Optimize a model with 493 rows, 121278 columns and 242556 nonzeros Presolve time: 0.06s Presolved: 493 rows, 121278 columns, 242556 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 5.2000000e+01 9.890000e+02 0.000000e+00 0s Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 5.2000000e+01 0s 1 655 6.8022493e+07 5.7935320e+03 0s 2 1366 1.4027464e+07 6.8191959e+03 0s 3 2087 3.0291715e+06 7.3336689e+03 0s 4 2796 2.0294895e+06 1.0200418e+04 0s 5 3497 3.2955500e+04 2.4982456e+04 0s Sifting complete 4160 3.2657500e+04 0.000000e+00 0.000000e+00 0s Solved in 4160 iterations and 0.18 seconds Optimal objective 3.265750000e+04 Optimize a model with 539 rows, 121278 columns and 250961 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.2657500e+04 4.600000e+01 0.000000e+00 0s 96 3.4364000e+04 0.000000e+00 0.000000e+00 0s Solved in 96 iterations and 0.02 seconds Optimal objective 3.436400000e+04 Optimize a model with 561 rows, 121278 columns and 276609 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4364000e+04 2.200000e+01 0.000000e+00 0s 61 3.4562000e+04 0.000000e+00 0.000000e+00 0s Solved in 61 iterations and 0.03 seconds Optimal objective 3.456200000e+04 Optimize a model with 571 rows, 121278 columns and 336315 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4562000e+04 1.000000e+01 0.000000e+00 0s 6 3.4596000e+04 0.000000e+00 0.000000e+00 0s Solved in 6 iterations and 0.02 seconds Optimal objective 3.459600000e+04 Optimize a model with 575 rows, 121278 columns and 397376 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4596000e+04 4.000000e+00 0.000000e+00 0s 3 3.4613500e+04 0.000000e+00 0.000000e+00 0s Solved in 3 iterations and 0.02 seconds Optimal objective 3.461350000e+04 Optimize a model with 577 rows, 121278 columns and 462182 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4613500e+04 2.000000e+00 0.000000e+00 0s 8 3.4617500e+04 0.000000e+00 0.000000e+00 0s Solved in 8 iterations and 0.03 seconds Optimal objective 3.461750000e+04 Optimize a model with 579 rows, 121278 columns and 572650 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4617500e+04 2.000000e+00 0.000000e+00 0s 6 3.4624000e+04 0.000000e+00 0.000000e+00 0s Solved in 6 iterations and 0.03 seconds Optimal objective 3.462400000e+04 Optimize a model with 581 rows, 121278 columns and 691972 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4624000e+04 2.000000e+00 0.000000e+00 0s 3 3.4628000e+04 0.000000e+00 0.000000e+00 0s Solved in 3 iterations and 0.03 seconds Optimal objective 3.462800000e+04 Optimize a model with 585 rows, 121278 columns and 802316 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.4628000e+04 4.000000e+00 0.000000e+00 0s 2 3.4634000e+04 0.000000e+00 0.000000e+00 0s Solved in 2 iterations and 0.03 seconds Optimal objective 3.463400000e+04 Optimize a model with 585 rows, 121278 columns and 802316 nonzeros Presolve time: 1.08s Presolved: 585 rows, 121278 columns, 802316 nonzeros Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 794 6.4023628e+07 5.2512704e+03 0s 2 1652 1.5028696e+07 6.6848626e+03 0s 3 2549 4.0308990e+06 6.9597974e+03 0s 4 3462 3.0312830e+06 7.3205274e+03 0s 5 4390 2.0315308e+06 1.0221462e+04 0s 6 5284 3.5199750e+04 2.1955288e+04 0s 7 6185 3.4634000e+04 3.4542219e+04 0s Sifting complete Root relaxation: objective 3.463400e+04, 6799 iterations, 0.24 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34634.0000 0 84 - 34634.0000 - - 2s H 0 0 36677.000000 34634.0000 5.57% - 2s 0 0 34682.5000 0 90 36677.0000 34682.5000 5.44% - 3s 0 0 34715.1667 0 125 36677.0000 34715.1667 5.35% - 3s 0 0 34738.1667 0 96 36677.0000 34738.1667 5.29% - 4s 0 0 34754.7500 0 108 36677.0000 34754.7500 5.24% - 4s 0 0 34776.8667 0 80 36677.0000 34776.8667 5.18% - 4s 0 0 34782.8667 0 76 36677.0000 34782.8667 5.16% - 5s 0 0 34787.7956 0 137 36677.0000 34787.7956 5.15% - 5s 0 0 34792.9030 0 119 36677.0000 34792.9030 5.14% - 5s 0 0 34794.3899 0 114 36677.0000 34794.3899 5.13% - 6s 0 0 34795.3606 0 103 36677.0000 34795.3606 5.13% - 6s 0 0 34797.3542 0 105 36677.0000 34797.3542 5.12% - 6s 0 0 34797.4375 0 95 36677.0000 34797.4375 5.12% - 7s 0 0 34798.0625 0 126 36677.0000 34798.0625 5.12% - 7s 0 0 34799.2708 0 98 36677.0000 34799.2708 5.12% - 8s 0 0 34799.3542 0 124 36677.0000 34799.3542 5.12% - 8s 0 0 34800.4167 0 107 36677.0000 34800.4167 5.12% - 9s 0 0 34802.2321 0 78 36677.0000 34802.2321 5.11% - 10s 0 0 34802.2681 0 109 36677.0000 34802.2681 5.11% - 10s 0 0 34802.3427 0 65 36677.0000 34802.3427 5.11% - 11s 0 0 34802.6818 0 88 36677.0000 34802.6818 5.11% - 12s 0 0 34802.6818 0 81 36677.0000 34802.6818 5.11% - 14s H 0 0 35214.000000 34802.6818 1.17% - 16s 0 0 34802.6818 0 83 35214.0000 34802.6818 1.17% - 18s 0 0 34802.6818 0 153 35214.0000 34802.6818 1.17% - 19s 0 0 34802.6818 0 144 35214.0000 34802.6818 1.17% - 19s 0 0 34802.6818 0 86 35214.0000 34802.6818 1.17% - 19s 0 0 34802.6818 0 119 35214.0000 34802.6818 1.17% - 19s 0 0 34802.6818 0 113 35214.0000 34802.6818 1.17% - 19s 0 0 34802.7941 0 114 35214.0000 34802.7941 1.17% - 19s 0 0 34802.9375 0 58 35214.0000 34802.9375 1.17% - 19s 0 0 34802.9457 0 99 35214.0000 34802.9457 1.17% - 20s 0 0 34802.9457 0 99 35214.0000 34802.9457 1.17% - 20s H 0 0 34970.000000 34802.9457 0.48% - 22s H 0 0 34871.000000 34802.9457 0.20% - 22s H 0 0 34869.000000 34802.9457 0.19% - 22s 0 2 34803.0000 0 99 34869.0000 34803.0000 0.19% - 22s H 27 21 34841.000000 34806.0000 0.10% 6.3 23s * 251 144 45 34832.000000 34808.6000 0.07% 4.4 24s H 310 58 34823.000000 34808.6667 0.04% 4.3 24s 327 56 cutoff 15 34823.0000 34809.0000 0.04% 4.3 25s * 446 19 18 34812.000000 34809.0000 0.01% 4.0 25s Cutting planes: Zero half: 63 Explored 447 nodes (10907 simplex iterations) in 25.44 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.481200000000e+04, best bound 3.480900000000e+04, gap 0.0086% Optimize a model with 606 rows, 121278 columns and 839834 nonzeros Presolve time: 1.14s Presolved: 606 rows, 121278 columns, 839834 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 787 5.6024192e+07 4.8619748e+03 0s 2 1678 1.1029716e+07 5.9189506e+03 0s 3 2594 4.0308315e+06 6.1869021e+03 0s 4 3505 3.0311855e+06 6.5517009e+03 0s 5 4469 2.0314765e+06 9.4914354e+03 0s 6 5358 3.5145500e+04 2.3984764e+04 0s 7 6245 3.4754000e+04 3.3604582e+04 0s Sifting complete Root relaxation: objective 3.475400e+04, 6915 iterations, 0.25 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34754.0000 0 78 - 34754.0000 - - 2s Another try with MIP start H 0 0 36280.000000 34754.0000 4.21% - 3s 0 0 34788.8333 0 86 36280.0000 34788.8333 4.11% - 3s 0 0 34806.1667 0 84 36280.0000 34806.1667 4.06% - 4s 0 0 34809.4500 0 106 36280.0000 34809.4500 4.05% - 4s 0 0 34825.2000 0 77 36280.0000 34825.2000 4.01% - 5s 0 0 34825.8250 0 79 36280.0000 34825.8250 4.01% - 5s 0 0 34826.6667 0 46 36280.0000 34826.6667 4.01% - 5s 0 0 34829.5833 0 62 36280.0000 34829.5833 4.00% - 6s 0 0 34833.7000 0 52 36280.0000 34833.7000 3.99% - 6s 0 0 34834.9643 0 67 36280.0000 34834.9643 3.98% - 6s 0 0 34835.4667 0 95 36280.0000 34835.4667 3.98% - 6s 0 0 34835.7500 0 114 36280.0000 34835.7500 3.98% - 7s 0 0 34838.0417 0 103 36280.0000 34838.0417 3.97% - 8s 0 0 34838.7167 0 84 36280.0000 34838.7167 3.97% - 8s 0 0 34840.2500 0 47 36280.0000 34840.2500 3.97% - 9s 0 0 34841.5758 0 106 36280.0000 34841.5758 3.96% - 9s 0 0 34842.3182 0 124 36280.0000 34842.3182 3.96% - 9s 0 0 34843.5000 0 77 36280.0000 34843.5000 3.96% - 9s 0 0 34844.2778 0 104 36280.0000 34844.2778 3.96% - 10s 0 0 34844.2986 0 167 36280.0000 34844.2986 3.96% - 10s 0 0 34845.2521 0 109 36280.0000 34845.2521 3.95% - 11s 0 0 34845.8654 0 90 36280.0000 34845.8654 3.95% - 11s 0 0 34846.6071 0 111 36280.0000 34846.6071 3.95% - 12s 0 0 34847.0339 0 158 36280.0000 34847.0339 3.95% - 12s 0 0 34847.2692 0 62 36280.0000 34847.2692 3.95% - 13s 0 0 34847.5470 0 112 36280.0000 34847.5470 3.95% - 14s 0 0 34847.5470 0 108 36280.0000 34847.5470 3.95% - 15s H 0 0 35518.000000 34847.5470 1.89% - 17s 0 0 34847.5470 0 85 35518.0000 34847.5470 1.89% - 19s 0 0 34847.5470 0 89 35518.0000 34847.5470 1.89% - 20s 0 0 34847.5470 0 110 35518.0000 34847.5470 1.89% - 20s 0 0 34847.5470 0 82 35518.0000 34847.5470 1.89% - 20s 0 0 34847.5470 0 151 35518.0000 34847.5470 1.89% - 20s 0 0 34847.5470 0 130 35518.0000 34847.5470 1.89% - 20s 0 0 34847.5556 0 139 35518.0000 34847.5556 1.89% - 20s 0 0 34847.7778 0 111 35518.0000 34847.7778 1.89% - 21s 0 0 34847.7778 0 111 35518.0000 34847.7778 1.89% - 22s 0 0 34847.7778 0 111 35518.0000 34847.7778 1.89% - 22s H 0 0 35204.000000 34847.7778 1.01% - 25s 0 2 34848.0000 0 111 35204.0000 34848.0000 1.01% - 26s H 27 27 35014.000000 34849.0000 0.47% 6.0 28s 135 109 34940.0000 54 37 35014.0000 34849.5303 0.47% 4.6 30s * 482 291 80 34968.000000 34855.5000 0.32% 4.4 33s H 600 384 34966.000000 34856.0000 0.31% 4.9 34s 601 385 34921.5000 46 108 34966.0000 34856.0000 0.31% 4.9 35s H 610 371 34963.000000 34867.0159 0.27% 4.9 38s H 671 379 34929.000000 34869.8993 0.17% 7.7 39s H 691 362 34927.000000 34869.8993 0.16% 7.8 39s 801 392 34916.4167 14 108 34927.0000 34872.5500 0.16% 8.0 40s H 810 377 34911.000000 34872.5500 0.11% 7.9 41s H 1019 397 34910.000000 34877.7731 0.09% 12.1 44s 1555 363 34895.0000 47 31 34910.0000 34888.2667 0.06% 12.2 45s H 2328 163 34904.000000 34896.7632 0.02% 11.0 46s * 2386 106 55 34902.000000 34897.0000 0.01% 10.9 46s Cutting planes: Gomory: 52 MIR: 2 Zero half: 70 Explored 3194 nodes (41901 simplex iterations) in 47.40 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.490200000000e+04, best bound 3.489900000000e+04, gap 0.0086% Optimize a model with 624 rows, 121278 columns and 892256 nonzeros Presolve time: 1.20s Presolved: 624 rows, 121278 columns, 892256 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 818 5.1024772e+07 4.5296606e+03 0s 2 1707 1.3029544e+07 6.1239150e+03 0s 3 2633 4.0308235e+06 6.8139834e+03 0s 4 3577 2.0313765e+06 9.7845449e+03 0s 5 4480 3.5045500e+04 2.7320164e+04 0s Sifting complete Root relaxation: objective 3.479650e+04, 5325 iterations, 0.20 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34796.5000 0 98 - 34796.5000 - - 2s Another try with MIP start H 0 0 36816.000000 34796.5000 5.49% - 3s 0 0 34825.5000 0 107 36816.0000 34825.5000 5.41% - 3s 0 0 34846.4167 0 152 36816.0000 34846.4167 5.35% - 4s 0 0 34862.4500 0 132 36816.0000 34862.4500 5.31% - 4s 0 0 34866.6667 0 120 36816.0000 34866.6667 5.29% - 4s 0 0 34868.2500 0 111 36816.0000 34868.2500 5.29% - 5s 0 0 34870.8125 0 98 36816.0000 34870.8125 5.28% - 5s 0 0 34872.7500 0 94 36816.0000 34872.7500 5.28% - 5s 0 0 34874.2500 0 85 36816.0000 34874.2500 5.27% - 6s 0 0 34877.0000 0 72 36816.0000 34877.0000 5.27% - 6s 0 0 34878.0000 0 78 36816.0000 34878.0000 5.26% - 6s 0 0 34879.5000 0 90 36816.0000 34879.5000 5.26% - 7s 0 0 34881.5000 0 90 36816.0000 34881.5000 5.25% - 7s 0 0 34883.1667 0 110 36816.0000 34883.1667 5.25% - 7s 0 0 34884.9167 0 123 36816.0000 34884.9167 5.25% - 8s 0 0 34887.5000 0 122 36816.0000 34887.5000 5.24% - 8s 0 0 34887.5000 0 109 36816.0000 34887.5000 5.24% - 8s 0 0 34888.6000 0 114 36816.0000 34888.6000 5.24% - 9s 0 0 34888.6333 0 136 36816.0000 34888.6333 5.24% - 9s 0 0 34891.8333 0 85 36816.0000 34891.8333 5.23% - 11s 0 0 34891.9583 0 176 36816.0000 34891.9583 5.23% - 11s 0 0 34892.5000 0 60 36816.0000 34892.5000 5.22% - 12s 0 0 34892.6741 0 131 36816.0000 34892.6741 5.22% - 12s 0 0 34892.6741 0 168 36816.0000 34892.6741 5.22% - 13s 0 0 34892.6741 0 168 36816.0000 34892.6741 5.22% - 15s H 0 0 35148.000000 34892.6741 0.73% - 16s 0 0 34892.6741 0 82 35148.0000 34892.6741 0.73% - 18s 0 0 34892.6741 0 121 35148.0000 34892.6741 0.73% - 18s 0 0 34892.6741 0 172 35148.0000 34892.6741 0.73% - 18s 0 0 34892.7222 0 88 35148.0000 34892.7222 0.73% - 18s 0 0 34893.0632 0 157 35148.0000 34893.0632 0.73% - 18s 0 0 34893.3692 0 185 35148.0000 34893.3692 0.72% - 19s 0 0 34893.8516 0 207 35148.0000 34893.8516 0.72% - 19s 0 0 34895.7057 0 183 35148.0000 34895.7057 0.72% - 19s 0 0 34896.2533 0 145 35148.0000 34896.2533 0.72% - 19s 0 0 34896.2533 0 158 35148.0000 34896.2533 0.72% - 19s 0 0 34896.7533 0 144 35148.0000 34896.7533 0.71% - 19s 0 0 34897.0533 0 138 35148.0000 34897.0533 0.71% - 19s 0 0 34897.1105 0 145 35148.0000 34897.1105 0.71% - 19s 0 0 34897.1533 0 132 35148.0000 34897.1533 0.71% - 20s 0 0 34897.4200 0 152 35148.0000 34897.4200 0.71% - 20s 0 0 34897.4886 0 152 35148.0000 34897.4886 0.71% - 20s 0 0 34897.4886 0 152 35148.0000 34897.4886 0.71% - 21s 0 2 34897.5346 0 152 35148.0000 34897.5346 0.71% - 21s * 119 109 83 34955.000000 34900.1200 0.16% 5.0 22s * 216 151 55 34943.000000 34902.0000 0.12% 5.2 22s * 300 133 48 34926.000000 34903.0000 0.07% 4.9 23s * 490 150 20 34924.000000 34911.0000 0.04% 4.7 23s H 620 226 34921.000000 34914.3667 0.02% 6.4 24s Cutting planes: Gomory: 20 MIR: 1 Zero half: 13 Explored 675 nodes (13192 simplex iterations) in 24.88 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.492100000000e+04, best bound 3.491800000000e+04, gap 0.0086% Optimize a model with 638 rows, 121278 columns and 950046 nonzeros Presolve time: 1.22s Presolved: 638 rows, 121278 columns, 950046 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 834 5.1024770e+07 4.6120421e+03 0s 2 1712 1.3029503e+07 5.9689322e+03 0s 3 2639 4.0308822e+06 6.6480031e+03 0s 4 3564 2.0314032e+06 9.6229154e+03 0s 5 4507 3.5072250e+04 2.7336470e+04 0s Sifting complete Root relaxation: objective 3.479950e+04, 5436 iterations, 0.21 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34799.5000 0 107 - 34799.5000 - - 2s Another try with MIP start H 0 0 38254.000000 34799.5000 9.03% - 3s 0 0 34831.0000 0 118 38254.0000 34831.0000 8.95% - 3s 0 0 34858.0000 0 150 38254.0000 34858.0000 8.88% - 4s 0 0 34872.8333 0 154 38254.0000 34872.8333 8.84% - 5s 0 0 34875.8333 0 183 38254.0000 34875.8333 8.83% - 5s 0 0 34880.2000 0 85 38254.0000 34880.2000 8.82% - 5s 0 0 34881.7000 0 130 38254.0000 34881.7000 8.82% - 6s 0 0 34883.3250 0 91 38254.0000 34883.3250 8.81% - 6s 0 0 34883.7000 0 65 38254.0000 34883.7000 8.81% - 6s 0 0 34884.7000 0 77 38254.0000 34884.7000 8.81% - 7s 0 0 34886.3250 0 101 38254.0000 34886.3250 8.80% - 7s 0 0 34889.8250 0 115 38254.0000 34889.8250 8.79% - 7s 0 0 34892.6786 0 118 38254.0000 34892.6786 8.79% - 8s 0 0 34893.6042 0 128 38254.0000 34893.6042 8.78% - 8s 0 0 34894.7708 0 132 38254.0000 34894.7708 8.78% - 9s 0 0 34895.4653 0 135 38254.0000 34895.4653 8.78% - 9s 0 0 34895.9851 0 176 38254.0000 34895.9851 8.78% - 9s 0 0 34896.9375 0 141 38254.0000 34896.9375 8.78% - 10s 0 0 34897.7500 0 99 38254.0000 34897.7500 8.77% - 10s 0 0 34898.4595 0 104 38254.0000 34898.4595 8.77% - 10s 0 0 34899.6667 0 168 38254.0000 34899.6667 8.77% - 11s 0 0 34901.5351 0 177 38254.0000 34901.5351 8.76% - 11s 0 0 34901.5351 0 181 38254.0000 34901.5351 8.76% - 11s 0 0 34901.7018 0 148 38254.0000 34901.7018 8.76% - 13s 0 0 34901.7018 0 128 38254.0000 34901.7018 8.76% - 14s 0 0 34902.8684 0 138 38254.0000 34902.8684 8.76% - 15s 0 0 34903.3351 0 166 38254.0000 34903.3351 8.76% - 16s 0 0 34903.4582 0 143 38254.0000 34903.4582 8.76% - 16s 0 0 34903.6779 0 157 38254.0000 34903.6779 8.76% - 17s 0 0 34903.8885 0 142 38254.0000 34903.8885 8.76% - 18s 0 0 34905.3684 0 127 38254.0000 34905.3684 8.75% - 20s 0 0 34905.8351 0 136 38254.0000 34905.8351 8.75% - 20s 0 0 34905.9582 0 145 38254.0000 34905.9582 8.75% - 20s 0 0 34906.1779 0 137 38254.0000 34906.1779 8.75% - 22s 0 0 34906.6779 0 142 38254.0000 34906.6779 8.75% - 23s 0 0 34907.0351 0 138 38254.0000 34907.0351 8.75% - 24s 0 0 34908.0351 0 147 38254.0000 34908.0351 8.75% - 24s 0 0 34908.0351 0 149 38254.0000 34908.0351 8.75% - 24s 0 0 34908.8538 0 155 38254.0000 34908.8538 8.74% - 26s H 0 0 37744.000000 34908.8538 7.51% - 29s 0 0 34908.8836 0 113 37744.0000 34908.8836 7.51% - 29s 0 0 34909.6115 0 181 37744.0000 34909.6115 7.51% - 29s 0 0 34912.4594 0 224 37744.0000 34912.4594 7.50% - 30s 0 0 34913.5705 0 202 37744.0000 34913.5705 7.50% - 30s 0 0 34913.5705 0 248 37744.0000 34913.5705 7.50% - 31s 0 0 34913.5705 0 185 37744.0000 34913.5705 7.50% - 32s 0 0 34913.5705 0 197 37744.0000 34913.5705 7.50% - 33s 0 0 34913.5705 0 197 37744.0000 34913.5705 7.50% - 36s H 0 0 35365.000000 34913.5705 1.28% - 39s 0 0 34913.5705 0 87 35365.0000 34913.5705 1.28% - 42s 0 0 34913.5705 0 191 35365.0000 34913.5705 1.28% - 42s 0 0 34913.5705 0 140 35365.0000 34913.5705 1.28% - 42s 0 0 34913.5705 0 208 35365.0000 34913.5705 1.28% - 42s 0 0 34913.5705 0 215 35365.0000 34913.5705 1.28% - 42s 0 0 34913.5705 0 197 35365.0000 34913.5705 1.28% - 43s 0 0 34914.2165 0 209 35365.0000 34914.2165 1.27% - 43s 0 0 34914.2165 0 219 35365.0000 34914.2165 1.27% - 43s 0 0 34914.2165 0 212 35365.0000 34914.2165 1.27% - 44s 0 0 34914.2165 0 206 35365.0000 34914.2165 1.27% - 44s 0 0 34914.5149 0 146 35365.0000 34914.5149 1.27% - 45s 0 0 34914.6594 0 203 35365.0000 34914.6594 1.27% - 45s 0 0 34914.6594 0 200 35365.0000 34914.6594 1.27% - 46s 0 2 34915.1036 0 199 35365.0000 34915.1036 1.27% - 47s * 88 88 61 34970.000000 34917.3426 0.15% 6.3 49s * 95 90 64 34968.000000 34917.3426 0.14% 6.4 49s 124 97 cutoff 7 34968.0000 34919.8939 0.14% 7.2 50s H 600 220 34960.000000 34929.0000 0.09% 6.4 52s 617 230 34950.0000 39 181 34960.0000 34929.2818 0.09% 8.8 55s H 620 220 34957.000000 34930.1143 0.08% 8.8 55s H 676 217 34949.000000 34931.1935 0.05% 12.3 55s * 1359 252 80 34948.000000 34936.6120 0.03% 13.0 57s H 1553 158 34945.000000 34938.4481 0.02% 12.6 57s Cutting planes: Gomory: 39 MIR: 1 Zero half: 37 Explored 1851 nodes (30874 simplex iterations) in 57.71 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.494500000000e+04, best bound 3.494200000000e+04, gap 0.0086% Optimize a model with 658 rows, 121278 columns and 1013930 nonzeros Presolve time: 1.31s Presolved: 658 rows, 121278 columns, 1013930 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 833 5.1024784e+07 4.6120557e+03 0s 2 1772 1.0030162e+07 5.6979988e+03 0s 3 2713 4.0311785e+06 6.4298211e+03 0s 4 3661 2.0316385e+06 9.3630426e+03 0s 5 4626 3.5307500e+04 2.1085109e+04 0s 6 5532 3.4803500e+04 3.4534554e+04 0s Sifting complete Root relaxation: objective 3.480150e+04, 6175 iterations, 0.24 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34801.5000 0 93 - 34801.5000 - - 2s Another try with MIP start H 0 0 35890.000000 34801.5000 3.03% - 2s 0 0 34833.0000 0 91 35890.0000 34833.0000 2.95% - 3s 0 0 34833.0000 0 91 35890.0000 34833.0000 2.95% - 5s H 0 0 35805.000000 34833.0000 2.71% - 6s 0 0 34833.0000 0 105 35805.0000 34833.0000 2.71% - 6s 0 0 34857.6667 0 116 35805.0000 34857.6667 2.65% - 6s 0 0 34874.7000 0 137 35805.0000 34874.7000 2.60% - 6s 0 0 34878.1167 0 156 35805.0000 34878.1167 2.59% - 7s 0 0 34881.7000 0 79 35805.0000 34881.7000 2.58% - 7s 0 0 34883.6167 0 86 35805.0000 34883.6167 2.57% - 7s 0 0 34885.7000 0 64 35805.0000 34885.7000 2.57% - 7s 0 0 34887.5833 0 98 35805.0000 34887.5833 2.56% - 8s 0 0 34889.2083 0 109 35805.0000 34889.2083 2.56% - 8s 0 0 34895.0000 0 107 35805.0000 34895.0000 2.54% - 8s 0 0 34896.2500 0 118 35805.0000 34896.2500 2.54% - 8s 0 0 34896.7500 0 84 35805.0000 34896.7500 2.54% - 9s 0 0 34897.7917 0 160 35805.0000 34897.7917 2.53% - 9s 0 0 34898.1667 0 152 35805.0000 34898.1667 2.53% - 9s 0 0 34898.2222 0 137 35805.0000 34898.2222 2.53% - 9s 0 0 34899.0833 0 166 35805.0000 34899.0833 2.53% - 10s 0 0 34899.3000 0 101 35805.0000 34899.3000 2.53% - 10s 0 0 34900.2500 0 105 35805.0000 34900.2500 2.53% - 10s 0 0 34901.5000 0 133 35805.0000 34901.5000 2.52% - 11s 0 0 34902.4028 0 112 35805.0000 34902.4028 2.52% - 11s 0 0 34903.5333 0 168 35805.0000 34903.5333 2.52% - 11s 0 0 34904.1155 0 179 35805.0000 34904.1155 2.52% - 11s 0 0 34904.9667 0 190 35805.0000 34904.9667 2.51% - 12s 0 0 34905.0083 0 200 35805.0000 34905.0083 2.51% - 12s 0 0 34905.9333 0 168 35805.0000 34905.9333 2.51% - 13s 0 0 34906.1833 0 163 35805.0000 34906.1833 2.51% - 13s 0 0 34906.4333 0 197 35805.0000 34906.4333 2.51% - 13s 0 0 34907.6833 0 171 35805.0000 34907.6833 2.51% - 14s 0 0 34908.5722 0 186 35805.0000 34908.5722 2.50% - 14s 0 0 34910.8833 0 198 35805.0000 34910.8833 2.50% - 15s 0 0 34911.1833 0 195 35805.0000 34911.1833 2.50% - 15s 0 0 34911.1833 0 201 35805.0000 34911.1833 2.50% - 15s 0 0 34911.3083 0 169 35805.0000 34911.3083 2.50% - 16s 0 0 34911.6833 0 159 35805.0000 34911.6833 2.49% - 17s 0 0 34911.6833 0 178 35805.0000 34911.6833 2.49% - 18s 0 0 34911.9429 0 219 35805.0000 34911.9429 2.49% - 18s 0 0 34911.9429 0 218 35805.0000 34911.9429 2.49% - 20s H 0 0 35529.000000 34911.9429 1.74% - 22s 0 2 34911.9634 0 211 35529.0000 34911.9634 1.74% - 24s 5 7 34914.7000 4 200 35529.0000 34914.7000 1.73% 11.8 25s H 27 27 35248.000000 34914.9200 0.94% 7.0 27s 105 107 35041.0000 80 25 35248.0000 34914.9200 0.94% 6.5 30s * 143 130 109 35061.000000 34914.9200 0.42% 6.0 30s * 272 182 94 35004.000000 34919.7381 0.24% 5.7 32s * 387 244 94 34995.000000 34920.1833 0.21% 5.3 34s 478 324 34974.5000 43 31 34995.0000 34922.9375 0.21% 5.2 35s H 600 269 34980.000000 34923.2125 0.16% 4.9 36s H 611 264 34974.000000 34929.2308 0.13% 7.6 40s H 678 271 34958.000000 34932.4489 0.07% 11.0 42s * 880 342 73 34954.000000 34940.5372 0.04% 12.2 43s H 892 326 34953.000000 34941.8470 0.03% 12.1 43s 2356 293 34946.2783 68 37 34953.0000 34946.0000 0.02% 10.6 45s 7508 203 34951.0000 72 16 34953.0000 34949.0000 0.01% 8.7 50s Cutting planes: Gomory: 57 Clique: 2 MIR: 2 Zero half: 78 Explored 8351 nodes (78076 simplex iterations) in 50.66 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.495300000000e+04, best bound 3.495000000000e+04, gap 0.0086% Optimize a model with 670 rows, 121278 columns and 1088421 nonzeros Presolve time: 1.37s Presolved: 670 rows, 121278 columns, 1088421 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 867 4.9024926e+07 4.7191458e+03 0s 2 1818 8.0303290e+06 6.2762288e+03 0s 3 2803 2.0318120e+06 9.4873133e+03 0s 4 3801 3.5481000e+04 2.0671921e+04 0s 5 4708 3.4815500e+04 3.3022956e+04 0s Sifting complete Root relaxation: objective 3.481400e+04, 5440 iterations, 0.23 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 112 - 34814.0000 - - 2s Another try with MIP start H 0 0 36660.000000 34814.0000 5.04% - 2s 0 0 34841.2500 0 129 36660.0000 34841.2500 4.96% - 3s 0 0 34867.4167 0 127 36660.0000 34867.4167 4.89% - 3s 0 0 34876.6167 0 177 36660.0000 34876.6167 4.86% - 4s 0 0 34884.4500 0 132 36660.0000 34884.4500 4.84% - 5s 0 0 34888.2000 0 75 36660.0000 34888.2000 4.83% - 5s 0 0 34891.7000 0 61 36660.0000 34891.7000 4.82% - 5s 0 0 34894.1667 0 70 36660.0000 34894.1667 4.82% - 6s 0 0 34898.0833 0 87 36660.0000 34898.0833 4.81% - 6s 0 0 34900.8333 0 89 36660.0000 34900.8333 4.80% - 7s 0 0 34903.2671 0 137 36660.0000 34903.2671 4.79% - 7s 0 0 34905.3056 0 137 36660.0000 34905.3056 4.79% - 7s 0 0 34905.8056 0 135 36660.0000 34905.8056 4.79% - 8s 0 0 34906.6700 0 188 36660.0000 34906.6700 4.78% - 8s 0 0 34907.8333 0 171 36660.0000 34907.8333 4.78% - 8s 0 0 34908.6667 0 183 36660.0000 34908.6667 4.78% - 9s 0 0 34908.8367 0 206 36660.0000 34908.8367 4.78% - 9s 0 0 34909.1667 0 116 36660.0000 34909.1667 4.78% - 11s 0 0 34911.1250 0 194 36660.0000 34911.1250 4.77% - 12s 0 0 34911.1250 0 224 36660.0000 34911.1250 4.77% - 12s 0 0 34911.8750 0 211 36660.0000 34911.8750 4.77% - 13s 0 0 34911.8750 0 253 36660.0000 34911.8750 4.77% - 14s 0 0 34911.8750 0 225 36660.0000 34911.8750 4.77% - 15s 0 0 34911.8750 0 221 36660.0000 34911.8750 4.77% - 17s 0 0 34912.1389 0 160 36660.0000 34912.1389 4.77% - 18s 0 0 34912.1667 0 122 36660.0000 34912.1667 4.77% - 19s 0 0 34912.1667 0 137 36660.0000 34912.1667 4.77% - 20s 0 0 34912.1667 0 135 36660.0000 34912.1667 4.77% - 22s H 0 0 35176.000000 34912.1667 0.75% - 26s 0 0 34912.1667 0 136 35176.0000 34912.1667 0.75% - 28s 0 0 34912.1667 0 182 35176.0000 34912.1667 0.75% - 28s 0 0 34912.1667 0 139 35176.0000 34912.1667 0.75% - 28s 0 0 34912.1667 0 216 35176.0000 34912.1667 0.75% - 28s 0 0 34912.1667 0 180 35176.0000 34912.1667 0.75% - 28s 0 0 34912.1667 0 155 35176.0000 34912.1667 0.75% - 28s 0 0 34912.2000 0 208 35176.0000 34912.2000 0.75% - 28s 0 0 34912.2000 0 195 35176.0000 34912.2000 0.75% - 29s 0 0 34912.2000 0 190 35176.0000 34912.2000 0.75% - 29s 0 0 34912.2000 0 189 35176.0000 34912.2000 0.75% - 29s 0 0 34912.2000 0 192 35176.0000 34912.2000 0.75% - 29s 0 0 34912.3502 0 223 35176.0000 34912.3502 0.75% - 30s 0 0 34912.3502 0 223 35176.0000 34912.3502 0.75% - 30s H 0 0 35060.000000 34912.3502 0.42% - 30s 0 2 34913.0169 0 222 35060.0000 34913.0169 0.42% - 31s * 364 317 92 35050.000000 34919.4423 0.37% 5.7 33s * 374 306 101 35042.000000 34919.4423 0.35% 5.6 33s * 593 496 101 35036.000000 34922.3246 0.32% 5.5 34s 699 576 34974.7500 30 46 35036.0000 34923.2261 0.32% 5.6 35s H 700 424 35022.000000 34923.2261 0.28% 5.6 35s 708 430 35013.0000 93 240 35022.0000 34926.1325 0.27% 5.5 40s 882 499 34956.2500 22 72 35022.0000 34935.2538 0.25% 9.3 45s * 1100 448 97 34979.000000 34935.4979 0.12% 9.5 45s H 1200 425 34977.000000 34936.2284 0.12% 9.7 46s H 1369 440 34972.000000 34937.8521 0.10% 11.5 48s H 1879 562 34971.000000 34946.0000 0.07% 10.8 49s 1967 613 34955.5000 51 8 34971.0000 34946.0000 0.07% 10.6 50s * 2135 620 73 34970.000000 34946.0000 0.07% 10.5 50s * 2271 637 73 34969.000000 34946.0000 0.07% 10.3 50s * 2800 934 55 34966.000000 34946.0000 0.06% 9.8 50s * 2855 902 85 34964.000000 34946.0000 0.05% 9.7 51s H 3000 875 34962.000000 34946.0000 0.05% 9.6 51s H 3003 832 34961.000000 34946.0000 0.04% 9.6 51s 4994 1400 34950.0000 67 6 34961.0000 34946.0000 0.04% 9.5 55s 8536 3548 34955.0000 66 14 34961.0000 34946.0000 0.04% 8.8 60s 12231 5791 34959.0000 79 6 34961.0000 34946.0000 0.04% 8.5 65s 16243 8133 34959.8333 72 19 34961.0000 34946.0000 0.04% 8.2 70s 20258 10514 34957.5000 76 10 34961.0000 34946.7000 0.04% 8.1 75s 24414 12770 cutoff 71 34961.0000 34947.0000 0.04% 8.0 80s 28809 15205 34950.5000 65 12 34961.0000 34947.0000 0.04% 8.0 85s 32561 17091 34950.0000 67 8 34961.0000 34947.5000 0.04% 8.0 90s 36341 18828 34955.4500 69 61 34961.0000 34947.9520 0.04% 8.0 95s 40503 20649 34956.0000 64 6 34961.0000 34948.4167 0.04% 8.0 100s 42364 21373 34954.0000 69 18 34961.0000 34948.5417 0.04% 7.9 105s 46697 22760 34949.0000 88 8 34961.0000 34949.0000 0.03% 7.9 110s 51184 24451 34956.6250 68 73 34961.0000 34949.0000 0.03% 7.9 115s 55836 26421 34955.0000 69 20 34961.0000 34949.0000 0.03% 7.9 120s 60553 28411 cutoff 96 34961.0000 34949.0000 0.03% 7.9 125s 63612 29216 34951.0000 75 36 34961.0000 34949.0000 0.03% 7.9 130s 68043 29780 34949.0000 71 16 34961.0000 34949.0000 0.03% 7.8 135s 72771 30394 34956.5000 86 18 34961.0000 34949.0000 0.03% 7.8 140s 77404 31023 34952.5000 83 26 34961.0000 34949.0000 0.03% 7.8 145s 82291 31684 34957.5000 96 12 34961.0000 34949.0000 0.03% 7.7 150s 87153 32288 34955.5000 87 14 34961.0000 34949.0000 0.03% 7.7 155s 92237 32958 cutoff 99 34961.0000 34949.0000 0.03% 7.8 160s 97252 33570 34952.2500 88 31 34961.0000 34949.0000 0.03% 7.8 165s 102011 33988 34959.1667 76 135 34961.0000 34949.0000 0.03% 7.8 170s 105803 35030 34952.5000 93 20 34961.0000 34949.0000 0.03% 7.8 175s 110242 35672 34955.0000 96 6 34961.0000 34949.0000 0.03% 7.7 180s 115015 36311 34957.1667 112 31 34961.0000 34949.0000 0.03% 7.7 185s 119897 36990 cutoff 114 34961.0000 34949.0000 0.03% 7.7 190s 124705 37667 34949.5000 102 11 34961.0000 34949.0000 0.03% 7.7 195s 129650 38391 34953.5000 103 37 34961.0000 34949.0000 0.03% 7.7 200s 134460 39134 34954.5833 102 109 34961.0000 34949.0000 0.03% 7.7 205s 139364 39818 34953.5833 97 110 34961.0000 34949.0000 0.03% 7.7 210s 143229 40441 34949.0000 94 32 34961.0000 34949.0000 0.03% 7.7 215s 147270 41400 34957.0000 100 14 34961.0000 34949.0000 0.03% 7.7 220s 151429 42139 cutoff 105 34961.0000 34949.0000 0.03% 7.7 225s 155551 42722 34959.0000 114 6 34961.0000 34949.0000 0.03% 7.7 230s 159533 43032 34949.0000 96 18 34961.0000 34949.0000 0.03% 7.7 235s 163649 43432 34951.4375 104 123 34961.0000 34949.0000 0.03% 7.7 240s 167902 43282 34950.0000 97 20 34961.0000 34949.0000 0.03% 7.8 245s 171740 43272 34959.0000 106 33 34961.0000 34949.0000 0.03% 7.9 250s 175593 43268 34952.9444 112 32 34961.0000 34949.0000 0.03% 7.9 255s 179140 43194 34950.0000 102 20 34961.0000 34949.0000 0.03% 8.0 260s 183064 43298 34958.5000 117 116 34961.0000 34949.0000 0.03% 8.0 265s 187030 43441 34954.9375 117 106 34961.0000 34949.0000 0.03% 8.1 270s 190870 43645 34955.5625 109 154 34961.0000 34949.0000 0.03% 8.1 275s 194573 43768 34950.6250 96 95 34961.0000 34949.0000 0.03% 8.1 280s 198557 43889 34954.7500 109 148 34961.0000 34949.0000 0.03% 8.2 285s 202532 43985 34952.9444 110 32 34961.0000 34949.0000 0.03% 8.2 290s 206667 44189 34952.1875 110 27 34961.0000 34949.0000 0.03% 8.2 295s 210946 43904 infeasible 115 34961.0000 34949.0000 0.03% 8.3 300s 214885 43784 34950.0000 108 10 34961.0000 34949.0000 0.03% 8.3 305s 219055 43891 34959.5000 116 12 34961.0000 34949.0000 0.03% 8.4 310s 223376 43835 34958.5000 106 6 34961.0000 34949.0000 0.03% 8.4 315s 227598 43984 cutoff 107 34961.0000 34949.0000 0.03% 8.4 320s 231685 44105 34957.5000 115 12 34961.0000 34949.0000 0.03% 8.5 325s 235976 44162 34957.5000 116 16 34961.0000 34949.0000 0.03% 8.5 330s 240483 44005 34957.5000 112 10 34961.0000 34949.0000 0.03% 8.5 335s 244550 43932 34952.6875 107 87 34961.0000 34949.0000 0.03% 8.6 340s 248932 43922 34958.5000 107 16 34961.0000 34949.0000 0.03% 8.6 345s 253105 43820 cutoff 109 34961.0000 34949.0000 0.03% 8.6 350s 257120 43783 34958.6250 105 85 34961.0000 34949.0000 0.03% 8.7 355s 261251 43857 34950.0000 103 10 34961.0000 34949.0000 0.03% 8.7 360s 265571 44045 34959.6250 109 90 34961.0000 34949.0000 0.03% 8.7 365s 269638 45379 34951.0000 102 12 34961.0000 34949.0000 0.03% 8.7 370s 273931 46770 cutoff 112 34961.0000 34949.0000 0.03% 8.8 375s 278163 47961 34949.0000 105 8 34961.0000 34949.0000 0.03% 8.8 380s 282221 49104 34949.0000 94 17 34961.0000 34949.0000 0.03% 8.8 385s 286481 50305 34956.6250 113 94 34961.0000 34949.0000 0.03% 8.9 390s 290330 51587 cutoff 116 34961.0000 34949.0000 0.03% 8.9 395s 294378 52831 34958.5000 103 18 34961.0000 34949.0000 0.03% 8.9 400s 298490 53879 34949.0000 102 16 34961.0000 34949.0000 0.03% 8.9 405s 302377 55098 34953.5000 106 18 34961.0000 34949.0000 0.03% 9.0 410s 306534 56136 cutoff 102 34961.0000 34949.0000 0.03% 9.0 415s 310696 57771 34956.7424 103 126 34961.0000 34949.0000 0.03% 9.0 420s 314777 59169 34950.0000 101 12 34961.0000 34949.0000 0.03% 9.0 425s 318772 60377 34949.0000 101 20 34961.0000 34949.0000 0.03% 9.0 430s 322919 61458 34950.0000 100 16 34961.0000 34949.0000 0.03% 9.0 435s 327258 62984 34954.9653 102 144 34961.0000 34949.0432 0.03% 9.0 440s 331735 64433 34960.0000 116 26 34961.0000 34949.1881 0.03% 9.1 445s 335943 65345 cutoff 104 34961.0000 34949.2460 0.03% 9.1 450s 340002 66108 cutoff 101 34961.0000 34949.4306 0.03% 9.1 455s 344537 67446 34952.0714 104 127 34961.0000 34949.5000 0.03% 9.1 460s 349035 69051 34950.1359 103 86 34961.0000 34949.5166 0.03% 9.1 465s 353681 69977 cutoff 116 34961.0000 34949.5538 0.03% 9.1 470s 358158 70923 34958.5000 106 6 34961.0000 34949.6848 0.03% 9.1 475s 362162 71734 34956.4231 98 53 34961.0000 34949.9821 0.03% 9.1 480s 366208 72724 34957.3984 106 149 34961.0000 34950.0000 0.03% 9.2 485s 370719 73951 34953.0000 103 27 34961.0000 34950.0000 0.03% 9.2 490s 375355 75148 34956.0000 101 16 34961.0000 34950.0000 0.03% 9.2 495s 379624 76562 34953.4773 112 143 34961.0000 34950.0000 0.03% 9.2 500s 384021 77842 34953.5000 108 25 34961.0000 34950.0000 0.03% 9.2 505s 388239 78785 34956.0000 113 16 34961.0000 34950.0000 0.03% 9.2 510s 392828 79848 34950.0000 113 6 34961.0000 34950.0000 0.03% 9.2 515s 397261 80951 34952.5000 106 18 34961.0000 34950.0000 0.03% 9.2 520s 401679 82252 34958.9167 107 101 34961.0000 34950.0000 0.03% 9.2 525s 405798 83385 34950.0000 104 18 34961.0000 34950.0000 0.03% 9.2 530s 409887 84525 34950.0000 99 10 34961.0000 34950.0000 0.03% 9.2 535s 414190 85673 34958.5000 115 116 34961.0000 34950.0000 0.03% 9.2 540s 418732 86771 34953.1875 106 27 34961.0000 34950.0000 0.03% 9.2 545s 422808 87855 cutoff 109 34961.0000 34950.0000 0.03% 9.2 550s 426850 88756 34958.5000 108 14 34961.0000 34950.0000 0.03% 9.3 555s 430971 89830 34950.0000 103 16 34961.0000 34950.0000 0.03% 9.3 560s 434961 90885 34952.0000 108 12 34961.0000 34950.0000 0.03% 9.3 565s 439491 92327 34958.1522 108 38 34961.0000 34950.0000 0.03% 9.3 570s 443640 93424 34957.7718 111 119 34961.0000 34950.0000 0.03% 9.3 575s 447622 94313 34952.5000 109 20 34961.0000 34950.0000 0.03% 9.3 580s 451633 95304 34958.3889 110 144 34961.0000 34950.0000 0.03% 9.3 585s 455905 96261 34955.5000 105 20 34961.0000 34950.0000 0.03% 9.3 590s 460117 97383 34958.5000 115 115 34961.0000 34950.0000 0.03% 9.3 595s 464167 98379 34956.0000 110 12 34961.0000 34950.0000 0.03% 9.3 600s 468279 99449 cutoff 115 34961.0000 34950.0000 0.03% 9.3 605s 472088 100521 34953.1875 106 27 34961.0000 34950.0000 0.03% 9.3 610s 476150 101373 34957.1667 102 32 34961.0000 34950.0000 0.03% 9.3 615s 480210 102404 34952.0000 101 12 34961.0000 34950.0000 0.03% 9.4 620s 484090 103444 34958.5000 113 108 34961.0000 34950.0000 0.03% 9.4 625s 488013 104446 34955.0000 109 20 34961.0000 34950.0000 0.03% 9.4 630s 492246 105599 34950.0000 106 6 34961.0000 34950.0000 0.03% 9.4 635s 496249 105617 34951.0000 103 6 34961.0000 34950.0277 0.03% 9.4 640s 500767 106728 cutoff 107 34961.0000 34950.0496 0.03% 9.4 645s 505088 106429 cutoff 107 34961.0000 34950.0804 0.03% 9.4 650s 509511 107052 34953.5000 109 20 34961.0000 34950.1185 0.03% 9.4 655s 513856 107367 34959.0435 109 88 34961.0000 34950.1750 0.03% 9.4 660s 518033 107840 34951.0000 109 6 34961.0000 34950.2078 0.03% 9.5 665s 522201 108511 34951.0000 107 12 34961.0000 34950.2460 0.03% 9.5 670s 526587 109104 infeasible 110 34961.0000 34950.2963 0.03% 9.5 675s 530918 109726 34951.6250 106 106 34961.0000 34950.5000 0.03% 9.5 680s 535295 110787 cutoff 104 34961.0000 34950.5455 0.03% 9.5 685s 539970 111624 34958.1667 106 54 34961.0000 34950.6000 0.03% 9.5 690s 544220 112200 34956.7917 109 134 34961.0000 34950.6579 0.03% 9.5 695s 548627 112949 34951.0000 109 16 34961.0000 34950.8333 0.03% 9.5 700s 552649 113258 cutoff 109 34961.0000 34951.0000 0.03% 9.5 705s 556934 113834 34958.0000 116 12 34961.0000 34951.0000 0.03% 9.5 710s 561054 114383 34956.0000 110 16 34961.0000 34951.0000 0.03% 9.5 715s 565151 115110 34956.8333 110 44 34961.0000 34951.0000 0.03% 9.5 720s 569620 115762 34959.1835 114 90 34961.0000 34951.0000 0.03% 9.5 725s 574090 116784 34954.0000 104 14 34961.0000 34951.0000 0.03% 9.5 730s 578562 117720 34956.0000 112 16 34961.0000 34951.0000 0.03% 9.5 735s 582988 118620 34953.1111 106 100 34961.0000 34951.0000 0.03% 9.5 740s 587063 119424 34953.5938 106 100 34961.0000 34951.0000 0.03% 9.5 745s 591737 119893 34952.0000 105 6 34961.0000 34951.0051 0.03% 9.5 750s 595744 119282 34952.0000 105 16 34961.0000 34951.0373 0.03% 9.5 755s 600119 118357 34952.0000 108 12 34961.0000 34951.0804 0.03% 9.5 760s 604439 118328 34957.6250 109 124 34961.0000 34951.1136 0.03% 9.5 765s 608946 118589 34953.7500 108 30 34961.0000 34951.1538 0.03% 9.5 770s 613066 118459 34956.3333 107 52 34961.0000 34951.1802 0.03% 9.5 775s 617461 118765 cutoff 109 34961.0000 34951.2500 0.03% 9.5 780s 621901 118865 34954.6713 103 153 34961.0000 34951.3333 0.03% 9.5 785s 626468 118950 cutoff 110 34961.0000 34951.5000 0.03% 9.5 790s 630757 118811 cutoff 110 34961.0000 34951.5104 0.03% 9.5 795s 634762 118539 cutoff 102 34961.0000 34951.5244 0.03% 9.5 800s 638804 118306 34953.5000 108 14 34961.0000 34951.5510 0.03% 9.5 805s 643059 117992 34954.0000 104 6 34961.0000 34951.5885 0.03% 9.5 810s 646919 118057 34957.0000 116 16 34961.0000 34951.6250 0.03% 9.5 815s 650402 118433 34959.0000 120 6 34961.0000 34951.6250 0.03% 9.5 820s 654285 118709 cutoff 102 34961.0000 34951.6358 0.03% 9.5 825s 658028 118461 cutoff 103 34961.0000 34951.7159 0.03% 9.5 830s 662438 118878 34956.6601 104 122 34961.0000 34951.8333 0.03% 9.5 835s 666999 119294 34959.8485 100 143 34961.0000 34951.9222 0.03% 9.5 840s 671593 119813 34952.0000 104 12 34961.0000 34952.0000 0.03% 9.5 845s 676052 120577 cutoff 105 34961.0000 34952.0000 0.03% 9.5 850s 680358 121211 34959.0000 109 6 34961.0000 34952.0000 0.03% 9.5 855s 684472 121814 34952.0000 105 6 34961.0000 34952.0000 0.03% 9.5 860s 688888 122443 34959.7333 104 119 34961.0000 34952.0000 0.03% 9.5 865s 693230 123079 34957.0000 107 18 34961.0000 34952.0000 0.03% 9.5 870s 697278 123536 34952.0000 104 8 34961.0000 34952.0000 0.03% 9.5 875s 701862 123776 cutoff 102 34961.0000 34952.0000 0.03% 9.5 880s 706199 124282 34954.0000 105 14 34961.0000 34952.0000 0.03% 9.5 885s 710203 124981 34956.5000 108 10 34961.0000 34952.0000 0.03% 9.5 890s 714588 125722 34953.0000 104 18 34961.0000 34952.0000 0.03% 9.5 895s 718998 126490 cutoff 105 34961.0000 34952.0000 0.03% 9.5 900s 723340 127316 34957.5000 117 24 34961.0000 34952.0000 0.03% 9.5 905s 727442 127984 34954.5000 104 18 34961.0000 34952.0000 0.03% 9.5 910s 731656 128645 34952.0000 103 14 34961.0000 34952.0000 0.03% 9.5 915s 735785 129408 34959.0000 106 16 34961.0000 34952.0000 0.03% 9.5 920s 739985 130025 cutoff 105 34961.0000 34952.0000 0.03% 9.5 925s 744190 130573 34959.8889 112 103 34961.0000 34952.0000 0.03% 9.5 930s 748141 131038 cutoff 104 34961.0000 34952.0000 0.03% 9.5 935s 752640 131859 cutoff 103 34961.0000 34952.0000 0.03% 9.5 940s 756876 132662 34954.0000 104 16 34961.0000 34952.0000 0.03% 9.5 945s 761084 133372 34959.7333 108 115 34961.0000 34952.0000 0.03% 9.5 950s 765064 133958 34954.0000 102 24 34961.0000 34952.0000 0.03% 9.5 955s 769110 134529 infeasible 119 34961.0000 34952.0000 0.03% 9.6 960s 773372 135078 34956.5000 101 14 34961.0000 34952.0000 0.03% 9.6 965s 777761 135800 34957.4636 102 177 34961.0000 34952.0000 0.03% 9.6 970s 782025 136717 infeasible 113 34961.0000 34952.0000 0.03% 9.5 975s 786420 137488 34957.8177 106 172 34961.0000 34952.0000 0.03% 9.5 980s 790660 138166 cutoff 110 34961.0000 34952.0000 0.03% 9.5 985s 794857 138795 cutoff 107 34961.0000 34952.0000 0.03% 9.6 990s 799106 139565 cutoff 109 34961.0000 34952.0000 0.03% 9.6 995s 803175 140161 34952.0000 107 16 34961.0000 34952.0000 0.03% 9.6 1000s 807529 140950 34954.0000 100 14 34961.0000 34952.0000 0.03% 9.6 1005s 811718 141675 34953.0000 106 8 34961.0000 34952.0000 0.03% 9.6 1010s 816059 142401 34954.5000 109 12 34961.0000 34952.0000 0.03% 9.6 1015s 820245 143084 34956.9444 105 120 34961.0000 34952.0000 0.03% 9.6 1020s 824410 142950 cutoff 103 34961.0000 34952.0415 0.03% 9.6 1025s 828833 142094 34954.3915 107 142 34961.0000 34952.0833 0.03% 9.6 1030s 832728 142364 34959.7333 106 122 34961.0000 34952.1071 0.03% 9.6 1035s 837471 142566 34954.0000 107 16 34961.0000 34952.1310 0.03% 9.6 1040s 841622 142501 34953.5132 98 160 34961.0000 34952.1839 0.03% 9.6 1045s 845776 141798 cutoff 106 34961.0000 34952.2500 0.03% 9.6 1050s 849914 141219 34955.5000 103 14 34961.0000 34952.3000 0.02% 9.6 1055s 854019 141323 34957.8177 108 172 34961.0000 34952.3214 0.02% 9.6 1060s 858228 141715 34954.0000 103 8 34961.0000 34952.3546 0.02% 9.6 1065s 862390 141458 cutoff 108 34961.0000 34952.4231 0.02% 9.6 1070s 866853 140751 34960.0000 132 12 34961.0000 34952.5000 0.02% 9.6 1075s 871963 140434 34957.0000 112 14 34961.0000 34952.5000 0.02% 9.6 1080s 876513 140351 34959.5000 111 20 34961.0000 34952.5067 0.02% 9.6 1085s 880962 139695 34953.1667 107 29 34961.0000 34952.5282 0.02% 9.6 1090s 885522 138989 34957.0000 106 26 34961.0000 34952.5530 0.02% 9.5 1095s 889711 138585 34960.0000 114 45 34961.0000 34952.5781 0.02% 9.5 1100s 893866 137998 34957.0179 108 139 34961.0000 34952.6250 0.02% 9.5 1105s 897853 137602 cutoff 110 34961.0000 34952.6620 0.02% 9.5 1110s 901725 136755 34953.5938 106 100 34961.0000 34952.7146 0.02% 9.5 1115s 906085 136217 cutoff 99 34961.0000 34952.7981 0.02% 9.5 1120s 910236 135367 cutoff 107 34961.0000 34952.8827 0.02% 9.5 1125s 914521 134725 infeasible 102 34961.0000 34952.9532 0.02% 9.5 1130s 918809 134527 34958.5000 115 6 34961.0000 34953.0000 0.02% 9.5 1135s 923332 135189 34954.1667 103 23 34961.0000 34953.0000 0.02% 9.5 1140s 927452 135668 34959.0000 113 14 34961.0000 34953.0000 0.02% 9.5 1145s 931860 136095 34956.0000 110 16 34961.0000 34953.0000 0.02% 9.5 1150s 936044 136361 34957.9224 116 171 34961.0000 34953.0000 0.02% 9.5 1155s 940435 136950 cutoff 109 34961.0000 34953.0000 0.02% 9.5 1160s 944597 137445 34955.5000 110 20 34961.0000 34953.0000 0.02% 9.5 1165s 948936 137947 cutoff 109 34961.0000 34953.0000 0.02% 9.5 1170s 953114 138419 34960.0000 111 16 34961.0000 34953.0000 0.02% 9.5 1175s 957490 138948 34954.0000 103 14 34961.0000 34953.0000 0.02% 9.5 1180s 961670 139176 34953.0000 101 6 34961.0000 34953.0000 0.02% 9.5 1185s 965914 139589 34953.0000 110 12 34961.0000 34953.0000 0.02% 9.5 1190s 970081 139982 34958.0000 99 20 34961.0000 34953.0000 0.02% 9.5 1195s 974360 140339 cutoff 107 34961.0000 34953.0000 0.02% 9.5 1200s 978709 141032 34956.5000 105 16 34961.0000 34953.0000 0.02% 9.5 1205s 983254 140679 cutoff 107 34961.0000 34953.0387 0.02% 9.5 1210s 987829 139846 34954.0000 101 12 34961.0000 34953.0692 0.02% 9.5 1215s 992079 139398 cutoff 104 34961.0000 34953.1000 0.02% 9.5 1220s 996295 138593 34954.0000 100 18 34961.0000 34953.1250 0.02% 9.5 1225s 1000586 137659 cutoff 104 34961.0000 34953.1667 0.02% 9.5 1230s 1004790 136928 cutoff 110 34961.0000 34953.2031 0.02% 9.5 1235s 1009159 135635 34954.0000 103 12 34961.0000 34953.2417 0.02% 9.5 1240s 1013211 135068 34959.8750 106 86 34961.0000 34953.2713 0.02% 9.5 1245s 1017115 134319 34955.5000 104 12 34961.0000 34953.3000 0.02% 9.5 1250s 1021248 133291 34954.0000 100 8 34961.0000 34953.3220 0.02% 9.6 1255s 1025640 133113 34956.5000 99 16 34961.0000 34953.3542 0.02% 9.5 1260s 1029785 132493 34958.5000 110 8 34961.0000 34953.4035 0.02% 9.6 1265s 1034358 131488 34953.5000 107 14 34961.0000 34953.4792 0.02% 9.5 1270s 1038983 130582 cutoff 103 34961.0000 34953.5000 0.02% 9.5 1275s 1043603 130192 cutoff 104 34961.0000 34953.5000 0.02% 9.5 1280s 1048092 128985 34957.8177 107 173 34961.0000 34953.5733 0.02% 9.5 1285s 1052522 128169 34957.0000 110 10 34961.0000 34953.6250 0.02% 9.5 1290s 1057117 127037 34955.3661 110 152 34961.0000 34953.7083 0.02% 9.5 1295s 1061570 126116 cutoff 113 34961.0000 34953.7917 0.02% 9.5 1300s 1066603 127110 34955.0000 105 12 34961.0000 34953.7960 0.02% 9.5 1305s 1070836 126110 cutoff 111 34961.0000 34953.8835 0.02% 9.5 1310s 1075619 125852 34957.0000 101 20 34961.0000 34953.9435 0.02% 9.5 1315s 1080593 125356 34954.0000 110 26 34961.0000 34954.0000 0.02% 9.5 1320s 1085552 125491 34956.0000 118 14 34961.0000 34954.0000 0.02% 9.5 1325s 1090542 125654 34954.0000 109 6 34961.0000 34954.0000 0.02% 9.5 1330s 1095583 125708 34954.0000 104 10 34961.0000 34954.0000 0.02% 9.5 1335s 1100579 125900 cutoff 114 34961.0000 34954.0000 0.02% 9.5 1340s 1105640 126035 cutoff 115 34961.0000 34954.0000 0.02% 9.5 1345s 1110322 126157 34954.0000 103 16 34961.0000 34954.0000 0.02% 9.5 1350s 1115317 126431 34957.5000 115 14 34961.0000 34954.0000 0.02% 9.5 1355s 1120141 126630 34959.6623 108 169 34961.0000 34954.0000 0.02% 9.5 1360s 1125170 126808 34954.0000 114 10 34961.0000 34954.0000 0.02% 9.5 1365s 1130165 127071 cutoff 115 34961.0000 34954.0000 0.02% 9.4 1370s 1135272 127306 34954.8333 114 32 34961.0000 34954.0000 0.02% 9.4 1375s 1140256 127676 34954.0000 110 6 34961.0000 34954.0000 0.02% 9.4 1380s 1145314 127920 cutoff 116 34961.0000 34954.0000 0.02% 9.4 1385s 1150232 128273 34956.0000 107 12 34961.0000 34954.0000 0.02% 9.4 1390s 1155110 128463 cutoff 108 34961.0000 34954.0000 0.02% 9.4 1395s 1160140 128637 34958.1667 117 27 34961.0000 34954.0000 0.02% 9.4 1400s 1164920 128909 34958.5090 119 117 34961.0000 34954.0000 0.02% 9.4 1405s 1169602 129172 cutoff 116 34961.0000 34954.0000 0.02% 9.4 1410s 1174518 129357 34954.0000 106 20 34961.0000 34954.0000 0.02% 9.4 1415s 1179435 129557 34955.0000 109 20 34961.0000 34954.0000 0.02% 9.4 1420s 1184326 129810 34956.0000 106 16 34961.0000 34954.0000 0.02% 9.4 1425s 1189467 130116 cutoff 113 34961.0000 34954.0000 0.02% 9.4 1430s 1194067 130382 34959.9492 118 109 34961.0000 34954.0000 0.02% 9.4 1435s 1199018 130717 34954.0000 110 30 34961.0000 34954.0000 0.02% 9.4 1440s 1203917 130997 34954.0000 111 8 34961.0000 34954.0000 0.02% 9.4 1445s 1208732 131366 cutoff 118 34961.0000 34954.0000 0.02% 9.4 1450s 1213744 131695 cutoff 104 34961.0000 34954.0000 0.02% 9.4 1455s 1218708 131995 34959.9492 117 105 34961.0000 34954.0000 0.02% 9.4 1460s 1223442 132297 34957.5000 119 14 34961.0000 34954.0000 0.02% 9.4 1465s 1228223 132576 cutoff 117 34961.0000 34954.0000 0.02% 9.4 1470s 1233151 132809 cutoff 113 34961.0000 34954.0000 0.02% 9.4 1475s 1238331 133105 34956.0000 105 6 34961.0000 34954.0000 0.02% 9.4 1480s 1243128 133389 34959.7500 116 107 34961.0000 34954.0000 0.02% 9.4 1485s 1248032 133649 cutoff 112 34961.0000 34954.0000 0.02% 9.3 1490s 1253055 133931 cutoff 116 34961.0000 34954.0000 0.02% 9.3 1495s 1257907 134174 34956.0000 115 6 34961.0000 34954.0000 0.02% 9.3 1500s 1262411 134387 34954.0000 108 16 34961.0000 34954.0000 0.02% 9.3 1505s 1267229 134631 34957.4167 120 98 34961.0000 34954.0000 0.02% 9.3 1510s 1272039 134943 34959.0000 115 18 34961.0000 34954.0000 0.02% 9.3 1515s 1276583 135251 34954.0000 110 16 34961.0000 34954.0000 0.02% 9.3 1520s 1281505 135527 34955.0000 117 14 34961.0000 34954.0000 0.02% 9.3 1525s 1286364 135844 34954.3333 112 23 34961.0000 34954.0000 0.02% 9.3 1530s 1291846 136504 34954.0000 104 22 34961.0000 34954.0000 0.02% 9.3 1535s 1296615 137243 cutoff 111 34961.0000 34954.0000 0.02% 9.3 1540s 1301240 137762 34956.0000 108 20 34961.0000 34954.0000 0.02% 9.3 1545s 1305473 137285 cutoff 108 34961.0000 34954.0011 0.02% 9.3 1550s 1309812 136890 cutoff 111 34961.0000 34954.0285 0.02% 9.3 1555s 1314749 136567 cutoff 106 34961.0000 34954.0500 0.02% 9.3 1560s 1319342 136254 34959.0000 114 20 34961.0000 34954.0750 0.02% 9.3 1565s 1324265 135811 34954.3333 115 19 34961.0000 34954.1000 0.02% 9.3 1570s 1329094 135490 34956.0000 108 16 34961.0000 34954.1250 0.02% 9.3 1575s 1333809 135042 34954.5928 115 101 34961.0000 34954.1667 0.02% 9.3 1580s 1338847 134610 34957.3991 115 91 34961.0000 34954.2000 0.02% 9.3 1585s 1343340 133818 cutoff 119 34961.0000 34954.2500 0.02% 9.3 1590s 1347684 133144 34955.6875 110 121 34961.0000 34954.3000 0.02% 9.3 1595s 1352268 132216 34954.5928 114 96 34961.0000 34954.3333 0.02% 9.3 1600s 1356886 131686 34958.0000 108 14 34961.0000 34954.3671 0.02% 9.3 1605s 1361580 130983 34956.0000 111 10 34961.0000 34954.4167 0.02% 9.3 1610s 1366256 130283 cutoff 106 34961.0000 34954.4750 0.02% 9.3 1615s 1371231 129333 34956.5473 104 71 34961.0000 34954.5000 0.02% 9.3 1620s 1376381 128594 cutoff 110 34961.0000 34954.5000 0.02% 9.3 1625s 1381008 127715 34956.8571 115 101 34961.0000 34954.5250 0.02% 9.3 1630s 1385558 126866 cutoff 108 34961.0000 34954.5526 0.02% 9.3 1635s 1390109 125827 cutoff 109 34961.0000 34954.5938 0.02% 9.3 1640s 1394559 124736 34956.5000 108 16 34961.0000 34954.6363 0.02% 9.3 1645s 1399357 123247 cutoff 113 34961.0000 34954.7083 0.02% 9.3 1650s 1404211 122179 34956.0000 111 14 34961.0000 34954.7641 0.02% 9.3 1655s 1409534 122654 34955.9375 108 108 34961.0000 34954.7917 0.02% 9.3 1660s 1414828 123105 34959.3500 106 137 34961.0000 34954.8222 0.02% 9.3 1665s 1420135 122998 34958.1667 117 18 34961.0000 34954.8333 0.02% 9.2 1670s 1424506 121310 34956.5000 108 12 34961.0000 34954.8750 0.02% 9.2 1675s 1429046 121020 34956.0000 103 16 34961.0000 34954.9118 0.02% 9.2 1680s 1434334 121089 cutoff 110 34961.0000 34954.9375 0.02% 9.2 1685s 1439199 121199 34958.1667 115 26 34961.0000 34954.9564 0.02% 9.2 1690s 1443783 120655 infeasible 103 34961.0000 34955.0000 0.02% 9.2 1695s 1448617 120783 34955.0000 106 18 34961.0000 34955.0000 0.02% 9.2 1700s 1453790 120932 cutoff 109 34961.0000 34955.0000 0.02% 9.2 1705s 1458811 120961 34955.0000 113 12 34961.0000 34955.0000 0.02% 9.2 1710s 1463725 121195 34958.5000 119 14 34961.0000 34955.0000 0.02% 9.2 1715s 1468673 121317 34957.7652 95 161 34961.0000 34955.0000 0.02% 9.2 1720s 1473936 121545 34960.0000 115 6 34961.0000 34955.0000 0.02% 9.2 1725s 1478998 121710 34955.0000 113 14 34961.0000 34955.0000 0.02% 9.2 1730s 1484040 121886 34959.1149 116 81 34961.0000 34955.0000 0.02% 9.2 1735s 1489168 122061 34958.1218 108 146 34961.0000 34955.0000 0.02% 9.2 1740s 1494356 122418 34955.0000 101 10 34961.0000 34955.0000 0.02% 9.2 1745s 1499350 122537 34957.5000 115 26 34961.0000 34955.0000 0.02% 9.2 1750s 1504537 122730 34955.0000 117 8 34961.0000 34955.0000 0.02% 9.1 1755s 1509733 122810 34957.0000 117 16 34961.0000 34955.0000 0.02% 9.1 1760s 1514958 122872 34955.0000 112 8 34961.0000 34955.0000 0.02% 9.1 1765s 1520302 122923 cutoff 113 34961.0000 34955.0000 0.02% 9.1 1770s 1525376 123070 34957.5000 103 24 34961.0000 34955.0000 0.02% 9.1 1775s 1530274 123369 cutoff 117 34961.0000 34955.0000 0.02% 9.1 1780s 1535390 123658 cutoff 108 34961.0000 34955.0000 0.02% 9.1 1785s 1540395 123901 34958.5000 116 14 34961.0000 34955.0000 0.02% 9.1 1790s 1545343 124148 34958.5000 115 14 34961.0000 34955.0000 0.02% 9.1 1795s 1550387 124349 34955.0000 110 16 34961.0000 34955.0000 0.02% 9.1 1800s 1555428 124538 34957.1944 116 185 34961.0000 34955.0000 0.02% 9.1 1805s 1560480 124847 34957.0000 115 6 34961.0000 34955.0000 0.02% 9.1 1810s 1565671 125080 34957.0000 116 14 34961.0000 34955.0000 0.02% 9.1 1815s 1570886 125334 34957.0000 116 6 34961.0000 34955.0000 0.02% 9.1 1820s 1575977 125531 34957.5000 113 22 34961.0000 34955.0000 0.02% 9.1 1825s 1581090 125713 34956.0000 110 12 34961.0000 34955.0000 0.02% 9.1 1830s 1586266 125986 34957.7500 114 66 34961.0000 34955.0000 0.02% 9.1 1835s 1591292 126120 34957.0000 109 8 34961.0000 34955.0000 0.02% 9.0 1840s 1596305 126326 34959.9310 109 115 34961.0000 34955.0000 0.02% 9.0 1845s 1601518 126554 34955.0000 112 16 34961.0000 34955.0000 0.02% 9.0 1850s 1606677 126755 cutoff 112 34961.0000 34955.0000 0.02% 9.0 1855s 1611591 126996 34955.0000 120 12 34961.0000 34955.0000 0.02% 9.0 1860s 1616838 127320 cutoff 116 34961.0000 34955.0000 0.02% 9.0 1865s 1621888 127477 34955.0000 111 20 34961.0000 34955.0000 0.02% 9.0 1870s 1626805 127671 34957.0000 105 14 34961.0000 34955.0000 0.02% 9.0 1875s 1631858 127969 34957.5000 114 12 34961.0000 34955.0000 0.02% 9.0 1880s 1636580 128128 34955.0000 106 10 34961.0000 34955.0000 0.02% 9.0 1885s 1641744 128365 34955.0000 110 6 34961.0000 34955.0000 0.02% 9.0 1890s 1646662 128565 34957.5000 107 24 34961.0000 34955.0000 0.02% 9.0 1895s 1651762 128775 34957.5000 120 16 34961.0000 34955.0000 0.02% 9.0 1900s 1656592 129079 34957.5000 109 12 34961.0000 34955.0000 0.02% 9.0 1905s 1661527 129238 34955.0000 116 16 34961.0000 34955.0000 0.02% 9.0 1910s 1666543 129465 34955.0000 114 10 34961.0000 34955.0000 0.02% 9.0 1915s 1671540 129750 34955.0000 110 18 34961.0000 34955.0000 0.02% 9.0 1920s 1676497 130013 34957.5000 108 18 34961.0000 34955.0000 0.02% 9.0 1925s 1681303 130184 34958.5000 114 24 34961.0000 34955.0000 0.02% 9.0 1930s 1686371 130388 34956.0000 111 20 34961.0000 34955.0000 0.02% 9.0 1935s 1691400 130591 34957.0000 103 18 34961.0000 34955.0000 0.02% 9.0 1940s 1696336 130881 34957.0000 105 12 34961.0000 34955.0000 0.02% 8.9 1945s 1701196 131158 34959.1667 109 24 34961.0000 34955.0000 0.02% 8.9 1950s 1706246 131528 34957.7372 103 157 34961.0000 34955.0000 0.02% 8.9 1955s 1711198 131943 34956.0000 114 14 34961.0000 34955.0000 0.02% 8.9 1960s 1715920 132341 cutoff 96 34961.0000 34955.0000 0.02% 8.9 1965s 1720966 132663 34957.0000 114 12 34961.0000 34955.0000 0.02% 8.9 1970s 1726174 132987 34955.0000 110 16 34961.0000 34955.0000 0.02% 8.9 1975s 1731104 133280 34960.0000 104 16 34961.0000 34955.0000 0.02% 8.9 1980s 1735971 133552 34957.0000 115 6 34961.0000 34955.0000 0.02% 8.9 1985s 1740957 133854 34957.0000 108 14 34961.0000 34955.0000 0.02% 8.9 1990s 1745788 134093 34955.0000 104 12 34961.0000 34955.0000 0.02% 8.9 1995s 1750629 134370 34955.0000 102 12 34961.0000 34955.0000 0.02% 8.9 2000s 1755570 134627 34960.0000 117 20 34961.0000 34955.0000 0.02% 8.9 2005s 1760339 134866 34960.0000 114 16 34961.0000 34955.0000 0.02% 8.9 2010s 1765471 135159 34955.0000 104 12 34961.0000 34955.0000 0.02% 8.9 2015s 1770524 135408 34955.0000 108 12 34961.0000 34955.0000 0.02% 8.9 2020s 1775433 135681 34957.7639 112 192 34961.0000 34955.0000 0.02% 8.9 2025s 1780351 135967 cutoff 114 34961.0000 34955.0000 0.02% 8.9 2030s 1785158 136183 34960.0000 109 12 34961.0000 34955.0000 0.02% 8.9 2035s 1790084 136443 cutoff 104 34961.0000 34955.0000 0.02% 8.9 2040s 1795120 136809 cutoff 116 34961.0000 34955.0000 0.02% 8.9 2045s 1799747 137179 34958.1875 107 37 34961.0000 34955.0000 0.02% 8.9 2050s 1804760 137538 34957.4233 113 175 34961.0000 34955.0000 0.02% 8.9 2055s 1809915 137798 34955.0000 105 12 34961.0000 34955.0000 0.02% 8.9 2060s 1814856 138047 34956.0000 114 8 34961.0000 34955.0000 0.02% 8.9 2065s 1819623 138341 34955.0000 99 12 34961.0000 34955.0000 0.02% 8.9 2070s 1824464 138623 34956.0000 104 18 34961.0000 34955.0000 0.02% 8.9 2075s 1829323 138854 34955.0000 117 6 34961.0000 34955.0000 0.02% 8.8 2080s 1834442 139030 cutoff 102 34961.0000 34955.0000 0.02% 8.8 2085s 1839127 139209 34955.0000 110 16 34961.0000 34955.0000 0.02% 8.8 2090s 1843752 139413 34956.0000 109 8 34961.0000 34955.0000 0.02% 8.8 2095s 1848314 139630 cutoff 106 34961.0000 34955.0000 0.02% 8.8 2100s 1853085 139916 34956.0000 111 8 34961.0000 34955.0000 0.02% 8.8 2105s 1857787 140154 34957.0000 103 12 34961.0000 34955.0000 0.02% 8.8 2110s 1862499 140507 34955.0000 99 20 34961.0000 34955.0000 0.02% 8.8 2115s 1867698 140954 34955.0000 100 27 34961.0000 34955.0000 0.02% 8.8 2120s 1872151 141246 34955.3573 105 147 34961.0000 34955.0000 0.02% 8.8 2125s 1877026 141578 cutoff 105 34961.0000 34955.0000 0.02% 8.8 2130s 1881859 141874 34959.7910 103 153 34961.0000 34955.0000 0.02% 8.8 2135s 1886385 142155 34957.7372 105 157 34961.0000 34955.0000 0.02% 8.8 2140s 1891202 142382 34955.0000 114 10 34961.0000 34955.0000 0.02% 8.8 2145s 1895784 142579 34955.0000 104 6 34961.0000 34955.0000 0.02% 8.8 2150s 1900543 142928 34955.0000 114 12 34961.0000 34955.0000 0.02% 8.8 2155s 1905464 143347 34956.0000 105 18 34961.0000 34955.0000 0.02% 8.8 2160s 1910128 143685 34958.3750 105 92 34961.0000 34955.0000 0.02% 8.8 2165s 1914700 143917 34958.1875 107 27 34961.0000 34955.0000 0.02% 8.8 2170s 1919527 144160 infeasible 108 34961.0000 34955.0000 0.02% 8.8 2175s 1924225 144459 34956.0000 111 14 34961.0000 34955.0000 0.02% 8.8 2180s 1929332 144860 cutoff 104 34961.0000 34955.0000 0.02% 8.8 2185s 1934068 145133 34957.5000 106 18 34961.0000 34955.0000 0.02% 8.8 2190s 1938791 145319 cutoff 108 34961.0000 34955.0000 0.02% 8.8 2195s 1943626 145548 34956.1363 104 150 34961.0000 34955.0000 0.02% 8.8 2200s 1948180 145674 cutoff 104 34961.0000 34955.0000 0.02% 8.8 2205s 1952650 145720 34957.0000 108 12 34961.0000 34955.0000 0.02% 8.8 2210s 1957227 145615 cutoff 109 34961.0000 34955.0000 0.02% 8.8 2215s 1961953 145534 34955.0000 106 16 34961.0000 34955.0000 0.02% 8.8 2220s 1966194 145224 34959.5179 106 149 34961.0000 34955.0000 0.02% 8.8 2225s 1970642 145116 34957.9861 105 147 34961.0000 34955.0007 0.02% 8.8 2230s 1975206 144999 34957.0000 116 6 34961.0000 34955.0097 0.02% 8.8 2235s 1980080 144813 34956.1667 108 30 34961.0000 34955.0210 0.02% 8.8 2240s 1985015 144447 34958.1667 110 24 34961.0000 34955.0345 0.02% 8.8 2245s 1990012 143770 34958.5000 101 26 34961.0000 34955.0467 0.02% 8.8 2250s 1994902 143398 34957.0000 105 6 34961.0000 34955.0598 0.02% 8.8 2255s 1999780 143345 34956.0276 99 87 34961.0000 34955.0674 0.02% 8.8 2260s 2004595 143204 cutoff 110 34961.0000 34955.0773 0.02% 8.8 2265s 2009320 142945 34957.0000 111 12 34961.0000 34955.0880 0.02% 8.8 2270s 2014084 142251 34957.0000 106 6 34961.0000 34955.1055 0.02% 8.8 2275s 2019456 141895 cutoff 117 34961.0000 34955.1196 0.02% 8.8 2280s 2024381 141357 34957.0000 104 12 34961.0000 34955.1395 0.02% 8.8 2285s 2029204 140664 34957.0000 116 16 34961.0000 34955.1667 0.02% 8.8 2290s 2034439 140596 cutoff 115 34961.0000 34955.1667 0.02% 8.8 2295s 2039708 140356 34955.9667 113 110 34961.0000 34955.1759 0.02% 8.8 2300s 2044411 139599 34956.0000 111 6 34961.0000 34955.2035 0.02% 8.8 2305s 2049019 138885 34957.5000 111 20 34961.0000 34955.2269 0.02% 8.8 2310s 2053815 138190 34957.5000 109 22 34961.0000 34955.2500 0.02% 8.7 2315s 2058535 137478 cutoff 115 34961.0000 34955.2672 0.02% 8.7 2320s 2063287 136537 34959.0000 108 16 34961.0000 34955.3056 0.02% 8.7 2325s 2067782 135500 34957.0000 105 12 34961.0000 34955.3333 0.02% 8.7 2330s 2072633 135018 34955.7772 116 107 34961.0000 34955.3462 0.02% 8.7 2335s 2077664 134340 cutoff 116 34961.0000 34955.3725 0.02% 8.7 2340s 2082607 133677 cutoff 116 34961.0000 34955.4000 0.02% 8.7 2345s 2087318 132869 34956.0000 112 6 34961.0000 34955.4243 0.02% 8.7 2350s 2092252 131877 34960.0000 111 32 34961.0000 34955.4647 0.02% 8.7 2355s 2096977 130703 34959.0000 99 14 34961.0000 34955.5000 0.02% 8.7 2360s 2102246 129790 cutoff 120 34961.0000 34955.5000 0.02% 8.7 2365s 2107619 128988 34960.0000 109 18 34961.0000 34955.5000 0.02% 8.7 2370s 2112302 127840 cutoff 109 34961.0000 34955.5000 0.02% 8.7 2375s 2117222 127040 cutoff 118 34961.0000 34955.5211 0.02% 8.7 2380s 2122314 126178 cutoff 117 34961.0000 34955.5460 0.02% 8.7 2385s 2127426 125166 cutoff 106 34961.0000 34955.5781 0.02% 8.7 2390s 2132445 123971 34957.0000 104 12 34961.0000 34955.6146 0.02% 8.7 2395s 2137388 123026 34957.0000 103 12 34961.0000 34955.6528 0.02% 8.7 2400s 2142194 121873 cutoff 114 34961.0000 34955.6938 0.02% 8.7 2405s 2147236 120593 34957.0000 115 14 34961.0000 34955.7500 0.02% 8.7 2410s 2152172 119472 cutoff 120 34961.0000 34955.7964 0.01% 8.7 2415s 2157049 118891 34958.5000 116 12 34961.0000 34955.8333 0.01% 8.7 2420s 2162493 117636 34960.0000 116 18 34961.0000 34955.8594 0.01% 8.7 2425s 2166865 116307 cutoff 107 34961.0000 34955.8999 0.01% 8.7 2430s 2171387 115315 cutoff 106 34961.0000 34955.9421 0.01% 8.7 2435s 2175877 113915 34959.8317 111 166 34961.0000 34955.9958 0.01% 8.7 2440s 2181299 113240 34958.5000 104 12 34961.0000 34956.0000 0.01% 8.7 2445s 2187069 112978 cutoff 113 34961.0000 34956.0000 0.01% 8.7 2450s 2192661 112814 34956.0000 112 14 34961.0000 34956.0000 0.01% 8.7 2455s 2198037 112705 34957.9167 109 97 34961.0000 34956.0000 0.01% 8.7 2460s 2203163 112713 34957.0000 116 8 34961.0000 34956.0000 0.01% 8.6 2465s 2208558 112686 cutoff 115 34961.0000 34956.0000 0.01% 8.6 2470s 2213679 112687 34956.0000 111 14 34961.0000 34956.0000 0.01% 8.6 2475s 2218958 112705 34956.0000 104 16 34961.0000 34956.0000 0.01% 8.6 2480s 2224114 112714 cutoff 117 34961.0000 34956.0000 0.01% 8.6 2485s 2229295 112753 cutoff 115 34961.0000 34956.0000 0.01% 8.6 2490s 2234513 112772 cutoff 108 34961.0000 34956.0000 0.01% 8.6 2495s 2239444 112978 34959.0000 114 14 34961.0000 34956.0000 0.01% 8.6 2500s 2244752 113102 cutoff 107 34961.0000 34956.0000 0.01% 8.6 2505s 2250129 113050 34956.0000 111 6 34961.0000 34956.0000 0.01% 8.6 2510s 2255191 113211 34956.0000 108 19 34961.0000 34956.0000 0.01% 8.6 2515s 2260569 113372 34956.0000 106 12 34961.0000 34956.0000 0.01% 8.6 2520s 2265646 113473 cutoff 108 34961.0000 34956.0000 0.01% 8.6 2525s 2270592 113551 34958.0000 104 12 34961.0000 34956.0000 0.01% 8.6 2530s 2275823 113649 34957.9167 107 99 34961.0000 34956.0000 0.01% 8.6 2535s 2281082 113740 34956.0000 114 15 34961.0000 34956.0000 0.01% 8.6 2540s 2286071 113841 34956.0000 100 16 34961.0000 34956.0000 0.01% 8.6 2545s 2291194 113980 34956.0000 114 14 34961.0000 34956.0000 0.01% 8.6 2550s 2296508 114218 34957.0000 111 18 34961.0000 34956.0000 0.01% 8.6 2555s 2301577 114278 34956.0000 99 23 34961.0000 34956.0000 0.01% 8.6 2560s 2306959 114375 34957.0000 119 12 34961.0000 34956.0000 0.01% 8.5 2565s 2312073 114409 34956.0000 116 8 34961.0000 34956.0000 0.01% 8.5 2570s 2317170 114456 cutoff 114 34961.0000 34956.0000 0.01% 8.5 2575s 2322095 114556 34956.0000 112 16 34961.0000 34956.0000 0.01% 8.5 2580s 2327266 114606 34959.5000 110 24 34961.0000 34956.0000 0.01% 8.5 2585s 2332411 114662 34956.0000 117 12 34961.0000 34956.0000 0.01% 8.5 2590s 2337319 114820 cutoff 115 34961.0000 34956.0000 0.01% 8.5 2595s 2342306 114877 cutoff 115 34961.0000 34956.0000 0.01% 8.5 2600s 2347578 114903 34957.0000 109 12 34961.0000 34956.0000 0.01% 8.5 2605s 2352270 114971 34956.0000 108 12 34961.0000 34956.0000 0.01% 8.5 2610s 2356948 115082 34958.0000 102 20 34961.0000 34956.0000 0.01% 8.5 2615s 2361813 115204 34956.9914 108 153 34961.0000 34956.0000 0.01% 8.5 2620s 2366683 115204 34958.0000 103 12 34961.0000 34956.0000 0.01% 8.5 2625s 2371673 115128 cutoff 109 34961.0000 34956.0000 0.01% 8.5 2630s 2377119 114379 cutoff 116 34961.0000 34956.0087 0.01% 8.5 2635s 2382083 113390 cutoff 104 34961.0000 34956.0249 0.01% 8.5 2640s 2387301 112722 34957.0000 108 12 34961.0000 34956.0390 0.01% 8.5 2645s 2392371 111551 cutoff 106 34961.0000 34956.0579 0.01% 8.5 2650s 2397267 110667 34957.1363 105 157 34961.0000 34956.0741 0.01% 8.5 2655s 2401471 109819 cutoff 112 34961.0000 34956.0833 0.01% 8.5 2660s 2405848 108972 34957.0000 113 12 34961.0000 34956.1000 0.01% 8.5 2665s 2410968 107982 34959.9310 106 120 34961.0000 34956.1236 0.01% 8.5 2670s 2415837 106957 34957.0000 118 6 34961.0000 34956.1500 0.01% 8.5 2675s 2421268 106210 34957.0000 110 16 34961.0000 34956.1667 0.01% 8.5 2680s 2426478 105407 34959.1964 103 129 34961.0000 34956.1750 0.01% 8.5 2685s 2431527 103401 34957.0337 103 81 34961.0000 34956.2065 0.01% 8.5 2690s 2434581 101801 34959.3581 116 89 34961.0000 34956.2250 0.01% 8.5 2695s 2439356 100696 cutoff 102 34961.0000 34956.2500 0.01% 8.5 2700s 2443971 99821 34958.4812 114 33 34961.0000 34956.2798 0.01% 8.5 2705s 2448212 98392 34956.9500 114 155 34961.0000 34956.3222 0.01% 8.5 2710s 2453453 97718 cutoff 124 34961.0000 34956.3444 0.01% 8.5 2715s 2457999 96336 34958.0000 105 12 34961.0000 34956.3851 0.01% 8.5 2720s 2461714 94949 cutoff 120 34961.0000 34956.4276 0.01% 8.5 2725s 2466646 93493 34960.0000 107 6 34961.0000 34956.4959 0.01% 8.5 2730s 2472416 92166 cutoff 107 34961.0000 34956.5000 0.01% 8.5 2735s 2477635 90957 34957.2500 111 35 34961.0000 34956.5183 0.01% 8.5 2740s 2482414 89685 34959.5939 123 113 34961.0000 34956.5714 0.01% 8.5 2745s 2487459 88506 cutoff 100 34961.0000 34956.6250 0.01% 8.4 2750s 2492605 87335 34958.0000 120 8 34961.0000 34956.6912 0.01% 8.4 2755s 2497595 85388 34958.0000 108 14 34961.0000 34956.7955 0.01% 8.4 2760s 2502115 83636 34958.0000 117 12 34961.0000 34956.8846 0.01% 8.4 2765s 2506893 81359 cutoff 105 34961.0000 34957.0000 0.01% 8.4 2770s 2512268 80249 cutoff 105 34961.0000 34957.0000 0.01% 8.4 2775s 2517490 79278 34957.0000 115 18 34961.0000 34957.0000 0.01% 8.4 2780s 2522436 78586 34957.5000 112 16 34961.0000 34957.0000 0.01% 8.4 2785s 2527488 78184 cutoff 106 34961.0000 34957.0000 0.01% 8.4 2790s 2532341 77886 34957.3333 114 22 34961.0000 34957.0000 0.01% 8.4 2795s 2537314 77533 cutoff 115 34961.0000 34957.0000 0.01% 8.4 2800s 2542214 76888 cutoff 101 34961.0000 34957.0000 0.01% 8.4 2805s 2547239 76603 34959.0000 116 14 34961.0000 34957.0000 0.01% 8.4 2810s 2552220 76490 cutoff 116 34961.0000 34957.0000 0.01% 8.4 2815s 2557067 76384 34957.0000 115 18 34961.0000 34957.0000 0.01% 8.4 2820s 2561964 76285 34957.0000 120 20 34961.0000 34957.0000 0.01% 8.4 2825s 2566759 75984 cutoff 104 34961.0000 34957.0000 0.01% 8.4 2830s 2572088 75788 34958.0000 102 20 34961.0000 34957.0000 0.01% 8.4 2835s 2577453 75667 34959.6410 107 134 34961.0000 34957.0000 0.01% 8.4 2840s 2582699 75504 34959.0000 112 16 34961.0000 34957.0000 0.01% 8.4 2845s 2588180 75452 34957.0000 99 40 34961.0000 34957.0000 0.01% 8.4 2850s 2593778 75574 34959.0990 117 99 34961.0000 34957.0000 0.01% 8.4 2855s 2599315 75656 34960.0000 102 30 34961.0000 34957.0000 0.01% 8.4 2860s 2604508 75657 34957.0000 101 18 34961.0000 34957.0000 0.01% 8.4 2865s 2610019 75556 34958.0000 111 16 34961.0000 34957.0000 0.01% 8.4 2870s 2615768 74008 34958.5000 103 18 34961.0000 34957.0184 0.01% 8.3 2875s 2620987 72029 cutoff 113 34961.0000 34957.0804 0.01% 8.3 2880s 2625557 70391 34958.8113 111 66 34961.0000 34957.1250 0.01% 8.3 2885s 2630300 69243 34960.0000 112 50 34961.0000 34957.1667 0.01% 8.3 2890s 2636051 68430 cutoff 110 34961.0000 34957.1765 0.01% 8.3 2895s 2640097 65592 cutoff 109 34961.0000 34957.2222 0.01% 8.3 2900s 2644385 63280 cutoff 108 34961.0000 34957.3120 0.01% 8.3 2905s 2649187 61751 cutoff 110 34961.0000 34957.3750 0.01% 8.3 2910s 2653524 59468 34957.5928 110 98 34961.0000 34957.5000 0.01% 8.3 2915s 2658533 57671 34959.0000 111 12 34961.0000 34957.5000 0.01% 8.3 2920s Cutting planes: Gomory: 85 MIR: 8 Zero half: 95 Explored 2660693 nodes (22145869 simplex iterations) in 2922.22 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.496100000000e+04, best bound 3.495800000000e+04, gap 0.0086% Optimize a model with 691 rows, 121278 columns and 1130573 nonzeros Presolve time: 1.43s Presolved: 691 rows, 121278 columns, 1130573 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 842 4.8024985e+07 4.5752019e+03 0s 2 1790 8.0303235e+06 6.1322934e+03 0s 3 2883 2.0317855e+06 9.3431344e+03 0s 4 3843 3.5443250e+04 2.3581477e+04 0s 5 4712 3.4814000e+04 3.4193780e+04 0s Sifting complete Root relaxation: objective 3.481400e+04, 5370 iterations, 0.23 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 119 - 34814.0000 - - 2s Another try with MIP start H 0 0 36380.000000 34814.0000 4.30% - 3s 0 0 34841.2500 0 127 36380.0000 34841.2500 4.23% - 3s 0 0 34864.1667 0 142 36380.0000 34864.1667 4.17% - 4s 0 0 34879.3667 0 145 36380.0000 34879.3667 4.12% - 4s 0 0 34881.7833 0 155 36380.0000 34881.7833 4.12% - 5s 0 0 34882.9500 0 97 36380.0000 34882.9500 4.12% - 5s 0 0 34892.6667 0 114 36380.0000 34892.6667 4.09% - 6s 0 0 34896.0000 0 83 36380.0000 34896.0000 4.08% - 6s 0 0 34898.5000 0 104 36380.0000 34898.5000 4.07% - 6s 0 0 34899.5833 0 97 36380.0000 34899.5833 4.07% - 7s 0 0 34900.0000 0 119 36380.0000 34900.0000 4.07% - 7s 0 0 34901.6250 0 120 36380.0000 34901.6250 4.06% - 7s 0 0 34903.5000 0 136 36380.0000 34903.5000 4.06% - 8s 0 0 34904.6667 0 134 36380.0000 34904.6667 4.06% - 8s 0 0 34907.7500 0 97 36380.0000 34907.7500 4.05% - 9s 0 0 34908.3056 0 122 36380.0000 34908.3056 4.05% - 9s 0 0 34909.2222 0 175 36380.0000 34909.2222 4.04% - 9s 0 0 34910.0556 0 149 36380.0000 34910.0556 4.04% - 10s 0 0 34911.5132 0 190 36380.0000 34911.5132 4.04% - 10s 0 0 34912.1332 0 202 36380.0000 34912.1332 4.03% - 10s 0 0 34912.3277 0 227 36380.0000 34912.3277 4.03% - 11s 0 0 34912.8555 0 162 36380.0000 34912.8555 4.03% - 12s 0 0 34913.6283 0 166 36380.0000 34913.6283 4.03% - 13s 0 0 34915.6711 0 223 36380.0000 34915.6711 4.03% - 13s 0 0 34916.3544 0 210 36380.0000 34916.3544 4.02% - 14s 0 0 34917.8333 0 163 36380.0000 34917.8333 4.02% - 14s 0 0 34918.4252 0 209 36380.0000 34918.4252 4.02% - 15s 0 0 34919.9167 0 219 36380.0000 34919.9167 4.01% - 15s 0 0 34920.3750 0 213 36380.0000 34920.3750 4.01% - 15s 0 0 34920.7130 0 176 36380.0000 34920.7130 4.01% - 16s 0 0 34921.0860 0 251 36380.0000 34921.0860 4.01% - 16s 0 0 34922.2064 0 151 36380.0000 34922.2064 4.01% - 17s 0 0 34922.3064 0 231 36380.0000 34922.3064 4.01% - 18s 0 0 34923.9120 0 175 36380.0000 34923.9120 4.00% - 19s 0 0 34925.6370 0 188 36380.0000 34925.6370 4.00% - 20s 0 0 34925.8704 0 173 36380.0000 34925.8704 4.00% - 20s 0 0 34926.2970 0 206 36380.0000 34926.2970 4.00% - 21s 0 0 34927.6810 0 182 36380.0000 34927.6810 3.99% - 22s 0 0 34928.3642 0 200 36380.0000 34928.3642 3.99% - 22s 0 0 34928.8665 0 268 36380.0000 34928.8665 3.99% - 23s 0 0 34929.8359 0 304 36380.0000 34929.8359 3.99% - 24s 0 0 34930.4176 0 294 36380.0000 34930.4176 3.98% - 24s 0 0 34930.5406 0 294 36380.0000 34930.5406 3.98% - 25s 0 0 34930.5406 0 282 36380.0000 34930.5406 3.98% - 28s 0 0 34930.7832 0 156 36380.0000 34930.7832 3.98% - 29s 0 0 34931.2904 0 256 36380.0000 34931.2904 3.98% - 31s 0 0 34931.2904 0 256 36380.0000 34931.2904 3.98% - 35s H 0 0 35474.000000 34931.2904 1.53% - 39s H 0 0 35350.000000 34931.2904 1.18% - 42s 0 0 34931.2904 0 113 35350.0000 34931.2904 1.18% - 45s 0 0 34931.2904 0 162 35350.0000 34931.2904 1.18% - 45s 0 0 34931.2904 0 133 35350.0000 34931.2904 1.18% - 45s 0 0 34931.2904 0 261 35350.0000 34931.2904 1.18% - 45s 0 0 34931.6176 0 291 35350.0000 34931.6176 1.18% - 45s 0 0 34932.3763 0 158 35350.0000 34932.3763 1.18% - 46s 0 0 34932.3763 0 202 35350.0000 34932.3763 1.18% - 46s 0 0 34932.3763 0 197 35350.0000 34932.3763 1.18% - 47s 0 0 34932.6263 0 193 35350.0000 34932.6263 1.18% - 47s 0 0 34932.7168 0 234 35350.0000 34932.7168 1.18% - 48s 0 0 34932.7168 0 234 35350.0000 34932.7168 1.18% - 48s 0 2 34932.9713 0 233 35350.0000 34932.9713 1.18% - 49s 27 29 34973.6471 23 56 35350.0000 34934.4406 1.18% 9.4 50s * 153 132 115 35067.000000 34934.4406 0.38% 7.1 53s 390 324 35015.5000 30 28 35067.0000 34937.7572 0.37% 7.7 55s * 494 219 38 35020.000000 34938.4798 0.23% 7.6 55s H 600 120 34987.000000 34940.7906 0.13% 7.6 56s 613 126 34955.1406 4 256 34987.0000 34948.1996 0.11% 10.5 60s H 616 121 34986.000000 34948.4166 0.11% 10.4 60s * 671 141 46 34979.000000 34954.2670 0.07% 13.8 61s H 896 168 34971.000000 34957.7200 0.04% 16.8 62s Cutting planes: Gomory: 66 Clique: 2 MIR: 9 Zero half: 79 Explored 984 nodes (26262 simplex iterations) in 63.22 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.497100000000e+04, best bound 3.496800000000e+04, gap 0.0086% Optimize a model with 702 rows, 121278 columns and 1220923 nonzeros Presolve time: 1.52s Presolved: 702 rows, 121278 columns, 1220923 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Root relaxation: objective 3.481400e+04, 963 iterations, 0.09 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 113 - 34814.0000 - - 2s Another try with MIP start H 0 0 35816.000000 34814.0000 2.80% - 3s 0 0 34841.2500 0 124 35816.0000 34841.2500 2.72% - 4s 0 0 34841.2500 0 122 35816.0000 34841.2500 2.72% - 6s H 0 0 35733.000000 34841.2500 2.50% - 6s 0 0 34841.2500 0 146 35733.0000 34841.2500 2.50% - 6s 0 0 34864.1667 0 147 35733.0000 34864.1667 2.43% - 7s 0 0 34881.4500 0 183 35733.0000 34881.4500 2.38% - 7s 0 0 34884.9500 0 107 35733.0000 34884.9500 2.37% - 7s 0 0 34885.1167 0 127 35733.0000 34885.1167 2.37% - 8s 0 0 34895.3250 0 69 35733.0000 34895.3250 2.34% - 8s 0 0 34900.7000 0 62 35733.0000 34900.7000 2.33% - 9s 0 0 34901.8500 0 93 35733.0000 34901.8500 2.33% - 9s 0 0 34904.0750 0 95 35733.0000 34904.0750 2.32% - 9s 0 0 34905.2000 0 97 35733.0000 34905.2000 2.32% - 9s 0 0 34906.8667 0 142 35733.0000 34906.8667 2.31% - 10s 0 0 34907.8875 0 122 35733.0000 34907.8875 2.31% - 10s 0 0 34908.7000 0 121 35733.0000 34908.7000 2.31% - 10s 0 0 34909.2500 0 122 35733.0000 34909.2500 2.31% - 11s 0 0 34911.0417 0 141 35733.0000 34911.0417 2.30% - 11s 0 0 34911.7292 0 161 35733.0000 34911.7292 2.30% - 11s 0 0 34912.4792 0 161 35733.0000 34912.4792 2.30% - 12s 0 0 34915.0500 0 94 35733.0000 34915.0500 2.29% - 12s 0 0 34915.3743 0 247 35733.0000 34915.3743 2.29% - 12s 0 0 34917.2222 0 147 35733.0000 34917.2222 2.28% - 13s 0 0 34918.4333 0 170 35733.0000 34918.4333 2.28% - 13s 0 0 34918.7667 0 186 35733.0000 34918.7667 2.28% - 13s 0 0 34919.6763 0 189 35733.0000 34919.6763 2.28% - 14s 0 0 34923.0000 0 85 35733.0000 34923.0000 2.27% - 14s 0 0 34925.2727 0 161 35733.0000 34925.2727 2.26% - 14s 0 0 34927.3158 0 130 35733.0000 34927.3158 2.25% - 15s 0 0 34928.2292 0 192 35733.0000 34928.2292 2.25% - 15s 0 0 34929.1579 0 216 35733.0000 34929.1579 2.25% - 15s 0 0 34930.4363 0 292 35733.0000 34930.4363 2.25% - 16s 0 0 34931.5366 0 285 35733.0000 34931.5366 2.24% - 16s 0 0 34935.4365 0 191 35733.0000 34935.4365 2.23% - 17s 0 0 34937.3804 0 248 35733.0000 34937.3804 2.23% - 17s 0 0 34937.4929 0 217 35733.0000 34937.4929 2.23% - 17s 0 0 34938.6677 0 320 35733.0000 34938.6677 2.22% - 17s 0 0 34938.8372 0 290 35733.0000 34938.8372 2.22% - 18s 0 0 34939.1931 0 247 35733.0000 34939.1931 2.22% - 18s 0 0 34939.3357 0 316 35733.0000 34939.3357 2.22% - 19s 0 0 34939.7556 0 211 35733.0000 34939.7556 2.22% - 20s 0 0 34940.0967 0 244 35733.0000 34940.0967 2.22% - 21s 0 0 34940.0967 0 244 35733.0000 34940.0967 2.22% - 23s H 0 0 35661.000000 34940.0967 2.02% - 28s 0 2 34940.2328 0 244 35661.0000 34940.2328 2.02% - 30s 41 43 35002.2143 29 89 35661.0000 34944.1015 2.01% 9.8 35s H 114 51 35027.000000 34944.1015 0.24% 6.6 42s * 215 135 88 35010.000000 34944.7090 0.19% 6.2 44s 276 186 35000.0000 50 18 35010.0000 34945.3333 0.18% 6.1 45s * 499 316 48 35007.000000 34946.9750 0.17% 6.4 47s H 600 99 34982.000000 34948.3924 0.10% 6.6 48s 601 96 34978.1000 10 124 34982.0000 34948.3924 0.10% 6.6 50s H 681 112 34980.000000 34962.5123 0.05% 12.6 52s H 765 84 34977.000000 34966.5721 0.03% 12.7 53s Cutting planes: Gomory: 39 MIR: 8 Zero half: 71 Explored 810 nodes (13978 simplex iterations) in 53.30 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.497700000000e+04, best bound 3.497400000000e+04, gap 0.0086% Optimize a model with 712 rows, 121278 columns and 1274832 nonzeros Presolve time: 1.55s Presolved: 712 rows, 121278 columns, 1274832 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Root relaxation: objective 3.481400e+04, 997 iterations, 0.10 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 106 - 34814.0000 - - 2s Another try with MIP start H 0 0 35526.000000 34814.0000 2.00% - 3s 0 0 34841.2500 0 120 35526.0000 34841.2500 1.93% - 4s 0 0 34841.2500 0 106 35526.0000 34841.2500 1.93% - 6s 0 0 34841.2500 0 119 35526.0000 34841.2500 1.93% - 6s 0 0 34865.2292 0 139 35526.0000 34865.2292 1.86% - 6s 0 0 34886.3667 0 110 35526.0000 34886.3667 1.80% - 7s 0 0 34888.2000 0 109 35526.0000 34888.2000 1.80% - 7s 0 0 34888.7000 0 106 35526.0000 34888.7000 1.79% - 7s 0 0 34892.9500 0 77 35526.0000 34892.9500 1.78% - 7s 0 0 34898.6667 0 119 35526.0000 34898.6667 1.77% - 8s 0 0 34901.2500 0 94 35526.0000 34901.2500 1.76% - 8s 0 0 34903.5000 0 94 35526.0000 34903.5000 1.75% - 8s 0 0 34908.7500 0 110 35526.0000 34908.7500 1.74% - 8s 0 0 34911.0000 0 116 35526.0000 34911.0000 1.73% - 8s 0 0 34912.5000 0 131 35526.0000 34912.5000 1.73% - 9s 0 0 34913.3000 0 147 35526.0000 34913.3000 1.72% - 9s 0 0 34915.1250 0 107 35526.0000 34915.1250 1.72% - 9s 0 0 34915.2386 0 153 35526.0000 34915.2386 1.72% - 9s 0 0 34917.1667 0 98 35526.0000 34917.1667 1.71% - 10s 0 0 34917.7917 0 98 35526.0000 34917.7917 1.71% - 10s 0 0 34918.0000 0 91 35526.0000 34918.0000 1.71% - 11s 0 0 34918.5000 0 68 35526.0000 34918.5000 1.71% - 11s 0 0 34919.0667 0 127 35526.0000 34919.0667 1.71% - 11s 0 0 34919.6429 0 117 35526.0000 34919.6429 1.71% - 11s 0 0 34922.3571 0 107 35526.0000 34922.3571 1.70% - 11s 0 0 34924.1667 0 106 35526.0000 34924.1667 1.69% - 12s 0 0 34924.7500 0 104 35526.0000 34924.7500 1.69% - 12s 0 0 34925.0000 0 98 35526.0000 34925.0000 1.69% - 12s 0 0 34925.0500 0 98 35526.0000 34925.0500 1.69% - 13s 0 0 34926.1415 0 106 35526.0000 34926.1415 1.69% - 14s 0 0 34926.6176 0 91 35526.0000 34926.6176 1.69% - 14s 0 0 34926.7843 0 103 35526.0000 34926.7843 1.69% - 14s 0 0 34927.8036 0 106 35526.0000 34927.8036 1.68% - 15s 0 0 34927.9750 0 129 35526.0000 34927.9750 1.68% - 15s 0 0 34928.1817 0 92 35526.0000 34928.1817 1.68% - 16s 0 0 34928.5000 0 50 35526.0000 34928.5000 1.68% - 16s 0 0 34928.8824 0 95 35526.0000 34928.8824 1.68% - 16s 0 0 34929.0556 0 121 35526.0000 34929.0556 1.68% - 17s 0 0 34932.2500 0 73 35526.0000 34932.2500 1.67% - 17s 0 0 34935.0000 0 83 35526.0000 34935.0000 1.66% - 17s 0 0 34936.6818 0 84 35526.0000 34936.6818 1.66% - 17s 0 0 34937.0000 0 121 35526.0000 34937.0000 1.66% - 18s 0 0 34937.2500 0 92 35526.0000 34937.2500 1.66% - 18s 0 0 34937.3981 0 143 35526.0000 34937.3981 1.66% - 19s 0 0 34937.5000 0 143 35526.0000 34937.5000 1.66% - 20s 0 0 34937.5000 0 136 35526.0000 34937.5000 1.66% - 21s H 0 0 35314.000000 34937.5000 1.07% - 23s 0 2 34938.0000 0 136 35314.0000 34938.0000 1.06% - 25s 256 207 34957.5000 4 72 35314.0000 34946.6250 1.04% 4.9 30s H 339 38 35029.000000 34946.6250 0.24% 5.3 33s 572 179 cutoff 34 35029.0000 34949.5000 0.23% 6.5 35s H 600 172 35022.000000 34951.7500 0.20% 6.8 35s H 609 170 35021.000000 34956.9456 0.18% 9.2 39s 612 172 35008.0000 18 125 35021.0000 34956.9456 0.18% 9.2 40s H 645 169 34992.000000 34961.6148 0.09% 11.9 41s H 726 171 34991.000000 34962.6605 0.08% 12.8 41s * 772 147 45 34988.000000 34964.1170 0.07% 12.9 41s H 882 97 34983.000000 34965.9863 0.05% 12.8 42s Cutting planes: Gomory: 38 Clique: 1 MIR: 3 Zero half: 43 Explored 1095 nodes (18676 simplex iterations) in 43.89 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.498300000000e+04, best bound 3.498000000000e+04, gap 0.0086% Optimize a model with 719 rows, 121278 columns and 1347943 nonzeros Presolve time: 1.63s Presolved: 719 rows, 121278 columns, 1347943 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Root relaxation: objective 3.481400e+04, 982 iterations, 0.09 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 122 - 34814.0000 - - 2s Another try with MIP start H 0 0 36718.000000 34814.0000 5.19% - 3s 0 0 34841.2500 0 142 36718.0000 34841.2500 5.11% - 4s 0 0 34866.2292 0 178 36718.0000 34866.2292 5.04% - 4s 0 0 34885.9500 0 131 36718.0000 34885.9500 4.99% - 5s 0 0 34887.7000 0 139 36718.0000 34887.7000 4.98% - 6s 0 0 34888.3667 0 115 36718.0000 34888.3667 4.98% - 6s 0 0 34902.9167 0 107 36718.0000 34902.9167 4.94% - 6s 0 0 34905.2500 0 122 36718.0000 34905.2500 4.94% - 7s 0 0 34907.1500 0 134 36718.0000 34907.1500 4.93% - 7s 0 0 34910.9167 0 110 36718.0000 34910.9167 4.92% - 8s 0 0 34911.2500 0 128 36718.0000 34911.2500 4.92% - 8s 0 0 34912.5000 0 89 36718.0000 34912.5000 4.92% - 10s 0 0 34914.0625 0 103 36718.0000 34914.0625 4.91% - 10s 0 0 34915.5833 0 134 36718.0000 34915.5833 4.91% - 10s 0 0 34916.2500 0 91 36718.0000 34916.2500 4.91% - 11s 0 0 34918.1000 0 94 36718.0000 34918.1000 4.90% - 11s 0 0 34918.2917 0 141 36718.0000 34918.2917 4.90% - 12s 0 0 34918.3667 0 106 36718.0000 34918.3667 4.90% - 13s 0 0 34919.2391 0 78 36718.0000 34919.2391 4.90% - 15s 0 0 34920.5000 0 89 36718.0000 34920.5000 4.90% - 15s 0 0 34921.0000 0 95 36718.0000 34921.0000 4.89% - 15s 0 0 34922.2917 0 108 36718.0000 34922.2917 4.89% - 16s 0 0 34922.4432 0 139 36718.0000 34922.4432 4.89% - 16s 0 0 34923.4182 0 126 36718.0000 34923.4182 4.89% - 18s 0 0 34923.4182 0 138 36718.0000 34923.4182 4.89% - 18s 0 0 34923.4737 0 154 36718.0000 34923.4737 4.89% - 19s 0 0 34923.4737 0 127 36718.0000 34923.4737 4.89% - 21s H 0 0 36227.000000 34923.4737 3.60% - 25s 0 0 34923.4737 0 113 36227.0000 34923.4737 3.60% - 28s H 0 0 35668.000000 34923.4737 2.09% - 29s 0 0 34923.4737 0 123 35668.0000 34923.4737 2.09% - 30s 0 2 34923.4737 0 121 35668.0000 34923.4737 2.09% - 31s H 1 2 35548.000000 34923.4737 1.76% 31.0 31s 4 4 34923.4737 0 130 35548.0000 34923.4737 1.76% 7.8 35s 7 6 34942.5462 0 238 35548.0000 34942.5462 1.70% 4.4 41s 11 9 34952.5600 0 155 35548.0000 34952.5600 1.68% 2.8 45s 14 11 34955.1383 0 240 35548.0000 34955.1383 1.67% 2.2 50s 23 19 34974.9145 19 121 35548.0000 34955.8660 1.67% 93.7 55s 119 106 35027.6667 67 90 35548.0000 34955.8660 1.67% 34.6 60s 150 137 35060.5000 83 43 35548.0000 34955.8660 1.67% 31.8 65s 315 302 35125.5000 165 16 35548.0000 34955.8660 1.67% 17.6 70s H 342 327 35363.000000 34955.8660 1.15% 16.7 76s 476 437 34991.5000 37 65 35363.0000 34956.0659 1.15% 15.4 80s * 542 224 70 35049.000000 34956.0659 0.27% 15.0 81s * 547 220 73 35048.000000 34956.0659 0.26% 14.9 81s 701 346 35032.4000 53 127 35048.0000 34959.6014 0.25% 15.5 86s 711 353 35018.2500 50 247 35048.0000 34959.6014 0.25% 15.3 90s * 1245 469 91 35035.000000 34963.3315 0.20% 17.3 94s 1386 528 35004.2990 72 98 35035.0000 34964.2166 0.20% 17.3 95s * 1719 585 96 35028.000000 34965.3204 0.18% 16.6 96s * 1724 564 96 35025.000000 34965.3204 0.17% 16.6 96s H 1784 340 35003.000000 34965.4498 0.11% 16.4 96s * 1898 406 90 35002.000000 34966.3209 0.10% 15.9 96s * 1927 390 61 35000.000000 34966.4588 0.10% 16.0 96s H 2042 443 34999.000000 34966.6136 0.09% 15.7 97s * 2197 452 71 34996.000000 34967.8226 0.08% 15.2 97s H 2446 473 34992.000000 34968.3700 0.07% 16.0 99s 2498 489 34982.8833 65 149 34992.0000 34968.3700 0.07% 16.0 100s 5400 1134 34986.0000 73 28 34992.0000 34984.5000 0.02% 11.1 105s 9181 2511 34989.0000 75 26 34992.0000 34986.0000 0.02% 8.2 110s 14064 4663 34989.0000 80 25 34992.0000 34986.0000 0.02% 6.6 115s 17344 6109 34988.7500 87 125 34992.0000 34986.0000 0.02% 6.0 120s 22518 8600 34990.0000 95 12 34992.0000 34986.0000 0.02% 5.4 125s 27390 10575 34989.5000 89 12 34992.0000 34986.0000 0.02% 5.2 130s 32396 12730 34990.5000 91 6 34992.0000 34986.0000 0.02% 4.9 135s 36326 14485 34986.3333 83 60 34992.0000 34986.0000 0.02% 4.8 140s 40804 16523 34986.0000 80 26 34992.0000 34986.0000 0.02% 4.7 147s 43529 17765 34990.0000 95 8 34992.0000 34986.0000 0.02% 4.6 150s 48990 20011 34990.0000 82 18 34992.0000 34986.0000 0.02% 4.5 155s 51809 20678 34986.0000 62 91 34992.0000 34986.0000 0.02% 4.7 160s 56639 21332 34989.0000 101 17 34992.0000 34986.0000 0.02% 4.6 165s 61522 21486 34991.0000 98 6 34992.0000 34987.5000 0.01% 4.6 170s Cutting planes: Gomory: 58 MIR: 2 Zero half: 97 Explored 63471 nodes (290548 simplex iterations) in 171.99 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.499200000000e+04, best bound 3.498900000000e+04, gap 0.0086% Optimize a model with 732 rows, 121278 columns and 1429857 nonzeros Presolve time: 1.72s Presolved: 732 rows, 121278 columns, 1429857 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 121278 integer (121278 binary) Root relaxation: objective 3.481400e+04, 963 iterations, 0.09 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 34814.0000 0 120 - 34814.0000 - - 2s Another try with MIP start H 0 0 36288.000000 34814.0000 4.06% - 3s 0 0 34841.2500 0 145 36288.0000 34841.2500 3.99% - 4s 0 0 34868.7292 0 178 36288.0000 34868.7292 3.91% - 4s 0 0 34885.9500 0 135 36288.0000 34885.9500 3.86% - 5s 0 0 34889.4500 0 120 36288.0000 34889.4500 3.85% - 6s 0 0 34890.8667 0 114 36288.0000 34890.8667 3.85% - 6s 0 0 34895.5333 0 126 36288.0000 34895.5333 3.84% - 6s 0 0 34902.7000 0 109 36288.0000 34902.7000 3.82% - 7s 0 0 34904.7000 0 123 36288.0000 34904.7000 3.81% - 7s 0 0 34906.9167 0 119 36288.0000 34906.9167 3.81% - 8s 0 0 34908.0833 0 120 36288.0000 34908.0833 3.80% - 8s 0 0 34910.2500 0 127 36288.0000 34910.2500 3.80% - 9s 0 0 34914.0000 0 122 36288.0000 34914.0000 3.79% - 9s 0 0 34915.5000 0 114 36288.0000 34915.5000 3.78% - 9s 0 0 34916.2250 0 150 36288.0000 34916.2250 3.78% - 10s 0 0 34920.6000 0 122 36288.0000 34920.6000 3.77% - 10s 0 0 34921.2667 0 140 36288.0000 34921.2667 3.77% - 11s 0 0 34921.4333 0 154 36288.0000 34921.4333 3.77% - 11s 0 0 34922.3500 0 94 36288.0000 34922.3500 3.76% - 12s 0 0 34923.1000 0 123 36288.0000 34923.1000 3.76% - 13s 0 0 34924.5167 0 111 36288.0000 34924.5167 3.76% - 13s 0 0 34925.1000 0 117 36288.0000 34925.1000 3.76% - 14s 0 0 34925.4182 0 118 36288.0000 34925.4182 3.75% - 14s 0 0 34925.8955 0 131 36288.0000 34925.8955 3.75% - 14s 0 0 34926.5778 0 181 36288.0000 34926.5778 3.75% - 15s 0 0 34926.9934 0 201 36288.0000 34926.9934 3.75% - 15s 0 0 34927.9300 0 179 36288.0000 34927.9300 3.75% - 16s 0 0 34928.6417 0 191 36288.0000 34928.6417 3.75% - 16s 0 0 34928.6417 0 194 36288.0000 34928.6417 3.75% - 17s 0 0 34928.8917 0 145 36288.0000 34928.8917 3.75% - 18s 0 0 34928.8917 0 138 36288.0000 34928.8917 3.75% - 19s 0 0 34928.8917 0 128 36288.0000 34928.8917 3.75% - 21s 0 0 34928.8917 0 124 36288.0000 34928.8917 3.75% - 23s 0 0 34928.8917 0 146 36288.0000 34928.8917 3.75% - 24s 0 0 34929.0167 0 154 36288.0000 34929.0167 3.74% - 25s 0 0 34929.0167 0 154 36288.0000 34929.0167 3.74% - 27s H 0 0 35678.000000 34929.0167 2.10% - 30s 0 0 34929.0167 0 112 35678.0000 34929.0167 2.10% - 34s 0 0 34929.0167 0 122 35678.0000 34929.0167 2.10% - 34s 0 0 34929.0167 0 195 35678.0000 34929.0167 2.10% - 34s 0 0 34929.6917 0 171 35678.0000 34929.6917 2.10% - 34s 0 0 34931.5200 0 229 35678.0000 34931.5200 2.09% - 35s 0 0 34933.6600 0 220 35678.0000 34933.6600 2.09% - 35s 0 0 34935.0000 0 166 35678.0000 34935.0000 2.08% - 35s 0 0 34936.1667 0 196 35678.0000 34936.1667 2.08% - 35s 0 0 34936.7769 0 224 35678.0000 34936.7769 2.08% - 36s 0 0 34937.0000 0 175 35678.0000 34937.0000 2.08% - 36s 0 0 34937.0392 0 204 35678.0000 34937.0392 2.08% - 36s 0 0 34937.1275 0 105 35678.0000 34937.1275 2.08% - 37s 0 0 34937.2997 0 159 35678.0000 34937.2997 2.08% - 38s 0 0 34938.3722 0 194 35678.0000 34938.3722 2.07% - 39s 0 0 34938.8667 0 201 35678.0000 34938.8667 2.07% - 39s 0 0 34939.0000 0 181 35678.0000 34939.0000 2.07% - 39s 0 0 34939.0243 0 237 35678.0000 34939.0243 2.07% - 39s 0 0 34939.4149 0 112 35678.0000 34939.4149 2.07% - 40s 0 0 34939.4149 0 110 35678.0000 34939.4149 2.07% - 41s 0 0 34939.4837 0 220 35678.0000 34939.4837 2.07% - 41s 0 0 34940.4149 0 98 35678.0000 34940.4149 2.07% - 42s 0 0 34940.4149 0 147 35678.0000 34940.4149 2.07% - 42s 0 0 34942.8333 0 67 35678.0000 34942.8333 2.06% - 44s 0 0 34943.1923 0 140 35678.0000 34943.1923 2.06% - 44s 0 0 34943.2756 0 160 35678.0000 34943.2756 2.06% - 45s 0 0 34943.3114 0 199 35678.0000 34943.3114 2.06% - 45s 0 0 34943.3114 0 199 35678.0000 34943.3114 2.06% - 46s 0 2 34943.6190 0 199 35678.0000 34943.6190 2.06% - 48s 27 29 34988.3333 21 45 35678.0000 34946.6190 2.05% 9.9 50s 89 91 35272.0000 66 12 35678.0000 34946.6190 2.05% 8.0 55s * 136 131 96 35328.000000 34946.6190 1.08% 7.5 56s * 145 131 97 35327.000000 34946.6190 1.08% 7.2 56s 350 326 35291.5000 147 16 35327.0000 34948.3033 1.07% 6.7 60s H 600 148 35045.000000 34949.6667 0.27% 6.3 64s 601 142 34973.5000 25 154 35045.0000 34949.6667 0.27% 6.3 66s 611 149 35032.5000 59 246 35045.0000 34960.0818 0.24% 6.2 70s 720 204 34974.8177 29 135 35045.0000 34962.2082 0.24% 11.5 75s H 800 181 35017.000000 34962.2082 0.16% 13.4 76s H 810 174 35007.000000 34962.2161 0.13% 13.2 79s 822 184 34965.5920 35 201 35007.0000 34962.7799 0.13% 15.7 80s H 893 169 34997.000000 34963.2891 0.10% 16.2 80s H 1039 183 34992.000000 34967.2266 0.07% 18.9 83s 1513 134 cutoff 50 34992.0000 34985.0720 0.02% 17.9 85s 6242 1727 34989.5000 81 78 34992.0000 34987.0000 0.01% 7.7 90s 10734 3434 cutoff 90 34992.0000 34987.0000 0.01% 6.3 95s 13465 4399 34991.0000 86 6 34992.0000 34987.0000 0.01% 5.9 100s 15357 5003 34990.0000 78 14 34992.0000 34987.0000 0.01% 5.8 105s 21270 7440 34990.5000 91 10 34992.0000 34987.0000 0.01% 5.4 110s 27433 10079 34987.0000 81 14 34992.0000 34987.0000 0.01% 5.2 115s 33130 12256 cutoff 90 34992.0000 34987.0000 0.01% 5.1 120s 39115 14591 34991.0000 94 8 34992.0000 34987.0000 0.01% 4.9 125s 41393 15459 34988.0000 81 20 34992.0000 34987.0000 0.01% 4.9 130s Cutting planes: Gomory: 58 MIR: 6 Zero half: 115 Explored 42341 nodes (211861 simplex iterations) in 130.91 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 3.499200000000e+04, best bound 3.498700000000e+04, gap 0.0143% Gurobi 5.0.1 (linux64) logging started Sun Nov 25 12:11:52 2012