.0)
(s1698 1.0)
(s1699 1.0)
(s1700 1.0)
(s1701 1.0)
(s1702 1.0)
(s1703 1.0)
(s1704 1.0)
(s1705 1.0)
(s1706 1.0)
(s1707 1.0)
(s1708 1.0)
(s1712 1.0)
(s1713 1.0)
(s1714 1.0)
(s1715 1.0)
(s1716 1.0)
(s1717 1.0)
(s1718 1.0)
(s1719 1.0)
(s1720 1.0)
(s1721 1.0)
(s1722 1.0)
(s1723 1.0)
(s1724 1.0)
(s1725 1.0)
(s1726 1.0)
(s1727 1.0)
(s1728 1.0)
(s1729 1.0)
(s1730 1.0)
(s1731 1.0)
(s1732 1.0)
(s1733 1.0)
(s1734 1.0)
(s1738 1.0)
(s1739 1.0)
(s1740 1.0)
(s1741 1.0)
(s1742 1.0)
(s1743 1.0)
(s1744 1.0)
(s1745 1.0)
(s1746 1.0)
(s1747 1.0)
(s1748 1.0)
(s1749 1.0)
(s1750 1.0)
(s1751 1.0)
(s1752 1.0)
(s1753 1.0)
(s1754 1.0)
(s1755 1.0)
(s1756 1.0)
(s1757 1.0)
(s1758 1.0)
(s1759 1.0)
(s1761 1.0)
(s1762 1.0)
(s1763 1.0)
(s1764 1.0)
(s1765 1.0)
(s1766 1.0)
(s1767 1.0)
(s1768 1.0)
(s1769 1.0)
(s1770 1.0)
(s1771 1.0)
(s1772 1.0)
(s1773 1.0)
(s1774 1.0)
(s1775 1.0)
(s1776 1.0)
(s1777 1.0)
(s1778 1.0)
(s1779 1.0)
(s1780 1.0)
(s1782 1.0)
(s1783 1.0)
(s1784 1.0)
(s1785 1.0)
(s1786 1.0)
(s1787 1.0)
(s1788 1.0)
(s1789 1.0)
(s1790 1.0)
(s1791 1.0)
(s1792 1.0)
(s1793 1.0)
(s1794 1.0)
(s1795 1.0)
(s1796 1.0)
(s1797 1.0)
(s1798 1.0)
(s1799 1.0)
(s1801 1.0)
(s1802 1.0)
(s1803 1.0)
(s1804 1.0)
(s1805 1.0)
(s1806 1.0)
(s1807 1.0)
(s1808 1.0)
(s1809 1.0)
(s1810 1.0)
(s1811 1.0)
(s1812 1.0)
(s1813 1.0)
(s1814 1.0)
(s1815 1.0)
(s1816 1.0)
(s1818 1.0)
(s1819 1.0)
(s1820 1.0)
(s1821 1.0)
(s1822 1.0)
(s1823 1.0)
(s1824 1.0)
(s1825 1.0)
(s1826 1.0)
(s1827 1.0)
(s1828 1.0)
(s1829 1.0)
(s1830 1.0)
(s1831 1.0)
(s1833 1.0)
(s1834 1.0)
(s1835 1.0)
(s1836 1.0)
(s1837 1.0)
(s1838 1.0)
(s1839 1.0)
(s1840 1.0)
(s1841 1.0)
(s1842 1.0)
(s1843 1.0)
(s1844 1.0)
(s1846 1.0)
(s1847 1.0)
(s1848 1.0)
(s1849 1.0)
(s1850 1.0)
(s1851 1.0)
(s1852 1.0)
(s1853 1.0)
(s1854 1.0)
(s1855 1.0)
(s1857 1.0)
(s1858 1.0)
(s1859 1.0)
(s1860 1.0)
(s1861 1.0)
(s1862 1.0)
(s1863 1.0)
(s1864 1.0)
(s1866 1.0)
(s1867 1.0)
(s1868 1.0)
(s1869 1.0)
(s1870 1.0)
(s1871 1.0)
(s1873 1.0)
(s1874 1.0)
(s1875 1.0)
(s1876 1.0)
(s1878 1.0)
(s1879 1.0)
(s1881 1.0)
(s1883 1.0)
(s1885 1.0)
(s1887 1.0)
(s1893 1.0)
(s1894 1.0)
(s1895 0.0)
(s1896 1.0)
(s1897 1.0)
(s1900 1.0)
(s1904 1.0)
(s1906 1.0)
(s1908 1.0)
(s1910 1.0)
(s1911 1.0)
(s1913 1.0)
(s1914 1.0)
(s1915 1.0)
(s1916 1.0)
(s1918 1.0)
(s1919 1.0)
(s1920 1.0)
(s1921 1.0)
(s1922 1.0)
(s1923 1.0)
(s1925 1.0)
(s1926 1.0)
(s1927 1.0)
(s1928 1.0)
(s1929 1.0)
(s1930 1.0)
(s1931 1.0)
(s1932 1.0)
(s1934 1.0)
(s1935 1.0)
(s1936 1.0)
(s1937 1.0)
(s1938 1.0)
(s1939 1.0)
(s1940 1.0)
(s1941 1.0)
(s1942 1.0)
(s1943 1.0)
(s1945 1.0)
(s1946 1.0)
(s1947 1.0)
(s1948 1.0)
(s1949 1.0)
(s1950 1.0)
(s1951 1.0)
(s1952 1.0)
(s1953 1.0)
(s1954 1.0)
(s1955 1.0)
(s1956 1.0)
(s1958 1.0)
(s1959 1.0)
(s1960 1.0)
(s1961 1.0)
(s1962 1.0)
(s1963 1.0)
(s1964 1.0)
(s1965 1.0)
(s1966 1.0)
(s1967 1.0)
(s1968 1.0)
(s1969 1.0)
(s1970 1.0)
(s1971 1.0)
(s1973 1.0)
(s1974 1.0)
(s1975 1.0)
(s1976 1.0)
(s1977 1.0)
(s1978 1.0)
(s1979 1.0)
(s1980 1.0)
(s1981 1.0)
(s1982 1.0)
(s1983 1.0)
(s1984 1.0)
(s1985 1.0)
(s1986 1.0)
(s1987 1.0)
(s1988 1.0)
(s1990 1.0)
(s1991 1.0)
(s1992 1.0)
(s1993 1.0)
(s1994 1.0)
(s1995 1.0)
(s1996 1.0)
(s1997 1.0)
(s1998 1.0)
(s1999 1.0)
(s2000 1.0)
(s2001 1.0)
(s2002 1.0)
(s2003 1.0)
(s2004 1.0)
(s2005 1.0)
(s2006 1.0)
(s2007 1.0)
(s2009 1.0)
(s2010 1.0)
(s2011 1.0)
(s2012 1.0)
(s2013 1.0)
(s2014 1.0)
(s2015 1.0)
(s2016 1.0)
(s2017 1.0)
(s2018 1.0)
(s2019 1.0)
(s2020 1.0)
(s2021 1.0)
(s2022 1.0)
(s2023 1.0)
(s2024 1.0)
(s2025 1.0)
(s2026 1.0)
(s2027 1.0)
(s2028 1.0)
(s2031 1.0)
(s2032 1.0)
(s2033 1.0)
(s2034 1.0)
(s2035 1.0)
(s2036 1.0)
(s2037 1.0)
(s2038 1.0)
(s2039 1.0)
(s2040 1.0)
(s2041 1.0)
(s2042 1.0)
(s2043 1.0)
(s2044 1.0)
(s2045 1.0)
(s2046 1.0)
(s2047 1.0)
(s2048 1.0)
(s2049 1.0)
(s2050 1.0)
(s2051 1.0)
(s2054 1.0)
(s2055 1.0)
(s2056 1.0)
(s2057 1.0)
(s2058 1.0)
(s2059 1.0)
(s2060 1.0)
(s2061 1.0)
(s2062 1.0)
(s2063 1.0)
(s2064 1.0)
(s2065 1.0)
(s2066 1.0)
(s2067 1.0)
(s2068 1.0)
(s2069 1.0)
(s2070 1.0)
(s2071 1.0)
(s2072 1.0)
(s2073 1.0)
(s2074 1.0)
(s2078 1.0)
(s2079 1.0)
(s2080 1.0)
(s2081 1.0)
(s2082 1.0)
(s2083 1.0)
(s2084 1.0)
(s2085 1.0)
(s2086 1.0)
(s2087 1.0)
(s2088 1.0)
(s2089 1.0)
(s2090 1.0)
(s2091 1.0)
(s2092 1.0)
(s2093 1.0)
(s2094 1.0)
(s2095 1.0)
(s2096 1.0)
(s2097 1.0)
(s2098 1.0)
(s2102 1.0)
(s2103 1.0)
(s2104 1.0)
(s2105 1.0)
(s2106 1.0)
(s2107 1.0)
(s2108 1.0)
(s2109 1.0)
(s2110 1.0)
(s2111 1.0)
(s2112 1.0)
(s2113 1.0)
(s2114 1.0)
(s2115 1.0)
(s2116 1.0)
(s2117 1.0)
(s2118 1.0)
(s2119 1.0)
(s2120 1.0)
(s2121 1.0)
(s2123 1.0)
(s2124 1.0)
(s2125 1.0)
(s2126 1.0)
(s2127 1.0)
(s2128 1.0)
(s2129 1.0)
(s2130 1.0)
(s2131 1.0)
(s2132 1.0)
(s2133 1.0)
(s2134 1.0)
(s2135 1.0)
(s2136 1.0)
(s2137 1.0)
(s2138 1.0)
(s2139 1.0)
(s2140 1.0)
(s2142 1.0)
(s2143 1.0)
(s2144 1.0)
(s2145 1.0)
(s2146 1.0)
(s2147 1.0)
(s2148 1.0)
(s2149 1.0)
(s2150 1.0)
(s2151 1.0)
(s2152 1.0)
(s2153 1.0)
(s2154 1.0)
(s2155 1.0)
(s2156 1.0)
(s2157 1.0)
(s2159 1.0)
(s2160 1.0)
(s2161 1.0)
(s2162 1.0)
(s2163 1.0)
(s2164 1.0)
(s2165 1.0)
(s2166 1.0)
(s2167 1.0)
(s2168 1.0)
(s2169 1.0)
(s2170 1.0)
(s2171 1.0)
(s2172 1.0)
(s2174 1.0)
(s2175 1.0)
(s2176 1.0)
(s2177 1.0)
(s2178 1.0)
(s2179 1.0)
(s2180 1.0)
(s2181 1.0)
(s2182 1.0)
(s2183 1.0)
(s2184 1.0)
(s2185 1.0)
(s2187 1.0)
(s2188 1.0)
(s2189 1.0)
(s2190 1.0)
(s2191 1.0)
(s2192 1.0)
(s2193 1.0)
(s2194 1.0)
(s2195 1.0)
(s2196 1.0)
(s2198 1.0)
(s2199 1.0)
(s2200 1.0)
(s2201 1.0)
(s2202 1.0)
(s2203 1.0)
(s2204 1.0)
(s2205 1.0)
(s2207 1.0)
(s2208 1.0)
(s2209 1.0)
(s2210 1.0)
(s2211 1.0)
(s2212 1.0)
(s2214 1.0)
(s2215 1.0)
(s2216 1.0)
(s2217 1.0)
(s2219 1.0)
(s2220 1.0)
(s2222 1.0)
(s2224 1.0)
(s2226 1.0)
(s2228 1.0)
(s2230 1.0)
(s2236 1.0)
(s2237 1.0)
(s2238 0.0)
(s2239 1.0)
(s2240 1.0)
(s2243 1.0)
(s2247 1.0)
(s2249 1.0)
(s2251 1.0)
(s2253 1.0)
(s2255 1.0)
(s2256 1.0)
(s2258 1.0)
(s2259 1.0)
(s2260 1.0)
(s2261 1.0)
(s2263 1.0)
(s2264 1.0)
(s2265 1.0)
(s2266 1.0)
(s2267 1.0)
(s2268 1.0)
(s2270 1.0)
(s2271 1.0)
(s2272 1.0)
(s2273 1.0)
(s2274 1.0)
(s2275 1.0)
(s2276 1.0)
(s2277 1.0)
(s2279 1.0)
(s2280 1.0)
(s2281 1.0)
(s2282 1.0)
(s2283 1.0)
(s2284 1.0)
(s2285 1.0)
(s2286 1.0)
(s2287 1.0)
(s2288 1.0)
(s2290 1.0)
(s2291 1.0)
(s2292 1.0)
(s2293 1.0)
(s2294 1.0)
(s2295 1.0)
(s2296 1.0)
(s2297 1.0)
(s2298 1.0)
(s2299 1.0)
(s2300 1.0)
(s2301 1.0)
(s2303 1.0)
(s2304 1.0)
(s2305 1.0)
(s2306 1.0)
(s2307 1.0)
(s2308 1.0)
(s2309 1.0)
(s2310 1.0)
(s2311 1.0)
(s2312 1.0)
(s2313 1.0)
(s2314 1.0)
(s2315 1.0)
(s2316 1.0)
(s2318 1.0)
(s2319 1.0)
(s2320 1.0)
(s2321 1.0)
(s2322 1.0)
(s2323 1.0)
(s2324 1.0)
(s2325 1.0)
(s2326 1.0)
(s2327 1.0)
(s2328 1.0)
(s2329 1.0)
(s2330 1.0)
(s2331 1.0)
(s2332 1.0)
(s2333 1.0)
(s2335 1.0)
(s2336 1.0)
(s2337 1.0)
(s2338 1.0)
(s2339 1.0)
(s2340 1.0)
(s2341 1.0)
(s2342 1.0)
(s2343 1.0)
(s2344 1.0)
(s2345 1.0)
(s2346 1.0)
(s2347 1.0)
(s2348 1.0)
(s2349 1.0)
(s2350 1.0)
(s2351 1.0)
(s2352 1.0)
(s2355 1.0)
(s2356 1.0)
(s2357 1.0)
(s2358 1.0)
(s2359 1.0)
(s2360 1.0)
(s2361 1.0)
(s2362 1.0)
(s2363 1.0)
(s2364 1.0)
(s2365 1.0)
(s2366 1.0)
(s2367 1.0)
(s2368 1.0)
(s2369 1.0)
(s2370 1.0)
(s2371 1.0)
(s2372 1.0)
(s2373 1.0)
(s2376 1.0)
(s2377 1.0)
(s2378 1.0)
(s2379 1.0)
(s2380 1.0)
(s2381 1.0)
(s2382 1.0)
(s2383 1.0)
(s2384 1.0)
(s2385 1.0)
(s2386 1.0)
(s2387 1.0)
(s2388 1.0)
(s2389 1.0)
(s2390 1.0)
(s2391 1.0)
(s2392 1.0)
(s2393 1.0)
(s2394 1.0)
(s2398 1.0)
(s2399 1.0)
(s2400 1.0)
(s2401 1.0)
(s2402 1.0)
(s2403 1.0)
(s2404 1.0)
(s2405 1.0)
(s2406 1.0)
(s2407 1.0)
(s2408 1.0)
(s2409 1.0)
(s2410 1.0)
(s2411 1.0)
(s2412 1.0)
(s2413 1.0)
(s2414 1.0)
(s2415 1.0)
(s2416 1.0)
(s2420 1.0)
(s2421 1.0)
(s2422 1.0)
(s2423 1.0)
(s2424 1.0)
(s2425 1.0)
(s2426 1.0)
(s2427 1.0)
(s2428 1.0)
(s2429 1.0)
(s2430 1.0)
(s2431 1.0)
(s2432 1.0)
(s2433 1.0)
(s2434 1.0)
(s2435 1.0)
(s2436 1.0)
(s2437 1.0)
(s2439 1.0)
(s2440 1.0)
(s2441 1.0)
(s2442 1.0)
(s2443 1.0)
(s2444 1.0)
(s2445 1.0)
(s2446 1.0)
(s2447 1.0)
(s2448 1.0)
(s2449 1.0)
(s2450 1.0)
(s2451 1.0)
(s2452 1.0)
(s2453 1.0)
(s2454 1.0)
(s2456 1.0)
(s2457 1.0)
(s2458 1.0)
(s2459 1.0)
(s2460 1.0)
(s2461 1.0)
(s2462 1.0)
(s2463 1.0)
(s2464 1.0)
(s2465 1.0)
(s2466 1.0)
(s2467 1.0)
(s2468 1.0)
(s2469 1.0)
(s2471 1.0)
(s2472 1.0)
(s2473 1.0)
(s2474 1.0)
(s2475 1.0)
(s2476 1.0)
(s2477 1.0)
(s2478 1.0)
(s2479 1.0)
(s2480 1.0)
(s2481 1.0)
(s2482 1.0)
(s2484 1.0)
(s2485 1.0)
(s2486 1.0)
(s2487 1.0)
(s2488 1.0)
(s2489 1.0)
(s2490 1.0)
(s2491 1.0)
(s2492 1.0)
(s2493 1.0)
(s2495 1.0)
(s2496 1.0)
(s2497 1.0)
(s2498 1.0)
(s2499 1.0)
(s2500 1.0)
(s2501 1.0)
(s2502 1.0)
(s2504 1.0)
(s2505 1.0)
(s2506 1.0)
(s2507 1.0)
(s2508 1.0)
(s2509 1.0)
(s2511 1.0)
(s2512 1.0)
(s2513 1.0)
(s2514 1.0)
(s2516 1.0)
(s2517 1.0)
(s2519 1.0)
(s2521 1.0)
(s2523 1.0)
(s2525 1.0)
(s2527 1.0)
(s2529 1.0)
(s2535 1.0)
(s2536 1.0)
(s2537 0.0)
(s2538 1.0)
(s2539 1.0)
(s2542 1.0)
(s2546 1.0)
(s2548 1.0)
(s2550 1.0)
(s2552 1.0)
(s2554 1.0)
(s2556 1.0)
(s2557 1.0)
(s2559 1.0)
(s2560 1.0)
(s2561 1.0)
(s2562 1.0)
(s2564 1.0)
(s2565 1.0)
(s2566 1.0)
(s2567 1.0)
(s2568 1.0)
(s2569 1.0)
(s2571 1.0)
(s2572 1.0)
(s2573 1.0)
(s2574 1.0)
(s2575 1.0)
(s2576 1.0)
(s2577 1.0)
(s2578 1.0)
(s2580 1.0)
(s2581 1.0)
(s2582 1.0)
(s2583 1.0)
(s2584 1.0)
(s2585 1.0)
(s2586 1.0)
(s2587 1.0)
(s2588 1.0)
(s2589 1.0)
(s2591 1.0)
(s2592 1.0)
(s2593 1.0)
(s2594 1.0)
(s2595 1.0)
(s2596 1.0)
(s2597 1.0)
(s2598 1.0)
(s2599 1.0)
(s2600 1.0)
(s2601 1.0)
(s2602 1.0)
(s2604 1.0)
(s2605 1.0)
(s2606 1.0)
(s2607 1.0)
(s2608 1.0)
(s2609 1.0)
(s2610 1.0)
(s2611 1.0)
(s2612 1.0)
(s2613 1.0)
(s2614 1.0)
(s2615 1.0)
(s2616 1.0)
(s2617 1.0)
(s2619 1.0)
(s2620 1.0)
(s2621 1.0)
(s2622 1.0)
(s2623 1.0)
(s2624 1.0)
(s2625 1.0)
(s2626 1.0)
(s2627 1.0)
(s2628 1.0)
(s2629 1.0)
(s2630 1.0)
(s2631 1.0)
(s2632 1.0)
(s2633 1.0)
(s2634 1.0)
(s2637 1.0)
(s2638 1.0)
(s2639 1.0)
(s2640 1.0)
(s2641 1.0)
(s2642 1.0)
(s2643 1.0)
(s2644 1.0)
(s2645 1.0)
(s2646 1.0)
(s2647 1.0)
(s2648 1.0)
(s2649 1.0)
(s2650 1.0)
(s2651 1.0)
(s2652 1.0)
(s2653 1.0)
(s2656 1.0)
(s2657 1.0)
(s2658 1.0)
(s2659 1.0)
(s2660 1.0)
(s2661 1.0)
(s2662 1.0)
(s2663 1.0)
(s2664 1.0)
(s2665 1.0)
(s2666 1.0)
(s2667 1.0)
(s2668 1.0)
(s2669 1.0)
(s2670 1.0)
(s2671 1.0)
(s2672 1.0)
(s2676 1.0)
(s2677 1.0)
(s2678 1.0)
(s2679 1.0)
(s2680 1.0)
(s2681 1.0)
(s2682 1.0)
(s2683 1.0)
(s2684 1.0)
(s2685 1.0)
(s2686 1.0)
(s2687 1.0)
(s2688 1.0)
(s2689 1.0)
(s2690 1.0)
(s2691 1.0)
(s2692 1.0)
(s2696 1.0)
(s2697 1.0)
(s2698 1.0)
(s2699 1.0)
(s2700 1.0)
(s2701 1.0)
(s2702 1.0)
(s2703 1.0)
(s2704 1.0)
(s2705 1.0)
(s2706 1.0)
(s2707 1.0)
(s2708 1.0)
(s2709 1.0)
(s2710 1.0)
(s2711 1.0)
(s2713 1.0)
(s2714 1.0)
(s2715 1.0)
(s2716 1.0)
(s2717 1.0)
(s2718 1.0)
(s2719 1.0)
(s2720 1.0)
(s2721 1.0)
(s2722 1.0)
(s2723 1.0)
(s2724 1.0)
(s2725 1.0)
(s2726 1.0)
(s2728 1.0)
(s2729 1.0)
(s2730 1.0)
(s2731 1.0)
(s2732 1.0)
(s2733 1.0)
(s2734 1.0)
(s2735 1.0)
(s2736 1.0)
(s2737 1.0)
(s2738 1.0)
(s2739 1.0)
(s2741 1.0)
(s2742 1.0)
(s2743 1.0)
(s2744 1.0)
(s2745 1.0)
(s2746 1.0)
(s2747 1.0)
(s2748 1.0)
(s2749 1.0)
(s2750 1.0)
(s2752 1.0)
(s2753 1.0)
(s2754 1.0)
(s2755 1.0)
(s2756 1.0)
(s2757 1.0)
(s2758 1.0)
(s2759 1.0)
(s2761 1.0)
(s2762 1.0)
(s2763 1.0)
(s2764 1.0)
(s2765 1.0)
(s2766 1.0)
(s2768 1.0)
(s2769 1.0)
(s2770 1.0)
(s2771 1.0)
(s2773 1.0)
(s2774 1.0)
(s2776 1.0)
(s2778 1.0)
(s2780 1.0)
(s2782 1.0)
(s2784 1.0)
(s2786 1.0)
(s2788 1.0)
(s2794 1.0)
(s2795 1.0)
(s2796 0.0)
(s2797 1.0)
(s2798 1.0)
(s2801 1.0)
(s2805 1.0)
(s2807 1.0)
(s2809 1.0)
(s2811 1.0)
(s2813 1.0)
(s2815 1.0)
(s2817 1.0)
(s2818 1.0)
(s2820 1.0)
(s2821 1.0)
(s2822 1.0)
(s2823 1.0)
(s2825 1.0)
(s2826 1.0)
(s2827 1.0)
(s2828 1.0)
(s2829 1.0)
(s2830 1.0)
(s2832 1.0)
(s2833 1.0)
(s2834 1.0)
(s2835 1.0)
(s2836 1.0)
(s2837 1.0)
(s2838 1.0)
(s2839 1.0)
(s2841 1.0)
(s2842 1.0)
(s2843 1.0)
(s2844 1.0)
(s2845 1.0)
(s2846 1.0)
(s2847 1.0)
(s2848 1.0)
(s2849 1.0)
(s2850 1.0)
(s2852 1.0)
(s2853 1.0)
(s2854 1.0)
(s2855 1.0)
(s2856 1.0)
(s2857 1.0)
(s2858 1.0)
(s2859 1.0)
(s2860 1.0)
(s2861 1.0)
(s2862 1.0)
(s2863 1.0)
(s2865 1.0)
(s2866 1.0)
(s2867 1.0)
(s2868 1.0)
(s2869 1.0)
(s2870 1.0)
(s2871 1.0)
(s2872 1.0)
(s2873 1.0)
(s2874 1.0)
(s2875 1.0)
(s2876 1.0)
(s2877 1.0)
(s2878 1.0)
(s2881 1.0)
(s2882 1.0)
(s2883 1.0)
(s2884 1.0)
(s2885 1.0)
(s2886 1.0)
(s2887 1.0)
(s2888 1.0)
(s2889 1.0)
(s2890 1.0)
(s2891 1.0)
(s2892 1.0)
(s2893 1.0)
(s2894 1.0)
(s2895 1.0)
(s2898 1.0)
(s2899 1.0)
(s2900 1.0)
(s2901 1.0)
(s2902 1.0)
(s2903 1.0)
(s2904 1.0)
(s2905 1.0)
(s2906 1.0)
(s2907 1.0)
(s2908 1.0)
(s2909 1.0)
(s2910 1.0)
(s2911 1.0)
(s2912 1.0)
(s2916 1.0)
(s2917 1.0)
(s2918 1.0)
(s2919 1.0)
(s2920 1.0)
(s2921 1.0)
(s2922 1.0)
(s2923 1.0)
(s2924 1.0)
(s2925 1.0)
(s2926 1.0)
(s2927 1.0)
(s2928 1.0)
(s2929 1.0)
(s2930 1.0)
(s2934 1.0)
(s2935 1.0)
(s2936 1.0)
(s2937 1.0)
(s2938 1.0)
(s2939 1.0)
(s2940 1.0)
(s2941 1.0)
(s2942 1.0)
(s2943 1.0)
(s2944 1.0)
(s2945 1.0)
(s2946 1.0)
(s2947 1.0)
(s2949 1.0)
(s2950 1.0)
(s2951 1.0)
(s2952 1.0)
(s2953 1.0)
(s2954 1.0)
(s2955 1.0)
(s2956 1.0)
(s2957 1.0)
(s2958 1.0)
(s2959 1.0)
(s2960 1.0)
(s2962 1.0)
(s2963 1.0)
(s2964 1.0)
(s2965 1.0)
(s2966 1.0)
(s2967 1.0)
(s2968 1.0)
(s2969 1.0)
(s2970 1.0)
(s2971 1.0)
(s2973 1.0)
(s2974 1.0)
(s2975 1.0)
(s2976 1.0)
(s2977 1.0)
(s2978 1.0)
(s2979 1.0)
(s2980 1.0)
(s2982 1.0)
(s2983 1.0)
(s2984 1.0)
(s2985 1.0)
(s2986 1.0)
(s2987 1.0)
(s2989 1.0)
(s2990 1.0)
(s2991 1.0)
(s2992 1.0)
(s2994 1.0)
(s2995 1.0)
(s2997 1.0)
(s2999 1.0)
(s3001 1.0)
(s3003 1.0)
(s3005 1.0)
(s3007 1.0)
(s3009 1.0)
(s3011 1.0)
(s3017 1.0)
(s3018 1.0)
(s3019 0.0)
(s3020 1.0)
(s3021 1.0)
(s3024 1.0)
(s3028 1.0)
(s3030 1.0)
(s3032 1.0)
(s3034 1.0)
(s3036 1.0)
(s3038 1.0)
(s3040 1.0)
(s3042 1.0)
(s3043 1.0)
(s3045 1.0)
(s3046 1.0)
(s3047 1.0)
(s3048 1.0)
(s3050 1.0)
(s3051 1.0)
(s3052 1.0)
(s3053 1.0)
(s3054 1.0)
(s3055 1.0)
(s3057 1.0)
(s3058 1.0)
(s3059 1.0)
(s3060 1.0)
(s3061 1.0)
(s3062 1.0)
(s3063 1.0)
(s3064 1.0)
(s3066 1.0)
(s3067 1.0)
(s3068 1.0)
(s3069 1.0)
(s3070 1.0)
(s3071 1.0)
(s3072 1.0)
(s3073 1.0)
(s3074 1.0)
(s3075 1.0)
(s3077 1.0)
(s3078 1.0)
(s3079 1.0)
(s3080 1.0)
(s3081 1.0)
(s3082 1.0)
(s3083 1.0)
(s3084 1.0)
(s3085 1.0)
(s3086 1.0)
(s3087 1.0)
(s3088 1.0)
(s3091 1.0)
(s3092 1.0)
(s3093 1.0)
(s3094 1.0)
(s3095 1.0)
(s3096 1.0)
(s3097 1.0)
(s3098 1.0)
(s3099 1.0)
(s3100 1.0)
(s3101 1.0)
(s3102 1.0)
(s3103 1.0)
(s3106 1.0)
(s3107 1.0)
(s3108 1.0)
(s3109 1.0)
(s3110 1.0)
(s3111 1.0)
(s3112 1.0)
(s3113 1.0)
(s3114 1.0)
(s3115 1.0)
(s3116 1.0)
(s3117 1.0)
(s3118 1.0)
(s3122 1.0)
(s3123 1.0)
(s3124 1.0)
(s3125 1.0)
(s3126 1.0)
(s3127 1.0)
(s3128 1.0)
(s3129 1.0)
(s3130 1.0)
(s3131 1.0)
(s3132 1.0)
(s3133 1.0)
(s3134 1.0)
(s3138 1.0)
(s3139 1.0)
(s3140 1.0)
(s3141 1.0)
(s3142 1.0)
(s3143 1.0)
(s3144 1.0)
(s3145 1.0)
(s3146 1.0)
(s3147 1.0)
(s3148 1.0)
(s3149 1.0)
(s3151 1.0)
(s3152 1.0)
(s3153 1.0)
(s3154 1.0)
(s3155 1.0)
(s3156 1.0)
(s3157 1.0)
(s3158 1.0)
(s3159 1.0)
(s3160 1.0)
(s3162 1.0)
(s3163 1.0)
(s3164 1.0)
(s3165 1.0)
(s3166 1.0)
(s3167 1.0)
(s3168 1.0)
(s3169 1.0)
(s3171 1.0)
(s3172 1.0)
(s3173 1.0)
(s3174 1.0)
(s3175 1.0)
(s3176 1.0)
(s3178 1.0)
(s3179 1.0)
(s3180 1.0)
(s3181 1.0)
(s3183 1.0)
(s3184 1.0)
(s3186 1.0)
(s3188 1.0)
(s3190 1.0)
(s3192 1.0)
(s3194 1.0)
(s3196 1.0)
(s3198 1.0)
(s3200 1.0)
(s3202 1.0)
(s3208 1.0)
(s3209 1.0)
(s3210 0.0)
(s3211 1.0)
(s3212 1.0)
(s3215 1.0)
(s3219 1.0)
(s3221 1.0)
(s3223 1.0)
(s3225 1.0)
(s3227 1.0)
(s3229 1.0)
(s3231 1.0)
(s3233 1.0)
(s3235 1.0)
(s3236 1.0)
(s3238 1.0)
(s3239 1.0)
(s3240 1.0)
(s3241 1.0)
(s3243 1.0)
(s3244 1.0)
(s3245 1.0)
(s3246 1.0)
(s3247 1.0)
(s3248 1.0)
(s3250 1.0)
(s3251 1.0)
(s3252 1.0)
(s3253 1.0)
(s3254 1.0)
(s3255 1.0)
(s3256 1.0)
(s3257 1.0)
(s3259 1.0)
(s3260 1.0)
(s3261 1.0)
(s3262 1.0)
(s3263 1.0)
(s3264 1.0)
(s3265 1.0)
(s3266 1.0)
(s3267 1.0)
(s3268 1.0)
(s3271 1.0)
(s3272 1.0)
(s3273 1.0)
(s3274 1.0)
(s3275 1.0)
(s3276 1.0)
(s3277 1.0)
(s3278 1.0)
(s3279 1.0)
(s3280 1.0)
(s3281 1.0)
(s3284 1.0)
(s3285 1.0)
(s3286 1.0)
(s3287 1.0)
(s3288 1.0)
(s3289 1.0)
(s3290 1.0)
(s3291 1.0)
(s3292 1.0)
(s3293 1.0)
(s3294 1.0)
(s3298 1.0)
(s3299 1.0)
(s3300 1.0)
(s3301 1.0)
(s3302 1.0)
(s3303 1.0)
(s3304 1.0)
(s3305 1.0)
(s3306 1.0)
(s3307 1.0)
(s3308 1.0)
(s3312 1.0)
(s3313 1.0)
(s3314 1.0)
(s3315 1.0)
(s3316 1.0)
(s3317 1.0)
(s3318 1.0)
(s3319 1.0)
(s3320 1.0)
(s3321 1.0)
(s3323 1.0)
(s3324 1.0)
(s3325 1.0)
(s3326 1.0)
(s3327 1.0)
(s3328 1.0)
(s3329 1.0)
(s3330 1.0)
(s3332 1.0)
(s3333 1.0)
(s3334 1.0)
(s3335 1.0)
(s3336 1.0)
(s3337 1.0)
(s3339 1.0)
(s3340 1.0)
(s3341 1.0)
(s3342 1.0)
(s3344 1.0)
(s3345 1.0)
(s3347 1.0)
(s3349 1.0)
(s3351 1.0)
(s3353 1.0)
(s3355 1.0)
(s3357 1.0)
(s3359 1.0)
(s3361 1.0)
(s3363 1.0)
(s3365 1.0)
(s3371 1.0)
(s3372 1.0)
(s3373 0.0)
(s3374 1.0)
(s3375 1.0)
(s3378 1.0)
(s3382 1.0)
(s3384 1.0)
(s3386 1.0)
(s3388 1.0)
(s3390 1.0)
(s3392 1.0)
(s3394 1.0)
(s3396 1.0)
(s3398 1.0)
(s3400 1.0)
(s3401 1.0)
(s3403 1.0)
(s3404 1.0)
(s3405 1.0)
(s3406 1.0)
(s3408 1.0)
(s3409 1.0)
(s3410 1.0)
(s3411 1.0)
(s3412 1.0)
(s3413 1.0)
(s3415 1.0)
(s3416 1.0)
(s3417 1.0)
(s3418 1.0)
(s3419 1.0)
(s3420 1.0)
(s3421 1.0)
(s3422 1.0)
(s3425 1.0)
(s3426 1.0)
(s3427 1.0)
(s3428 1.0)
(s3429 1.0)
(s3430 1.0)
(s3431 1.0)
(s3432 1.0)
(s3433 1.0)
(s3436 1.0)
(s3437 1.0)
(s3438 1.0)
(s3439 1.0)
(s3440 1.0)
(s3441 1.0)
(s3442 1.0)
(s3443 1.0)
(s3444 1.0)
(s3448 1.0)
(s3449 1.0)
(s3450 1.0)
(s3451 1.0)
(s3452 1.0)
(s3453 1.0)
(s3454 1.0)
(s3455 1.0)
(s3456 1.0)
(s3460 1.0)
(s3461 1.0)
(s3462 1.0)
(s3463 1.0)
(s3464 1.0)
(s3465 1.0)
(s3466 1.0)
(s3467 1.0)
(s3469 1.0)
(s3470 1.0)
(s3471 1.0)
(s3472 1.0)
(s3473 1.0)
(s3474 1.0)
(s3476 1.0)
(s3477 1.0)
(s3478 1.0)
(s3479 1.0)
(s3481 1.0)
(s3482 1.0)
(s3484 1.0)
(s3486 1.0)
(s3488 1.0)
(s3490 1.0)
(s3492 1.0)
(s3494 1.0)
(s3496 1.0)
(s3498 1.0)
(s3500 1.0)
(s3502 1.0)
(s3504 1.0)
(s3510 1.0)
(s3511 1.0)
(s3512 0.0)
(s3513 1.0)
(s3514 1.0)
(s3517 1.0)
(s3521 1.0)
(s3523 1.0)
(s3525 1.0)
(s3527 1.0)
(s3529 1.0)
(s3531 1.0)
(s3533 1.0)
(s3535 1.0)
(s3537 1.0)
(s3539 1.0)
(s3541 1.0)
(s3542 1.0)
(s3544 1.0)
(s3545 1.0)
(s3546 1.0)
(s3547 1.0)
(s3549 1.0)
(s3550 1.0)
(s3551 1.0)
(s3552 1.0)
(s3553 1.0)
(s3554 1.0)
(s3557 1.0)
(s3558 1.0)
(s3559 1.0)
(s3560 1.0)
(s3561 1.0)
(s3562 1.0)
(s3563 1.0)
(s3567 1.0)
(s3568 1.0)
(s3569 1.0)
(s3570 1.0)
(s3571 1.0)
(s3572 1.0)
(s3573 1.0)
(s3577 1.0)
(s3578 1.0)
(s3579 1.0)
(s3580 1.0)
(s3581 1.0)
(s3582 1.0)
(s3583 1.0)
(s3587 1.0)
(s3588 1.0)
(s3589 1.0)
(s3590 1.0)
(s3591 1.0)
(s3592 1.0)
(s3594 1.0)
(s3595 1.0)
(s3596 1.0)
(s3597 1.0)
(s3599 1.0)
(s3600 1.0)
(s3602 1.0)
(s3604 1.0)
(s3606 1.0)
(s3608 1.0)
(s3610 1.0)
(s3612 1.0)
(s3614 1.0)
(s3616 1.0)
(s3618 1.0)
(s3620 1.0)
(s3622 1.0)
(s3624 1.0)
(s3630 1.0)
(s3631 1.0)
(s3632 0.0)
(s3633 1.0)
(s3634 1.0)
(s3637 1.0)
(s3641 1.0)
(s3643 1.0)
(s3645 1.0)
(s3647 1.0)
(s3649 1.0)
(s3651 1.0)
(s3653 1.0)
(s3655 1.0)
(s3657 1.0)
(s3659 1.0)
(s3661 1.0)
(s3663 1.0)
(s3664 1.0)
(s3666 1.0)
(s3667 1.0)
(s3668 1.0)
(s3669 1.0)
(s3672 1.0)
(s3673 1.0)
(s3674 1.0)
(s3675 1.0)
(s3676 1.0)
(s3679 1.0)
(s3680 1.0)
(s3681 1.0)
(s3682 1.0)
(s3683 1.0)
(s3687 1.0)
(s3688 1.0)
(s3689 1.0)
(s3690 1.0)
(s3691 1.0)
(s3695 1.0)
(s3696 1.0)
(s3697 1.0)
(s3698 1.0)
(s3700 1.0)
(s3701 1.0)
(s3703 1.0)
(s3705 1.0)
(s3707 1.0)
(s3709 1.0)
(s3711 1.0)
(s3713 1.0)
(s3715 1.0)
(s3717 1.0)
(s3719 1.0)
(s3721 1.0)
(s3723 1.0)
(s3725 1.0)
(s3727 1.0)
(s3733 1.0)
(s3734 1.0)
(s3735 0.0)
(s3736 1.0)
(s3737 1.0)
(s3740 1.0)
(s3744 1.0)
(s3746 1.0)
(s3748 1.0)
(s3750 1.0)
(s3752 1.0)
(s3754 1.0)
(s3756 1.0)
(s3758 1.0)
(s3760 1.0)
(s3762 1.0)
(s3764 1.0)
(s3766 1.0)
(s3768 1.0)
(s3769 1.0)
(s3772 1.0)
(s3773 1.0)
(s3774 1.0)
(s3777 1.0)
(s3778 1.0)
(s3779 1.0)
(s3783 1.0)
(s3784 1.0)
(s3785 1.0)
(s3789 1.0)
(s3790 1.0)
(s3792 1.0)
(s3794 1.0)
(s3796 1.0)
(s3798 1.0)
(s3800 1.0)
(s3802 1.0)
(s3804 1.0)
(s3806 1.0)
(s3808 1.0)
(s3810 1.0)
(s3812 1.0)
(s3814 1.0)
(s3816 1.0)
(s3818 1.0)
(s3824 1.0)
(s3825 1.0)
(s3826 0.0)
(s3827 1.0)
(s3828 1.0)
(s3831 1.0)
(s3835 1.0)
(s3837 1.0)
(s3839 1.0)
(s3841 1.0)
(s3843 1.0)
(s3845 1.0)
(s3847 1.0)
(s3849 1.0)
(s3851 1.0)
(s3853 1.0)
(s3855 1.0)
(s3857 1.0)
(s3859 1.0)
(s3862 1.0)
(s3865 1.0)
(s3869 1.0)
(s3873 1.0)
(s3875 1.0)
(s3877 1.0)
(s3879 1.0)
(s3881 1.0)
(s3883 1.0)
(s3885 1.0)
(s3887 1.0)
(s3889 1.0)
(s3891 1.0)
(s3893 1.0)
(s3895 1.0)
(s3897 1.0)
(s3899 1.0)
(s3901 1.0)
(s3907 0.0)
(s3908 0.0)
(s3909 1.0)
(s3910 1.0)
(s3911 1.0)
(s3914 1.0)
(s3918 1.0)
(s3920 1.0)
(s3922 1.0)
(s3924 1.0)
(s3926 1.0)
(s3928 1.0)
(s3930 1.0)
(s3932 1.0)
(s3934 1.0)
(s3936 1.0)
(s3938 1.0)
(s3940 1.0)
(s3942 1.0)
(s3944 1.0)
(s3953 1.0)
(s3955 1.0)
(s3957 1.0)
(s3959 1.0)
(s3961 1.0)
(s3963 1.0)
(s3965 1.0)
(s3967 1.0)
(s3969 1.0)
(s3971 1.0)
(s3973 1.0)
(s3975 1.0)
(s3977 1.0)
(s3979 1.0)
(s3981 1.0)
(s3989 1.0)
(s3992 1.0)
(s3996 1.0)
(s3998 1.0)
(s4000 1.0)
(s4002 1.0)
(s4004 1.0)
(s4006 1.0)
(s4008 1.0)
(s4010 1.0)
(s4012 1.0)
(s4014 1.0)
(s4016 1.0)
(s4018 1.0)
(s4020 1.0)
(s4022 1.0)
(s4024 1.0)
(s4027 1.0)
(s4031 1.0)
(s4033 1.0)
(s4035 1.0)
(s4037 1.0)
(s4039 1.0)
(s4041 1.0)
(s4043 1.0)
(s4045 1.0)
(s4047 1.0)
(s4049 1.0)
(s4051 1.0)
(s4053 1.0)
(s4055 1.0)
(s4057 1.0)
(s4059 1.0)
(s4064 0.0)
(s4065 0.0)
(s4066 1.0)
(s4067 1.0)
(s4068 1.0)
(s4071 1.0)
(s4075 1.0)
(s4077 1.0)
(s4079 1.0)
(s4081 1.0)
(s4083 1.0)
(s4085 1.0)
(s4087 1.0)
(s4089 1.0)
(s4091 1.0)
(s4093 1.0)
(s4095 1.0)
(s4097 1.0)
(s4099 1.0)
(s4101 1.0)
(s4110 1.0)
(s4112 1.0)
(s4114 1.0)
(s4116 1.0)
(s4118 1.0)
(s4120 1.0)
(s4122 1.0)
(s4124 1.0)
(s4126 1.0)
(s4128 1.0)
(s4130 1.0)
(s4132 1.0)
(s4134 1.0)
(s4136 1.0)
(s4138 1.0)
(s4144 1.0)
(s4145 1.0)
(s4146 0.0)
(s4147 1.0)
(s4148 1.0)
(s4151 1.0)
(s4155 1.0)
(s4157 1.0)
(s4159 1.0)
(s4161 1.0)
(s4163 1.0)
(s4165 1.0)
(s4167 1.0)
(s4169 1.0)
(s4171 1.0)
(s4173 1.0)
(s4175 1.0)
(s4177 1.0)
(s4179 1.0)
(s4181 1.0)
(s4184 1.0)
(s4188 1.0)
(s4193 1.0)
(s4195 1.0)
(s4197 1.0)
(s4199 1.0)
(s4201 1.0)
(s4203 1.0)
(s4205 1.0)
(s4207 1.0)
(s4209 1.0)
(s4211 1.0)
(s4213 1.0)
(s4215 1.0)
(s4217 1.0)
(s4219 1.0)
(s4221 1.0)
(s4227 1.0)
(s4228 1.0)
(s4229 0.0)
(s4230 1.0)
(s4231 1.0)
(s4234 1.0)
(s4238 1.0)
(s4240 1.0)
(s4242 1.0)
(s4244 1.0)
(s4246 1.0)
(s4248 1.0)
(s4250 1.0)
(s4252 1.0)
(s4254 1.0)
(s4256 1.0)
(s4258 1.0)
(s4260 1.0)
(s4262 1.0)
(s4264 1.0)
(s4265 1.0)
(s4268 1.0)
(s4269 1.0)
(s4270 1.0)
(s4274 1.0)
(s4275 1.0)
(s4276 1.0)
(s4281 1.0)
(s4282 1.0)
(s4283 1.0)
(s4285 1.0)
(s4286 1.0)
(s4288 1.0)
(s4290 1.0)
(s4292 1.0)
(s4294 1.0)
(s4296 1.0)
(s4298 1.0)
(s4300 1.0)
(s4302 1.0)
(s4304 1.0)
(s4306 1.0)
(s4308 1.0)
(s4310 1.0)
(s4312 1.0)
(s4318 1.0)
(s4319 1.0)
(s4320 0.0)
(s4321 1.0)
(s4322 1.0)
(s4325 1.0)
(s4329 1.0)
(s4331 1.0)
(s4333 1.0)
(s4335 1.0)
(s4337 1.0)
(s4339 1.0)
(s4341 1.0)
(s4343 1.0)
(s4345 1.0)
(s4347 1.0)
(s4349 1.0)
(s4351 1.0)
(s4353 1.0)
(s4354 1.0)
(s4356 1.0)
(s4357 1.0)
(s4358 1.0)
(s4359 1.0)
(s4362 1.0)
(s4363 1.0)
(s4364 1.0)
(s4365 1.0)
(s4366 1.0)
(s4370 1.0)
(s4371 1.0)
(s4372 1.0)
(s4373 1.0)
(s4374 1.0)
(s4379 1.0)
(s4380 1.0)
(s4381 1.0)
(s4382 1.0)
(s4383 1.0)
(s4385 1.0)
(s4386 1.0)
(s4387 1.0)
(s4388 1.0)
(s4390 1.0)
(s4391 1.0)
(s4393 1.0)
(s4395 1.0)
(s4397 1.0)
(s4399 1.0)
(s4401 1.0)
(s4403 1.0)
(s4405 1.0)
(s4407 1.0)
(s4409 1.0)
(s4411 1.0)
(s4413 1.0)
(s4415 1.0)
(s4421 1.0)
(s4422 1.0)
(s4423 0.0)
(s4424 1.0)
(s4425 1.0)
(s4428 1.0)
(s4432 1.0)
(s4434 1.0)
(s4436 1.0)
(s4438 1.0)
(s4440 1.0)
(s4442 1.0)
(s4444 1.0)
(s4446 1.0)
(s4448 1.0)
(s4450 1.0)
(s4452 1.0)
(s4454 1.0)
(s4455 1.0)
(s4457 1.0)
(s4458 1.0)
(s4459 1.0)
(s4460 1.0)
(s4462 1.0)
(s4463 1.0)
(s4464 1.0)
(s4465 1.0)
(s4466 1.0)
(s4467 1.0)
(s4470 1.0)
(s4471 1.0)
(s4472 1.0)
(s4473 1.0)
(s4474 1.0)
(s4475 1.0)
(s4476 1.0)
(s4481 1.0)
(s4482 1.0)
(s4483 1.0)
(s4484 1.0)
(s4485 1.0)
(s4486 1.0)
(s4487 1.0)
(s4492 1.0)
(s4493 1.0)
(s4494 1.0)
(s4495 1.0)
(s4496 1.0)
(s4497 1.0)
(s4498 1.0)
(s4500 1.0)
(s4501 1.0)
(s4502 1.0)
(s4503 1.0)
(s4504 1.0)
(s4505 1.0)
(s4507 1.0)
(s4508 1.0)
(s4509 1.0)
(s4510 1.0)
(s4512 1.0)
(s4513 1.0)
(s4515 1.0)
(s4517 1.0)
(s4519 1.0)
(s4521 1.0)
(s4523 1.0)
(s4525 1.0)
(s4527 1.0)
(s4529 1.0)
(s4531 1.0)
(s4533 1.0)
(s4535 1.0)
(s4541 1.0)
(s4542 1.0)
(s4543 0.0)
(s4544 1.0)
(s4545 1.0)
(s4548 1.0)
(s4552 1.0)
(s4554 1.0)
(s4556 1.0)
(s4558 1.0)
(s4560 1.0)
(s4562 1.0)
(s4564 1.0)
(s4566 1.0)
(s4568 1.0)
(s4570 1.0)
(s4572 1.0)
(s4573 1.0)
(s4575 1.0)
(s4576 1.0)
(s4577 1.0)
(s4578 1.0)
(s4580 1.0)
(s4581 1.0)
(s4582 1.0)
(s4583 1.0)
(s4584 1.0)
(s4585 1.0)
(s4587 1.0)
(s4588 1.0)
(s4589 1.0)
(s4590 1.0)
(s4591 1.0)
(s4592 1.0)
(s4593 1.0)
(s4594 1.0)
(s4597 1.0)
(s4598 1.0)
(s4599 1.0)
(s4600 1.0)
(s4601 1.0)
(s4602 1.0)
(s4603 1.0)
(s4604 1.0)
(s4605 1.0)
(s4610 1.0)
(s4611 1.0)
(s4612 1.0)
(s4613 1.0)
(s4614 1.0)
(s4615 1.0)
(s4616 1.0)
(s4617 1.0)
(s4618 1.0)
(s4623 1.0)
(s4624 1.0)
(s4625 1.0)
(s4626 1.0)
(s4627 1.0)
(s4628 1.0)
(s4629 1.0)
(s4630 1.0)
(s4631 1.0)
(s4633 1.0)
(s4634 1.0)
(s4635 1.0)
(s4636 1.0)
(s4637 1.0)
(s4638 1.0)
(s4639 1.0)
(s4640 1.0)
(s4642 1.0)
(s4643 1.0)
(s4644 1.0)
(s4645 1.0)
(s4646 1.0)
(s4647 1.0)
(s4649 1.0)
(s4650 1.0)
(s4651 1.0)
(s4652 1.0)
(s4654 1.0)
(s4655 1.0)
(s4657 1.0)
(s4659 1.0)
(s4661 1.0)
(s4663 1.0)
(s4665 1.0)
(s4667 1.0)
(s4669 1.0)
(s4671 1.0)
(s4673 1.0)
(s4675 1.0)
(s4681 1.0)
(s4682 1.0)
(s4683 0.0)
(s4684 1.0)
(s4685 1.0)
(s4688 1.0)
(s4692 1.0)
(s4694 1.0)
(s4696 1.0)
(s4698 1.0)
(s4700 1.0)
(s4702 1.0)
(s4704 1.0)
(s4706 1.0)
(s4708 1.0)
(s4710 1.0)
(s4711 1.0)
(s4713 1.0)
(s4714 1.0)
(s4715 1.0)
(s4716 1.0)
(s4718 1.0)
(s4719 1.0)
(s4720 1.0)
(s4721 1.0)
(s4722 1.0)
(s4723 1.0)
(s4725 1.0)
(s4726 1.0)
(s4727 1.0)
(s4728 1.0)
(s4729 1.0)
(s4730 1.0)
(s4731 1.0)
(s4732 1.0)
(s4734 1.0)
(s4735 1.0)
(s4736 1.0)
(s4737 1.0)
(s4738 1.0)
(s4739 1.0)
(s4740 1.0)
(s4741 1.0)
(s4742 1.0)
(s4743 1.0)
(s4746 1.0)
(s4747 1.0)
(s4748 1.0)
(s4749 1.0)
(s4750 1.0)
(s4751 1.0)
(s4752 1.0)
(s4753 1.0)
(s4754 1.0)
(s4755 1.0)
(s4756 1.0)
(s4760 1.0)
(s4761 1.0)
(s4762 1.0)
(s4763 1.0)
(s4764 1.0)
(s4765 1.0)
(s4766 1.0)
(s4767 1.0)
(s4768 1.0)
(s4769 1.0)
(s4770 1.0)
(s4775 1.0)
(s4776 1.0)
(s4777 1.0)
(s4778 1.0)
(s4779 1.0)
(s4780 1.0)
(s4781 1.0)
(s4782 1.0)
(s4783 1.0)
(s4784 1.0)
(s4785 1.0)
(s4787 1.0)
(s4788 1.0)
(s4789 1.0)
(s4790 1.0)
(s4791 1.0)
(s4792 1.0)
(s4793 1.0)
(s4794 1.0)
(s4795 1.0)
(s4796 1.0)
(s4798 1.0)
(s4799 1.0)
(s4800 1.0)
(s4801 1.0)
(s4802 1.0)
(s4803 1.0)
(s4804 1.0)
(s4805 1.0)
(s4807 1.0)
(s4808 1.0)
(s4809 1.0)
(s4810 1.0)
(s4811 1.0)
(s4812 1.0)
(s4814 1.0)
(s4815 1.0)
(s4816 1.0)
(s4817 1.0)
(s4819 1.0)
(s4820 1.0)
(s4822 1.0)
(s4824 1.0)
(s4826 1.0)
(s4828 1.0)
(s4830 1.0)
(s4832 1.0)
(s4834 1.0)
(s4836 1.0)
(s4838 1.0)
(s4844 1.0)
(s4845 1.0)
(s4846 0.0)
(s4847 1.0)
(s4848 1.0)
(s4851 1.0)
(s4855 1.0)
(s4857 1.0)
(s4859 1.0)
(s4861 1.0)
(s4863 1.0)
(s4865 1.0)
(s4867 1.0)
(s4869 1.0)
(s4871 1.0)
(s4872 1.0)
(s4874 1.0)
(s4875 1.0)
(s4876 1.0)
(s4877 1.0)
(s4879 1.0)
(s4880 1.0)
(s4881 1.0)
(s4882 1.0)
(s4883 1.0)
(s4884 1.0)
(s4886 1.0)
(s4887 1.0)
(s4888 1.0)
(s4889 1.0)
(s4890 1.0)
(s4891 1.0)
(s4892 1.0)
(s4893 1.0)
(s4895 1.0)
(s4896 1.0)
(s4897 1.0)
(s4898 1.0)
(s4899 1.0)
(s4900 1.0)
(s4901 1.0)
(s4902 1.0)
(s4903 1.0)
(s4904 1.0)
(s4906 1.0)
(s4907 1.0)
(s4908 1.0)
(s4909 1.0)
(s4910 1.0)
(s4911 1.0)
(s4912 1.0)
(s4913 1.0)
(s4914 1.0)
(s4915 1.0)
(s4916 1.0)
(s4917 1.0)
(s4920 1.0)
(s4921 1.0)
(s4922 1.0)
(s4923 1.0)
(s4924 1.0)
(s4925 1.0)
(s4926 1.0)
(s4927 1.0)
(s4928 1.0)
(s4929 1.0)
(s4930 1.0)
(s4931 1.0)
(s4932 1.0)
(s4936 1.0)
(s4937 1.0)
(s4938 1.0)
(s4939 1.0)
(s4940 1.0)
(s4941 1.0)
(s4942 1.0)
(s4943 1.0)
(s4944 1.0)
(s4945 1.0)
(s4946 1.0)
(s4947 1.0)
(s4948 1.0)
(s4953 1.0)
(s4954 1.0)
(s4955 1.0)
(s4956 1.0)
(s4957 1.0)
(s4958 1.0)
(s4959 1.0)
(s4960 1.0)
(s4961 1.0)
(s4962 1.0)
(s4963 1.0)
(s4964 1.0)
(s4965 1.0)
(s4967 1.0)
(s4968 1.0)
(s4969 1.0)
(s4970 1.0)
(s4971 1.0)
(s4972 1.0)
(s4973 1.0)
(s4974 1.0)
(s4975 1.0)
(s4976 1.0)
(s4977 1.0)
(s4978 1.0)
(s4980 1.0)
(s4981 1.0)
(s4982 1.0)
(s4983 1.0)
(s4984 1.0)
(s4985 1.0)
(s4986 1.0)
(s4987 1.0)
(s4988 1.0)
(s4989 1.0)
(s4991 1.0)
(s4992 1.0)
(s4993 1.0)
(s4994 1.0)
(s4995 1.0)
(s4996 1.0)
(s4997 1.0)
(s4998 1.0)
(s5000 1.0)
(s5001 1.0)
(s5002 1.0)
(s5003 1.0)
(s5004 1.0)
(s5005 1.0)
(s5007 1.0)
(s5008 1.0)
(s5009 1.0)
(s5010 1.0)
(s5012 1.0)
(s5013 1.0)
(s5015 1.0)
(s5017 1.0)
(s5019 1.0)
(s5021 1.0)
(s5023 1.0)
(s5025 1.0)
(s5027 1.0)
(s5029 1.0)
(s5035 1.0)
(s5036 1.0)
(s5037 0.0)
(s5038 1.0)
(s5039 1.0)
(s5042 1.0)
(s5046 1.0)
(s5048 1.0)
(s5050 1.0)
(s5052 1.0)
(s5054 1.0)
(s5056 1.0)
(s5058 1.0)
(s5060 1.0)
(s5061 1.0)
(s5063 1.0)
(s5064 1.0)
(s5065 1.0)
(s5066 1.0)
(s5068 1.0)
(s5069 1.0)
(s5070 1.0)
(s5071 1.0)
(s5072 1.0)
(s5073 1.0)
(s5075 1.0)
(s5076 1.0)
(s5077 1.0)
(s5078 1.0)
(s5079 1.0)
(s5080 1.0)
(s5081 1.0)
(s5082 1.0)
(s5084 1.0)
(s5085 1.0)
(s5086 1.0)
(s5087 1.0)
(s5088 1.0)
(s5089 1.0)
(s5090 1.0)
(s5091 1.0)
(s5092 1.0)
(s5093 1.0)
(s5095 1.0)
(s5096 1.0)
(s5097 1.0)
(s5098 1.0)
(s5099 1.0)
(s5100 1.0)
(s5101 1.0)
(s5102 1.0)
(s5103 1.0)
(s5104 1.0)
(s5105 1.0)
(s5106 1.0)
(s5108 1.0)
(s5109 1.0)
(s5110 1.0)
(s5111 1.0)
(s5112 1.0)
(s5113 1.0)
(s5114 1.0)
(s5115 1.0)
(s5116 1.0)
(s5117 1.0)
(s5118 1.0)
(s5119 1.0)
(s5120 1.0)
(s5121 1.0)
(s5124 1.0)
(s5125 1.0)
(s5126 1.0)
(s5127 1.0)
(s5128 1.0)
(s5129 1.0)
(s5130 1.0)
(s5131 1.0)
(s5132 1.0)
(s5133 1.0)
(s5134 1.0)
(s5135 1.0)
(s5136 1.0)
(s5137 1.0)
(s5138 1.0)
(s5142 1.0)
(s5143 1.0)
(s5144 1.0)
(s5145 1.0)
(s5146 1.0)
(s5147 1.0)
(s5148 1.0)
(s5149 1.0)
(s5150 1.0)
(s5151 1.0)
(s5152 1.0)
(s5153 1.0)
(s5154 1.0)
(s5155 1.0)
(s5156 1.0)
(s5161 1.0)
(s5162 1.0)
(s5163 timeout
1.0 org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
At refinement iteration 0 (INCLUDED_ONLY) 0/6529 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12687 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 6529/22644 variables, and 60 constraints, problems are : Problem set: 0 solved, 12687 unsolved in 90402 ms.
Refiners :[Positive P Invariants (semi-flows): 60/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8189 constraints, ReadFeed: 0/6052 constraints, PredecessorRefiner: 12687/12687 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12687 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/6529 variables, 60/60 constraints. Problems are: Problem set: 0 solved, 12687 unsolved
Error getting values : (error "ParserException while parsing response: ((s3 1)
(s4 1)
(s5 1)
(s8 1)
(s9 1)
(s13 1)
(s14 1)
(s15 1)
(s16 1)
(s18 1)
(s19 1)
(s20 1)
(s21 1)
(s22 1)
(s23 1)
(s25 1)
(s26 1)
(s27 1)
(s28 1)
(s29 1)
(s30 1)
(s31 1)
(s32 1)
(s34 1)
(s35 1)
(s36 1)
(s37 1)
(s38 1)
(s39 1)
(s40 1)
(s41 1)
(s42 1)
(s43 1)
(s45 1)
(s46 1)
(s47 1)
(s48 1)
(s49 1)
(s50 1)
(s51 1)
(s52 1)
(s53 1)
(s54 1)
(s55 1)
(s56 1)
(s58 1)
(s59 1)
(s60 1)
(s61 1)
(s62 1)
(s63 1)
(s64 1)
(s65 1)
(s66 1)
(s67 1)
(s68 1)
(s69 1)
(s70 1)
(s71 1)
(s73 1)
(s74 1)
(s75 1)
(s76 1)
(s77 1)
(s78 1)
(s79 1)
(s80 1)
(s81 1)
(s82 1)
(s83 1)
(s84 1)
(s85 1)
(s86 1)
(s87 1)
(s88 1)
(s90 1)
(s91 1)
(s92 1)
(s93 1)
(s94 1)
(s95 1)
(s96 1)
(s97 1)
(s98 1)
(s99 1)
(s100 1)
(s101 1)
(s102 1)
(s103 1)
(s104 1)
(s105 1)
(s106 1)
(s107 1)
(s109 1)
(s110 1)
(s111 1)
(s112 1)
(s113 1)
(s114 1)
(s115 1)
(s116 1)
(s117 1)
(s118 1)
(s119 1)
(s120 1)
(s121 1)
(s122 1)
(s123 1)
(s124 1)
(s125 1)
(s126 1)
(s127 1)
(s128 1)
(s130 1)
(s131 1)
(s132 1)
(s133 1)
(s134 1)
(s135 1)
(s136 1)
(s137 1)
(s138 1)
(s139 1)
(s140 1)
(s141 1)
(s142 1)
(s143 1)
(s144 1)
(s145 1)
(s146 1)
(s147 1)
(s148 1)
(s149 1)
(s150 1)
(s151 1)
(s153 1)
(s154 1)
(s155 1)
(s156 1)
(s157 1)
(s158 1)
(s159 1)
(s160 1)
(s161 1)
(s162 1)
(s163 1)
(s164 1)
(s165 1)
(s166 1)
(s167 1)
(s168 1)
(s169 1)
(s170 1)
(s171 1)
(s172 1)
(s173 1)
(s174 1)
(s175 1)
(s176 1)
(s178 1)
(s179 1)
(s180 1)
(s181 1)
(s182 1)
(s183 1)
(s184 1)
(s185 1)
(s186 1)
(s187 1)
(s188 1)
(s189 1)
(s190 1)
(s191 1)
(s192 1)
(s193 1)
(s194 1)
(s195 1)
(s196 1)
(s197 1)
(s198 1)
(s199 1)
(s200 1)
(s201 1)
(s202 1)
(s203 1)
(s205 1)
(s206 1)
(s207 1)
(s208 1)
(s209 1)
(s210 1)
(s211 1)
(s212 1)
(s213 1)
(s214 1)
(s215 1)
(s216 1)
(s217 1)
(s218 1)
(s219 1)
(s220 1)
(s221 1)
(s222 1)
(s223 1)
(s224 1)
(s225 1)
(s226 1)
(s227 1)
(s228 1)
(s229 1)
(s230 1)
(s231 1)
(s232 1)
(s235 1)
(s236 1)
(s237 1)
(s238 1)
(s239 1)
(s240 1)
(s241 1)
(s242 1)
(s243 1)
(s244 1)
(s245 1)
(s246 1)
(s247 1)
(s248 1)
(s249 1)
(s250 1)
(s251 1)
(s252 1)
(s253 1)
(s254 1)
(s255 1)
(s256 1)
(s257 1)
(s258 1)
(s259 1)
(s260 1)
(s261 1)
(s262 1)
(s263 1)
(s266 1)
(s267 1)
(s268 1)
(s269 1)
(s270 1)
(s271 1)
(s272 1)
(s273 1)
(s274 1)
(s275 1)
(s276 1)
(s277 1)
(s278 1)
(s279 1)
(s280 1)
(s281 1)
(s282 1)
(s283 1)
(s284 1)
(s285 1)
(s286 1)
(s287 1)
(s288 1)
(s289 1)
(s290 1)
(s291 1)
(s292 1)
(s293 1)
(s294 1)
(s298 1)
(s299 1)
(s300 1)
(s301 1)
(s302 1)
(s303 1)
(s304 1)
(s305 1)
(s306 1)
(s307 1)
(s308 1)
(s309 1)
(s310 1)
(s311 1)
(s312 1)
(s313 1)
(s314 1)
(s315 1)
(s316 1)
(s317 1)
(s318 1)
(s319 1)
(s320 1)
(s321 1)
(s322 1)
(s323 1)
(s324 1)
(s325 1)
(s326 1)
(s330 1)
(s331 1)
(s332 1)
(s333 1)
(s334 1)
(s335 1)
(s336 1)
(s337 1)
(s338 1)
(s339 1)
(s340 1)
(s341 1)
(s342 1)
(s343 1)
(s344 1)
(s345 1)
(s346 1)
(s347 1)
(s348 1)
(s349 1)
(s350 1)
(s351 1)
(s352 1)
(s353 1)
(s354 1)
(s355 1)
(s356 1)
(s357 1)
(s359 1)
(s360 1)
(s361 1)
(s362 1)
(s363 1)
(s364 1)
(s365 1)
(s366 1)
(s367 1)
(s368 1)
(s369 1)
(s370 1)
(s371 1)
(s372 1)
(s373 1)
(s374 1)
(s375 1)
(s376 1)
(s377 1)
(s378 1)
(s379 1)
(s380 1)
(s381 1)
(s382 1)
(s383 1)
(s384 1)
(s386 1)
(s387 1)
(s388 1)
(s389 1)
(s390 1)
(s391 1)
(s392 1)
(s393 1)
(s394 1)
(s395 1)
(s396 1)
(s397 1)
(s398 1)
(s399 1)
(s400 1)
(s401 1)
(s402 1)
(s403 1)
(s404 1)
(s405 1)
(s406 1)
(s407 1)
(s408 1)
(s409 1)
(s411 1)
(s412 1)
(s413 1)
(s414 1)
(s415 1)
(s416 1)
(s417 1)
(s418 1)
(s419 1)
(s420 1)
(s421 1)
(s422 1)
(s423 1)
(s424 1)
(s425 1)
(s426 1)
(s427 1)
(s428 1)
(s429 1)
(s430 1)
(s431 1)
(s432 1)
(s434 1)
(s435 1)
(s436 1)
(s437 1)
(s438 1)
(s439 1)
(s440 1)
(s441 1)
(s442 1)
(s443 1)
(s444 1)
(s445 1)
(s446 1)
(s447 1)
(s448 1)
(s449 1)
(s450 1)
(s451 1)
(s452 1)
(s453 1)
(s455 1)
(s456 1)
(s457 1)
(s458 1)
(s459 1)
(s460 1)
(s461 1)
(s462 1)
(s463 1)
(s464 1)
(s465 1)
(s466 1)
(s467 1)
(s468 1)
(s469 1)
(s470 1)
(s471 1)
(s472 1)
(s474 1)
(s475 1)
(s476 1)
(s477 1)
(s478 1)
(s479 1)
(s480 1)
(s481 1)
(s482 1)
(s483 1)
(s484 1)
(s485 1)
(s486 1)
(s487 1)
(s488 1)
(s489 1)
(s491 1)
(s492 1)
(s493 1)
(s494 1)
(s495 1)
(s496 1)
(s497 1)
(s498 1)
(s499 1)
(s500 1)
(s501 1)
(s502 1)
(s503 1)
(s504 1)
(s506 1)
(s507 1)
(s508 1)
(s509 1)
(s510 1)
(s511 1)
(s512 1)
(s513 1)
(s514 1)
(s515 1)
(s516 1)
(s517 1)
(s519 1)
(s520 1)
(s521 1)
(s522 1)
(s523 1)
(s524 1)
(s525 1)
(s526 1)
(s527 1)
(s528 1)
(s530 1)
(s531 1)
(s532 1)
(s533 1)
(s534 1)
(s535 1)
(s536 1)
(s537 1)
(s539 1)
(s540 1)
(s541 1)
(s542 1)
(s543 1)
(s544 1)
(s546 1)
(s547 1)
(s548 1)
(s549 1)
(s551 1)
(s552 1)
(s554 1)
(s560 0)
(s561 0)
(s562 1)
(s563 1)
(s564 1)
(s567 1)
(s571 1)
(s572 1)
(s574 1)
(s575 1)
(s576 1)
(s577 1)
(s579 1)
(s580 1)
(s581 1)
(s582 1)
(s583 1)
(s584 1)
(s586 1)
(s587 1)
(s588 1)
(s589 1)
(s590 1)
(s591 1)
(s592 1)
(s593 1)
(s595 1)
(s596 1)
(s597 1)
(s598 1)
(s599 1)
(s600 1)
(s601 1)
(s602 1)
(s603 1)
(s604 1)
(s606 1)
(s607 1)
(s608 1)
(s609 1)
(s610 1)
(s611 1)
(s612 1)
(s613 1)
(s614 1)
(s615 1)
(s616 1)
(s617 1)
(s619 1)
(s620 1)
(s621 1)
(s622 1)
(s623 1)
(s624 1)
(s625 1)
(s626 1)
(s627 1)
(s628 1)
(s629 1)
(s630 1)
(s631 1)
(s632 1)
(s634 1)
(s635 1)
(s636 1)
(s637 1)
(s638 1)
(s639 1)
(s640 1)
(s641 1)
(s642 1)
(s643 1)
(s644 1)
(s645 1)
(s646 1)
(s647 1)
(s648 1)
(s649 1)
(s651 1)
(s652 1)
(s653 1)
(s654 1)
(s655 1)
(s656 1)
(s657 1)
(s658 1)
(s659 1)
(s660 1)
(s661 1)
(s662 1)
(s663 1)
(s664 1)
(s665 1)
(s666 1)
(s667 1)
(s668 1)
(s670 1)
(s671 1)
(s672 1)
(s673 1)
(s674 1)
(s675 1)
(s676 1)
(s677 1)
(s678 1)
(s679 1)
(s680 1)
(s681 1)
(s682 1)
(s683 1)
(s684 1)
(s685 1)
(s686 1)
(s687 1)
(s688 1)
(s689 1)
(s691 1)
(s692 1)
(s693 1)
(s694 1)
(s695 1)
(s696 1)
(s697 1)
(s698 1)
(s699 1)
(s700 1)
(s701 1)
(s702 1)
(s703 1)
(s704 1)
(s705 1)
(s706 1)
(s707 1)
(s708 1)
(s709 1)
(s710 1)
(s711 1)
(s712 1)
(s714 1)
(s715 1)
(s716 1)
(s717 1)
(s718 1)
(s719 1)
(s720 1)
(s721 1)
(s722 1)
(s723 1)
(s724 1)
(s725 1)
(s726 1)
(s727 1)
(s728 1)
(s729 1)
(s730 1)
(s731 1)
(s732 1)
(s733 1)
(s734 1)
(s735 1)
(s736 1)
(s737 1)
(s739 1)
(s740 1)
(s741 1)
(s742 1)
(s743 1)
(s744 1)
(s745 1)
(s746 1)
(s747 1)
(s748 1)
(s749 1)
(s750 1)
(s751 1)
(s752 1)
(s753 1)
(s754 1)
(s755 1)
(s756 1)
(s757 1)
(s758 1)
(s759 1)
(s760 1)
(s761 1)
(s762 1)
(s763 1)
(s764 1)
(s767 1)
(s768 1)
(s769 1)
(s770 1)
(s771 1)
(s772 1)
(s773 1)
(s774 1)
(s775 1)
(s776 1)
(s777 1)
(s778 1)
(s779 1)
(s780 1)
(s781 1)
(s782 1)
(s783 1)
(s784 1)
(s785 1)
(s786 1)
(s787 1)
(s788 1)
(s789 1)
(s790 1)
(s791 1)
(s792 1)
(s793 1)
(s796 1)
(s797 1)
(s798 1)
(s799 1)
(s800 1)
(s801 1)
(s802 1)
(s803 1)
(s804 1)
(s805 1)
(s806 1)
(s807 1)
(s808 1)
(s809 1)
(s810 1)
(s811 1)
(s812 1)
(s813 1)
(s814 1)
(s815 1)
(s816 1)
(s817 1)
(s818 1)
(s819 1)
(s820 1)
(s821 1)
(s822 1)
(s826 1)
(s827 1)
(s828 1)
(s829 1)
(s830 1)
(s831 1)
(s832 1)
(s833 1)
(s834 1)
(s835 1)
(s836 1)
(s837 1)
(s838 1)
(s839 1)
(s840 1)
(s841 1)
(s842 1)
(s843 1)
(s844 1)
(s845 1)
(s846 1)
(s847 1)
(s848 1)
(s849 1)
(s850 1)
(s851 1)
(s852 1)
(s856 1)
(s857 1)
(s858 1)
(s859 1)
(s860 1)
(s861 1)
(s862 1)
(s863 1)
(s864 1)
(s865 1)
(s866 1)
(s867 1)
(s868 1)
(s869 1)
(s870 1)
(s871 1)
(s872 1)
(s873 1)
(s874 1)
(s875 1)
(s876 1)
(s877 1)
(s878 1)
(s879 1)
(s880 1)
(s881 1)
(s883 1)
(s884 1)
(s885 1)
(s886 1)
(s887 1)
(s888 1)
(s889 1)
(s890 1)
(s891 1)
(s892 1)
(s893 1)
(s894 1)
(s895 1)
(s896 1)
(s897 1)
(s898 1)
(s899 1)
(s900 1)
(s901 1)
(s902 1)
(s903 1)
(s904 1)
(s905 1)
(s906 1)
(s908 1)
(s909 1)
(s910 1)
(s911 1)
(s912 1)
(s913 1)
(s914 1)
(s915 1)
(s916 1)
(s917 1)
(s918 1)
(s919 1)
(s920 1)
(s921 1)
(s922 1)
(s923 1)
(s924 1)
(s925 1)
(s926 1)
(s927 1)
(s928 1)
(s929 1)
(s931 1)
(s932 1)
(s933 1)
(s934 1)
(s935 1)
(s936 1)
(s937 1)
(s938 1)
(s939 1)
(s940 1)
(s941 1)
(s942 1)
(s943 1)
(s944 1)
(s945 1)
(s946 1)
(s947 1)
(s948 1)
(s949 1)
(s950 1)
(s952 1)
(s953 1)
(s954 1)
(s955 1)
(s956 1)
(s957 1)
(s958 1)
(s959 1)
(s960 1)
(s961 1)
(s962 1)
(s963 1)
(s964 1)
(s965 1)
(s966 1)
(s967 1)
(s968 1)
(s969 1)
(s971 1)
(s972 1)
(s973 1)
(s974 1)
(s975 1)
(s976 1)
(s977 1)
(s978 1)
(s979 1)
(s980 1)
(s981 1)
(s982 1)
(s983 1)
(s984 1)
(s985 1)
(s986 1)
(s988 1)
(s989 1)
(s990 1)
(s991 1)
(s992 1)
(s993 1)
(s994 1)
(s995 1)
(s996 1)
(s997 1)
(s998 1)
(s999 1)
(s1000 1)
(s1001 1)
(s1003 1)
(s1004 1)
(s1005 1)
(s1006 1)
(s1007 1)
(s1008 1)
(s1009 1)
(s1010 1)
(s1011 1)
(s1012 1)
(s1013 1)
(s1014 1)
(s1016 1)
(s1017 1)
(s1018 1)
(s1019 1)
(s1020 1)
(s1021 1)
(s1022 1)
(s1023 1)
(s1024 1)
(s1025 1)
(s1027 1)
(s1028 1)
(s1029 1)
(s1030 1)
(s1031 1)
(s1032 1)
(s1033 1)
(s1034 1)
(s1036 1)
(s1037 1)
(s1038 1)
(s1039 1)
(s1040 1)
(s1041 1)
(s1043 1)
(s1044 1)
(s1045 1)
(s1046 1)
(s1048 1)
(s1049 1)
(s1051 1)
(s1053 1)
(s1059 0)
(s1060 0)
(s1061 1)
(s1062 1)
(s1063 1)
(s1066 1)
(s1070 1)
(s1072 1)
(s1073 1)
(s1075 1)
(s1076 1)
(s1077 1)
(s1078 1)
(s1080 1)
(s1081 1)
(s1082 1)
(s1083 1)
(s1084 1)
(s1085 1)
(s1087 1)
(s1088 1)
(s1089 1)
(s1090 1)
(s1091 1)
(s1092 1)
(s1093 1)
(s1094 1)
(s1096 1)
(s1097 1)
(s1098 1)
(s1099 1)
(s1100 1)
(s1101 1)
(s1102 1)
(s1103 1)
(s1104 1)
(s1105 1)
(s1107 1)
(s1108 1)
(s1109 1)
(s1110 1)
(s1111 1)
(s1112 1)
(s1113 1)
(s1114 1)
(s1115 1)
(s1116 1)
(s1117 1)
(s1118 1)
(s1120 1)
(s1121 1)
(s1122 1)
(s1123 1)
(s1124 1)
(s1125 1)
(s1126 1)
(s1127 1)
(s1128 1)
(s1129 1)
(s1130 1)
(s1131 1)
(s1132 1)
(s1133 1)
(s1135 1)
(s1136 1)
(s1137 1)
(s1138 1)
(s1139 1)
(s1140 1)
(s1141 1)
(s1142 1)
(s1143 1)
(s1144 1)
(s1145 1)
(s1146 1)
(s1147 1)
(s1148 1)
(s1149 1)
(s1150 1)
(s1152 1)
(s1153 1)
(s1154 1)
(s1155 1)
(s1156 1)
(s1157 1)
(s1158 1)
(s1159 1)
(s1160 1)
(s1161 1)
(s1162 1)
(s1163 1)
(s1164 1)
(s1165 1)
(s1166 1)
(s1167 1)
(s1168 1)
(s1169 1)
(s1171 1)
(s1172 1)
(s1173 1)
(s1174 1)
(s1175 1)
(s1176 1)
(s1177 1)
(s1178 1)
(s1179 1)
(s1180 1)
(s1181 1)
(s1182 1)
(s1183 1)
(s1184 1)
(s1185 1)
(s1186 1)
(s1187 1)
(s1188 1)
(s1189 1)
(s1190 1)
(s1192 1)
(s1193 1)
(s1194 1)
(s1195 1)
(s1196 1)
(s1197 1)
(s1198 1)
(s1199 1)
(s1200 1)
(s1201 1)
(s1202 1)
(s1203 1)
(s1204 1)
(s1205 1)
(s1206 1)
(s1207 1)
(s1208 1)
(s1209 1)
(s1210 1)
(s1211 1)
(s1212 1)
(s1213 1)
(s1215 1)
(s1216 1)
(s1217 1)
(s1218 1)
(s1219 1)
(s1220 1)
(s1221 1)
(s1222 1)
(s1223 1)
(s1224 1)
(s1225 1)
(s1226 1)
(s1227 1)
(s1228 1)
(s1229 1)
(s1230 1)
(s1231 1)
(s1232 1)
(s1233 1)
(s1234 1)
(s1235 1)
(s1236 1)
(s1237 1)
(s1238 1)
(s1241 1)
(s1242 1)
(s1243 1)
(s1244 1)
(s1245 1)
(s1246 1)
(s1247 1)
(s1248 1)
(s1249 1)
(s1250 1)
(s1251 1)
(s1252 1)
(s1253 1)
(s1254 1)
(s1255 1)
(s1256 1)
(s1257 1)
(s1258 1)
(s1259 1)
(s1260 1)
(s1261 1)
(s1262 1)
(s1263 1)
(s1264 1)
(s1265 1)
(s1268 1)
(s1269 1)
(s1270 1)
(s1271 1)
(s1272 1)
(s1273 1)
(s1274 1)
(s1275 1)
(s1276 1)
(s1277 1)
(s1278 1)
(s1279 1)
(s1280 1)
(s1281 1)
(s1282 1)
(s1283 1)
(s1284 1)
(s1285 1)
(s1286 1)
(s1287 1)
(s1288 1)
(s1289 1)
(s1290 1)
(s1291 1)
(s1292 1)
(s1296 1)
(s1297 1)
(s1298 1)
(s1299 1)
(s1300 1)
(s1301 1)
(s1302 1)
(s1303 1)
(s1304 1)
(s1305 1)
(s1306 1)
(s1307 1)
(s1308 1)
(s1309 1)
(s1310 1)
(s1311 1)
(s1312 1)
(s1313 1)
(s1314 1)
(s1315 1)
(s1316 1)
(s1317 1)
(s1318 1)
(s1319 1)
(s1320 1)
(s1324 1)
(s1325 1)
(s1326 1)
(s1327 1)
(s1328 1)
(s1329 1)
(s1330 1)
(s1331 1)
(s1332 1)
(s1333 1)
(s1334 1)
(s1335 1)
(s1336 1)
(s1337 1)
(s1338 1)
(s1339 1)
(s1340 1)
(s1341 1)
(s1342 1)
(s1343 1)
(s1344 1)
(s1345 1)
(s1346 1)
(s1347 1)
(s1349 1)
(s1350 1)
(s1351 1)
(s1352 1)
(s1353 1)
(s1354 1)
(s1355 1)
(s1356 1)
(s1357 1)
(s1358 1)
(s1359 1)
(s1360 1)
(s1361 1)
(s1362 1)
(s1363 1)
(s1364 1)
(s1365 1)
(s1366 1)
(s1367 1)
(s1368 1)
(s1369 1)
(s1370 1)
(s1372 1)
(s1373 1)
(s1374 1)
(s1375 1)
(s1376 1)
(s1377 1)
(s1378 1)
(s1379 1)
(s1380 1)
(s1381 1)
(s1382 1)
(s1383 1)
(s1384 1)
(s1385 1)
(s1386 1)
(s1387 1)
(s1388 1)
(s1389 1)
(s1390 1)
(s1391 1)
(s1393 1)
(s1394 1)
(s1395 1)
(s1396 1)
(s1397 1)
(s1398 1)
(s1399 1)
(s1400 1)
(s1401 1)
(s1402 1)
(s1403 1)
(s1404 1)
(s1405 1)
(s1406 1)
(s1407 1)
(s1408 1)
(s1409 1)
(s1410 1)
(s1412 1)
(s1413 1)
(s1414 1)
(s1415 1)
(s1416 1)
(s1417 1)
(s1418 1)
(s1419 1)
(s1420 1)
(s1421 1)
(s1422 1)
(s1423 1)
(s1424 1)
(s1425 1)
(s1426 1)
(s1427 1)
(s1429 1)
(s1430 1)
(s1431 1)
(s1432 1)
(s1433 1)
(s1434 1)
(s1435 1)
(s1436 1)
(s1437 1)
(s1438 1)
(s1439 1)
(s1440 1)
(s1441 1)
(s1442 1)
(s1444 1)
(s1445 1)
(s1446 1)
(s1447 1)
(s1448 1)
(s1449 1)
(s1450 1)
(s1451 1)
(s1452 1)
(s1453 1)
(s1454 1)
(s1455 1)
(s1457 1)
(s1458 1)
(s1459 1)
(s1460 1)
(s1461 1)
(s1462 1)
(s1463 1)
(s1464 1)
(s1465 1)
(s1466 1)
(s1468 1)
(s1469 1)
(s1470 1)
(s1471 1)
(s1472 1)
(s1473 1)
(s1474 1)
(s1475 1)
(s1477 1)
(s1478 1)
(s1479 1)
(s1480 1)
(s1481 1)
(s1482 1)
(s1484 1)
(s1485 1)
(s1486 1)
(s1487 1)
(s1489 1)
(s1490 1)
(s1492 1)
(s1494 1)
(s1496 1)
(s1502 0)
(s1503 0)
(s1504 1)
(s1505 1)
(s1506 1)
(s1509 1)
(s1513 1)
(s1515 1)
(s1517 1)
(s1518 1)
(s1520 1)
(s1521 1)
(s1522 1)
(s1523 1)
(s1525 1)
(s1526 1)
(s1527 1)
(s1528 1)
(s1529 1)
(s1530 1)
(s1532 1)
(s1533 1)
(s1534 1)
(s1535 1)
(s1536 1)
(s1537 1)
(s1538 1)
(s1539 1)
(s1541 1)
(s1542 1)
(s1543 1)
(s1544 1)
(s1545 1)
(s1546 1)
(s1547 1)
(s1548 1)
(s1549 1)
(s1550 1)
(s1552 1)
(s1553 1)
(s1554 1)
(s1555 1)
(s1556 1)
(s1557 1)
(s1558 1)
(s1559 1)
(s1560 1)
(s1561 1)
(s1562 1)
(s1563 1)
(s1565 1)
(s1566 1)
(s1567 1)
(s1568 1)
(s1569 1)
(s1570 1)
(s1571 1)
(s1572 1)
(s1573 1)
(s1574 1)
(s1575 1)
(s1576 1)
(s1577 1)
(s1578 1)
(s1580 1)
(s1581 1)
(s1582 1)
(s1583 1)
(s1584 1)
(s1585 1)
(s1586 1)
(s1587 1)
(s1588 1)
(s1589 1)
(s1590 1)
(s1591 1)
(s1592 1)
(s1593 1)
(s1594 1)
(s1595 1)
(s1597 1)
(s1598 1)
(s1599 1)
(s1600 1)
(s1601 1)
(s1602 1)
(s1603 1)
(s1604 1)
(s1605 1)
(s1606 1)
(s1607 1)
(s1608 1)
(s1609 1)
(s1610 1)
(s1611 1)
(s1612 1)
(s1613 1)
(s1614 1)
(s1616 1)
(s1617 1)
(s1618 1)
(s1619 1)
(s1620 1)
(s1621 1)
(s1622 1)
(s1623 1)
(s1624 1)
(s1625 1)
(s1626 1)
(s1627 1)
(s1628 1)
(s1629 1)
(s1630 1)
(s1631 1)
(s1632 1)
(s1633 1)
(s1634 1)
(s1635 1)
(s1637 1)
(s1638 1)
(s1639 1)
(s1640 1)
(s1641 1)
(s1642 1)
(s1643 1)
(s1644 1)
(s1645 1)
(s1646 1)
(s1647 1)
(s1648 1)
(s1649 1)
(s1650 1)
(s1651 1)
(s1652 1)
(s1653 1)
(s1654 1)
(s1655 1)
(s1656 1)
(s1657 1)
(s1658 1)
(s1661 1)
(s1662 1)
(s1663 1)
(s1664 1)
(s1665 1)
(s1666 1)
(s1667 1)
(s1668 1)
(s1669 1)
(s1670 1)
(s1671 1)
(s1672 1)
(s1673 1)
(s1674 1)
(s1675 1)
(s1676 1)
(s1677 1)
(s1678 1)
(s1679 1)
(s1680 1)
(s1681 1)
(s1682 1)
(s1683 1)
(s1686 1)
(s1687 1)
(s1688 1)
(s1689 1)
(s1690 1)
(s1691 1)
(s1692 1)
(s1693 1)
(s1694 1)
(s1695 1)
(s1696 1)
(s1697 1)
(s1698 1)
(s1699 1)
(s1700 1)
(s1701 1)
(s1702 1)
(s1703 1)
(s1704 1)
(s1705 1)
(s1706 1)
(s1707 1)
(s1708 1)
(s1712 1)
(s1713 1)
(s1714 1)
(s1715 1)
(s1716 1)
(s1717 1)
(s1718 1)
(s1719 1)
(s1720 1)
(s1721 1)
(s1722 1)
(s1723 1)
(s1724 1)
(s1725 1)
(s1726 1)
(s1727 1)
(s1728 1)
(s1729 1)
(s1730 1)
(s1731 1)
(s1732 1)
(s1733 1)
(s1734 1)
(s1738 1)
(s1739 1)
(s1740 1)
(s1741 1)
(s1742 1)
(s1743 1)
(s1744 1)
(s1745 1)
(s1746 1)
(s1747 1)
(s1748 1)
(s1749 1)
(s1750 1)
(s1751 1)
(s1752 1)
(s1753 1)
(s1754 1)
(s1755 1)
(s1756 1)
(s1757 1)
(s1758 1)
(s1759 1)
(s1761 1)
(s1762 1)
(s1763 1)
(s1764 1)
(s1765 1)
(s1766 1)
(s1767 1)
(s1768 1)
(s1769 1)
(s1770 1)
(s1771 1)
(s1772 1)
(s1773 1)
(s1774 1)
(s1775 1)
(s1776 1)
(s1777 1)
(s1778 1)
(s1779 1)
(s1780 1)
(s1782 1)
(s1783 1)
(s1784 1)
(s1785 1)
(s1786 1)
(s1787 1)
(s1788 1)
(s1789 1)
(s1790 1)
(s1791 1)
(s1792 1)
(s1793 1)
(s1794 1)
(s1795 1)
(s1796 1)
(s1797 1)
(s1798 1)
(s1799 1)
(s1801 1)
(s1802 1)
(s1803 1)
(s1804 1)
(s1805 1)
(s1806 1)
(s1807 1)
(s1808 1)
(s1809 1)
(s1810 1)
(s1811 1)
(s1812 1)
(s1813 1)
(s1814 1)
(s1815 1)
(s1816 1)
(s1818 1)
(s1819 1)
(s1820 1)
(s1821 1)
(s1822 1)
(s1823 1)
(s1824 1)
(s1825 1)
(s1826 1)
(s1827 1)
(s1828 1)
(s1829 1)
(s1830 1)
(s1831 1)
(s1833 1)
(s1834 1)
(s1835 1)
(s1836 1)
(s1837 1)
(s1838 1)
(s1839 1)
(s1840 1)
(s1841 1)
(s1842 1)
(s1843 1)
(s1844 1)
(s1846 1)
(s1847 1)
(s1848 1)
(s1849 1)
(s1850 1)
(s1851 1)
(s1852 1)
(s1853 1)
(s1854 1)
(s1855 1)
(s1857 1)
(s1858 1)
(s1859 1)
(s1860 1)
(s1861 1)
(s1862 1)
(s1863 1)
(s1864 1)
(s1866 1)
(s1867 1)
(s1868 1)
(s1869 1)
(s1870 1)
(s1871 1)
(s1873 1)
(s1874 1)
(s1875 1)
(s1876 1)
(s1878 1)
(s1879 1)
(s1881 1)
(s1883 1)
(s1885 1)
(s1887 1)
(s1893 0)
(s1894 0)
(s1895 1)
(s1896 1)
(s1897 1)
(s1900 1)
(s1904 1)
(s1906 1)
(s1908 1)
(s1910 1)
(s1911 1)
(s1913 1)
(s1914 1)
(s1915 1)
(s1916 1)
(s1918 1)
(s1919 1)
(s1920 1)
(s1921 1)
(s1922 1)
(s1923 1)
(s1925 1)
(s1926 1)
(s1927 1)
(s1928 1)
(s1929 1)
(s1930 1)
(s1931 1)
(s1932 1)
(s1934 1)
(s1935 1)
(s1936 1)
(s1937 1)
(s1938 1)
(s1939 1)
(s1940 1)
(s1941 1)
(s1942 1)
(s1943 1)
(s1945 1)
(s1946 1)
(s1947 1)
(s1948 1)
(s1949 1)
(s1950 1)
(s1951 1)
(s1952 1)
(s1953 1)
(s1954 1)
(s1955 1)
(s1956 1)
(s1958 1)
(s1959 1)
(s1960 1)
(s1961 1)
(s1962 1)
(s1963 1)
(s1964 1)
(s1965 1)
(s1966 1)
(s1967 1)
(s1968 1)
(s1969 1)
(s1970 1)
(s1971 1)
(s1973 1)
(s1974 1)
(s1975 1)
(s1976 1)
(s1977 1)
(s1978 1)
(s1979 1)
(s1980 1)
(s1981 1)
(s1982 1)
(s1983 1)
(s1984 1)
(s1985 1)
(s1986 1)
(s1987 1)
(s1988 1)
(s1990 1)
(s1991 1)
(s1992 1)
(s1993 1)
(s1994 1)
(s1995 1)
(s1996 1)
(s1997 1)
(s1998 1)
(s1999 1)
(s2000 1)
(s2001 1)
(s2002 1)
(s2003 1)
(s2004 1)
(s2005 1)
(s2006 1)
(s2007 1)
(s2009 1)
(s2010 1)
(s2011 1)
(s2012 1)
(s2013 1)
(s2014 1)
(s2015 1)
(s2016 1)
(s2017 1)
(s2018 1)
(s2019 1)
(s2020 1)
(s2021 1)
(s2022 1)
(s2023 1)
(s2024 1)
(s2025 1)
(s2026 1)
(s2027 1)
(s2028 1)
(s2031 1)
(s2032 1)
(s2033 1)
(s2034 1)
(s2035 1)
(s2036 1)
(s2037 1)
(s2038 1)
(s2039 1)
(s2040 1)
(s2041 1)
(s2042 1)
(s2043 1)
(s2044 1)
(s2045 1)
(s2046 1)
(s2047 1)
(s2048 1)
(s2049 1)
(s2050 1)
(s2051 1)
(s2054 1)
(s2055 1)
(s2056 1)
(s2057 1)
(s2058 1)
(s2059 1)
(s2060 1)
(s2061 1)
(s2062 1)
(s2063 1)
(s2064 1)
(s2065 1)
(s2066 1)
(s2067 1)
(s2068 1)
(s2069 1)
(s2070 1)
(s2071 1)
(s2072 1)
(s2073 1)
(s2074 1)
(s2078 1)
(s2079 1)
(s2080 1)
(s2081 1)
(s2082 1)
(s2083 1)
(s2084 1)
(s2085 1)
(s2086 1)
(s2087 1)
(s2088 1)
(s2089 1)
(s2090 1)
(s2091 1)
(s2092 1)
(s2093 1)
(s2094 1)
(s2095 1)
(s2096 1)
(s2097 1)
(s2098 1)
(s2102 1)
(s2103 1)
(s2104 1)
(s2105 1)
(s2106 1)
(s2107 1)
(s2108 1)
(s2109 1)
(s2110 1)
(s2111 1)
(s2112 1)
(s2113 1)
(s2114 1)
(s2115 1)
(s2116 1)
(s2117 1)
(s2118 1)
(s2119 1)
(s2120 1)
(s2121 1)
(s2123 1)
(s2124 1)
(s2125 1)
(s2126 1)
(s2127 1)
(s2128 1)
(s2129 1)
(s2130 1)
(s2131 1)
(s2132 1)
(s2133 1)
(s2134 1)
(s2135 1)
(s2136 1)
(s2137 1)
(s2138 1)
(s2139 1)
(s2140 1)
(s2142 1)
(s2143 1)
(s2144 1)
(s2145 1)
(s2146 1)
(s2147 1)
(s2148 1)
(s2149 1)
(s2150 1)
(s2151 1)
(s2152 1)
(s2153 1)
(s2154 1)
(s2155 1)
(s2156 1)
(s2157 1)
(s2159 1)
(s2160 1)
(s2161 1)
(s2162 1)
(s2163 1)
(s2164 1)
(s2165 1)
(s2166 1)
(s2167 1)
(s2168 1)
(s2169 1)
(s2170 1)
(s2171 1)
(s2172 1)
(s2174 1)
(s2175 1)
(s2176 1)
(s2177 1)
(s2178 1)
(s2179 1)
(s2180 1)
(s2181 1)
(s2182 1)
(s2183 1)
(s2184 1)
(s2185 1)
(s2187 1)
(s2188 1)
(s2189 1)
(s2190 1)
(s2191 1)
(s2192 1)
(s2193 1)
(s2194 1)
(s2195 1)
(s2196 1)
(s2198 1)
(s2199 1)
(s2200 1)
(s2201 1)
(s2202 1)
(s2203 1)
(s2204 1)
(s2205 1)
(s2207 1)
(s2208 1)
(s2209 1)
(s2210 1)
(s2211 1)
(s2212 1)
(s2214 1)
(s2215 1)
(s2216 1)
(s2217 1)
(s2219 1)
(s2220 1)
(s2222 1)
(s2224 1)
(s2226 1)
(s2228 1)
(s2230 1)
(s2236 0)
(s2237 0)
(s2238 1)
(s2239 1)
(s2240 1)
(s2243 1)
(s2247 1)
(s2249 1)
(s2251 1)
(s2253 1)
(s2255 1)
(s2256 1)
(s2258 1)
(s2259 1)
(s2260 1)
(s2261 1)
(s2263 1)
(s2264 1)
(s2265 1)
(s2266 1)
(s2267 1)
(s2268 1)
(s2270 1)
(s2271 1)
(s2272 1)
(s2273 1)
(s2274 1)
(s2275 1)
(s2276 1)
(s2277 1)
(s2279 1)
(s2280 1)
(s2281 1)
(s2282 1)
(s2283 1)
(s2284 1)
(s2285 1)
(s2286 1)
(s2287 1)
(s2288 1)
(s2290 1)
(s2291 1)
(s2292 1)
(s2293 1)
(s2294 1)
(s2295 1)
(s2296 1)
(s2297 1)
(s2298 1)
(s2299 1)
(s2300 1)
(s2301 1)
(s2303 1)
(s2304 1)
(s2305 1)
(s2306 1)
(s2307 1)
(s2308 1)
(s2309 1)
(s2310 1)
(s2311 1)
(s2312 1)
(s2313 1)
(s2314 1)
(s2315 1)
(s2316 1)
(s2318 1)
(s2319 1)
(s2320 1)
(s2321 1)
(s2322 1)
(s2323 1)
(s2324 1)
(s2325 1)
(s2326 1)
(s2327 1)
(s2328 1)
(s2329 1)
(s2330 1)
(s2331 1)
(s2332 1)
(s2333 1)
(s2335 1)
(s2336 1)
(s2337 1)
(s2338 1)
(s2339 1)
(s2340 1)
(s2341 1)
(s2342 1)
(s2343 1)
(s2344 1)
(s2345 1)
(s2346 1)
(s2347 1)
(s2348 1)
(s2349 1)
(s2350 1)
(s2351 1)
(s2352 1)
(s2355 1)
(s2356 1)
(s2357 1)
(s2358 1)
(s2359 1)
(s2360 1)
(s2361 1)
(s2362 1)
(s2363 1)
(s2364 1)
(s2365 1)
(s2366 1)
(s2367 1)
(s2368 1)
(s2369 1)
(s2370 1)
(s2371 1)
(s2372 1)
(s2373 1)
(s2376 1)
(s2377 1)
(s2378 1)
(s2379 1)
(s2380 1)
(s2381 1)
(s2382 1)
(s2383 1)
(s2384 1)
(s2385 1)
(s2386 1)
(s2387 1)
(s2388 1)
(s2389 1)
(s2390 1)
(s2391 1)
(s2392 1)
(s2393 1)
(s2394 1)
(s2398 1)
(s2399 1)
(s2400 1)
(s2401 1)
(s2402 1)
(s2403 1)
(s2404 1)
(s2405 1)
(s2406 1)
(s2407 1)
(s2408 1)
(s2409 1)
(s2410 1)
(s2411 1)
(s2412 1)
(s2413 1)
(s2414 1)
(s2415 1)
(s2416 1)
(s2420 1)
(s2421 1)
(s2422 1)
(s2423 1)
(s2424 1)
(s2425 1)
(s2426 1)
(s2427 1)
(s2428 1)
(s2429 1)
(s2430 1)
(s2431 1)
(s2432 1)
(s2433 1)
(s2434 1)
(s2435 1)
(s2436 1)
(s2437 1)
(s2439 1)
(s2440 1)
(s2441 1)
(s2442 1)
(s2443 1)
(s2444 1)
(s2445 1)
(s2446 1)
(s2447 1)
(s2448 1)
(s2449 1)
(s2450 1)
(s2451 1)
(s2452 1)
(s2453 1)
(s2454 1)
(s2456 1)
(s2457 1)
(s2458 1)
(s2459 1)
(s2460 1)
(s2461 1)
(s2462 1)
(s2463 1)
(s2464 1)
(s2465 1)
(s2466 1)
(s2467 1)
(s2468 1)
(s2469 1)
(s2471 1)
(s2472 1)
(s2473 1)
(s2474 1)
(s2475 1)
(s2476 1)
(s2477 1)
(s2478 1)
(s2479 1)
(s2480 1)
(s2481 1)
(s2482 1)
(s2484 1)
(s2485 1)
(s2486 1)
(s2487 1)
(s2488 1)
(s2489 1)
(s2490 1)
(s2491 1)
(s2492 1)
(s2493 1)
(s2495 1)
(s2496 1)
(s2497 1)
(s2498 1)
(s2499 1)
(s2500 1)
(s2501 1)
(s2502 1)
(s2504 1)
(s2505 1)
(s2506 1)
(s2507 1)
(s2508 1)
(s2509 1)
(s2511 1)
(s2512 1)
(s2513 1)
(s2514 1)
(s2516 1)
(s2517 1)
(s2519 1)
(s2521 1)
(s2523 1)
(s2525 1)
(s2527 1)
(s2529 1)
(s2535 0)
(s2536 0)
(s2537 1)
(s2538 1)
(s2539 1)
(s2542 1)
(s2546 1)
(s2548 1)
(s2550 1)
(s2552 1)
(s2554 1)
(s2556 1)
(s2557 1)
(s2559 1)
(s2560 1)
(s2561 1)
(s2562 1)
(s2564 1)
(s2565 1)
(s2566 1)
(s2567 1)
(s2568 1)
(s2569 1)
(s2571 1)
(s2572 1)
(s2573 1)
(s2574 1)
(s2575 1)
(s2576 1)
(s2577 1)
(s2578 1)
(s2580 1)
(s2581 1)
(s2582 1)
(s2583 1)
(s2584 1)
(s2585 1)
(s2586 1)
(s2587 1)
(s2588 1)
(s2589 1)
(s2591 1)
(s2592 1)
(s2593 1)
(s2594 1)
(s2595 1)
(s2596 1)
(s2597 1)
(s2598 1)
(s2599 1)
(s2600 1)
(s2601 1)
(s2602 1)
(s2604 1)
(s2605 1)
(s2606 1)
(s2607 1)
(s2608 1)
(s2609 1)
(s2610 1)
(s2611 1)
(s2612 1)
(s2613 1)
(s2614 1)
(s2615 1)
(s2616 1)
(s2617 1)
(s2619 1)
(s2620 1)
(s2621 1)
(s2622 1)
(s2623 1)
(s2624 1)
(s2625 1)
(s2626 1)
(s2627 1)
(s2628 1)
(s2629 1)
(s2630 1)
(s2631 1)
(s2632 1)
(s2633 1)
(s2634 1)
(s2637 1)
(s2638 1)
(s2639 1)
(s2640 1)
(s2641 1)
(s2642 1)
(s2643 1)
(s2644 1)
(s2645 1)
(s2646 1)
(s2647 1)
(s2648 1)
(s2649 1)
(s2650 1)
(s2651 1)
(s2652 1)
(s2653 1)
(s2656 1)
(s2657 1)
(s2658 1)
(s2659 1)
(s2660 1)
(s2661 1)
(s2662 1)
(s2663 1)
(s2664 1)
(s2665 1)
(s2666 1)
(s2667 1)
(s2668 1)
(s2669 1)
(s2670 1)
(s2671 1)
(s2672 1)
(s2676 1)
(s2677 1)
(s2678 1)
(s2679 1)
(s2680 1)
(s2681 1)
(s2682 1)
(s2683 1)
(s2684 1)
(s2685 1)
(s2686 1)
(s2687 1)
(s2688 1)
(s2689 1)
(s2690 1)
(s2691 1)
(s2692 1)
(s2696 1)
(s2697 1)
(s2698 1)
(s2699 1)
(s2700 1)
(s2701 1)
(s2702 1)
(s2703 1)
(s2704 1)
(s2705 1)
(s2706 1)
(s2707 1)
(s2708 1)
(s2709 1)
(s2710 1)
(s2711 1)
(s2713 1)
(s2714 1)
(s2715 1)
(s2716 1)
(s2717 1)
(s2718 1)
(s2719 1)
(s2720 1)
(s2721 1)
(s2722 1)
(s2723 1)
(s2724 1)
(s2725 1)
(s2726 1)
(s2728 1)
(s2729 1)
(s2730 1)
(s2731 1)
(s2732 1)
(s2733 1)
(s2734 1)
(s2735 1)
(s2736 1)
(s2737 1)
(s2738 1)
(s2739 1)
(s2741 1)
(s2742 1)
(s2743 1)
(s2744 1)
(s2745 1)
(s2746 1)
(s2747 1)
(s2748 1)
(s2749 1)
(s2750 1)
(s2752 1)
(s2753 1)
(s2754 1)
(s2755 1)
(s2756 1)
(s2757 1)
(s2758 1)
(s2759 1)
(s2761 1)
(s2762 1)
(s2763 1)
(s2764 1)
(s2765 1)
(s2766 1)
(s2768 1)
(s2769 1)
(s2770 1)
(s2771 1)
(s2773 1)
(s2774 1)
(s2776 1)
(s2778 1)
(s2780 1)
(s2782 1)
(s2784 1)
(s2786 1)
(s2788 1)
(s2794 0)
(s2795 0)
(s2796 1)
(s2797 1)
(s2798 1)
(s2801 1)
(s2805 1)
(s2807 1)
(s2809 1)
(s2811 1)
(s2813 1)
(s2815 1)
(s2817 1)
(s2818 1)
(s2820 1)
(s2821 1)
(s2822 1)
(s2823 1)
(s2825 1)
(s2826 1)
(s2827 1)
(s2828 1)
(s2829 1)
(s2830 1)
(s2832 1)
(s2833 1)
(s2834 1)
(s2835 1)
(s2836 1)
(s2837 1)
(s2838 1)
(s2839 1)
(s2841 1)
(s2842 1)
(s2843 1)
(s2844 1)
(s2845 1)
(s2846 1)
(s2847 1)
(s2848 1)
(s2849 1)
(s2850 1)
(s2852 1)
(s2853 1)
(s2854 1)
(s2855 1)
(s2856 1)
(s2857 1)
(s2858 1)
(s2859 1)
(s2860 1)
(s2861 1)
(s2862 1)
(s2863 1)
(s2865 1)
(s2866 1)
(s2867 1)
(s2868 1)
(s2869 1)
(s2870 1)
(s2871 1)
(s2872 1)
(s2873 1)
(s2874 1)
(s2875 1)
(s2876 1)
(s2877 1)
(s2878 1)
(s2881 1)
(s2882 1)
(s2883 1)
(s2884 1)
(s2885 1)
(s2886 1)
(s2887 1)
(s2888 1)
(s2889 1)
(s2890 1)
(s2891 1)
(s2892 1)
(s2893 1)
(s2894 1)
(s2895 1)
(s2898 1)
(s2899 1)
(s2900 1)
(s2901 1)
(s2902 1)
(s2903 1)
(s2904 1)
(s2905 1)
(s2906 1)
(s2907 1)
(s2908 1)
(s2909 1)
(s2910 1)
(s2911 1)
(s2912 1)
(s2916 1)
(s2917 1)
(s2918 1)
(s2919 1)
(s2920 1)
(s2921 1)
(s2922 1)
(s2923 1)
(s2924 1)
(s2925 1)
(s2926 1)
(s2927 1)
(s2928 1)
(s2929 1)
(s2930 1)
(s2934 1)
(s2935 1)
(s2936 1)
(s2937 1)
(s2938 1)
(s2939 1)
(s2940 1)
(s2941 1)
(s2942 1)
(s2943 1)
(s2944 1)
(s2945 1)
(s2946 1)
(s2947 1)
(s2949 1)
(s2950 1)
(s2951 1)
(s2952 1)
(s2953 1)
(s2954 1)
(s2955 1)
(s2956 1)
(s2957 1)
(s2958 1)
(s2959 1)
(s2960 1)
(s2962 1)
(s2963 1)
(s2964 1)
(s2965 1)
(s2966 1)
(s2967 1)
(s2968 1)
(s2969 1)
(s2970 1)
(s2971 1)
(s2973 1)
(s2974 1)
(s2975 1)
(s2976 1)
(s2977 1)
(s2978 1)
(s2979 1)
(s2980 1)
(s2982 1)
(s2983 1)
(s2984 1)
(s2985 1)
(s2986 1)
(s2987 1)
(s2989 1)
(s2990 1)
(s2991 1)
(s2992 1)
(s2994 1)
(s2995 1)
(s2997 1)
(s2999 1)
(s3001 1)
(s3003 1)
(s3005 1)
(s3007 1)
(s3009 1)
(s3011 1)
(s3017 0)
(s3018 0)
(s3019 1)
(s3020 1)
(s3021 1)
(s3024 1)
(s3028 1)
(s3030 1)
(s3032 1)
(s3034 1)
(s3036 1)
(s3038 1)
(s3040 1)
(s3042 1)
(s3043 1)
(s3045 1)
(s3046 1)
(s3047 1)
(s3048 1)
(s3050 1)
(s3051 1)
(s3052 1)
(s3053 1)
(s3054 1)
(s3055 1)
(s3057 1)
(s3058 1)
(s3059 1)
(s3060 1)
(s3061 1)
(s3062 1)
(s3063 1)
(s3064 1)
(s3066 1)
(s3067 1)
(s3068 1)
(s3069 1)
(s3070 1)
(s3071 1)
(s3072 1)
(s3073 1)
(s3074 1)
(s3075 1)
(s3077 1)
(s3078 1)
(s3079 1)
(s3080 1)
(s3081 1)
(s3082 1)
(s3083 1)
(s3084 1)
(s3085 1)
(s3086 1)
(s3087 1)
(s3088 1)
(s3091 1)
(s3092 1)
(s3093 1)
(s3094 1)
(s3095 1)
(s3096 1)
(s3097 1)
(s3098 1)
(s3099 1)
(s3100 1)
(s3101 1)
(s3102 1)
(s3103 1)
(s3106 1)
(s3107 1)
(s3108 1)
(s3109 1)
(s3110 1)
(s3111 1)
(s3112 1)
(s3113 1)
(s3114 1)
(s3115 1)
(s3116 1)
(s3117 1)
(s3118 1)
(s3122 1)
(s3123 1)
(s3124 1)
(s3125 1)
(s3126 1)
(s3127 1)
(s3128 1)
(s3129 1)
(s3130 1)
(s3131 1)
(s3132 1)
(s3133 1)
(s3134 1)
(s3138 1)
(s3139 1)
(s3140 1)
(s3141 1)
(s3142 1)
(s3143 1)
(s3144 1)
(s3145 1)
(s3146 1)
(s3147 1)
(s3148 1)
(s3149 1)
(s3151 1)
(s3152 1)
(s3153 1)
(s3154 1)
(s3155 1)
(s3156 1)
(s3157 1)
(s3158 1)
(s3159 1)
(s3160 1)
(s3162 1)
(s3163 1)
(s3164 1)
(s3165 1)
(s3166 1)
(s3167 1)
(s3168 1)
(s3169 1)
(s3171 1)
(s3172 1)
(s3173 1)
(s3174 1)
(s3175 1)
(s3176 1)
(s3178 1)
(s3179 1)
(s3180 1)
(s3181 1)
(s3183 1)
(s3184 1)
(s3186 1)
(s3188 1)
(s3190 1)
(s3192 1)
(s3194 1)
(s3196 1)
(s3198 1)
(s3200 1)
(s3202 1)
(s3208 0)
(s3209 0)
(s3210 1)
(s3211 1)
(s3212 1)
(s3215 1)
(s3219 1)
(s3221 1)
(s3223 1)
(s3225 1)
(s3227 1)
(s3229 1)
(s3231 1)
(s3233 1)
(s3235 1)
(s3236 1)
(s3238 1)
(s3239 1)
(s3240 1)
(s3241 1)
(s3243 1)
(s3244 1)
(s3245 1)
(s3246 1)
(s3247 1)
(s3248 1)
(s3250 1)
(s3251 1)
(s3252 1)
(s3253 1)
(s3254 1)
(s3255 1)
(s3256 1)
(s3257 1)
(s3259 1)
(s3260 1)
(s3261 1)
(s3262 1)
(s3263 1)
(s3264 1)
(s3265 1)
(s3266 1)
(s3267 1)
(s3268 1)
(s3271 1)
(s3272 1)
(s3273 1)
(s3274 1)
(s3275 1)
(s3276 1)
(s3277 1)
(s3278 1)
(s3279 1)
(s3280 1)
(s3281 1)
(s3284 1)
(s3285 1)
(s3286 1)
(s3287 1)
(s3288 1)
(s3289 1)
(s3290 1)
(s3291 1)
(s3292 1)
(s3293 1)
(s3294 1)
(s3298 1)
(s3299 1)
(s3300 1)
(s3301 1)
(s3302 1)
(s3303 1)
(s3304 1)
(s3305 1)
(s3306 1)
(s3307 1)
(s3308 1)
(s3312 1)
(s3313 1)
(s3314 1)
(s3315 1)
(s3316 1)
(s3317 1)
(s3318 1)
(s3319 1)
(s3320 1)
(s3321 1)
(s3323 1)
(s3324 1)
(s3325 1)
(s3326 1)
(s3327 1)
(s3328 1)
(s3329 1)
(s3330 1)
(s3332 1)
(s3333 1)
(s3334 1)
(s3335 1)
(s3336 1)
(s3337 1)
(s3339 1)
(s3340 1)
(s3341 1)
(s3342 1)
(s3344 1)
(s3345 1)
(s3347 1)
(s3349 1)
(s3351 1)
(s3353 1)
(s3355 1)
(s3357 1)
(s3359 1)
(s3361 1)
(s3363 1)
(s3365 1)
(s3371 0)
(s3372 0)
(s3373 1)
(s3374 1)
(s3375 1)
(s3378 1)
(s3382 1)
(s3384 1)
(s3386 1)
(s3388 1)
(s3390 1)
(s3392 1)
(s3394 1)
(s3396 1)
(s3398 1)
(s3400 1)
(s3401 1)
(s3403 1)
(s3404 1)
(s3405 1)
(s3406 1)
(s3408 1)
(s3409 1)
(s3410 1)
(s3411 1)
(s3412 1)
(s3413 1)
(s3415 1)
(s3416 1)
(s3417 1)
(s3418 1)
(s3419 1)
(s3420 1)
(s3421 1)
(s3422 1)
(s3425 1)
(s3426 1)
(s3427 1)
(s3428 1)
(s3429 1)
(s3430 1)
(s3431 1)
(s3432 1)
(s3433 1)
(s3436 1)
(s3437 1)
(s3438 1)
(s3439 1)
(s3440 1)
(s3441 1)
(s3442 1)
(s3443 1)
(s3444 1)
(s3448 1)
(s3449 1)
(s3450 1)
(s3451 1)
(s3452 1)
(s3453 1)
(s3454 1)
(s3455 1)
(s3456 1)
(s3460 1)
(s3461 1)
(s3462 1)
(s3463 1)
(s3464 1)
(s3465 1)
(s3466 1)
(s3467 1)
(s3469 1)
(s3470 1)
(s3471 1)
(s3472 1)
(s3473 1)
(s3474 1)
(s3476 1)
(s3477 1)
(s3478 1)
(s3479 1)
(s3481 1)
(s3482 1)
(s3484 1)
(s3486 1)
(s3488 1)
(s3490 1)
(s3492 1)
(s3494 1)
(s3496 1)
(s3498 1)
(s3500 1)
(s3502 1)
(s3504 1)
(s3510 0)
(s3511 0)
(s3512 1)
(s3513 1)
(s3514 1)
(s3517 1)
(s3521 1)
(s3523 1)
(s3525 1)
(s3527 1)
(s3529 1)
(s3531 1)
(s3533 1)
(s3535 1)
(s3537 1)
(s3539 1)
(s3541 1)
(s3542 1)
(s3544 1)
(s3545 1)
(s3546 1)
(s3547 1)
(s3549 1)
(s3550 1)
(s3551 1)
(s3552 1)
(s3553 1)
(s3554 1)
(s3557 1)
(s3558 1)
(s3559 1)
(s3560 1)
(s3561 1)
(s3562 1)
(s3563 1)
(s3567 1)
(s3568 1)
(s3569 1)
(s3570 1)
(s3571 1)
(s3572 1)
(s3573 1)
(s3577 1)
(s3578 1)
(s3579 1)
(s3580 1)
(s3581 1)
(s3582 1)
(s3583 1)
(s3587 1)
(s3588 1)
(s3589 1)
(s3590 1)
(s3591 1)
(s3592 1)
(s3594 1)
(s3595 1)
(s3596 1)
(s3597 1)
(s3599 1)
(s3600 1)
(s3602 1)
(s3604 1)
(s3606 1)
(s3608 1)
(s3610 1)
(s3612 1)
(s3614 1)
(s3616 1)
(s3618 1)
(s3620 1)
(s3622 1)
(s3624 1)
(s3630 0)
(s3631 0)
(s3632 1)
(s3633 1)
(s3634 1)
(s3637 1)
(s3641 1)
(s3643 1)
(s3645 1)
(s3647 1)
(s3649 1)
(s3651 1)
(s3653 1)
(s3655 1)
(s3657 1)
(s3659 1)
(s3661 1)
(s3663 1)
(s3664 1)
(s3666 1)
(s3667 1)
(s3668 1)
(s3669 1)
(s3672 1)
(s3673 1)
(s3674 1)
(s3675 1)
(s3676 1)
(s3679 1)
(s3680 1)
(s3681 1)
(s3682 1)
(s3683 1)
(s3687 1)
(s3688 1)
(s3689 1)
(s3690 1)
(s3691 1)
(s3695 1)
(s3696 1)
(s3697 1)
(s3698 1)
(s3700 1)
(s3701 1)
(s3703 1)
(s3705 1)
(s3707 1)
(s3709 1)
(s3711 1)
(s3713 1)
(s3715 1)
(s3717 1)
(s3719 1)
(s3721 1)
(s3723 1)
(s3725 1)
(s3727 1)
(s3733 0)
(s3734 0)
(s3735 1)
(s3736 1)
(s3737 1)
(s3740 1)
(s3744 1)
(s3746 1)
(s3748 1)
(s3750 1)
(s3752 1)
(s3754 1)
(s3756 1)
(s3758 1)
(s3760 1)
(s3762 1)
(s3764 1)
(s3766 1)
(s3768 1)
(s3769 1)
(s3772 1)
(s3773 1)
(s3774 1)
(s3777 1)
(s3778 1)
(s3779 1)
(s3783 1)
(s3784 1)
(s3785 1)
(s3789 1)
(s3790 1)
(s3792 1)
(s3794 1)
(s3796 1)
(s3798 1)
(s3800 1)
(s3802 1)
(s3804 1)
(s3806 1)
(s3808 1)
(s3810 1)
(s3812 1)
(s3814 1)
(s3816 1)
(s3818 1)
(s3824 0)
(s3825 0)
(s3826 1)
(s3827 1)
(s3828 1)
(s3831 1)
(s3835 1)
(s3837 1)
(s3839 1)
(s3841 1)
(s3843 1)
(s3845 1)
(s3847 1)
(s3849 1)
(s3851 1)
(s3853 1)
(s3855 1)
(s3857 1)
(s3859 1)
(s3862 1)
(s3865 1)
(s3869 1)
(s3873 1)
(s3875 1)
(s3877 1)
(s3879 1)
(s3881 1)
(s3883 1)
(s3885 1)
(s3887 1)
(s3889 1)
(s3891 1)
(s3893 1)
(s3895 1)
(s3897 1)
(s3899 1)
(s3901 1)
(s3907 0)
(s3908 0)
(s3909 1)
(s3910 1)
(s3911 1)
(s3914 1)
(s3918 1)
(s3920 1)
(s3922 1)
(s3924 1)
(s3926 1)
(s3928 1)
(s3930 1)
(s3932 1)
(s3934 1)
(s3936 1)
(s3938 1)
(s3940 1)
(s3942 1)
(s3944 1)
(s3953 1)
(s3955 1)
(s3957 1)
(s3959 1)
(s3961 1)
(s3963 1)
(s3965 1)
(s3967 1)
(s3969 1)
(s3971 1)
(s3973 1)
(s3975 1)
(s3977 1)
(s3979 1)
(s3981 1)
(s3989 1)
(s3992 1)
(s3996 1)
(s3998 1)
(s4000 1)
(s4002 1)
(s4004 1)
(s4006 1)
(s4008 1)
(s4010 1)
(s4012 1)
(s4014 1)
(s4016 1)
(s4018 1)
(s4020 1)
(s4022 1)
(s4024 1)
(s4027 1)
(s4031 1)
(s4033 1)
(s4035 1)
(s4037 1)
(s4039 1)
(s4041 1)
(s4043 1)
(s4045 1)
(s4047 1)
(s4049 1)
(s4051 1)
(s4053 1)
(s4055 1)
(s4057 1)
(s4059 1)
(s4064 0)
(s4065 0)
(s4066 1)
(s4067 1)
(s4068 1)
(s4071 1)
(s4075 1)
(s4077 1)
(s4079 1)
(s4081 1)
(s4083 1)
(s4085 1)
(s4087 1)
(s4089 1)
(s4091 1)
(s4093 1)
(s4095 1)
(s4097 1)
(s4099 1)
(s4101 1)
(s4110 1)
(s4112 1)
(s4114 1)
(s4116 1)
(s4118 1)
(s4120 1)
(s4122 1)
(s4124 1)
(s4126 1)
(s4128 1)
(s4130 1)
(s4132 1)
(s4134 1)
(s4136 1)
(s4138 1)
(s4144 0)
(s4145 0)
(s4146 1)
(s4147 1)
(s4148 1)
(s4151 1)
(s4155 1)
(s4157 1)
(s4159 1)
(s4161 1)
(s4163 1)
(s4165 1)
(s4167 1)
(s4169 1)
(s4171 1)
(s4173 1)
(s4175 1)
(s4177 1)
(s4179 1)
(s4181 1)
(s4184 1)
(s4188 1)
(s4193 1)
(s4195 1)
(s4197 1)
(s4199 1)
(s4201 1)
(s4203 1)
(s4205 1)
(s4207 1)
(s4209 1)
(s4211 1)
(s4213 1)
(s4215 1)
(s4217 1)
(s4219 1)
(s4221 1)
(s4227 0)
(s4228 0)
(s4229 1)
(s4230 1)
(s4231 1)
(s4234 1)
(s4238 1)
(s4240 1)
(s4242 1)
(s4244 1)
(s4246 1)
(s4248 1)
(s4250 1)
(s4252 1)
(s4254 1)
(s4256 1)
(s4258 1)
(s4260 1)
(s4262 1)
(s4264 1)
(s4265 1)
(s4268 1)
(s4269 1)
(s4270 1)
(s4274 1)
(s4275 1)
(s4276 1)
(s4281 1)
(s4282 1)
(s4283 1)
(s4285 1)
(s4286 1)
(s4288 1)
(s4290 1)
(s4292 1)
(s4294 1)
(s4296 1)
(s4298 1)
(s4300 1)
(s4302 1)
(s4304 1)
(s4306 1)
(s4308 1)
(s4310 1)
(s4312 1)
(s4318 0)
(s4319 0)
(s4320 1)
(s4321 1)
(s4322 1)
(s4325 1)
(s4329 1)
(s4331 1)
(s4333 1)
(s4335 1)
(s4337 1)
(s4339 1)
(s4341 1)
(s4343 1)
(s4345 1)
(s4347 1)
(s4349 1)
(s4351 1)
(s4353 1)
(s4354 1)
(s4356 1)
(s4357 1)
(s4358 1)
(s4359 1)
(s4362 1)
(s4363 1)
(s4364 1)
(s4365 1)
(s4366 1)
(s4370 1)
(s4371 1)
(s4372 1)
(s4373 1)
(s4374 1)
(s4379 1)
(s4380 1)
(s4381 1)
(s4382 1)
(s4383 1)
(s4385 1)
(s4386 1)
(s4387 1)
(s4388 1)
(s4390 1)
(s4391 1)
(s4393 1)
(s4395 1)
(s4397 1)
(s4399 1)
(s4401 1)
(s4403 1)
(s4405 1)
(s4407 1)
(s4409 1)
(s4411 1)
(s4413 1)
(s4415 1)
(s4421 0)
(s4422 0)
(s4423 1)
(s4424 1)
(s4425 1)
(s4428 1)
(s4432 1)
(s4434 1)
(s4436 1)
(s4438 1)
(s4440 1)
(s4442 1)
(s4444 1)
(s4446 1)
(s4448 1)
(s4450 1)
(s4452 1)
(s4454 1)
(s4455 1)
(s4457 1)
(s4458 1)
(s4459 1)
(s4460 1)
(s4462 1)
(s4463 1)
(s4464 1)
(s4465 1)
(s4466 1)
(s4467 1)
(s4470 1)
(s4471 1)
(s4472 1)
(s4473 1)
(s4474 1)
(s4475 1)
(s4476 1)
(s4481 1)
(s4482 1)
(s4483 1)
(s4484 1)
(s4485 1)
(s4486 1)
(s4487 1)
(s4492 1)
(s4493 1)
(s4494 1)
(s4495 1)
(s4496 1)
(s4497 1)
(s4498 1)
(s4500 1)
(s4501 1)
(s4502 1)
(s4503 1)
(s4504 1)
(s4505 1)
(s4507 1)
(s4508 1)
(s4509 1)
(s4510 1)
(s4512 1)
(s4513 1)
(s4515 1)
(s4517 1)
(s4519 1)
(s4521 1)
(s4523 1)
(s4525 1)
(s4527 1)
(s4529 1)
(s4531 1)
(s4533 1)
(s4535 1)
(s4541 0)
(s4542 0)
(s4543 1)
(s4544 1)
(s4545 1)
(s4548 1)
(s4552 1)
(s4554 1)
(s4556 1)
(s4558 1)
(s4560 1)
(s4562 1)
(s4564 1)
(s4566 1)
(s4568 1)
(s4570 1)
(s4572 1)
(s4573 1)
(s4575 1)
(s4576 1)
(s4577 1)
(s4578 1)
(s4580 1)
(s4581 1)
(s4582 1)
(s4583 1)
(s4584 1)
(s4585 1)
(s4587 1)
(s4588 1)
(s4589 1)
(s4590 1)
(s4591 1)
(s4592 1)
(s4593 1)
(s4594 1)
(s4597 1)
(s4598 1)
(s4599 1)
(s4600 1)
(s4601 1)
(s4602 1)
(s4603 1)
(s4604 1)
(s4605 1)
(s4610 1)
(s4611 1)
(s4612 1)
(s4613 1)
(s4614 1)
(s4615 1)
(s4616 1)
(s4617 1)
(s4618 1)
(s4623 1)
(s4624 1)
(s4625 1)
(s4626 1)
(s4627 1)
(s4628 1)
(s4629 1)
(s4630 1)
(s4631 1)
(s4633 1)
(s4634 1)
(s4635 1)
(s4636 1)
(s4637 1)
(s4638 1)
(s4639 1)
(s4640 1)
(s4642 1)
(s4643 1)
(s4644 1)
(s4645 1)
(s4646 1)
(s4647 1)
(s4649 1)
(s4650 1)
(s4651 1)
(s4652 1)
(s4654 1)
(s4655 1)
(s4657 1)
(s4659 1)
(s4661 1)
(s4663 1)
(s4665 1)
(s4667 1)
(s4669 1)
(s4671 1)
(s4673 1)
(s4675 1)
(s4681 0)
(s4682 0)
(s4683 1)
(s4684 1)
(s4685 1)
(s4688 1)
(s4692 1)
(s4694 1)
(s4696 1)
(s4698 1)
(s4700 1)
(s4702 1)
(s4704 1)
(s4706 1)
(s4708 1)
(s4710 1)
(s4711 1)
(s4713 1)
(s4714 1)
(s4715 1)
(s4716 1)
(s4718 1)
(s4719 1)
(s4720 1)
(s4721 1)
(s4722 1)
(s4723 1)
(s4725 1)
(s4726 1)
(s4727 1)
(s4728 1)
(s4729 1)
(s4730 1)
(s4731 1)
(s4732 1)
(s4734 1)
(s4735 1)
(s4736 1)
(s4737 1)
(s4738 1)
(s4739 1)
(s4740 1)
(s4741 1)
(s4742 1)
(s4743 1)
(s4746 1)
(s4747 1)
(s4748 1)
(s4749 1)
(s4750 1)
(s4751 1)
(s4752 1)
(s4753 1)
(s4754 1)
(s4755 1)
(s4756 1)
(s4760 1)
(s4761 1)
(s4762 1)
(s4763 1)
(s4764 1)
(s4765 1)
(s4766 1)
(s4767 1)
(s4768 1)
(s4769 1)
(s4770 1)
(s4775 1)
(s4776 1)
(s4777 1)
(s4778 1)
(s4779 1)
(s4780 1)
(s4781 1)
(s4782 1)
(s4783 1)
(s4784 1)
(s4785 1)
(s4787 1)
(s4788 1)
(s4789 1)
(s4790 1)
(s4791 1)
(s4792 1)
(s4793 1)
(s4794 1)
(s4795 1)
(s4796 1)
(s4798 1)
(s4799 1)
(s4800 1)
(s4801 1)
(s4802 1)
(s4803 1)
(s4804 1)
(s4805 1)
(s4807 1)
(s4808 1)
(s4809 1)
(s4810 1)
(s4811 1)
(s4812 1)
(s4814 1)
(s4815 1)
(s4816 1)
(s4817 1)
(s4819 1)
(s4820 1)
(s4822 1)
(s4824 1)
(s4826 1)
(s4828 1)
(s4830 1)
(s4832 1)
(s4834 1)
(s4836 1)
(s4838 1)
(s4844 0)
(s4845 0)
(s4846 1)
(s4847 1)
(s4848 1)
(s4851 1)
(s4855 1)
(s4857 1)
(s4859 1)
(s4861 1)
(s4863 1)
(s4865 1)
(s4867 1)
(s4869 1)
(s4871 1)
(s4872 1)
(s4874 1)
(s4875 1)
(s4876 1)
(s4877 1)
(s4879 1)
(s4880 1)
(s4881 1)
(s4882 1)
(s4883 1)
(s4884 1)
(s4886 1)
(s4887 1)
(s4888 1)
(s4889 1)
(s4890 1)
(s4891 1)
(s4892 1)
(s4893 1)
(s4895 1)
(s4896 1)
(s4897 1)
(s4898 1)
(s4899 1)
(s4900 1)
(s4901 1)
(s4902 1)
(s4903 1)
(s4904 1)
(s4906 1)
(s4907 1)
(s4908 1)
(s4909 1)
(s4910 1)
(s4911 1)
(s4912 1)
(s4913 1)
(s4914 1)
(s4915 1)
(s4916 1)
(s4917 1)
(s4920 1)
(s4921 1)
(s4922 1)
(s4923 1)
(s4924 1)
(s4925 1)
(s4926 1)
(s4927 1)
(s4928 1)
(s4929 1)
(s4930 1)
(s4931 1)
(s4932 1)
(s4936 1)
(s4937 1)
(s4938 1)
(s4939 1)
(s4940 1)
(s4941 1)
(s4942 1)
(s4943 1)
(s4944 1)
(s4945 1)
(s4946 1)
(s4947 1)
(s4948 1)
(s4953 1)
(s4954 1)
(s4955 1)
(s4956 1)
(s4957 1)
(s4958 1)
(s4959 1)
(s4960 1)
(s4961 1)
(s4962 1)
(s4963 1)
(s4964 1)
(s4965 1)
(s4967 1)
(s4968 1)
(s4969 1)
(s4970 1)
(s4971 1)
(s4972 1)
(s4973 1)
(s4974 1)
(s4975 1)
(s4976 1)
(s4977 1)
(s4978 1)
(s4980 1)
(s4981 1)
(s4982 1)
(s4983 1)
(s4984 1)
(s4985 1)
(s4986 1)
(s4987 1)
(s4988 1)
(s4989 1)
(s4991 1)
(s4992 1)
(s4993 1)
(s4994 1)
(s4995 1)
(s4996 1)
(s4997 1)
(s4998 1)
(s5000 1)
(s5001 1)
(s5002 1)
(s5003 1)
(s5004 1)
(s5005 1)
(s5007 1)
(s5008 1)
(s5009 1)
(s5010 1)
(s5012 1)
(s5013 1)
(s5015 1)
(s5017 1)
(s5019 1)
(s5021 1)
(s5023 1)
(s5025 1)
(s5027 1)
(s5029 1)
(s5035 0)
(s5036 0)
(s5037 1)
(s5038 1)
(s5039 1)
(s5042 1)
(s5046 1)
(s5048 1)
(s5050 1)
(s5052 1)
(s5054 1)
(s5056 1)
(s5058 1)
(s5060 1)
(s5061 1)
(s5063 1)
(s5064 1)
(s5065 1)
(s5066 1)
(s5068 1)
(s5069 1)
(s5070 1)
(s5071 1)
(s5072 1)
(s5073 1)
(s5075 1)
(s5076 1)
(s5077 1)
(s5078 1)
(s5079 1)
(s5080 1)
(s5081 1)
(s5082 1)
(s5084 1)
(s5085 1)
(s5086 1)
(s5087 1)
(s5088 1)
(s5089 1)
(s5090 1)
(s5091 1)
(s5092 1)
(s5093 1)
(s5095 1)
(s5096 1)
(s5097 1)
(s5098 1)
(s5099 1)
(s5100 1)
(s5101 1)
(s5102 1)
(s5103 1)
(s5104 1)
(s5105 1)
(s5106 1)
(s5108 1)
(s5109 1)
(s5110 1)
(s5111 1)
(s5112 1)
(s5113 1)
(s5114 1)
(s5115 1)
(s5116 1)
(s5117 1)
(s5118 1)
(s5119 1)
(s5120 1)
(s5121 1)
(s5124 1)
(s5125 1)
(s5126 1)
(s5127 1)
(s5128 1)
(s5129 1)
(s5130 1)
(s5131 1)
(s5132 1)
(s5133 1)
(s5134 1)
(s5135 1)
(s5136 1)
(s5137 1)
(s5138 1)
(s5142 1)
(s5143 1)
(s5144 1)
(s5145 1)
(s5146 1)
(s5147 1)
(s5148 1)
(s5149 1)
(s5150 1)
(s5151 1)
(s5152 1)
(s5153 1)
(s5154 1)
(s5155 1)
(s5156 1)
(s5161 1)
(s5162 1)
(s5163 1)
(s5164 1)
(s5165 1)
(s5166 1)
(s5167 1)
(s5168 1)
(s5169 1)
(s5170 1)
(s5171 1)
(s5172 1)
(s5173 1)
(s5174 1)
(s5175 1)
(s5177 1)
(s5178 1)
(s5179 1)
(s5180 1)
(s5181 1)
(s5182 1)
(s5183 1)
(s5184 1)
(s5185 1)
(s5186 1)
(s5187 1)
(s5188 1)
(s5189 1)
(s5190 1)
(s5192 1)
(s5193 1)
(s5194 1)
(s5195 1)
(s5196 1)
(s5197 1)
(s5198 1)
(s5199 1)
(s5200 1)
(s5201 1)
(s5202 1)
(s5203 1)
(s5205 1)
(s5206 1)
(s5207 1)
(s5208 1)
(s5209 1)
(s5210 1)
(s5211 1)
(s5212 1)
(s5213 1)
(s5214 1)
(s5216 1)
(s5217 1)
(s5218 1)
(s5219 1)
(s5220 1)
(s5221 1)
(s5222 1)
(s5223 1)
(s5225 1)
(s5226 1)
(s5227 1)
(s5228 1)
(s5229 1)
(s5230 1)
(s5232 1)
(s5233 1)
(s5234 1)
(s5235 1)
(s5237 1)
(s5238 1)
(s5240 1)
(s5242 1)
(s5244 1)
(s5246 1)
(s5248 1)
(s5250 1)
(s5252 1)
(s5258 0)
(s5259 0)
(s5260 1)
(s5261 1)
(s5262 1)
(s5265 1)
(s5269 1)
(s5271 1)
(s5273 1)
(s5275 1)
(s5277 1)
(s5279 1)
(s5281 1)
(s5282 1)
(s5284 1)
(s5285 1)
(s5286 1)
(s5287 1)
(s5289 1)
(s5290 1)
(s5291 1)
(s5292 1)
(s5293 1)
(s5294 1)
(s5296 1)
(s5297 1)
(s5298 1)
(s5299 1)
(s5300 1)
(s5301 1)
(s5302 1)
(s5303 1)
(s5305 1)
(s5306 1)
(s5307 1)
(s5308 1)
(s5309 1)
(s5310 1)
(s5311 1)
(s5312 1)
(s5313 1)
(s5314 1)
(s5316 1)
(s5317 1)
(s5318 1)
(s5319 1)
(s5320 1)
(s5321 1)
(s5322 1)
(s5323 1)
(s5324 1)
(s5325 1)
(s5326 1)
(s5327 1)
(s5329 1)
(s5330 1)
(s5331 1)
(s5332 1)
(s5333 1)
(s5334 1)
(s5335 1)
(s5336 1)
(s5337 1)
(s5338 1)
(s5339 1)
(s5340 1)
(s5341 1)
(s5342 1)
(s5344 1)
(s5345 1)
(s5346 1)
(s5347 1)
(s5348 1)
(s5349 1)
(s5350 1)
(s5351 1)
(s5352 1)
(s5353 1)
(s5354 1)
(s5355 1)
(s5356 1)
(s5357 1)
(s5358 1)
(s5359 1)
(s5362 1)
(s5363 1)
(s5364 1)
(s5365 1)
(s5366 1)
(s5367 1)
(s5368 1)
(s5369 1)
(s5370 1)
(s5371 1)
(s5372 1)
(s5373 1)
(s5374 1)
(s5375 1)
(s5376 1)
(s5377 1)
(s5378 1)
(s5382 1)
(s5383 1)
(s5384 1)
(s5385 1)
(s5386 1)
(s5387 1)
(s5388 1)
(s5389 1)
(s5390 1)
(s5391 1)
(s5392 1)
(s5393 1)
(s5394 1)
(s5395 1)
(s5396 1)
(s5397 1)
(s5398 1)
(s5403 1)
(s5404 1)
(s5405 1)
(s5406 1)
(s5407 1)
(s5408 1)
(s5409 1)
(s5410 1)
(s5411 1)
(s5412 1)
(s5413 1)
(s5414 1)
(s5415 1)
(s5416 1)
(s5417 1)
(s5418 1)
(s5419 1)
(s5421 1)
(s5422 1)
(s5423 1)
(s5424 1)
(s5425 1)
(s5426 1)
(s5427 1)
(s5428 1)
(s5429 1)
(s5430 1)
(s5431 1)
(s5432 1)
(s5433 1)
(s5434 1)
(s5435 1)
(s5436 1)
(s5438 1)
(s5439 1)
(s5440 1)
(s5441 1)
(s5442 1)
(s5443 1)
(s5444 1)
(s5445 1)
(s5446 1)
(s5447 1)
(s5448 1)
(s5449 1)
(s5450 1)
(s5451 1)
(s5453 1)
(s5454 1)
(s5455 1)
(s5456 1)
(s5457 1)
(s5458 1)
(s5459 1)
(s5460 1)
(s5461 1)
(s5462 1)
(s5463 1)
(s5464 1)
(s5466 1)
(s5467 1)
(s5468 1)
(s5469 1)
(s5470 1)
(s5471 1)
(s5472 1)
(s5473 1)
(s5474 1)
(s5475 1)
(s5477 1)
(s5478 1)
(s5479 1)
(s5480 1)
(s5481 1)
(s5482 1)
(s5483 1)
(s5484 1)
(s5486 1)
(s5487 1)
(s5488 1)
(s5489 1)
(s5490 1)
(s5491 1)
(s5493 1)
(s5494 1)
(s5495 1)
(s5496 1)
(s5498 1)
(s5499 1)
(s5501 1)
(s5503 1)
(s5505 1)
(s5507 1)
(s5509 1)
(s5511 1)
(s5517 0)
(s5518 0)
(s5519 1)
(s5520 1)
(s5521 1)
(s5524 1)
(s5528 1)
(s5530 1)
(s5532 1)
(s5534 1)
(s5536 1)
(s5538 1)
(s5539 1)
(s5541 1)
(s5542 1)
(s5543 1)
(s5544 1)
(s5546 1)
(s5547 1)
(s5548 1)
(s5549 1)
(s5550 1)
(s5551 1)
(s5553 1)
(s5554 1)
(s5555 1)
(s5556 1)
(s5557 1)
(s5558 1)
(s5559 1)
(s5560 1)
(s5562 1)
(s5563 1)
(s5564 1)
(s5565 1)
(s5566 1)
(s5567 1)
(s5568 1)
(s5569 1)
(s5570 1)
(s5571 1)
(s5573 1)
(s5574 1)
(s5575 1)
(s5576 1)
(s5577 1)
(s5578 1)
(s5579 1)
(s5580 1)
(s5581 1)
(s5582 1)
(s5583 1)
(s5584 1)
(s5586 1)
(s5587 1)
(s5588 1)
(s5589 1)
(s5590 1)
(s5591 1)
(s5592 1)
(s5593 1)
(s5594 1)
(s5595 1)
(s5596 1)
(s5597 1)
(s5598 1)
(s5599 1)
(s5601 1)
(s5602 1)
(s5603 1)
(s5604 1)
(s5605 1)
(s5606 1)
(s5607 1)
(s5608 1)
(s5609 1)
(s5610 1)
(s5611 1)
(s5612 1)
(s5613 1)
(s5614 1)
(s5615 1)
(s5616 1)
(s5618 1)
(s5619 1)
(s5620 1)
(s5621 1)
(s5622 1)
(s5623 1)
(s5624 1)
(s5625 1)
(s5626 1)
(s5627 1)
(s5628 1)
(s5629 1)
(s5630 1)
(s5631 1)
(s5632 1)
(s5633 1)
(s5634 1)
(s5635 1)
(s5638 1)
(s5639 1)
(s5640 1)
(s5641 1)
(s5642 1)
(s5643 1)
(s5644 1)
(s5645 1)
(s5646 1)
(s5647 1)
(s5648 1)
(s5649 1)
(s5650 1)
(s5651 1)
(s5652 1)
(s5653 1)
(s5654 1)
(s5655 1)
(s5656 1)
(s5660 1)
(s5661 1)
(s5662 1)
(s5663 1)
(s5664 1)
(s5665 1)
(s5666 1)
(s5667 1)
(s5668 1)
(s5669 1)
(s5670 1)
(s5671 1)
(s5672 1)
(s5673 1)
(s5674 1)
(s5675 1)
(s5676 1)
(s5677 1)
(s5678 1)
(s5683 1)
(s5684 1)
(s5685 1)
(s5686 1)
(s5687 1)
(s5688 1)
(s5689 1)
(s5690 1)
(s5691 1)
(s5692 1)
(s5693 1)
(s5694 1)
(s5695 1)
(s5696 1)
(s5697 1)
(s5698 1)
(s5699 1)
(s5700 1)
(s5701 1)
(s5703 1)
(s5704 1)
(s5705 1)
(s5706 1)
(s5707 1)
(s5708 1)
(s5709 1)
(s5710 1)
(s5711 1)
(s5712 1)
(s5713 1)
(s5714 1)
(s5715 1)
(s5716 1)
(s5717 1)
(s5718 1)
(s5719 1)
(s5720 1)
(s5722 1)
(s5723 1)
(s5724 1)
(s5725 1)
(s5726 1)
(s5727 1)
(s5728 1)
(s5729 1)
(s5730 1)
(s5731 1)
(s5732 1)
(s5733 1)
(s5734 1)
(s5735 1)
(s5736 1)
(s5737 1)
(s5739 1)
(s5740 1)
(s5741 1)
(s5742 1)
(s5743 1)
(s5744 1)
(s5745 1)
(s5746 1)
(s5747 1)
(s5748 1)
(s5749 1)
(s5750 1)
(s5751 1)
(s5752 1)
(s5754 1)
(s5755 1)
(s5756 1)
(s5757 1)
(s5758 1)
(s5759 1)
(s5760 1)
(s5761 1)
(s5762 1)
(s5763 1)
(s5764 1)
(s5765 1)
(s5767 1)
(s5768 1)
(s5769 1)
(s5770 1)
(s5771 1)
(s5772 1)
(s5773 1)
(s5774 1)
(s5775 1)
(s5776 1)
(s5778 1)
(s5779 1)
(s5780 1)
(s5781 1)
(s5782 1)
(s5783 1)
(s5784 1)
(s5785 1)
(s5787 1)
(s5788 1)
(s5789 1)
(s5790 1)
(s5791 1)
(s5792 1)
(s5794 1)
(s5795 1)
(s5796 1)
(s5797 1)
(s5799 1)
(s5800 1)
(s5802 1)
(s5804 1)
(s5806 1)
(s5808 1)
(s5810 1)
(s5816 0)
(s5817 0)
(s5818 1)
(s5819 1)
(s5820 1)
(s5823 1)
(s5827 1)
(s5829 1)
(s5831 1)
(s5833 1)
(s5835 1)
(s5836 1)
(s5838 1)
(s5839 1)
(s5840 1)
(s5841 1)
(s5843 1)
(s5844 1)
(s5845 1)
(s5846 1)
(s5847 1)
(s5848 1)
(s5850 1)
(s5851 1)
(s5852 1)
(s5853 1)
(s5854 1)
(s5855 1)
(s5856 1)
(s5857 1)
(s5859 1)
(s5860 1)
(s5861 1)
(s5862 1)
(s5863 1)
(s5864 1)
(s5865 1)
(s5866 1)
(s5867 1)
(s5868 1)
(s5870 1)
(s5871 1)
(s5872 1)
(s5873 1)
(s5874 1)
(s5875 1)
(s5876 1)
(s5877 1)
(s5878 1)
(s5879 1)
(s5880 1)
(s5881 1)
(s5883 1)
(s5884 1)
(s5885 1)
(s5886 1)
(s5887 1)
(s5888 1)
(s5889 1)
(s5890 1)
(s5891 1)
(s5892 1)
(s5893 1)
(s5894 1)
(s5895 1)
(s5896 1)
(s5898 1)
(s5899 1)
(s5900 1)
(s5901 1)
(s5902 1)
(s5903 1)
(s5904 1)
(s5905 1)
(s5906 1)
(s5907 1)
(s5908 1)
(s5909 1)
(s5910 1)
(s5911 1)
(s5912 1)
(s5913 1)
(s5915 1)
(s5916 1)
(s5917 1)
(s5918 1)
(s5919 1)
(s5920 1)
(s5921 1)
(s5922 1)
(s5923 1)
(s5924 1)
(s5925 1)
(s5926 1)
(s5927 1)
(s5928 1)
(s5929 1)
(s5930 1)
(s5931 1)
(s5932 1)
(s5934 1)
(s5935 1)
(s5936 1)
(s5937 1)
(s5938 1)
(s5939 1)
(s5940 1)
(s5941 1)
(s5942 1)
(s5943 1)
(s5944 1)
(s5945 1)
(s5946 1)
(s5947 1)
(s5948 1)
(s5949 1)
(s5950 1)
(s5951 1)
(s5952 1)
(s5953 1)
(s5956 1)
(s5957 1)
(s5958 1)
(s5959 1)
(s5960 1)
(s5961 1)
(s5962 1)
(s5963 1)
(s5964 1)
(s5965 1)
(s5966 1)
(s5967 1)
(s5968 1)
(s5969 1)
(s5970 1)
(s5971 1)
(s5972 1)
(s5973 1)
(s5974 1)
(s5975 1)
(s5976 1)
(s5980 1)
(s5981 1)
(s5982 1)
(s5983 1)
(s5984 1)
(s5985 1)
(s5986 1)
(s5987 1)
(s5988 1)
(s5989 1)
(s5990 1)
(s5991 1)
(s5992 1)
(s5993 1)
(s5994 1)
(s5995 1)
(s5996 1)
(s5997 1)
(s5998 1)
(s5999 1)
(s6000 1)
(s6005 1)
(s6006 1)
(s6007 1)
(s6008 1)
(s6009 1)
(s6010 1)
(s6011 1)
(s6012 1)
(s6013 1)
(s6014 1)
(s6015 1)
(s6016 1)
(s6017 1)
(s6018 1)
(s6019 1)
(s6020 1)
(s6021 1)
(s6022 1)
(s6023 1)
(s6024 1)
(s6025 1)
(s6027 1)
(s6028 1)
(s6029 1)
(s6030 1)
(s6031 1)
(s6032 1)
(s6033 1)
(s6034 1)
(s6035 1)
(s6036 1)
(s6037 1)
(s6038 1)
(s6039 1)
(s6040 1)
(s6041 1)
(s6042 1)
(s6043 1)
(s6044 1)
(s6045 1)
(s6046 1)
(s6048 1)
(s6049 1)
(s6050 1)
(s6051 1)
(s6052 1)
(s6053 1)
(s6054 1)
(s6055 1)
(s6056 1)
(s6057 1)
(s6058 1)
(s6059 1)
(s6060 1)
(s6061 1)
(s6062 1)
(s6063 1)
(s6064 1)
(s6065 1)
(s6067 1)
(s6068 1)
(s6069 1)
(s6070 1)
(s6071 1)
(s6072 1)
(s6073 1)
(s6074 1)
(s6075 1)
(s6076 1)
(s6077 1)
(s6078 1)
(s6079 1)
(s6080 1)
(s6081 1)
(s6082 1)
(s6084 1)
(s6085 1)
(s6086 1)
(s6087 1)
(s6088 1)
(s6089 1)
(s6090 1)
(s6091 1)
(s6092 1)
(s6093 1)
(s6094 1)
(s6095 1)
(s6096 1)
(s6097 1)
(s6099 1)
(s6100 1)
(s6101 1)
(s6102 1)
(s6103 1)
(s6104 1)
(s6105 1)
(s6106 1)
(s6107 1)
(s6108 1)
(s6109 1)
(s6110 1)
(s6112 1)
(s6113 1)
(s6114 1)
(s6115 1)
(s6116 1)
(s6117 1)
(s6118 1)
(s6119 1)
(s6120 1)
(s6121 1)
(s6123 1)
(s6124 1)
(s6125 1)
(s6126 1)
(s6127 1)
(s6128 1)
(s6129 1)
(s6130 1)
(s6132 1)
(s6133 1)
(s6134 1)
(s6135 1)
(s6136 1)
(s6137 1)
(s6139 1)
(s6140 1)
(s6141 1)
(s6142 1)
(s6144 1)
(s6145 1)
(s6147 1)
(s6149 1)
(s6151 1)
(s6153 1)
(s6159 0)
(s6160 0)
(s6161 1)
(s6162 1)
(s6163 1)
(s6166 1)
(s6170 1)
(s6172 1)
(s6174 1)
(s6176 1)
(s6177 1)
(s6179 1)
(s6180 1)
(s6181 1)
(s6182 1)
(s6184 1)
(s6185 1)
(s6186 1)
(s6187 1)
(s6188 1)
(s6189 1)
(s6191 1)
(s6192 1)
(s6193 1)
(s6194 1)
(s6195 1)
(s6196 1)
(s6197 1)
(s6198 1)
(s6200 1)
(s6201 1)
(s6202 1)
(s6203 1)
(s6204 1)
(s6205 1)
(s6206 1)
(s6207 1)
(s6208 1)
(s6209 1)
(s6211 1)
(s6212 1)
(s6213 1)
(s6214 1)
(s6215 1)
(s6216 1)
(s6217 1)
(s6218 1)
(s6219 1)
(s6220 1)
(s6221 1)
(s6222 1)
(s6224 1)
(s6225 1)
(s6226 1)
(s6227 1)
(s6228 1)
(s6229 1)
(s6230 1)
(s6231 1)
(s6232 1)
(s6233 1)
(s6234 1)
(s6235 1)
(s6236 1)
(s6237 1)
(s6239 1)
(s6240 1)
(s6241 1)
(s6242 1)
(s6243 1)
(s6244 1)
(s6245 1)
(s6246 1)
(s6247 1)
(s6248 1)
(s6249 1)
(s6250 1)
(s6251 1)
(s6252 1)
(s6253 1)
(s6254 1)
(s6256 1)
(s6257 1)
(s6258 1)
(s6259 1)
(s6260 1)
(s6261 1)
(s6262 1)
(s6263 1)
(s6264 1)
(s6265 1)
(s6266 1)
(s6267 1)
(s6268 1)
(s6269 1)
(s6270 1)
(s6271 1)
(s6272 1)
(s6273 1)
(s6275 1)
(s6276 1)
(s6277 1)
(s6278 1)
(s6279 1)
(s6280 1)
(s6281 1)
(s6282 1)
(s6283 1)
(s6284 1)
(s6285 1)
(s6286 1)
(s6287 1)
(s6288 1)
(s6289 1)
(s6290 1)
(s6291 1)
(s6292 1)
(s6293 1)
(s6294 1)
(s6296 1)
(s6297 1)
(s6298 1)
(s6299 1)
(s6300 1)
(s6301 1)
(s6302 1)
(s6303 1)
(s6304 1)
(s6305 1)
(s6306 1)
(s6307 1)
(s6308 1)
(s6309 1)
(s6310 1)
(s6311 1)
(s6312 1)
(s6313 1)
(s6314 1)
(s6315 1)
(s6316 1)
(s6317 1)
(s6320 1)
(s6321 1)
(s6322 1)
(s6323 1)
(s6324 1)
(s6325 1)
(s6326 1)
(s6327 1)
(s6328 1)
(s6329 1)
(s6330 1)
(s6331 1)
(s6332 1)
(s6333 1)
(s6334 1)
(s6335 1)
(s6336 1)
(s6337 1)
(s6338 1)
(s6339 1)
(s6340 1)
(s6341 1)
(s6342 1)
(s6346 1)
(s6347 1)
(s6348 1)
(s6349 1)
(s6350 1)
(s6351 1)
(s6352 1)
(s6353 1)
(s6354 1)
(s6355 1)
(s6356 1)
(s6357 1)
(s6358 1)
(s6359 1)
(s6360 1)
(s6361 1)
(s6362 1)
(s6363 1)
(s6364 1)
(s6365 1)
(s6366 1)
(s6367 1)
(s6368 1)
(s6373 1)
(s6374 1)
(s6375 1)
(s6376 1)
(s6377 1)
(s6378 1)
(s6379 1)
(s6380 1)
(s6381 1)
(s6382 1)
(s6383 1)
(s6384 1)
(s6385 1)
(s6386 1)
(s6387 1)
(s6388 1)
(s6389 1)
(s6390 1)
(s6391 1)
(s6392 1)
(s6393 1)
(s6394 1)
(s6395 1)
(s6397 1)
(s6398 1)
(s6399 1)
(s6400 1)
(s6401 1)
(s6402 1)
(s6403 1)
(s6404 1)
(s6405 1)
(s6406 1)
(s6407 1)
(s6408 1)
(s6409 1)
(s6410 1)
(s6411 1)
(s6412 1)
(s6413 1)
(s6414 1)
(s6415 1)
(s6416 1)
(s6417 1)
(s6418 1)
(s6420 1)
(s6421 1)
(s6422 1)
(s6423 1)
(s6424 1)
(s6425 1)
(s6426 1)
(s6427 1)
(s6428 1)
(s6429 1)
(s6430 1)
(s6431 1)
(s6432 1)
(s6433 1)
(s6434 1)
(s6435 1)
(s6436 1)
(s6437 1)
(s6438 1)
(s6439 1)
(s6441 1)
(s6442 1)
(s6443 1)
(s6444 1)
(s6445 1)
(s6446 1)
(s6447 1)
(s6448 1)
(s6449 1)
(s6450 1)
(s6451 1)
(s6452 1)
(s6453 1)
(s6454 1)
(s6455 1)
(s6456 1)
(s6457 1)
(s6458 1)
(s6460 1)
(s6461 1)
(s6462 1)
(s6463 1)
(s6464 1)
(s6465 1)
(s6466 1)
(s6467 1)
(s6468 1)
(s6469 1)
(s6470 1)
(s6471 1)
(s6472 1)
(s6473 1)
(s6474 1)
(s6475 1)
(s6477 1)
(s6478 1)
(s6479 1)
(s6480 1)
(s6481 1)
(s6482 1)
(s6483 1)
(s6484 1)
(s6485 1)
(s6486 1)
(s6487 1)
(s6488 1)
(s6489 1)
(s6490 1)
(s6492 1)
(s6493 1)
(s6494 1)
(s6495 1)
(s6496 1)
(s6497 1)
(s6498 1)
(s6499 1)
(s6500 1)
(s6501 1)
(s6502 1)
(s6503 1)
(s6505 1)
(s6506 1)
(s6507 1)
(s6508 1)
(s6509 1)
(s6510 1)
(s6511 1)
(s6512 1)
(s6513 1)
(s6514 1)
(s6516 1)
(s6517 1)
(s6518 1)
(s6519 1)
(s6520 1)
(s6521 1)
(s6522 1)
(s6523 1)
(s6525 1)
(s6526 1)
(s6527 1)
(s6528 1)
(s6529 1)
(s6530 1)
(s6532 1)
(s6533 1)
(s6534 1)
(s6535 1)
(s6537 1)
(s6538 1)
(s6540 1)
(s6542 1)
(s6544 1)
(s6550 0)
(s6551 0)
(s6552 1)
(s6553 1)
(s6554 1)
(s6557 1)
(s6561 1)
(s6563 1)
(s6565 1)
(s6566 1)
(s6568 1)
(s6569 1)
(s6570 1)
(s6571 1)
(s6573 1)
(s6574 1)
(s6575 1)
(s6576 1)
(s6577 1)
(s6578 1)
(s6580 1)
(s6581 1)
(s6582 1)
(s6583 1)
(s6584 1)
(s6585 1)
(s6586 1)
(s6587 1)
(s6589 1)
(s6590 1)
(s6591 1)
(s6592 1)
(s6593 1)
(s6594 1)
(s6595 1)
(s6596 1)
(s6597 1)
(s6598 1)
(s6600 1)
(s6601 1)
(s6602 1)
(s6603 1)
(s6604 1)
(s6605 1)
(s6606 1)
(s6607 1)
(s6608 1)
(s6609 1)
(s6610 1)
(s6611 1)
(s6613 1)
(s6614 1)
(s6615 1)
(s6616 1)
(s6617 1)
(s6618 1)
(s6619 1)
(s6620 1)
(s6621 1)
(s6622 1)
(s6623 1)
(s6624 1)
(s6625 1)
(s6626 1)
(s6628 1)
(s6629 1)
(s6630 1)
(s6631 1)
(s6632 1)
(s6633 1)
(s6634 1)
(s6635 1)
(s6636 1)
(s6637 1)
(s6638 1)
(s6639 1)
(s6640 1)
(s6641 1)
(s6642 1)
(s6643 1)
(s6645 1)
(s6646 1)
(s6647 1)
(s6648 1)
(s6649 1)
(s6650 1)
(s6651 1)
(s6652 1)
(s6653 1)
(s6654 1)
(s6655 1)
(s6656 1)
(s6657 1)
(s6658 1)
(s6659 1)
(s6660 1)
(s6661 1)
(s6662 1)
(s6664 1)
(s6665 1)
(s6666 1)
(s6667 1)
(s6668 1)
(s6669 1)
(s6670 1)
(s6671 1)
(s6672 1)
(s6673 1)
(s6674 1)
(s6675 1)
(s6676 1)
(s6677 1)
(s6678 1)
(s6679 1)
(s6680 1)
(s6681 1)
(s6682 1)
(s6683 1)
(s6685 1)
(s6686 1)
(s6687 1)
(s6688 1)
(s6689 1)
(s6690 1)
(s6691 1)
(s6692 1)
(s6693 1)
(s6694 1)
(s6695 1)
(s6696 1)
(s6697 1)
(s6698 1)
(s6699 1)
(s6700 1)
(s6701 1)
(s6702 1)
(s6703 1)
(s6704 1)
(s6705 1)
(s6706 1)
(s6708 1)
(s6709 1)
(s6710 1)
(s6711 1)
(s6712 1)
(s6713 1)
(s6714 1)
(s6715 1)
(s6716 1)
(s6717 1)
(s6718 1)
(s6719 1)
(s6720 1)
(s6721 1)
(s6722 1)
(s6723 1)
(s6724 1)
(s6725 1)
(s6726 1)
(s6727 1)
(s6728 1)
(s6729 1)
(s6730 1)
(s6731 1)
(s6734 1)
(s6735 1)
(s6736 1)
(s6737 1)
(s6738 1)
(s6739 1)
(s6740 1)
(s6741 1)
(s6742 1)
(s6743 1)
(s6744 1)
(s6745 1)
(s6746 1)
(s6747 1)
(s6748 1)
(s6749 1)
(s6750 1)
(s6751 1)
(s6752 1)
(s6753 1)
(s6754 1)
(s6755 1)
(s6756 1)
(s6757 1)
(s6758 1)
(s6762 1)
(s6763 1)
(s6764 1)
(s6765 1)
(s6766 1)
(s6767 1)
(s6768 1)
(s6769 1)
(s6770 1)
(s6771 1)
(s6772 1)
(s6773 1)
(s6774 1)
(s6775 1)
(s6776 1)
(s6777 1)
(s6778 1)
(s6779 1)
(s6780 1)
(s6781 1)
(s6782 1)
(s6783 1)
(s6784 1)
(s6785 1)
(s6786 1)
(s6791 1)
(s6792 1)
(s6793 1)
(s6794 1)
(s6795 1)
(s6796 1)
(s6797 1)
(s6798 1)
(s6799 1)
(s6800 1)
(s6801 1)
(s6802 1)
(s6803 1)
(s6804 1)
(s6805 1)
(s6806 1)
(s6807 1)
(s6808 1)
(s6809 1)
(s6810 1)
(s6811 1)
(s6812 1)
(s6813 1)
(s6814 1)
(s6815 1)
(s6817 1)
(s6818 1)
(s6819 1)
(s6820 1)
(s6821 1)
(s6822 1)
(s6823 1)
(s6824 1)
(s6825 1)
(s6826 1)
(s6827 1)
(s6828 1)
(s6829 1)
(s6830 1)
(s6831 1)
(s6832 1)
(s6833 1)
(s6834 1)
(s6835 timeout
org.smtlib.IParser$ParserException: Unbalanced parentheses at end of input")
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 6529/22644 variables, and 60 constraints, problems are : Problem set: 0 solved, 12687 unsolved in 90265 ms.
Refiners :[Positive P Invariants (semi-flows): 60/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8189 constraints, ReadFeed: 0/6052 constraints, PredecessorRefiner: 0/12687 constraints, Known Traps: 0/0 constraints]
After SMT, in 210748ms problems are : Problem set: 0 solved, 12687 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 6529 out of 8189 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 8189/8189 places, 15538/15538 transitions.
Free-agglomeration rule (complex) applied 3 times.
Iterating global reduction 0 with 3 rules applied. Total rules applied 3 place count 8189 transition count 15535
Reduce places removed 3 places and 0 transitions.
Iterating post reduction 0 with 3 rules applied. Total rules applied 6 place count 8186 transition count 15535
Applied a total of 6 rules in 1299 ms. Remains 8186 /8189 variables (removed 3) and now considering 15535/15538 (removed 3) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 1299 ms. Remains : 8186/8189 places, 15535/15538 transitions.
RANDOM walk for 719996 steps (47879 resets) in 120004 ms. (5 steps per ms) remains 12686/12687 properties
BEST_FIRST walk for 4004 steps (28 resets) in 541 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 658 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 661 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 663 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 672 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 659 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 663 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 670 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 666 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 655 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 660 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4003 steps (22 resets) in 610 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (24 resets) in 630 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 547 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4003 steps (22 resets) in 617 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 557 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 561 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 539 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (24 resets) in 617 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 565 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 575 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 546 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 568 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 532 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 559 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4003 steps (21 resets) in 590 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (19 resets) in 552 ms. (7 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 576 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (19 resets) in 544 ms. (7 steps per ms) remains 12686/12686 properties
Interrupted probabilistic random walk after 147070 steps, run timeout after 114002 ms. (steps per millisecond=1 ) properties seen :0 out of 12686
Probabilistic random walk after 147070 steps, saw 66866 distinct states, run finished after 114003 ms. (steps per millisecond=1 ) properties seen :0
[2025-06-03 13:54:18] [INFO ] Flow matrix only has 14449 transitions (discarded 1086 similar events)
// Phase 1: matrix 14449 rows 8186 cols
[2025-06-03 13:54:19] [INFO ] Computed 1257 invariants in 1007 ms
[2025-06-03 13:54:19] [INFO ] State equation strengthened by 6052 read => feed constraints.
At refinement iteration 0 (INCLUDED_ONLY) 0/6528 variables, 59/59 constraints. Problems are: Problem set: 0 solved, 12686 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Real declared 6528/22635 variables, and 59 constraints, problems are : Problem set: 0 solved, 12686 unsolved in 105319 ms.
Refiners :[Positive P Invariants (semi-flows): 59/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8186 constraints, ReadFeed: 0/6052 constraints, PredecessorRefiner: 12686/12686 constraints, Known Traps: 0/0 constraints]
Escalating to Integer solving :Problem set: 0 solved, 12686 unsolved
At refinement iteration 0 (INCLUDED_ONLY) 0/6528 variables, 59/59 constraints. Problems are: Problem set: 0 solved, 12686 unsolved
Solver is answering 'unknown', stopping.
After SMT solving in domain Int declared 6528/22635 variables, and 59 constraints, problems are : Problem set: 0 solved, 12686 unsolved in 105271 ms.
Refiners :[Positive P Invariants (semi-flows): 59/64 constraints, Generalized P Invariants (flows): 0/1193 constraints, State Equation: 0/8186 constraints, ReadFeed: 0/6052 constraints, PredecessorRefiner: 0/12686 constraints, Known Traps: 0/0 constraints]
After SMT, in 240874ms problems are : Problem set: 0 solved, 12686 unsolved
Skipping Parikh replay, no witness traces provided.
Support contains 6528 out of 8186 places. Attempting structural reductions.
Starting structural reductions in REACHABILITY mode, iteration 0 : 8186/8186 places, 15535/15535 transitions.
Applied a total of 0 rules in 670 ms. Remains 8186 /8186 variables (removed 0) and now considering 15535/15535 (removed 0) transitions.
Finished structural reductions in REACHABILITY mode , in 1 iterations and 670 ms. Remains : 8186/8186 places, 15535/15535 transitions.
RANDOM walk for 698640 steps (46455 resets) in 120006 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 662 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 660 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 674 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 668 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 667 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 674 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 663 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 663 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 669 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 665 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 664 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 670 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 673 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (28 resets) in 671 ms. (5 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4003 steps (22 resets) in 637 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4003 steps (22 resets) in 639 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 597 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 606 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (22 resets) in 624 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 642 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 648 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (18 resets) in 620 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 643 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (21 resets) in 635 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 626 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 632 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 610 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (18 resets) in 607 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 627 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 602 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (21 resets) in 618 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 595 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (20 resets) in 590 ms. (6 steps per ms) remains 12686/12686 properties
BEST_FIRST walk for 4004 steps (19 resets) in 570 ms. (7 steps per ms) remains 12686/12686 properties
Interrupted probabilistic random walk after 143499 steps, run timeout after 114002 ms. (steps per millisecond=1 ) properties seen :0 out of 12686
Probabilistic random walk after 143499 steps, saw 65235 distinct states, run finished after 114003 ms. (steps per millisecond=1 ) properties seen :0
[2025-06-03 14:00:52] [INFO ] Flow matrix only has 14449 transitions (discarded 1086 similar events)
[2025-06-03 14:00:52] [INFO ] Invariant cache hit.
[2025-06-03 14:00:52] [INFO ] State equation strengthened by 6052 read => feed constraints.
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 QuasiLiveness -timeout 180 -rebuildPNML
Sequence of Actions to be Executed by the VM
This is useful if one wants to reexecute the tool in the VM from the submitted image disk.
set -x
# this is for BenchKit: configuration of major elements for the test
export BK_INPUT="MultiCrashLeafsetExtension-PT-S32C02"
export BK_EXAMINATION="QuasiLiveness"
export BK_TOOL="gold2024"
export BK_RESULT_DIR="/tmp/BK_RESULTS/OUTPUTS"
export BK_TIME_CONFINEMENT="1800"
export BK_MEMORY_CONFINEMENT="16384"
export BK_BIN_PATH="/home/mcc/BenchKit/bin/"
# this is specific to your benchmark or test
export BIN_DIR="$HOME/BenchKit/bin"
# remove the execution directoty if it exists (to avoid increse of .vmdk images)
if [ -d execution ] ; then
rm -rf execution
fi
# this is for BenchKit: explicit launching of the test
echo "====================================================================="
echo " Generated by BenchKit 2-5832"
echo " Executing tool gold2024"
echo " Input is MultiCrashLeafsetExtension-PT-S32C02, examination is QuasiLiveness"
echo " Time confinement is $BK_TIME_CONFINEMENT seconds"
echo " Memory confinement is 16384 MBytes"
echo " Number of cores is 4"
echo " Run identifier is r140-smll-174876533700267"
echo "====================================================================="
echo
echo "--------------------"
echo "preparation of the directory to be used:"
tar xzf /home/mcc/BenchKit/INPUTS/MultiCrashLeafsetExtension-PT-S32C02.tgz
mv MultiCrashLeafsetExtension-PT-S32C02 execution
cd execution
if [ "QuasiLiveness" = "ReachabilityDeadlock" ] || [ "QuasiLiveness" = "UpperBounds" ] || [ "QuasiLiveness" = "QuasiLiveness" ] || [ "QuasiLiveness" = "StableMarking" ] || [ "QuasiLiveness" = "Liveness" ] || [ "QuasiLiveness" = "OneSafe" ] || [ "QuasiLiveness" = "StateSpace" ]; then
rm -f GenericPropertiesVerdict.xml
fi
pwd
ls -lh
echo
echo "--------------------"
echo "content from stdout:"
echo
echo "=== Data for post analysis generated by BenchKit (invocation template)"
echo
if [ "QuasiLiveness" = "UpperBounds" ] ; then
echo "The expected result is a vector of positive values"
echo NUM_VECTOR
elif [ "QuasiLiveness" != "StateSpace" ] ; then
echo "The expected result is a vector of booleans"
echo BOOL_VECTOR
else
echo "no data necessary for post analysis"
fi
echo
if [ -f "QuasiLiveness.xml" ] ; then # for cunf (txt files deleted;-)
echo echo "here is the order used to build the result vector(from xml file)"
for x in $(grep '
echo "FORMULA_NAME $x"
done
elif [ "QuasiLiveness" = "ReachabilityDeadlock" ] || [ "QuasiLiveness" = "QuasiLiveness" ] || [ "QuasiLiveness" = "StableMarking" ] || [ "QuasiLiveness" = "Liveness" ] || [ "QuasiLiveness" = "OneSafe" ] ; then
echo "FORMULA_NAME QuasiLiveness"
fi
echo
echo "=== Now, execution of the tool begins"
echo
echo -n "BK_START "
date -u +%s%3N
echo
timeout -s 9 $BK_TIME_CONFINEMENT bash -c "/home/mcc/BenchKit/BenchKit_head.sh 2> STDERR ; echo ; echo -n \"BK_STOP \" ; date -u +%s%3N"
if [ $? -eq 137 ] ; then
echo
echo "BK_TIME_CONFINEMENT_REACHED"
fi
echo
echo "--------------------"
echo "content from stderr:"
echo
cat STDERR ;