0.00/0.01 c
0.00/0.01 c This is cosoco 2.00 --
0.00/0.01 c
0.00/0.01 c command line: cosoco -model -nbcores=8 HOME/instance-4398156-1568601929.xml
0.00/0.01 c intension eq(add(x[0][0],2),x[1][0]) -> extension (support ? 1) - 103tuples
0.00/0.01 c intension eq(add(x[0][1],3),x[1][1]) -> extension (support ? 1) - 102tuples
0.00/0.02 c intension eq(add(x[0][2],4),x[1][2]) -> extension (support ? 1) - 101tuples
0.00/0.02 c intension eq(add(x[0][3],5),x[1][3]) -> extension (support ? 1) - 100tuples
0.00/0.03 c intension eq(add(x[0][4],6),x[1][4]) -> extension (support ? 1) - 99tuples
0.00/0.03 c intension eq(add(x[0][5],7),x[1][5]) -> extension (support ? 1) - 98tuples
0.00/0.04 c intension eq(add(x[0][6],8),x[1][6]) -> extension (support ? 1) - 97tuples
0.00/0.04 c intension eq(add(x[0][7],9),x[1][7]) -> extension (support ? 1) - 96tuples
0.00/0.05 c intension eq(add(x[0][8],10),x[1][8]) -> extension (support ? 1) - 95tuples
0.00/0.05 c intension eq(add(x[0][9],11),x[1][9]) -> extension (support ? 1) - 94tuples
0.00/0.06 c intension eq(add(x[0][10],12),x[1][10]) -> extension (support ? 1) - 93tuples
0.00/0.06 c intension eq(add(x[0][11],13),x[1][11]) -> extension (support ? 1) - 92tuples
0.00/0.07 c intension eq(add(x[0][12],14),x[1][12]) -> extension (support ? 1) - 91tuples
0.00/0.07 c intension eq(add(x[0][13],15),x[1][13]) -> extension (support ? 1) - 90tuples
0.00/0.08 c intension eq(add(x[0][14],16),x[1][14]) -> extension (support ? 1) - 89tuples
0.00/0.08 c intension eq(add(x[0][15],17),x[1][15]) -> extension (support ? 1) - 88tuples
0.00/0.09 c intension eq(add(x[0][16],18),x[1][16]) -> extension (support ? 1) - 87tuples
0.00/0.09 c intension eq(add(x[0][17],19),x[1][17]) -> extension (support ? 1) - 86tuples
0.00/0.10 c intension eq(add(x[0][18],20),x[1][18]) -> extension (support ? 1) - 85tuples
0.00/0.10 c intension eq(add(x[0][19],21),x[1][19]) -> extension (support ? 1) - 84tuples
0.10/0.11 c intension eq(add(x[0][20],22),x[1][20]) -> extension (support ? 1) - 83tuples
0.10/0.11 c intension eq(add(x[0][21],23),x[1][21]) -> extension (support ? 1) - 82tuples
0.10/0.12 c intension eq(add(x[0][22],24),x[1][22]) -> extension (support ? 1) - 81tuples
0.10/0.12 c intension eq(add(x[0][23],25),x[1][23]) -> extension (support ? 1) - 80tuples
0.10/0.13 c intension eq(add(x[0][24],26),x[1][24]) -> extension (support ? 1) - 79tuples
0.10/0.13 c intension eq(add(x[0][25],27),x[1][25]) -> extension (support ? 1) - 78tuples
0.10/0.14 c intension eq(add(x[0][26],28),x[1][26]) -> extension (support ? 1) - 77tuples
0.10/0.14 c intension eq(add(x[0][27],29),x[1][27]) -> extension (support ? 1) - 76tuples
0.10/0.15 c intension eq(add(x[0][28],30),x[1][28]) -> extension (support ? 1) - 75tuples
0.10/0.15 c intension eq(add(x[0][29],31),x[1][29]) -> extension (support ? 1) - 74tuples
0.10/0.16 c intension eq(add(x[0][30],32),x[1][30]) -> extension (support ? 1) - 73tuples
0.10/0.16 c intension eq(add(x[0][31],33),x[1][31]) -> extension (support ? 1) - 72tuples
0.10/0.17 c intension eq(add(x[0][32],34),x[1][32]) -> extension (support ? 1) - 71tuples
0.10/0.17 c intension eq(add(x[0][33],35),x[1][33]) -> extension (support ? 1) - 70tuples
0.10/0.18 c intension eq(add(x[0][34],36),x[1][34]) -> extension (support ? 1) - 69tuples
0.10/0.18 c intension eq(add(x[1][0],2),x[2][0]) -> extension (support ? 1) - 103tuples
0.10/0.19 c intension eq(add(x[1][1],3),x[2][1]) -> extension (support ? 1) - 102tuples
0.10/0.19 c intension eq(add(x[1][2],4),x[2][2]) -> extension (support ? 1) - 101tuples
0.10/0.20 c intension eq(add(x[1][3],5),x[2][3]) -> extension (support ? 1) - 100tuples
0.10/0.20 c intension eq(add(x[1][4],6),x[2][4]) -> extension (support ? 1) - 99tuples
0.10/0.21 c intension eq(add(x[1][5],7),x[2][5]) -> extension (support ? 1) - 98tuples
0.10/0.21 c intension eq(add(x[1][6],8),x[2][6]) -> extension (support ? 1) - 97tuples
0.20/0.22 c intension eq(add(x[1][7],9),x[2][7]) -> extension (support ? 1) - 96tuples
0.20/0.22 c intension eq(add(x[1][8],10),x[2][8]) -> extension (support ? 1) - 95tuples
0.20/0.23 c intension eq(add(x[1][9],11),x[2][9]) -> extension (support ? 1) - 94tuples
0.20/0.23 c intension eq(add(x[1][10],12),x[2][10]) -> extension (support ? 1) - 93tuples
0.20/0.24 c intension eq(add(x[1][11],13),x[2][11]) -> extension (support ? 1) - 92tuples
0.20/0.24 c intension eq(add(x[1][12],14),x[2][12]) -> extension (support ? 1) - 91tuples
0.20/0.25 c intension eq(add(x[1][13],15),x[2][13]) -> extension (support ? 1) - 90tuples
0.20/0.25 c intension eq(add(x[1][14],16),x[2][14]) -> extension (support ? 1) - 89tuples
0.20/0.26 c intension eq(add(x[1][15],17),x[2][15]) -> extension (support ? 1) - 88tuples
0.20/0.26 c intension eq(add(x[1][16],18),x[2][16]) -> extension (support ? 1) - 87tuples
0.20/0.27 c intension eq(add(x[1][17],19),x[2][17]) -> extension (support ? 1) - 86tuples
0.20/0.27 c intension eq(add(x[1][18],20),x[2][18]) -> extension (support ? 1) - 85tuples
0.20/0.28 c intension eq(add(x[1][19],21),x[2][19]) -> extension (support ? 1) - 84tuples
0.20/0.28 c intension eq(add(x[1][20],22),x[2][20]) -> extension (support ? 1) - 83tuples
0.20/0.29 c intension eq(add(x[1][21],23),x[2][21]) -> extension (support ? 1) - 82tuples
0.20/0.29 c intension eq(add(x[1][22],24),x[2][22]) -> extension (support ? 1) - 81tuples
0.20/0.29 c intension eq(add(x[1][23],25),x[2][23]) -> extension (support ? 1) - 80tuples
0.20/0.30 c intension eq(add(x[1][24],26),x[2][24]) -> extension (support ? 1) - 79tuples
0.20/0.30 c intension eq(add(x[1][25],27),x[2][25]) -> extension (support ? 1) - 78tuples
0.20/0.31 c intension eq(add(x[1][26],28),x[2][26]) -> extension (support ? 1) - 77tuples
0.30/0.31 c intension eq(add(x[1][27],29),x[2][27]) -> extension (support ? 1) - 76tuples
0.30/0.32 c intension eq(add(x[1][28],30),x[2][28]) -> extension (support ? 1) - 75tuples
0.30/0.32 c intension eq(add(x[1][29],31),x[2][29]) -> extension (support ? 1) - 74tuples
0.30/0.33 c intension eq(add(x[1][30],32),x[2][30]) -> extension (support ? 1) - 73tuples
0.30/0.33 c intension eq(add(x[1][31],33),x[2][31]) -> extension (support ? 1) - 72tuples
0.30/0.34 c intension eq(add(x[1][32],34),x[2][32]) -> extension (support ? 1) - 71tuples
0.30/0.34 c intension eq(add(x[1][33],35),x[2][33]) -> extension (support ? 1) - 70tuples
0.30/0.35 c intension eq(add(x[1][34],36),x[2][34]) -> extension (support ? 1) - 69tuples
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c ========================================[ Problem Statistics ]===========================================
0.30/0.36 c |
0.30/0.36 c | Parse time : 0.34 s
0.30/0.36 c |
0.30/0.36 c | Variables: 105
0.30/0.36 c | Domain Sizes: 105..105
0.30/0.36 c |
0.30/0.36 c | Constraints: 71
0.30/0.36 c | Arity: 2..105 -- Binary: 70
0.30/0.36 c |
0.30/0.36 c | Types:
0.30/0.36 c | All Different: 1
0.30/0.36 c | Extension: 70 (nb tuples: 69..103) -- (shared: 0)
0.30/0.36 c |
0.30/0.36 c =========================================================================================================
0.30/0.36 c Parallel mode: Portfolio
0.30/0.36 c [pFactory][Group N°0] created (threads:8).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:1).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:2).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:3).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:4).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:5).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:6).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:7).
0.30/0.36 c [pFactory][Group N°0] new task added (threads:8 - tasks:8).
0.30/0.36 c [pFactory][Group N°0] concurrent mode: enabled.
0.30/0.36 c [pFactory][Group N°0] computations in progress (threads:8 - tasks:8).
0.30/0.36 c [pFactory][Group N°0] task 7 launched on thread 1.
0.30/0.36 c [pFactory][Group N°0] task 6 launched on thread 0.
0.30/0.36 c [pFactory][Group N°0] task 5 launched on thread 6.
0.30/0.36 c [pFactory][Group N°0] task 4 launched on thread 2.
0.30/0.36 c [pFactory][Group N°0] task 3 launched on thread 7.
0.30/0.36 c [pFactory][Group N°0] task 2 launched on thread 5.
0.30/0.36 c [pFactory][Group N°0] task 1 launched on thread 3.
0.30/0.36 c [pFactory][Group N°0] task 0 launched on thread 4.
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c root propagations : 3990
0.30/0.36 c restarts enabled, print stats at every restarts
0.30/0.36 c
0.30/0.36 c
0.30/0.36 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 2 183 3992 105 0 0 0 0
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 2 183 3992 105 0 0 0 0
0.30/0.36 c 0 3 183 3993 105 0 0 0 0
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 2 183 3992 105 0 0 0 0
0.30/0.36 c 0 1 183 3991 105 0 0 0 0
0.30/0.36 c 0 2 183 3992 105 0 0 0 0
0.30/0.36 c 0 3 183 3993 105 0 0 0 0
0.30/0.36 c 0 4 183 3994 105 0 0 0 0
0.30/0.36 c 0 5 183 3995 105 0 0 0 0
0.30/0.36 c 0 6 183 3996 105 0 0 0 0
0.30/0.36 c 0 7 183 3997 105 0 0 0 0
0.30/0.36 c 0 8 183 3998 105 0 0 0 0
0.30/0.36 c 0 4 332 4224 105 0 0 0 0
0.30/0.36 c 0 5 332 4225 105 0 0 0 0
0.30/0.36 c 0 3 329 4185 105 0 0 0 0
0.30/0.36 c 0 4 329 4186 105 0 0 0 0
0.30/0.36 c 0 5 333 4281 105 0 0 0 0
0.30/0.36 c 0 6 333 4282 105 0 0 0 0
0.30/0.36 c 0 3 328 4264 105 0 0 0 0
0.30/0.37 c 0 4 328 4244 105 0 0 0 0
0.30/0.37 c 0 5 328 4245 105 0 0 0 0
0.30/0.37 c root propagations : 3990
0.30/0.37 c restarts enabled, print stats at every restarts
0.30/0.37 c
0.30/0.37 c
0.30/0.37 c conflicts decisions filterCalls propagations Root Prop. Nogoods min/max/avg depth
0.30/0.37 c 0 10 328 4303 105 0 0 0 0
0.30/0.37 c 0 7 481 4457 105 0 0 0 0
0.30/0.37 c 0 6 475 4380 105 0 0 0 0
0.30/0.37 c 0 8 483 4570 105 0 0 0 0
0.30/0.37 c 0 5 473 4537 105 0 0 0 0
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0.30/0.40 c 101 182 3688 21497 105 0 7 64 48
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251.38/31.89 c 16388 117987 3264111 15947065 105 [...]
#
# trace file is too large. Trace was truncated at this point.
#
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1901.80/238.54 c 131193 983137 25061572 119949753 105 0 58 58 29
1901.80/238.56 c 131194 983192 25062836 119953303 105 0 55 55 27
1901.80/238.57 c 131195 983247 25064105 119957047 105 0 55 55 27
1901.80/238.58 c 131196 983305 25065377 119960982 105 0 58 58 29
1901.80/238.59 c 131197 983357 25066595 119964642 105 0 52 52 26
1902.60/238.60 c 131198 983409 25067817 119968171 105 0 52 52 26
1902.60/238.61 c 131199 983467 25069073 119972581 105 0 58 58 29
1902.60/238.62 c 131200 983522 25070337 119976131 105 0 55 55 27
1902.60/238.63 c 131201 983577 25071606 119979875 105 0 55 55 27
1902.60/238.64 c 131202 983635 25072878 119983810 105 0 58 58 29
1902.60/238.66 c 131203 983687 25074096 119987470 105 0 52 52 26
1902.60/238.67 c 131204 983739 25075320 119990999 105 0 52 52 26
1902.60/238.68 c 131205 983797 25076576 119995409 105 0 58 58 29
1902.60/238.69 c 131206 983852 25077840 119998959 105 0 55 55 27
1903.40/238.70 c 131207 983907 25079109 120002703 105 0 55 55 27
1903.40/238.71 c 131208 983965 25080381 120006638 105 0 58 58 29
1903.40/238.72 c 131209 984017 25081599 120010298 105 0 52 52 26
1903.40/238.73 c 131210 984069 25082821 120013827 105 0 52 52 26
1903.40/238.74 c 131211 984127 25084077 120018237 105 0 58 58 29
1903.40/238.76 c 131212 984182 25085341 120021787 105 0 55 55 27
1903.40/238.77 c 131213 984237 25086610 120025531 105 0 55 55 27
1903.40/238.78 c 131214 984295 25087882 120029466 105 0 58 58 29
1903.40/238.79 c 131215 984347 25089100 120033126 105 0 52 52 26
1904.20/238.80 c 131216 984399 25090324 120036655 105 0 52 52 26
1904.20/238.81 c 131217 984457 25091580 120041065 105 0 58 58 29
1904.20/238.82 c 131218 984512 25092844 120044615 105 0 55 55 27
1904.20/238.83 c 131219 984567 25094113 120048359 105 0 55 55 27
1904.20/238.84 c 131220 984625 25095385 120052294 105 0 58 58 29
1904.20/238.86 c 131221 984677 25096603 120055954 105 0 52 52 26
1904.20/238.87 c 131222 984729 25097825 120059483 105 0 52 52 26
1904.20/238.88 c 131223 984787 25099081 120063893 105 0 58 58 29
1904.20/238.89 c 131224 984842 25100345 120067443 105 0 55 55 27
1905.00/238.90 c 131225 984897 25101614 120071187 105 0 55 55 27
1905.00/238.91 c 131226 984955 25102886 120075122 105 0 58 58 29
1905.00/238.92 c 131227 985007 25104104 120078782 105 0 52 52 26
1905.00/238.93 c 131228 985059 25105328 120082311 105 0 52 52 26
1905.00/238.94 c 131229 985117 25106584 120086721 105 0 58 58 29
1905.00/238.95 c 131230 985172 25107848 120090271 105 0 55 55 27
1905.00/238.97 c 131231 985227 25109117 120094015 105 0 55 55 27
1905.00/238.98 c 131232 985285 25110389 120097950 105 0 58 58 29
1905.00/238.99 c 131233 985337 25111607 120101610 105 0 52 52 26
1905.00/239.00 c 131234 985389 25112829 120105139 105 0 52 52 26
1905.86/239.01 c 131235 985447 25114085 120109549 105 0 58 58 29
1905.86/239.02 c 131236 985502 25115349 120113099 105 0 55 55 27
1905.86/239.03 c 131237 985557 25116618 120116843 105 0 55 55 27
1905.86/239.04 c 131238 985615 25117890 120120778 105 0 58 58 29
1905.86/239.06 c 131239 985667 25119108 120124438 105 0 52 52 26
1905.86/239.07 c 131240 985719 25120332 120127967 105 0 52 52 26
1905.86/239.08 c 131241 985777 25121588 120132377 105 0 58 58 29
1905.86/239.09 c 131242 985832 25122852 120135927 105 0 55 55 27
1905.86/239.10 c 131243 985887 25124121 120139671 105 0 55 55 27
1906.66/239.11 c 131244 985945 25125393 120143606 105 0 58 58 29
1906.66/239.12 c 131245 985997 25126611 120147266 105 0 52 52 26
1906.66/239.13 c 131246 986049 25127833 120150795 105 0 52 52 26
1906.66/239.14 c 131247 986107 25129089 120155205 105 0 58 58 29
1906.66/239.15 c 131248 986162 25130353 120158755 105 0 55 55 27
1906.66/239.17 c 131249 986217 25131622 120162499 105 0 55 55 27
1906.66/239.18 c 131250 986275 25132894 120166434 105 0 58 58 29
1906.66/239.19 c 131251 986327 25134112 120170094 105 0 52 52 26
1907.39/239.20 c 131252 986379 25135336 120173623 105 0 52 52 26
1907.39/239.21 c 131253 986437 25136592 120178033 105 0 58 58 29
1907.39/239.22 c 131254 986492 25137856 120181583 105 0 55 55 27
1907.39/239.23 c 131255 986547 25139125 120185327 105 0 55 55 27
1907.39/239.24 c 131256 986605 25140397 120189262 105 0 58 58 29
1907.39/239.25 c 131257 986657 25141615 120192922 105 0 52 52 26
1907.39/239.27 c 131258 986709 25142837 120196451 105 0 52 52 26
1907.39/239.28 c 131259 986767 25144093 120200861 105 0 58 58 29
1907.39/239.29 c 131260 986822 25145357 120204411 105 0 55 55 27
1908.19/239.30 c 131261 986877 25146626 120208155 105 0 55 55 27
1908.19/239.31 c 131262 986935 25147898 120212090 105 0 58 58 29
1908.19/239.32 c 131263 986987 25149116 120215750 105 0 52 52 26
1908.19/239.33 c 131264 987039 25150340 120219279 105 0 52 52 26
1908.19/239.34 c 131265 987097 25151596 120223689 105 0 58 58 29
1908.19/239.35 c 131266 987152 25152860 120227239 105 0 55 55 27
1908.19/239.37 c 131267 987207 25154129 120230983 105 0 55 55 27
1908.19/239.38 c 131268 987265 25155401 120234918 105 0 58 58 29
1908.19/239.39 c 131269 987317 25156619 120238578 105 0 52 52 26
1908.99/239.40 c 131270 987369 25157841 120242107 105 0 52 52 26
1908.99/239.41 c 131271 987427 25159097 120246517 105 0 58 58 29
1908.99/239.42 c 131272 987482 25160361 120250067 105 0 55 55 27
1908.99/239.43 c 131273 987537 25161630 120253811 105 0 55 55 27
1908.99/239.44 c 131274 987595 25162902 120257746 105 0 58 58 29
1908.99/239.45 c 131275 987647 25164120 120261406 105 0 52 52 26
1908.99/239.47 c 131276 987699 25165344 120264935 105 0 52 52 26
1908.99/239.48 c 131277 987757 25166600 120269345 105 0 58 58 29
1908.99/239.49 c 131278 987812 25167864 120272895 105 0 55 55 27
1909.79/239.50 c 131279 987867 25169133 120276639 105 0 55 55 27
1909.79/239.51 c 131280 987925 25170405 120280574 105 0 58 58 29
1909.79/239.52 c 131281 987977 25171623 120284234 105 0 52 52 26
1909.79/239.53 c 131282 988029 25172845 120287763 105 0 52 52 26
1909.79/239.54 c 131283 988087 25174101 120292173 105 0 58 58 29
1909.79/239.55 c 131284 988142 25175365 120295723 105 0 55 55 27
1909.79/239.57 c 131285 988197 25176634 120299467 105 0 55 55 27
1909.79/239.58 c 131286 988255 25177906 120303402 105 0 58 58 29
1909.79/239.59 c 131287 988307 25179124 120307062 105 0 52 52 26
1910.59/239.60 c 131288 988359 25180348 120310591 105 0 52 52 26
1910.59/239.61 c 131289 988417 25181604 120315001 105 0 58 58 29
1910.59/239.62 c 131290 988472 25182868 120318551 105 0 55 55 27
1910.59/239.63 c 131291 988527 25184137 120322295 105 0 55 55 27
1910.59/239.64 c 131292 988585 25185409 120326230 105 0 58 58 29
1910.59/239.65 c 131293 988637 25186627 120329890 105 0 52 52 26
1910.59/239.67 c 131294 988689 25187849 120333419 105 0 52 52 26
1910.59/239.68 c 131295 988747 25189105 120337829 105 0 58 58 29
1910.59/239.69 c 131296 988802 25190369 120341379 105 0 55 55 27
1911.39/239.70 c 131297 988857 25191638 120345123 105 0 55 55 27
1911.39/239.71 c 131298 988915 25192910 120349058 105 0 58 58 29
1911.39/239.72 c 131299 988967 25194128 120352718 105 0 52 52 26
1911.39/239.73 c 131300 989019 25195352 120356247 105 0 52 52 26
1911.39/239.74 c 131301 989077 25196608 120360657 105 0 58 58 29
1911.39/239.75 c 131302 989132 25197872 120364207 105 0 55 55 27
1911.39/239.76 c 131303 989187 25199141 120367951 105 0 55 55 27
1911.39/239.78 c 131304 989245 25200413 120371886 105 0 58 58 29
1911.39/239.79 c 131305 989297 25201631 120375546 105 0 52 52 26
1912.19/239.80 c 131306 989349 25202853 120379075 105 0 52 52 26
1912.19/239.81 c 131307 989407 25204109 120383485 105 0 58 58 29
1912.19/239.82 c 131308 989462 25205373 120387035 105 0 55 55 27
1912.19/239.83 c 131309 989517 25206642 120390779 105 0 55 55 27
1912.19/239.84 c 131310 989575 25207914 120394714 105 0 58 58 29
1912.19/239.85 c 131311 989627 25209132 120398374 105 0 52 52 26
1912.19/239.86 c 131312 989679 25210356 120401903 105 0 52 52 26
1912.19/239.88 c 131313 989737 25211612 120406313 105 0 58 58 29
1912.19/239.89 c 131314 989792 25212876 120409863 105 0 55 55 27
1912.99/239.90 c 131315 989847 25214145 120413607 105 0 55 55 27
1912.99/239.91 c 131316 989905 25215417 120417542 105 0 58 58 29
1912.99/239.92 c 131317 989957 25216635 120421202 105 0 52 52 26
1912.99/239.93 c 131318 990009 25217857 120424731 105 0 52 52 26
1912.99/239.94 c 131319 990067 25219113 120429141 105 0 58 58 29
1912.99/239.95 c 131320 990122 25220377 120432691 105 0 55 55 27
1912.99/239.96 c 131321 990177 25221646 120436435 105 0 55 55 27
1912.99/239.98 c 131322 990235 25222918 120440370 105 0 58 58 29
1912.99/239.99 c 131323 990287 25224136 120444030 105 0 52 52 26
1912.99/240.00 c 131324 990339 25225360 120447559 105 0 52 52 26
1913.84/240.01 c 131325 990397 25226616 120451969 105 0 58 58 29
1913.84/240.02 c 131326 990452 25227880 120455519 105 0 55 55 27
1913.84/240.03 c 131327 990507 25229149 120459263 105 0 55 55 27
1913.84/240.04 c 131328 990565 25230421 120463198 105 0 58 58 29
1913.84/240.05 c 131329 990617 25231639 120466858 105 0 52 52 26
1913.84/240.06 c 131330 990669 25232861 120470387 105 0 52 52 26
1913.84/240.08 c 131331 990727 25234117 120474797 105 0 58 58 29
1913.84/240.09 c 131332 990782 25235381 120478347 105 0 55 55 27
1913.84/240.10 c 131333 990837 25236650 120482091 105 0 55 55 27
1914.65/240.11 c 131334 990895 25237922 120486026 105 0 58 58 29
1914.65/240.12 c 131335 990947 25239140 120489686 105 0 52 52 26
1914.65/240.13 c 131336 990999 25240364 120493215 105 0 52 52 26
1914.65/240.14 c 131337 991057 25241620 120497625 105 0 58 58 29
1914.65/240.15 c 131338 991112 25242884 120501175 105 0 55 55 27
1914.65/240.16 c 131339 991167 25244153 120504919 105 0 55 55 27
1914.65/240.18 c 131340 991225 25245425 120508854 105 0 58 58 29
1914.65/240.19 c 131341 991277 25246643 120512514 105 0 52 52 26
1915.38/240.20 c 131342 991329 25247865 120516043 105 0 52 52 26
1915.38/240.21 c 131343 991387 25249121 120520453 105 0 58 58 29
1915.38/240.22 c 131344 991442 25250385 120524003 105 0 55 55 27
1915.38/240.23 c 131345 991497 25251654 120527747 105 0 55 55 27
1915.38/240.24 c 131346 991555 25252926 120531682 105 0 58 58 29
1915.38/240.25 c 131347 991607 25254144 120535342 105 0 52 52 26
1915.38/240.26 c 131348 991659 25255368 120538871 105 0 52 52 26
1915.38/240.27 c 131349 991717 25256624 120543281 105 0 58 58 29
1915.38/240.29 c 131350 991772 25257888 120546831 105 0 55 55 27
1916.18/240.30 c 131351 991827 25259157 120550575 105 0 55 55 27
1916.18/240.31 c 131352 991885 25260429 120554510 105 0 58 58 29
1916.18/240.32 c 131353 991937 25261647 120558170 105 0 52 52 26
1916.18/240.33 c 131354 991989 25262869 120561699 105 0 52 52 26
1916.18/240.34 c 131355 992047 25264125 120566109 105 0 58 58 29
1916.18/240.35 c 131356 992102 25265389 120569659 105 0 55 55 27
1916.18/240.36 c 131357 992157 25266658 120573403 105 0 55 55 27
1916.18/240.37 c 131358 992215 25267930 120577338 105 0 58 58 29
1916.18/240.39 c 131359 992267 25269148 120580998 105 0 52 52 26
1916.97/240.40 c 131360 992319 25270372 120584527 105 0 52 52 26
1916.97/240.40 c First solution is found
1916.97/240.40 c [pFactory][Group N°0] concurent mode: thread 6 has won with the task 5.
1916.97/240.40 c [pFactory][Group N°0] Thread N°0 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°1 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°2 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°3 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°4 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°5 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°6 is joined.
1916.97/240.40 c [pFactory][Group N°0] Thread N°7 is joined.
1916.97/240.40 c [pFactory][Group N°0] Return Code of the winner:1 (Thread N°6)
1916.97/240.40 s SATISFIABLE
1916.97/240.40 c restarts : 8190
1916.97/240.40 c conflicts : 126132 (66 /sec)
1916.97/240.40 c decisions : 919259 (480 /sec)
1916.97/240.40 c propagations : 120872122 (63057 /sec)
1916.97/240.40 c root propagations : 3990
1916.97/240.40 c filter calls : 24537035 (12801 /sec)
1916.97/240.40 c useless filter calls : 6550911 (26 %)
1916.97/240.40 c Memory used : 580.84 MB
1916.97/240.40 c CPU time : 1916.86 s
1916.97/240.40 c real time : 240.398 s
1916.97/240.40
1916.97/240.40 c solution 1
1916.97/240.40
1916.97/240.40 v <instantiation type='solution'>
1916.97/240.40 v <list>x[0][0] x[0][1] x[0][2] x[0][3] x[0][4] x[0][5] x[0][6] x[0][7] x[0][8] x[0][9] x[0][10] x[0][11] x[0][12] x[0][13] x[0][14] x[0][15] x[0][16] x[0][17] x[0][18] x[0][19] x[0][20] x[0][21] x[0][22] x[0][23] x[0][24] x[0][25] x[0][26] x[0][27] x[0][28] x[0][29] x[0][30] x[0][31] x[0][32] x[0][33] x[0][34] x[1][0] x[1][1] x[1][2] x[1][3] x[1][4] x[1][5] x[1][6] x[1][7] x[1][8] x[1][9] x[1][10] x[1][11] x[1][12] x[1][13] x[1][14] x[1][15] x[1][16] x[1][17] x[1][18] x[1][19] x[1][20] x[1][21] x[1][22] x[1][23] x[1][24] x[1][25] x[1][26] x[1][27] x[1][28] x[1][29] x[1][30] x[1][31] x[1][32] x[1][33] x[1][34] x[2][0] x[2][1] x[2][2] x[2][3] x[2][4] x[2][5] x[2][6] x[2][7] x[2][8] x[2][9] x[2][10] x[2][11] x[2][12] x[2][13] x[2][14] x[2][15] x[2][16] x[2][17] x[2][18] x[2][19] x[2][20] x[2][21] x[2][22] x[2][23] x[2][24] x[2][25] x[2][26] x[2][27] x[2][28] x[2][29] x[2][30] x[2][31] x[2][32] x[2][33] x[2][34] </list>
1916.97/240.40 v <values>91 86 3 55 88 21 37 6 0 1 5 64 4 44 67 2 16 49 58 27 41 33 14 46 50 30 26 22 43 8 40 9 13 31 25 93 89 7 60 94 28 45 15 10 12 17 77 18 59 83 19 34 68 78 48 63 56 38 71 76 57 54 51 73 39 72 42 47 66 61 95 92 11 65 100 35 53 24 20 23 29 90 32 74 99 36 52 87 98 69 85 79 62 96 102 84 82 80 103 70 104 75 81 101 97 </values>
1916.97/240.40 v </instantiation>
1916.97/240.40