Optimize a model with 654 rows, 213531 columns and 427062 nonzeros Presolve time: 0.13s Presolved: 654 rows, 213531 columns, 427062 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.0000000e+01 1.311000e+03 0.000000e+00 0s Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 3.0000000e+01 0s 1 1104 1.2001250e+08 4.5243990e+03 0s 2 2236 6.1014942e+07 6.2712612e+03 0s 3 3384 4.2016372e+07 7.4316329e+03 0s 4 4503 3.4017206e+07 8.7571787e+03 0s 5 5634 2.9017884e+07 1.0672135e+04 0s 6 6724 2.7018272e+07 1.2130914e+04 0s 7 7794 1.9020342e+07 1.2722739e+04 0s 8 8946 1.4021808e+07 1.3122138e+04 0s 9 10043 1.2022408e+07 1.3644744e+04 0s 10 11185 1.0023116e+07 1.4791233e+04 1s 11 12274 8.0240260e+06 1.5384443e+04 1s 12 13442 1.0277975e+06 1.5680507e+04 1s 13 14559 2.8589500e+04 2.5146136e+04 1s Sifting complete 15573 2.8584000e+04 0.000000e+00 0.000000e+00 1s Solved in 15573 iterations and 0.63 seconds Optimal objective 2.858400000e+04 Optimize a model with 696 rows, 213531 columns and 436413 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 2.8584000e+04 4.200000e+01 0.000000e+00 0s 205 3.0420000e+04 0.000000e+00 0.000000e+00 0s Solved in 205 iterations and 0.10 seconds Optimal objective 3.042000000e+04 Optimize a model with 715 rows, 213531 columns and 460555 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.0420000e+04 1.900000e+01 0.000000e+00 0s 48 3.0718000e+04 0.000000e+00 0.000000e+00 0s Solved in 48 iterations and 0.05 seconds Optimal objective 3.071800000e+04 Optimize a model with 734 rows, 213531 columns and 482887 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.0718000e+04 1.900000e+01 0.000000e+00 0s 22 3.0885000e+04 0.000000e+00 0.000000e+00 0s Solved in 22 iterations and 0.05 seconds Optimal objective 3.088500000e+04 Optimize a model with 746 rows, 213531 columns and 507618 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.0885000e+04 1.200000e+01 0.000000e+00 0s 19 3.1121500e+04 0.000000e+00 0.000000e+00 0s Solved in 19 iterations and 0.04 seconds Optimal objective 3.112150000e+04 Optimize a model with 752 rows, 213531 columns and 594295 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.1121500e+04 6.000000e+00 0.000000e+00 0s 35 3.3434000e+04 0.000000e+00 0.000000e+00 0s Solved in 35 iterations and 0.07 seconds Optimal objective 3.343400000e+04 Optimize a model with 761 rows, 213531 columns and 672254 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.3434000e+04 9.000000e+00 0.000000e+00 0s 13 3.3516000e+04 0.000000e+00 0.000000e+00 0s Solved in 13 iterations and 0.04 seconds Optimal objective 3.351600000e+04 Optimize a model with 765 rows, 213531 columns and 757200 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.3516000e+04 4.000000e+00 0.000000e+00 0s 3 3.3715500e+04 0.000000e+00 0.000000e+00 0s Solved in 3 iterations and 0.04 seconds Optimal objective 3.371550000e+04 Optimize a model with 769 rows, 213531 columns and 956683 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.3715500e+04 4.000000e+00 0.000000e+00 0s 8 3.3715500e+04 0.000000e+00 0.000000e+00 0s Solved in 8 iterations and 0.05 seconds Optimal objective 3.371550000e+04 Optimize a model with 771 rows, 213531 columns and 1166326 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 3.3715500e+04 2.000000e+00 0.000000e+00 0s 1 3.3715500e+04 0.000000e+00 0.000000e+00 0s Solved in 1 iterations and 0.05 seconds Optimal objective 3.371550000e+04 Optimize a model with 771 rows, 213531 columns and 1166326 nonzeros Presolve time: 1.97s Presolved: 771 rows, 213531 columns, 1166326 nonzeros Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1271 1.1601299e+08 4.7444368e+03 0s 2 2570 5.5015964e+07 6.6073610e+03 0s 3 3847 4.6016673e+07 8.1488298e+03 0s 4 5028 3.8017541e+07 9.5193197e+03 0s 5 6259 3.8017541e+07 1.0754772e+04 0s 6 7509 3.6224500e+04 1.9864652e+04 0s 7 8662 3.4585500e+04 2.3663686e+04 0s 8 9924 3.4177000e+04 2.5294779e+04 0s 9 11200 3.3908000e+04 2.6042298e+04 0s 10 12471 3.3715500e+04 2.8650348e+04 1s 11 13645 3.3715500e+04 2.9801280e+04 1s 12 14824 3.3715500e+04 3.3277641e+04 1s Sifting complete Root relaxation: objective 3.371550e+04, 15756 iterations, 0.67 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33715.5000 0 80 - 33715.5000 - - 4s H 0 0 48927.000000 33715.5000 31.1% - 6s 0 0 33762.3333 0 64 48927.0000 33762.3333 31.0% - 7s 0 0 33766.5000 0 79 48927.0000 33766.5000 31.0% - 8s 0 0 33770.4333 0 90 48927.0000 33770.4333 31.0% - 8s 0 0 33774.8333 0 89 48927.0000 33774.8333 31.0% - 9s 0 0 33779.3333 0 106 48927.0000 33779.3333 31.0% - 9s 0 0 33786.5000 0 109 48927.0000 33786.5000 30.9% - 10s 0 0 33798.0000 0 36 48927.0000 33798.0000 30.9% - 10s 0 0 33799.2500 0 32 48927.0000 33799.2500 30.9% - 11s 0 0 33801.1250 0 38 48927.0000 33801.1250 30.9% - 11s 0 0 33803.0000 0 43 48927.0000 33803.0000 30.9% - 12s 0 0 33804.0000 0 43 48927.0000 33804.0000 30.9% - 12s 0 0 33804.0000 0 28 48927.0000 33804.0000 30.9% - 13s 0 0 33805.3000 0 138 48927.0000 33805.3000 30.9% - 13s 0 0 33805.6000 0 59 48927.0000 33805.6000 30.9% - 14s 0 0 33806.6857 0 156 48927.0000 33806.6857 30.9% - 14s 0 0 33807.5000 0 73 48927.0000 33807.5000 30.9% - 15s 0 0 33808.1154 0 155 48927.0000 33808.1154 30.9% - 15s 0 0 33808.9545 0 78 48927.0000 33808.9545 30.9% - 16s 0 0 33808.9545 0 107 48927.0000 33808.9545 30.9% - 17s 0 0 33809.7545 0 118 48927.0000 33809.7545 30.9% - 20s 0 0 33810.5000 0 124 48927.0000 33810.5000 30.9% - 20s 0 0 33811.2903 0 125 48927.0000 33811.2903 30.9% - 21s 0 0 33811.8333 0 57 48927.0000 33811.8333 30.9% - 21s 0 0 33812.3000 0 57 48927.0000 33812.3000 30.9% - 22s 0 0 33812.5000 0 32 48927.0000 33812.5000 30.9% - 22s 0 0 33812.6698 0 75 48927.0000 33812.6698 30.9% - 23s 0 0 33812.8750 0 49 48927.0000 33812.8750 30.9% - 28s 0 0 33813.4012 0 52 48927.0000 33813.4012 30.9% - 31s 0 0 33814.3125 0 55 48927.0000 33814.3125 30.9% - 33s 0 0 33814.9286 0 60 48927.0000 33814.9286 30.9% - 34s 0 0 33814.9325 0 78 48927.0000 33814.9325 30.9% - 34s 0 0 33816.9375 0 46 48927.0000 33816.9375 30.9% - 38s 0 0 33817.1557 0 69 48927.0000 33817.1557 30.9% - 39s 0 0 33817.1719 0 75 48927.0000 33817.1719 30.9% - 42s 0 0 33817.1719 0 67 48927.0000 33817.1719 30.9% - 47s H 0 0 34924.000000 33817.1719 3.17% - 56s 0 2 33817.4250 0 67 34924.0000 33817.4250 3.17% - 56s 27 29 33863.0000 23 10 34924.0000 33821.5000 3.16% 8.8 65s 97 99 34135.5000 81 10 34924.0000 33821.5000 3.16% 4.8 70s 184 184 34288.0000 163 22 34924.0000 33821.5000 3.16% 3.6 75s 272 272 34292.5000 251 6 34924.0000 33821.5000 3.16% 2.9 80s 362 362 34298.5000 340 8 34924.0000 33821.5000 3.16% 2.4 85s 377 377 34301.0000 355 12 34924.0000 33821.5000 3.16% 2.4 91s 439 439 34301.0000 417 18 34924.0000 33821.5000 3.16% 2.2 95s 530 530 34311.0000 508 12 34924.0000 33821.5000 3.16% 2.0 100s 621 621 34321.0000 599 12 34924.0000 33821.5000 3.16% 1.9 105s 713 713 34330.5000 691 14 34924.0000 33821.5000 3.16% 1.7 110s 805 805 34384.5000 774 20 34924.0000 33821.5000 3.16% 1.7 115s 869 869 34392.5000 838 16 34924.0000 33821.5000 3.16% 1.6 123s 890 890 34392.5000 859 34 34924.0000 33821.5000 3.16% 1.6 125s 983 983 34407.5000 951 28 34924.0000 33821.5000 3.16% 1.6 130s 1074 1074 34422.5000 1042 24 34924.0000 33821.5000 3.16% 1.5 135s 1168 1168 34444.5000 1136 46 34924.0000 33821.5000 3.16% 1.5 140s 1263 1263 34482.0000 1231 44 34924.0000 33821.5000 3.16% 1.4 145s 1287 1287 34519.0000 1253 8 34924.0000 33821.5000 3.16% 1.4 150s 1387 1336 34706.0000 1346 12 34924.0000 33821.5000 3.16% 1.5 155s 1484 1340 34716.5000 1443 10 34924.0000 33821.5000 3.16% 1.5 160s 1548 1340 34719.0000 1507 8 34924.0000 33821.5000 3.16% 1.4 168s 1569 1340 34719.0000 1528 10 34924.0000 33821.5000 3.16% 1.4 170s 1668 1345 34727.5000 1627 12 34924.0000 33821.5000 3.16% 1.4 175s 1767 1350 34733.5000 1726 14 34924.0000 33821.5000 3.16% 1.4 180s 1876 1432 33957.2500 56 23 34924.0000 33824.5000 3.15% 1.5 185s 1901 1456 33924.6667 41 67 34924.0000 33824.5000 3.15% 1.5 199s 1903 1457 34379.0000 676 84 34924.0000 33824.5000 3.15% 1.5 201s 1905 1459 34560.0000 1132 49 34924.0000 33835.0000 3.12% 1.5 205s 1907 1460 34516.0000 1032 45 34924.0000 33839.9432 3.10% 1.5 211s 1909 1461 34392.5000 108 69 34924.0000 33843.3958 3.09% 1.5 219s 1910 1462 34657.0000 1267 61 34924.0000 33843.6208 3.09% 1.5 221s H 1911 1389 34053.000000 33962.2778 0.27% 1.5 225s H 1914 1321 33975.000000 33972.0714 0.01% 2.9 226s Cutting planes: Gomory: 18 Zero half: 19 Explored 1914 nodes (23321 simplex iterations) in 226.76 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.397500000000e+04, best bound 3.397300000000e+04, gap 0.0059% Optimize a model with 806 rows, 213531 columns and 1196082 nonzeros Presolve time: 1.88s Presolved: 806 rows, 213531 columns, 1196082 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1302 1.1501305e+08 4.7444372e+03 0s 2 2607 5.4016080e+07 6.5453707e+03 0s 3 3927 4.6016701e+07 8.1428474e+03 0s 4 5221 3.8017569e+07 9.5133369e+03 0s 5 6581 3.6017936e+07 1.1638339e+04 0s 6 7940 3.4018320e+07 1.2853682e+04 0s 7 9286 3.2018773e+07 1.3926445e+04 0s 8 10621 2.3021090e+07 1.4911164e+04 0s 9 11894 2.0022124e+07 1.5781783e+04 0s 10 13205 1.8022828e+07 1.6403294e+04 1s 11 14564 1.8022828e+07 1.7303998e+04 1s 12 15919 3.5660000e+04 2.0157959e+04 1s 13 17296 3.4087500e+04 2.7258111e+04 1s 14 18537 3.3772500e+04 2.9283564e+04 1s 15 19766 3.3718500e+04 3.3232278e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 20712 iterations, 0.85 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 96 - 33718.5000 - - 4s Another try with MIP start H 0 0 53940.000000 33718.5000 37.5% - 7s 0 0 33766.5000 0 66 53940.0000 33766.5000 37.4% - 7s 0 0 33772.5000 0 89 53940.0000 33772.5000 37.4% - 8s 0 0 33777.1000 0 101 53940.0000 33777.1000 37.4% - 9s 0 0 33780.3333 0 113 53940.0000 33780.3333 37.4% - 9s 0 0 33786.5833 0 108 53940.0000 33786.5833 37.4% - 10s 0 0 33793.8333 0 120 53940.0000 33793.8333 37.3% - 10s 0 0 33803.0000 0 42 53940.0000 33803.0000 37.3% - 11s 0 0 33804.2500 0 39 53940.0000 33804.2500 37.3% - 11s 0 0 33805.9583 0 145 53940.0000 33805.9583 37.3% - 12s 0 0 33807.0417 0 51 53940.0000 33807.0417 37.3% - 12s 0 0 33808.8333 0 58 53940.0000 33808.8333 37.3% - 13s 0 0 33809.0000 0 28 53940.0000 33809.0000 37.3% - 13s 0 0 33810.2500 0 58 53940.0000 33810.2500 37.3% - 14s 0 0 33811.2500 0 57 53940.0000 33811.2500 37.3% - 15s 0 0 33811.5000 0 66 53940.0000 33811.5000 37.3% - 15s 0 0 33812.1429 0 46 53940.0000 33812.1429 37.3% - 19s 0 0 33813.0000 0 24 53940.0000 33813.0000 37.3% - 19s 0 0 33813.2895 0 115 53940.0000 33813.2895 37.3% - 20s 0 0 33814.2857 0 45 53940.0000 33814.2857 37.3% - 22s 0 0 33814.4653 0 121 53940.0000 33814.4653 37.3% - 23s 0 0 33815.1667 0 40 53940.0000 33815.1667 37.3% - 26s 0 0 33817.5000 0 50 53940.0000 33817.5000 37.3% - 26s 0 0 33819.0714 0 51 53940.0000 33819.0714 37.3% - 27s 0 0 33819.3698 0 65 53940.0000 33819.3698 37.3% - 27s 0 0 33820.6286 0 116 53940.0000 33820.6286 37.3% - 31s H 0 0 36222.000000 33820.6286 6.63% - 33s 0 0 33821.9000 0 45 36222.0000 33821.9000 6.63% - 34s 0 0 33821.9000 0 88 36222.0000 33821.9000 6.63% - 38s 0 0 33821.9000 0 76 36222.0000 33821.9000 6.63% - 38s 0 0 33821.9000 0 107 36222.0000 33821.9000 6.63% - 38s 0 0 33821.9000 0 49 36222.0000 33821.9000 6.63% - 39s 0 0 33822.6591 0 76 36222.0000 33822.6591 6.62% - 39s 0 0 33823.4091 0 71 36222.0000 33823.4091 6.62% - 39s 0 0 33823.5833 0 57 36222.0000 33823.5833 6.62% - 39s 0 0 33823.8333 0 58 36222.0000 33823.8333 6.62% - 40s 0 0 33823.8333 0 57 36222.0000 33823.8333 6.62% - 40s 0 0 33824.1389 0 68 36222.0000 33824.1389 6.62% - 41s 0 0 33824.1389 0 68 36222.0000 33824.1389 6.62% - 42s H 0 0 36213.000000 33824.1389 6.60% - 44s 0 2 33824.1452 0 68 36213.0000 33824.1452 6.60% - 45s 87 89 33971.6667 76 101 36213.0000 33828.5000 6.58% 5.0 50s H 108 108 34391.000000 33828.5000 1.64% 4.7 52s 152 138 33868.5000 25 33 34391.0000 33829.0000 1.63% 4.5 55s 399 358 33893.5000 19 16 34391.0000 33832.9231 1.62% 3.7 60s 601 539 34035.0000 57 45 34391.0000 33833.1389 1.62% 3.7 67s 606 542 34038.5000 34 64 34391.0000 33838.5985 1.61% 3.6 70s H 608 516 34060.000000 33974.2222 0.25% 3.6 72s * 609 490 9 33982.000000 33982.0000 0.0% 3.6 72s Cutting planes: Gomory: 33 Cover: 1 Zero half: 45 Explored 610 nodes (28280 simplex iterations) in 72.41 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.398199999999e+04, best bound 3.398199999999e+04, gap 0.0% Optimize a model with 836 rows, 213531 columns and 1228253 nonzeros Presolve time: 1.98s Presolved: 836 rows, 213531 columns, 1228253 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1296 1.1101318e+08 4.5024446e+03 0s 2 2684 5.4016123e+07 6.3028874e+03 0s 3 4053 4.6016744e+07 7.9003755e+03 0s 4 5398 3.8017612e+07 9.2708800e+03 0s 5 6752 3.6017980e+07 1.1395911e+04 0s 6 8137 3.4018364e+07 1.2611270e+04 0s 7 9451 3.2018816e+07 1.3684054e+04 0s 8 10779 2.3021134e+07 1.4668780e+04 0s 9 12064 2.1021734e+07 1.5616402e+04 1s 10 13319 1.8022863e+07 1.6237919e+04 1s 11 14663 1.6023824e+07 1.7118840e+04 1s 12 16042 1.2025428e+07 1.8476427e+04 1s 13 17432 6.0286415e+06 1.9310956e+04 1s 14 18781 4.0301715e+06 1.9786928e+04 1s 15 20103 2.0318560e+06 2.0033371e+04 1s 16 21489 2.0317900e+06 2.0275768e+04 1s 17 22811 3.3874500e+04 2.4909457e+04 1s 18 24109 3.3721500e+04 3.2833670e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 25089 iterations, 1.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 96 - 33718.5000 - - 4s Another try with MIP start H 0 0 50199.000000 33718.5000 32.8% - 6s 0 0 33767.5000 0 72 50199.0000 33767.5000 32.7% - 7s 0 0 33773.6667 0 100 50199.0000 33773.6667 32.7% - 7s 0 0 33779.1000 0 104 50199.0000 33779.1000 32.7% - 8s 0 0 33781.9868 0 116 50199.0000 33781.9868 32.7% - 9s 0 0 33794.5833 0 137 50199.0000 33794.5833 32.7% - 9s 0 0 33798.5000 0 105 50199.0000 33798.5000 32.7% - 10s 0 0 33807.6667 0 55 50199.0000 33807.6667 32.7% - 11s 0 0 33812.2500 0 37 50199.0000 33812.2500 32.6% - 11s 0 0 33813.7917 0 119 50199.0000 33813.7917 32.6% - 12s 0 0 33815.0417 0 48 50199.0000 33815.0417 32.6% - 12s 0 0 33816.8333 0 50 50199.0000 33816.8333 32.6% - 13s 0 0 33817.0000 0 33 50199.0000 33817.0000 32.6% - 13s 0 0 33818.2500 0 56 50199.0000 33818.2500 32.6% - 14s 0 0 33818.9444 0 134 50199.0000 33818.9444 32.6% - 14s 0 0 33819.2500 0 58 50199.0000 33819.2500 32.6% - 15s 0 0 33819.3333 0 51 50199.0000 33819.3333 32.6% - 15s 0 0 33819.9583 0 68 50199.0000 33819.9583 32.6% - 16s 0 0 33821.0000 0 53 50199.0000 33821.0000 32.6% - 16s 0 0 33821.1923 0 64 50199.0000 33821.1923 32.6% - 17s 0 0 33822.0000 0 115 50199.0000 33822.0000 32.6% - 20s 0 0 33823.1667 0 57 50199.0000 33823.1667 32.6% - 21s 0 0 33823.2395 0 167 50199.0000 33823.2395 32.6% - 21s 0 0 33826.1000 0 39 50199.0000 33826.1000 32.6% - 24s 0 0 33826.6667 0 53 50199.0000 33826.6667 32.6% - 25s 0 0 33827.2273 0 89 50199.0000 33827.2273 32.6% - 25s 0 0 33827.4063 0 89 50199.0000 33827.4063 32.6% - 26s 0 0 33828.5000 0 16 50199.0000 33828.5000 32.6% - 30s 0 0 33828.5000 0 91 50199.0000 33828.5000 32.6% - 30s 0 0 33828.8077 0 89 50199.0000 33828.8077 32.6% - 32s 0 0 33829.1111 0 92 50199.0000 33829.1111 32.6% - 34s 0 0 33829.1111 0 92 50199.0000 33829.1111 32.6% - 38s 0 2 33829.1316 0 92 50199.0000 33829.1316 32.6% - 48s 12 14 33840.6000 10 32 50199.0000 33830.6000 32.6% 13.2 50s H 27 27 35473.000000 33830.6000 4.63% 9.4 54s 36 38 33935.0000 29 6 35473.0000 33830.6000 4.63% 8.2 55s H 54 54 34545.000000 33830.6000 2.07% 6.8 61s 119 121 34280.0000 102 10 34545.0000 33830.6000 2.07% 4.2 65s 212 214 34315.5000 193 8 34545.0000 33830.6000 2.07% 3.0 70s 306 308 34321.5000 287 10 34545.0000 33830.6000 2.07% 2.4 75s 401 403 34324.0000 382 8 34545.0000 33830.6000 2.07% 2.1 80s H 484 483 34465.000000 33830.6000 1.84% 1.9 87s 528 529 34338.5000 509 12 34465.0000 33830.6000 1.84% 1.8 90s 625 626 34348.0000 606 14 34465.0000 33830.6000 1.84% 1.7 95s 720 721 34356.0000 700 6 34465.0000 33830.6000 1.84% 1.6 100s H 767 66 34090.000000 33830.6000 0.76% 1.6 102s 833 124 33992.1667 60 59 34090.0000 33832.3333 0.76% 1.8 105s H 900 151 34026.000000 33833.0000 0.57% 1.9 106s 901 152 34015.5000 41 92 34026.0000 33833.0000 0.57% 1.9 111s Cutting planes: Gomory: 33 Cover: 1 Clique: 19 MIR: 1 Zero half: 82 Explored 905 nodes (29612 simplex iterations) in 112.72 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.402600000000e+04, best bound 3.402600000000e+04, gap 0.0% Optimize a model with 868 rows, 213531 columns and 1256044 nonzeros Presolve time: 1.94s Presolved: 868 rows, 213531 columns, 1256044 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1360 1.0801328e+08 4.5024413e+03 0s 2 2651 5.4016120e+07 6.3028837e+03 0s 3 3997 4.6016726e+07 7.9003734e+03 0s 4 5354 3.8017594e+07 9.2708795e+03 0s 5 6665 3.6017960e+07 1.1395873e+04 0s 6 8047 3.4018344e+07 1.2611251e+04 0s 7 9400 3.2018798e+07 1.3684032e+04 0s 8 10816 2.3021111e+07 1.4668758e+04 0s 9 12218 2.1021711e+07 1.5616373e+04 1s 10 13652 1.8022849e+07 1.6237893e+04 1s 11 15058 1.7023181e+07 1.7132094e+04 1s 12 16514 1.2025396e+07 1.8555816e+04 1s 13 17882 6.0286130e+06 1.9378311e+04 1s 14 19175 4.0300140e+06 1.9866176e+04 1s 15 20556 2.0316985e+06 2.0117260e+04 1s 16 21936 2.0316430e+06 2.0354006e+04 1s 17 23290 3.4019000e+04 2.0750039e+04 1s 18 24670 3.3718500e+04 3.0812318e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 25862 iterations, 1.09 seconds Total elapsed time = 5.04s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 88 - 33718.5000 - - 6s Another try with MIP start H 0 0 45724.000000 33718.5000 26.3% - 9s 0 0 33767.5000 0 68 45724.0000 33767.5000 26.1% - 10s 0 0 33773.6667 0 93 45724.0000 33773.6667 26.1% - 10s 0 0 33779.1000 0 133 45724.0000 33779.1000 26.1% - 11s 0 0 33789.3333 0 122 45724.0000 33789.3333 26.1% - 12s 0 0 33795.3750 0 116 45724.0000 33795.3750 26.1% - 12s 0 0 33805.5556 0 112 45724.0000 33805.5556 26.1% - 13s 0 0 33811.0000 0 57 45724.0000 33811.0000 26.1% - 14s 0 0 33812.7500 0 50 45724.0000 33812.7500 26.1% - 14s 0 0 33814.7083 0 98 45724.0000 33814.7083 26.0% - 15s 0 0 33817.0000 0 82 45724.0000 33817.0000 26.0% - 15s 0 0 33818.0000 0 74 45724.0000 33818.0000 26.0% - 16s 0 0 33818.2500 0 37 45724.0000 33818.2500 26.0% - 16s 0 0 33819.4500 0 180 45724.0000 33819.4500 26.0% - 17s 0 0 33820.3500 0 204 45724.0000 33820.3500 26.0% - 17s 0 0 33822.0833 0 126 45724.0000 33822.0833 26.0% - 18s 0 0 33822.5000 0 114 45724.0000 33822.5000 26.0% - 19s 0 0 33823.6500 0 144 45724.0000 33823.6500 26.0% - 19s 0 0 33824.2000 0 126 45724.0000 33824.2000 26.0% - 20s 0 0 33824.8750 0 58 45724.0000 33824.8750 26.0% - 20s 0 0 33824.9125 0 68 45724.0000 33824.9125 26.0% - 21s 0 0 33825.7857 0 25 45724.0000 33825.7857 26.0% - 26s 0 0 33826.1176 0 49 45724.0000 33826.1176 26.0% - 26s 0 0 33827.5111 0 56 45724.0000 33827.5111 26.0% - 30s 0 0 33829.5000 0 46 45724.0000 33829.5000 26.0% - 33s 0 0 33830.4444 0 169 45724.0000 33830.4444 26.0% - 33s 0 0 33830.6429 0 171 45724.0000 33830.6429 26.0% - 34s 0 0 33830.8571 0 135 45724.0000 33830.8571 26.0% - 36s 0 0 33830.8959 0 171 45724.0000 33830.8959 26.0% - 38s 0 0 33830.8959 0 171 45724.0000 33830.8959 26.0% - 45s 0 2 33830.8959 0 171 45724.0000 33830.8959 26.0% - 50s H 27 27 35681.000000 33831.3333 5.18% 10.7 58s 54 56 33876.0000 46 14 35681.0000 33831.3333 5.18% 7.0 66s 103 105 34027.5000 94 12 35681.0000 33831.3333 5.18% 5.3 70s 170 172 34273.3750 160 70 35681.0000 33831.3333 5.18% 4.4 75s 225 227 34324.5000 215 18 35681.0000 33831.3333 5.18% 4.1 80s 289 291 34375.2500 278 104 35681.0000 33831.3333 5.18% 3.8 85s 359 361 34781.0000 344 18 35681.0000 33831.3333 5.18% 3.7 90s 429 376 35179.6250 411 85 35681.0000 33831.3333 5.18% 4.0 95s 491 376 35276.2500 473 91 35681.0000 33831.3333 5.18% 4.3 103s 511 376 35298.4167 493 82 35681.0000 33831.3333 5.18% 4.4 105s 583 376 35352.1250 565 83 35681.0000 33831.3333 5.18% 4.5 110s 653 376 35400.5500 635 136 35681.0000 33831.3333 5.18% 4.7 115s 725 376 35442.6667 707 128 35681.0000 33831.3333 5.18% 4.9 120s 811 376 35468.2500 793 109 35681.0000 33831.3333 5.18% 4.6 125s H 829 96 34075.000000 33831.3333 0.72% 4.5 127s 902 169 33945.0000 65 12 34075.0000 33831.7088 0.71% 4.4 130s 1001 253 33925.1250 73 171 34075.0000 33833.0000 0.71% 4.4 136s 1006 256 33855.5000 5 74 34075.0000 33849.3952 0.66% 4.4 141s * 1008 245 10 34036.000000 34036.0000 0.0% 4.4 143s Cutting planes: Gomory: 31 Cover: 1 Zero half: 35 Explored 1009 nodes (33829 simplex iterations) in 143.47 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.403600000000e+04, best bound 3.403600000000e+04, gap 0.0% Optimize a model with 895 rows, 213531 columns and 1285535 nonzeros Presolve time: 1.91s Presolved: 895 rows, 213531 columns, 1285535 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1312 1.0601335e+08 4.9664946e+03 0s 2 2708 4.8016564e+07 6.7369860e+03 0s 3 4030 4.2017116e+07 8.1824472e+03 0s 4 5370 3.8017592e+07 9.4308285e+03 0s 5 6728 3.6017960e+07 1.1537724e+04 0s 6 8061 3.4018344e+07 1.2728218e+04 0s 7 9349 3.1019022e+07 1.3768043e+04 0s 8 10680 2.3021124e+07 1.4764223e+04 0s 9 12046 2.0022162e+07 1.5634853e+04 1s 10 13419 1.8022867e+07 1.6238175e+04 1s 11 14803 1.7023487e+07 1.7191309e+04 1s 12 16155 1.2025410e+07 1.8549018e+04 1s 13 17527 6.0286180e+06 1.9371389e+04 1s 14 18899 4.0300152e+06 1.9863355e+04 1s 15 20309 2.0317088e+06 2.0271778e+04 1s 16 21739 3.3789750e+04 2.2488620e+04 1s 17 23154 3.3730500e+04 2.5977738e+04 1s 18 24476 3.3718500e+04 2.7588814e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 25776 iterations, 1.11 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 86 - 33718.5000 - - 4s Another try with MIP start H 0 0 42750.000000 33718.5000 21.1% - 8s 0 0 33767.5000 0 70 42750.0000 33767.5000 21.0% - 9s 0 0 33773.6667 0 93 42750.0000 33773.6667 21.0% - 9s 0 0 33779.6000 0 119 42750.0000 33779.6000 21.0% - 10s 0 0 33786.5000 0 118 42750.0000 33786.5000 21.0% - 11s 0 0 33792.3750 0 119 42750.0000 33792.3750 21.0% - 12s 0 0 33801.4444 0 115 42750.0000 33801.4444 20.9% - 12s 0 0 33810.0000 0 73 42750.0000 33810.0000 20.9% - 13s 0 0 33811.5000 0 69 42750.0000 33811.5000 20.9% - 13s 0 0 33813.3750 0 152 42750.0000 33813.3750 20.9% - 14s 0 0 33814.5417 0 81 42750.0000 33814.5417 20.9% - 14s 0 0 33816.5000 0 87 42750.0000 33816.5000 20.9% - 15s 0 0 33818.0000 0 67 42750.0000 33818.0000 20.9% - 15s 0 0 33819.3333 0 113 42750.0000 33819.3333 20.9% - 16s 0 0 33820.5000 0 100 42750.0000 33820.5000 20.9% - 17s 0 0 33821.3125 0 85 42750.0000 33821.3125 20.9% - 17s 0 0 33822.0679 0 107 42750.0000 33822.0679 20.9% - 18s 0 0 33822.9250 0 83 42750.0000 33822.9250 20.9% - 18s 0 0 33823.1036 0 110 42750.0000 33823.1036 20.9% - 19s 0 0 33824.5357 0 58 42750.0000 33824.5357 20.9% - 23s 0 0 33824.7183 0 73 42750.0000 33824.7183 20.9% - 24s 0 0 33825.9041 0 92 42750.0000 33825.9041 20.9% - 28s 0 0 33826.7980 0 95 42750.0000 33826.7980 20.9% - 28s 0 0 33827.7088 0 160 42750.0000 33827.7088 20.9% - 29s 0 0 33829.0636 0 188 42750.0000 33829.0636 20.9% - 31s 0 0 33829.5000 0 160 42750.0000 33829.5000 20.9% - 32s 0 0 33831.6176 0 161 42750.0000 33831.6176 20.9% - 33s 0 0 33831.6543 0 168 42750.0000 33831.6543 20.9% - 33s 0 0 33831.6543 0 150 42750.0000 33831.6543 20.9% - 40s 0 0 33831.6543 0 158 42750.0000 33831.6543 20.9% - 43s 0 0 33831.6543 0 158 42750.0000 33831.6543 20.9% - 48s H 0 0 40404.000000 33831.6543 16.3% - 60s 0 2 33831.9043 0 158 40404.0000 33831.9043 16.3% - 60s H 27 27 34583.000000 33833.0303 2.17% 11.5 69s 31 33 33864.2500 24 37 34583.0000 33833.0303 2.17% 10.8 70s 116 118 34063.0000 102 10 34583.0000 33833.0303 2.17% 4.5 75s 204 206 34303.0000 182 6 34583.0000 33833.0303 2.17% 3.5 80s 288 290 34303.0000 266 22 34583.0000 33833.0303 2.17% 3.0 85s 376 378 34313.5000 354 22 34583.0000 33833.0303 2.17% 2.6 90s 383 385 34313.5000 361 28 34583.0000 33833.0303 2.17% 2.5 95s 468 470 34316.0000 446 22 34583.0000 33833.0303 2.17% 2.3 100s 557 559 34326.0000 535 24 34583.0000 33833.0303 2.17% 2.1 105s 645 647 34330.5000 623 26 34583.0000 33833.0303 2.17% 1.9 110s 734 736 34340.0000 711 32 34583.0000 33833.0303 2.17% 1.8 115s 824 826 34352.5000 801 32 34583.0000 33833.0303 2.17% 1.7 120s 893 895 34360.5000 870 32 34583.0000 33833.0303 2.17% 1.7 127s 942 944 34367.5000 919 34 34583.0000 33833.0303 2.17% 1.6 130s 1029 1031 34375.5000 1006 40 34583.0000 33833.0303 2.17% 1.6 135s 1117 1119 34390.5000 1094 46 34583.0000 33833.0303 2.17% 1.6 140s 1209 1135 34405.0000 1186 48 34583.0000 33833.0303 2.17% 1.5 145s H 1211 1054 34467.000000 33833.0303 1.84% 1.5 148s 1247 1056 34413.5000 1224 50 34467.0000 33833.0303 1.84% 1.5 150s 1349 1082 33912.6667 24 40 34467.0000 33833.0303 1.84% 1.6 155s H 1400 224 34244.000000 33833.0303 1.20% 1.6 157s 1401 225 33969.2500 57 158 34244.0000 33833.0303 1.20% 1.6 176s H 1404 215 34120.000000 34026.5000 0.27% 1.6 180s H 1412 210 34045.000000 34041.3333 0.01% 3.1 184s H 1412 200 34042.000000 34041.3333 0.00% 3.1 184s Cutting planes: Gomory: 21 Cover: 1 Zero half: 11 Explored 1412 nodes (33152 simplex iterations) in 184.05 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.404200000000e+04, best bound 3.404200000000e+04, gap 0.0% Optimize a model with 921 rows, 213531 columns and 1318411 nonzeros Presolve time: 1.94s Presolved: 921 rows, 213531 columns, 1318411 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1291 1.0501341e+08 4.8989998e+03 0s 2 2667 4.8016548e+07 6.6154967e+03 0s 3 4036 4.2017110e+07 8.2570615e+03 0s 4 5354 3.8017586e+07 9.6275237e+03 0s 5 6674 3.6017916e+07 1.1410249e+04 0s 6 7947 3.4018300e+07 1.2589749e+04 0s 7 9280 3.1018980e+07 1.3726268e+04 0s 8 10604 2.3021120e+07 1.4630312e+04 0s 9 11908 2.0022144e+07 1.5500946e+04 1s 10 13252 1.7023468e+07 1.6777277e+04 1s 11 14598 1.2025760e+07 1.8315085e+04 1s 12 15930 6.0287775e+06 1.9136298e+04 1s 13 17303 4.0300562e+06 1.9626336e+04 1s 14 18733 3.0309632e+06 1.9888067e+04 1s 15 20103 2.0316962e+06 2.0122488e+04 1s 16 21522 3.3773500e+04 2.5517903e+04 1s 17 22890 3.3718500e+04 2.7314164e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 24244 iterations, 1.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 96 - 33718.5000 - - 5s Another try with MIP start H 0 0 43240.000000 33718.5000 22.0% - 8s 0 0 33767.5000 0 76 43240.0000 33767.5000 21.9% - 9s 0 0 33773.6667 0 99 43240.0000 33773.6667 21.9% - 10s 0 0 33779.8500 0 131 43240.0000 33779.8500 21.9% - 11s 0 0 33787.0000 0 134 43240.0000 33787.0000 21.9% - 11s 0 0 33791.7500 0 122 43240.0000 33791.7500 21.9% - 12s 0 0 33804.5000 0 139 43240.0000 33804.5000 21.8% - 13s 0 0 33811.2500 0 81 43240.0000 33811.2500 21.8% - 13s 0 0 33812.6667 0 110 43240.0000 33812.6667 21.8% - 14s 0 0 33814.4583 0 190 43240.0000 33814.4583 21.8% - 14s 0 0 33815.7083 0 103 43240.0000 33815.7083 21.8% - 15s 0 0 33817.8333 0 100 43240.0000 33817.8333 21.8% - 16s 0 0 33818.0833 0 105 43240.0000 33818.0833 21.8% - 16s 0 0 33819.5000 0 44 43240.0000 33819.5000 21.8% - 22s 0 0 33820.2955 0 94 43240.0000 33820.2955 21.8% - 22s 0 0 33821.4554 0 94 43240.0000 33821.4554 21.8% - 23s 0 0 33822.4375 0 101 43240.0000 33822.4375 21.8% - 23s 0 0 33823.5500 0 156 43240.0000 33823.5500 21.8% - 24s 0 0 33824.7273 0 111 43240.0000 33824.7273 21.8% - 25s 0 0 33824.9118 0 105 43240.0000 33824.9118 21.8% - 25s 0 0 33825.4423 0 186 43240.0000 33825.4423 21.8% - 26s 0 0 33825.7500 0 73 43240.0000 33825.7500 21.8% - 26s 0 0 33825.7955 0 203 43240.0000 33825.7955 21.8% - 27s 0 0 33826.9375 0 76 43240.0000 33826.9375 21.8% - 32s 0 0 33827.2500 0 56 43240.0000 33827.2500 21.8% - 33s 0 0 33827.6389 0 92 43240.0000 33827.6389 21.8% - 34s 0 0 33829.0000 0 81 43240.0000 33829.0000 21.8% - 38s 0 0 33829.0000 0 89 43240.0000 33829.0000 21.8% - 38s H 0 0 41067.000000 33829.0000 17.6% - 42s 0 0 33829.0000 0 77 41067.0000 33829.0000 17.6% - 47s 0 0 33829.0000 0 83 41067.0000 33829.0000 17.6% - 51s 0 0 33829.0000 0 83 41067.0000 33829.0000 17.6% - 56s 0 2 33829.0000 0 83 41067.0000 33829.0000 17.6% - 66s 12 14 33840.1000 11 56 41067.0000 33830.0408 17.6% 12.4 70s H 27 27 35222.000000 33830.0408 3.95% 8.0 75s 54 56 33903.0000 47 41 35222.0000 33830.0408 3.95% 5.6 83s 78 80 33923.5000 70 18 35222.0000 33830.0408 3.95% 4.4 85s 157 159 34118.5000 139 6 35222.0000 33830.0408 3.95% 3.5 90s 236 238 34288.0000 209 31 35222.0000 33830.0408 3.95% 3.2 95s 313 315 34292.5000 286 35 35222.0000 33830.0408 3.95% 2.7 100s 393 395 34298.5000 365 8 35222.0000 33830.0408 3.95% 2.4 105s 463 465 34304.5000 434 28 35222.0000 33830.0408 3.95% 2.3 110s H 522 522 34669.000000 33830.0408 2.42% 2.2 120s 601 603 34307.0000 572 26 34669.0000 33830.0408 2.42% 2.0 125s 687 689 34317.0000 658 26 34669.0000 33830.0408 2.42% 1.9 130s 774 776 34327.0000 745 36 34669.0000 33830.0408 2.42% 1.8 135s 862 864 34336.5000 833 34 34669.0000 33830.0408 2.42% 1.7 140s 951 953 34345.5000 922 36 34669.0000 33830.0408 2.42% 1.7 145s H 993 993 34610.000000 33830.0408 2.25% 1.7 147s 1037 1039 34358.5000 1008 40 34610.0000 33830.0408 2.25% 1.6 150s 1126 1128 34366.5000 1097 44 34610.0000 33830.0408 2.25% 1.6 155s H 1134 186 34264.000000 33830.0408 1.27% 1.6 158s 1170 214 33906.5000 32 8 34264.0000 33830.1049 1.27% 1.7 160s H 1300 323 34222.000000 33830.1049 1.15% 1.8 164s 1301 324 33887.0000 29 83 34222.0000 33830.1049 1.15% 1.8 174s 1303 325 33872.4167 16 88 34222.0000 33830.1049 1.15% 1.8 175s H 1304 309 34148.000000 34056.3016 0.27% 1.8 178s H 1304 294 34140.000000 34056.3016 0.25% 1.8 178s 1309 299 34069.8902 45 83 34140.0000 34069.8902 0.21% 3.5 181s * 1312 285 27 34070.000000 34070.0000 0.0% 3.5 182s Cutting planes: Gomory: 27 Cover: 1 Zero half: 43 Explored 1312 nodes (32390 simplex iterations) in 182.49 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.407000000000e+04, best bound 3.407000000000e+04, gap 0.0% Optimize a model with 946 rows, 213531 columns and 1349331 nonzeros Presolve time: 1.97s Presolved: 946 rows, 213531 columns, 1349331 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1315 9.9013654e+07 4.6820352e+03 0s 2 2642 4.8016602e+07 6.4565254e+03 0s 3 3985 4.2017164e+07 8.1710884e+03 0s 4 5408 3.8017634e+07 9.5415644e+03 0s 5 6765 3.6017964e+07 1.1324295e+04 0s 6 8099 3.4018348e+07 1.2503798e+04 0s 7 9471 3.1018990e+07 1.3637811e+04 0s 8 10818 2.3021122e+07 1.4550361e+04 0s 9 12167 2.1021722e+07 1.5507989e+04 1s 10 13573 1.8022840e+07 1.6760065e+04 1s 11 14998 1.2025484e+07 1.8364018e+04 1s 12 16392 6.0286465e+06 1.9184983e+04 1s 13 17723 4.0300490e+06 1.9674961e+04 1s 14 19127 3.0309572e+06 1.9953506e+04 1s 15 20541 2.0316902e+06 2.0176747e+04 1s 16 21951 3.3770500e+04 2.5671513e+04 1s 17 23277 3.3718500e+04 2.7284329e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 24603 iterations, 1.10 seconds Total elapsed time = 5.03s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 86 - 33718.5000 - - 7s Another try with MIP start H 0 0 40027.000000 33718.5000 15.8% - 12s 0 0 33767.5000 0 64 40027.0000 33767.5000 15.6% - 13s 0 0 33773.6667 0 93 40027.0000 33773.6667 15.6% - 14s 0 0 33777.3500 0 122 40027.0000 33777.3500 15.6% - 15s 0 0 33782.2500 0 122 40027.0000 33782.2500 15.6% - 16s 0 0 33788.7917 0 143 40027.0000 33788.7917 15.6% - 16s 0 0 33799.4167 0 131 40027.0000 33799.4167 15.6% - 17s 0 0 33811.0000 0 65 40027.0000 33811.0000 15.5% - 18s 0 0 33812.5000 0 64 40027.0000 33812.5000 15.5% - 18s 0 0 33814.2500 0 164 40027.0000 33814.2500 15.5% - 19s 0 0 33815.5417 0 72 40027.0000 33815.5417 15.5% - 19s 0 0 33817.5000 0 82 40027.0000 33817.5000 15.5% - 20s 0 0 33818.0000 0 60 40027.0000 33818.0000 15.5% - 20s 0 0 33819.3333 0 101 40027.0000 33819.3333 15.5% - 21s 0 0 33820.5000 0 156 40027.0000 33820.5000 15.5% - 21s 0 0 33821.4167 0 102 40027.0000 33821.4167 15.5% - 22s 0 0 33821.7500 0 76 40027.0000 33821.7500 15.5% - 23s 0 0 33822.9835 0 117 40027.0000 33822.9835 15.5% - 24s 0 0 33824.1750 0 150 40027.0000 33824.1750 15.5% - 24s 0 0 33824.5833 0 113 40027.0000 33824.5833 15.5% - 25s 0 0 33824.7071 0 195 40027.0000 33824.7071 15.5% - 26s 0 0 33826.0000 0 75 40027.0000 33826.0000 15.5% - 31s 0 0 33828.1000 0 89 40027.0000 33828.1000 15.5% - 31s 0 0 33828.8355 0 119 40027.0000 33828.8355 15.5% - 32s 0 0 33829.1558 0 124 40027.0000 33829.1558 15.5% - 33s 0 0 33830.3523 0 96 40027.0000 33830.3523 15.5% - 37s 0 0 33830.7657 0 134 40027.0000 33830.7657 15.5% - 37s 0 0 33831.7708 0 109 40027.0000 33831.7708 15.5% - 43s 0 0 33831.8750 0 123 40027.0000 33831.8750 15.5% - 44s 0 0 33831.8750 0 111 40027.0000 33831.8750 15.5% - 48s 0 0 33831.9042 0 111 40027.0000 33831.9042 15.5% - 52s 0 0 33831.9042 0 111 40027.0000 33831.9042 15.5% - 58s 0 2 33832.1667 0 111 40027.0000 33832.1667 15.5% - 69s 3 5 33837.7857 2 49 40027.0000 33832.6400 15.5% 35.3 70s H 27 27 35548.000000 33832.6400 4.83% 8.7 77s 58 60 33946.5000 44 8 35548.0000 33832.6400 4.83% 6.2 80s 126 128 34290.5000 97 8 35548.0000 33832.6400 4.83% 5.1 85s H 154 130 34318.000000 33832.6400 1.41% 4.7 92s 207 176 33884.5000 50 14 34318.0000 33833.5278 1.41% 4.9 95s 307 276 34073.7500 141 26 34318.0000 33833.5278 1.41% 4.2 100s 400 353 34199.0000 227 8 34318.0000 33833.5278 1.41% 3.8 105s 488 441 34203.5000 315 10 34318.0000 33833.5278 1.41% 3.4 110s 579 532 34212.0000 406 14 34318.0000 33833.5278 1.41% 3.0 115s H 600 264 34173.000000 33833.5278 0.99% 2.9 116s 601 257 33982.5000 52 111 34173.0000 33833.5278 0.99% 2.9 126s H 604 246 34158.000000 34065.0556 0.27% 2.9 129s 606 247 34074.9000 21 29 34158.0000 34074.9000 0.24% 2.9 130s * 612 240 20 34080.000000 34080.0000 0.0% 6.3 133s Cutting planes: Gomory: 27 Cover: 3 Zero half: 26 Explored 612 nodes (32272 simplex iterations) in 133.14 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.408000000000e+04, best bound 3.408000000000e+04, gap 0.0% Optimize a model with 969 rows, 213531 columns and 1383602 nonzeros Presolve time: 2.01s Presolved: 969 rows, 213531 columns, 1383602 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1319 9.6013792e+07 4.5860371e+03 0s 2 2624 4.8016576e+07 6.3605320e+03 0s 3 3945 4.2017140e+07 8.0020931e+03 0s 4 5254 3.8017616e+07 9.3725759e+03 0s 5 6570 3.6017946e+07 1.1155309e+04 0s 6 7929 3.4018330e+07 1.2334818e+04 0s 7 9302 3.1018972e+07 1.3468834e+04 0s 8 10618 2.3021104e+07 1.4381392e+04 0s 9 11956 2.1021704e+07 1.5339029e+04 1s 10 13297 1.7023442e+07 1.6615377e+04 1s 11 14649 1.4024489e+07 1.7602756e+04 1s 12 15992 9.0271245e+06 1.8232952e+04 1s 13 17348 6.0287720e+06 1.9053940e+04 1s 14 18729 4.0299928e+06 1.9610112e+04 1s 15 20106 2.0316760e+06 1.9986354e+04 1s 16 21548 3.3760500e+04 2.4700428e+04 1s 17 22954 3.3718500e+04 2.6754569e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 24293 iterations, 1.10 seconds Total elapsed time = 5.02s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 100 - 33718.5000 - - 5s Another try with MIP start H 0 0 46126.000000 33718.5000 26.9% - 8s 0 0 33767.5000 0 66 46126.0000 33767.5000 26.8% - 9s 0 0 33773.6667 0 105 46126.0000 33773.6667 26.8% - 9s 0 0 33778.3500 0 136 46126.0000 33778.3500 26.8% - 10s 0 0 33783.5000 0 124 46126.0000 33783.5000 26.8% - 11s 0 0 33788.0417 0 166 46126.0000 33788.0417 26.7% - 12s 0 0 33802.3194 0 159 46126.0000 33802.3194 26.7% - 13s 0 0 33810.6000 0 87 46126.0000 33810.6000 26.7% - 13s 0 0 33812.8056 0 90 46126.0000 33812.8056 26.7% - 14s 0 0 33814.8333 0 155 46126.0000 33814.8333 26.7% - 14s 0 0 33816.0417 0 84 46126.0000 33816.0417 26.7% - 15s 0 0 33819.1667 0 82 46126.0000 33819.1667 26.7% - 16s 0 0 33820.1250 0 77 46126.0000 33820.1250 26.7% - 16s 0 0 33821.5000 0 87 46126.0000 33821.5000 26.7% - 17s 0 0 33822.5000 0 102 46126.0000 33822.5000 26.7% - 17s 0 0 33822.8269 0 111 46126.0000 33822.8269 26.7% - 18s 0 0 33823.5833 0 69 46126.0000 33823.5833 26.7% - 22s 0 0 33824.2500 0 74 46126.0000 33824.2500 26.7% - 23s 0 0 33824.5000 0 168 46126.0000 33824.5000 26.7% - 23s 0 0 33825.0833 0 83 46126.0000 33825.0833 26.7% - 29s 0 0 33825.7500 0 87 46126.0000 33825.7500 26.7% - 30s 0 0 33826.2391 0 161 46126.0000 33826.2391 26.7% - 30s 0 0 33827.5833 0 107 46126.0000 33827.5833 26.7% - 31s 0 0 33828.4100 0 178 46126.0000 33828.4100 26.7% - 32s 0 0 33830.2833 0 174 46126.0000 33830.2833 26.7% - 33s 0 0 33830.2833 0 169 46126.0000 33830.2833 26.7% - 34s 0 0 33830.2833 0 175 46126.0000 33830.2833 26.7% - 34s 0 0 33830.2833 0 152 46126.0000 33830.2833 26.7% - 40s 0 0 33830.2833 0 150 46126.0000 33830.2833 26.7% - 45s 0 0 33830.2833 0 156 46126.0000 33830.2833 26.7% - 49s 0 0 33830.2833 0 153 46126.0000 33830.2833 26.7% - 56s 0 2 33830.4500 0 149 46126.0000 33830.4500 26.7% - 69s 1 3 33830.6742 1 80 46126.0000 33830.6742 26.7% 65.0 70s H 27 27 35014.000000 33831.8523 3.38% 7.8 78s 50 52 33917.5000 38 19 35014.0000 33831.8523 3.38% 6.5 80s H 54 54 34768.000000 33831.8523 2.69% 6.4 87s 81 83 34004.0000 63 6 34768.0000 33831.8523 2.69% 6.2 90s 160 162 34004.0000 141 23 34768.0000 33831.8523 2.69% 3.8 95s 241 243 34008.5000 222 23 34768.0000 33831.8523 2.69% 2.9 100s 323 325 34017.0000 304 10 34768.0000 33831.8523 2.69% 2.4 105s 403 405 34023.5000 384 12 34768.0000 33831.8523 2.69% 2.2 110s 483 485 34031.5000 464 12 34768.0000 33831.8523 2.69% 2.0 115s 562 564 34038.5000 543 14 34768.0000 33831.8523 2.69% 1.8 120s H 604 604 34146.000000 33831.8523 0.92% 1.8 127s 651 653 34046.5000 632 20 34146.0000 33831.8523 0.92% 1.7 130s 740 667 34061.5000 721 32 34146.0000 33831.8523 0.92% 1.6 135s 830 668 34070.0000 811 26 34146.0000 33831.8523 0.92% 1.6 140s 922 672 34083.5000 903 28 34146.0000 33831.8523 0.92% 1.5 145s H 993 675 34120.000000 33832.4091 0.84% 1.5 149s 1017 701 33901.4444 30 45 34120.0000 33832.4091 0.84% 1.6 150s H 1030 660 34091.000000 33832.4091 0.76% 1.7 153s 1058 688 33989.6667 68 48 34091.0000 33832.4091 0.76% 1.7 155s 1196 804 34051.0000 104 6 34091.0000 33833.0000 0.76% 1.9 160s 1201 806 34053.0000 413 153 34091.0000 33833.0000 0.76% 1.9 165s 1206 809 34065.0000 108 100 34091.0000 33860.8695 0.68% 1.9 170s Cutting planes: Gomory: 27 Cover: 2 MIR: 2 Zero half: 38 Explored 1208 nodes (30978 simplex iterations) in 171.64 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.409100000000e+04, best bound 3.409100000000e+04, gap 0.0% Optimize a model with 989 rows, 213531 columns and 1411369 nonzeros Presolve time: 2.03s Presolved: 989 rows, 213531 columns, 1411369 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1344 9.3013917e+07 4.4655325e+03 0s 2 2653 4.8016556e+07 6.3071348e+03 0s 3 3983 4.2017118e+07 7.8686508e+03 0s 4 5345 3.8017594e+07 9.2390818e+03 0s 5 6700 3.6017924e+07 1.1021814e+04 0s 6 8016 3.4018308e+07 1.2195325e+04 0s 7 9312 3.1018950e+07 1.3328340e+04 0s 8 10643 2.3021090e+07 1.4240899e+04 1s 9 11948 2.1021690e+07 1.5198536e+04 1s 10 13318 1.7023440e+07 1.6474885e+04 1s 11 14678 1.4024474e+07 1.7462255e+04 1s 12 16000 9.0271245e+06 1.8091450e+04 1s 13 17381 6.0287720e+06 1.8910921e+04 1s 14 18755 4.0299928e+06 1.9467095e+04 1s 15 20124 2.0316760e+06 1.9843848e+04 1s 16 21551 3.3760500e+04 2.4716446e+04 1s 17 22892 3.3718500e+04 2.6811038e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 24191 iterations, 1.12 seconds Total elapsed time = 5.25s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 86 - 33718.5000 - - 6s Another try with MIP start H 0 0 42288.000000 33718.5000 20.3% - 8s 0 0 33767.5000 0 74 42288.0000 33767.5000 20.1% - 9s 0 0 33773.6667 0 93 42288.0000 33773.6667 20.1% - 10s 0 0 33778.3500 0 135 42288.0000 33778.3500 20.1% - 11s 0 0 33789.2333 0 133 42288.0000 33789.2333 20.1% - 11s 0 0 33798.1667 0 123 42288.0000 33798.1667 20.1% - 12s 0 0 33806.9583 0 99 42288.0000 33806.9583 20.1% - 13s 0 0 33811.0000 0 67 42288.0000 33811.0000 20.0% - 13s 0 0 33812.5000 0 70 42288.0000 33812.5000 20.0% - 14s 0 0 33814.5417 0 92 42288.0000 33814.5417 20.0% - 14s 0 0 33816.5000 0 77 42288.0000 33816.5000 20.0% - 15s 0 0 33817.6667 0 79 42288.0000 33817.6667 20.0% - 16s 0 0 33818.0000 0 61 42288.0000 33818.0000 20.0% - 16s 0 0 33819.5833 0 74 42288.0000 33819.5833 20.0% - 17s 0 0 33819.8500 0 100 42288.0000 33819.8500 20.0% - 17s 0 0 33821.4881 0 142 42288.0000 33821.4881 20.0% - 23s 0 0 33822.2500 0 102 42288.0000 33822.2500 20.0% - 23s 0 0 33823.0000 0 71 42288.0000 33823.0000 20.0% - 24s 0 0 33823.4167 0 93 42288.0000 33823.4167 20.0% - 25s 0 0 33824.9167 0 119 42288.0000 33824.9167 20.0% - 25s 0 0 33825.2500 0 127 42288.0000 33825.2500 20.0% - 26s 0 0 33825.8571 0 84 42288.0000 33825.8571 20.0% - 31s 0 0 33825.9444 0 132 42288.0000 33825.9444 20.0% - 31s 0 0 33826.3889 0 75 42288.0000 33826.3889 20.0% - 37s 0 0 33826.9167 0 94 42288.0000 33826.9167 20.0% - 37s 0 0 33827.0238 0 179 42288.0000 33827.0238 20.0% - 38s 0 0 33827.1775 0 186 42288.0000 33827.1775 20.0% - 45s 0 0 33827.1775 0 186 42288.0000 33827.1775 20.0% - 52s 0 2 33827.1775 0 177 42288.0000 33827.1775 20.0% - 67s H 27 27 35684.000000 33829.1630 5.20% 6.7 73s 47 49 33889.2143 42 45 35684.0000 33829.1630 5.20% 5.3 75s H 54 54 35382.000000 33829.1630 4.39% 4.8 84s 62 64 33906.0000 56 20 35382.0000 33829.1630 4.39% 4.5 85s 139 141 34021.5000 126 8 35382.0000 33829.1630 4.39% 3.4 90s 214 216 34315.0000 194 14 35382.0000 33829.1630 4.39% 3.1 95s 289 291 34323.5000 268 8 35382.0000 33829.1630 4.39% 2.8 100s 365 367 34329.5000 341 10 35382.0000 33829.1630 4.39% 2.5 105s 449 451 34425.0000 414 8 35382.0000 33829.1630 4.39% 2.6 110s 525 527 34434.5000 490 8 35382.0000 33829.1630 4.39% 2.4 115s 607 609 34545.0000 562 26 35382.0000 33829.1630 4.39% 2.4 120s 620 622 34572.0000 573 26 35382.0000 33829.1630 4.39% 2.4 132s 660 662 34596.0000 612 32 35382.0000 33829.1630 4.39% 2.4 135s 740 742 34610.5000 692 34 35382.0000 33829.1630 4.39% 2.3 140s 822 824 34626.0000 774 32 35382.0000 33829.1630 4.39% 2.1 145s 903 905 34653.5000 854 30 35382.0000 33829.1630 4.39% 2.1 150s 985 987 34693.5000 936 32 35382.0000 33829.1630 4.39% 2.0 155s 1068 1070 34724.0000 1019 28 35382.0000 33829.1630 4.39% 1.9 160s 1151 1153 34752.5000 1102 26 35382.0000 33829.1630 4.39% 1.8 165s 1234 1236 34777.5000 1185 34 35382.0000 33829.1630 4.39% 1.8 170s 1318 1320 34812.5000 1269 30 35382.0000 33829.1630 4.39% 1.7 175s 1407 1409 34937.0000 1356 26 35382.0000 33829.1630 4.39% 1.7 180s 1498 1481 35169.5000 1444 54 35382.0000 33829.1630 4.39% 1.7 185s H 1568 1461 35187.000000 33830.0109 3.86% 1.7 196s 1645 1540 33894.5000 77 40 35187.0000 33830.0109 3.86% 1.8 200s 1701 1595 33865.0000 16 186 35187.0000 33830.0109 3.86% 1.8 213s 1703 1596 33891.6667 42 86 35187.0000 33830.0109 3.86% 1.8 215s 1704 1597 34325.0000 217 121 35187.0000 33830.0109 3.86% 1.8 223s 1705 1598 34818.5000 1265 101 35187.0000 33848.1633 3.80% 1.8 228s H 1705 1518 34204.000000 34097.5729 0.31% 1.8 232s H 1705 1442 34182.000000 34097.5729 0.25% 1.8 232s 1707 1443 34182.0000 909 118 34182.0000 34110.3727 0.21% 1.8 236s H 1708 1371 34176.000000 34110.3727 0.19% 3.3 237s 1712 1374 34110.9938 50 88 34176.0000 34110.9938 0.19% 3.3 240s H 1714 1307 34126.000000 34125.9148 0.00% 3.3 242s Cutting planes: Gomory: 22 Zero half: 16 Explored 1714 nodes (33320 simplex iterations) in 242.79 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.412600000000e+04, best bound 3.412600000000e+04, gap 0.0% Optimize a model with 1010 rows, 213531 columns and 1447296 nonzeros Presolve time: 2.07s Presolved: 1010 rows, 213531 columns, 1447296 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1369 9.1014092e+07 4.3515357e+03 0s 2 2731 4.6016768e+07 6.5201796e+03 0s 3 4077 4.0017326e+07 8.2688417e+03 0s 4 5464 3.8017580e+07 9.8654463e+03 0s 5 6805 3.4018294e+07 1.1226005e+04 0s 6 8161 3.2018748e+07 1.3050907e+04 0s 7 9533 2.3021076e+07 1.3963478e+04 0s 8 10902 2.0022135e+07 1.4834137e+04 1s 9 12231 1.7023460e+07 1.6110533e+04 1s 10 13564 1.2025367e+07 1.7648378e+04 1s 11 14948 6.0286195e+06 1.8468025e+04 1s 12 16330 4.0300228e+06 1.8960086e+04 1s 13 17733 3.0309482e+06 1.9220549e+04 1s 14 19111 2.0316640e+06 1.9455463e+04 1s 15 20513 3.3726500e+04 2.5123716e+04 1s 16 21895 3.3718500e+04 2.6746458e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 23215 iterations, 1.07 seconds Total elapsed time = 5.15s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 94 - 33718.5000 - - 5s Another try with MIP start H 0 0 43031.000000 33718.5000 21.6% - 9s 0 0 33767.5000 0 74 43031.0000 33767.5000 21.5% - 9s 0 0 33773.6667 0 95 43031.0000 33773.6667 21.5% - 10s 0 0 33778.3500 0 132 43031.0000 33778.3500 21.5% - 11s 0 0 33789.3333 0 131 43031.0000 33789.3333 21.5% - 12s 0 0 33793.9583 0 136 43031.0000 33793.9583 21.5% - 12s 0 0 33801.8333 0 118 43031.0000 33801.8333 21.4% - 13s 0 0 33810.5714 0 90 43031.0000 33810.5714 21.4% - 13s 0 0 33812.5000 0 71 43031.0000 33812.5000 21.4% - 14s 0 0 33814.5417 0 84 43031.0000 33814.5417 21.4% - 15s 0 0 33816.5000 0 73 43031.0000 33816.5000 21.4% - 15s 0 0 33817.6667 0 85 43031.0000 33817.6667 21.4% - 16s 0 0 33818.0000 0 61 43031.0000 33818.0000 21.4% - 16s 0 0 33819.3833 0 174 43031.0000 33819.3833 21.4% - 17s 0 0 33819.8500 0 102 43031.0000 33819.8500 21.4% - 18s 0 0 33820.7425 0 198 43031.0000 33820.7425 21.4% - 18s 0 0 33822.6974 0 96 43031.0000 33822.6974 21.4% - 19s 0 0 33823.9615 0 169 43031.0000 33823.9615 21.4% - 19s 0 0 33824.8009 0 109 43031.0000 33824.8009 21.4% - 20s 0 0 33825.7159 0 213 43031.0000 33825.7159 21.4% - 21s 0 0 33826.1697 0 118 43031.0000 33826.1697 21.4% - 21s 0 0 33827.4500 0 156 43031.0000 33827.4500 21.4% - 22s 0 0 33827.9167 0 122 43031.0000 33827.9167 21.4% - 23s 0 0 33828.0288 0 232 43031.0000 33828.0288 21.4% - 23s 0 0 33828.0288 0 177 43031.0000 33828.0288 21.4% - 30s 0 0 33828.0288 0 189 43031.0000 33828.0288 21.4% - 32s 0 0 33828.0288 0 185 43031.0000 33828.0288 21.4% - 44s 0 2 33828.1036 0 185 43031.0000 33828.1036 21.4% - 59s 2 4 33829.6389 2 105 43031.0000 33829.4286 21.4% 53.0 60s H 27 27 36107.000000 33829.8333 6.31% 10.9 67s H 54 54 35394.000000 33829.8333 4.42% 7.0 76s 96 98 33993.0000 73 6 35394.0000 33829.8333 4.42% 6.5 80s 162 164 34374.0000 131 29 35394.0000 33829.8333 4.42% 5.2 85s 237 239 34787.0000 203 32 35394.0000 33829.8333 4.42% 4.3 90s * 285 269 249 35273.000000 33829.8333 4.09% 4.2 93s 322 300 33850.5000 34 66 35273.0000 33833.0102 4.08% 4.2 95s 426 404 34228.0000 110 8 35273.0000 33833.0102 4.08% 4.1 100s 504 482 34459.0000 185 8 35273.0000 33833.0102 4.08% 3.7 105s 576 554 34473.0000 256 12 35273.0000 33833.0102 4.08% 3.4 110s H 585 311 34345.000000 33833.0102 1.49% 3.4 122s 659 379 33921.2273 71 70 34345.0000 33833.1667 1.49% 3.6 125s H 700 386 34212.000000 33833.1667 1.11% 3.5 126s 701 387 33862.1667 24 185 34212.0000 33833.1667 1.11% 3.5 142s 705 390 33913.5000 68 102 34212.0000 33851.7000 1.05% 3.5 146s 707 391 34122.8478 35 106 34212.0000 34122.8478 0.26% 3.5 150s 713 396 34124.0000 34 98 34212.0000 34124.0000 0.26% 6.8 155s 717 399 34126.8583 78 105 34212.0000 34126.8583 0.25% 6.8 160s 721 401 34129.6498 37 86 34212.0000 34129.6498 0.24% 6.8 165s * 721 380 26 34134.000000 34134.0000 0.0% 6.8 165s Cutting planes: Gomory: 33 Cover: 1 Zero half: 40 Explored 721 nodes (32011 simplex iterations) in 165.16 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.413400000000e+04, best bound 3.413400000000e+04, gap 0.0% Optimize a model with 1031 rows, 213531 columns and 1482483 nonzeros Presolve time: 2.10s Presolved: 1031 rows, 213531 columns, 1482483 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1343 8.4014332e+07 4.2360828e+03 0s 2 2688 5.0016337e+07 6.4078525e+03 0s 3 4036 4.0017261e+07 8.2555861e+03 0s 4 5398 3.6017883e+07 9.8572208e+03 0s 5 6754 3.4018267e+07 1.2012590e+04 0s 6 8088 2.4020822e+07 1.3777710e+04 0s 7 9421 2.0022076e+07 1.4648381e+04 0s 8 10788 1.7023402e+07 1.5924778e+04 1s 9 12082 1.2025306e+07 1.7462600e+04 1s 10 13448 6.0285585e+06 1.8274759e+04 1s 11 14817 4.0301045e+06 1.8776922e+04 1s 12 16185 3.0310925e+06 1.9029894e+04 1s 13 17565 2.0317720e+06 1.9267377e+04 1s 14 18993 3.3791000e+04 2.4913298e+04 1s 15 20300 3.3718500e+04 2.6773947e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 21615 iterations, 1.04 seconds Total elapsed time = 5.08s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 90 - 33718.5000 - - 6s Another try with MIP start H 0 0 43391.000000 33718.5000 22.3% - 9s 0 0 33767.5000 0 70 43391.0000 33767.5000 22.2% - 9s 0 0 33773.6667 0 91 43391.0000 33773.6667 22.2% - 10s 0 0 33779.6000 0 116 43391.0000 33779.6000 22.2% - 11s 0 0 33783.3333 0 113 43391.0000 33783.3333 22.1% - 12s 0 0 33792.0833 0 121 43391.0000 33792.0833 22.1% - 13s 0 0 33802.1667 0 133 43391.0000 33802.1667 22.1% - 14s 0 0 33808.5000 0 91 43391.0000 33808.5000 22.1% - 15s 0 0 33812.5000 0 65 43391.0000 33812.5000 22.1% - 15s 0 0 33814.3750 0 164 43391.0000 33814.3750 22.1% - 16s 0 0 33815.5417 0 71 43391.0000 33815.5417 22.1% - 16s 0 0 33817.5000 0 83 43391.0000 33817.5000 22.1% - 17s 0 0 33818.0000 0 61 43391.0000 33818.0000 22.1% - 18s 0 0 33819.3333 0 105 43391.0000 33819.3333 22.1% - 18s 0 0 33820.2955 0 111 43391.0000 33820.2955 22.1% - 19s 0 0 33821.7083 0 120 43391.0000 33821.7083 22.1% - 20s 0 0 33822.5417 0 118 43391.0000 33822.5417 22.1% - 20s 0 0 33822.7083 0 140 43391.0000 33822.7083 22.1% - 21s 0 0 33823.4083 0 104 43391.0000 33823.4083 22.0% - 27s 0 0 33823.8750 0 165 43391.0000 33823.8750 22.0% - 28s 0 0 33824.2083 0 117 43391.0000 33824.2083 22.0% - 28s 0 0 33824.4940 0 115 43391.0000 33824.4940 22.0% - 29s 0 0 33824.7276 0 207 43391.0000 33824.7276 22.0% - 30s 0 0 33825.5417 0 94 43391.0000 33825.5417 22.0% - 36s 0 0 33826.2083 0 88 43391.0000 33826.2083 22.0% - 36s 0 0 33826.6667 0 121 43391.0000 33826.6667 22.0% - 37s 0 0 33828.7500 0 134 43391.0000 33828.7500 22.0% - 38s 0 0 33828.7500 0 143 43391.0000 33828.7500 22.0% - 38s 0 0 33828.7500 0 114 43391.0000 33828.7500 22.0% - 42s 0 0 33828.7500 0 113 43391.0000 33828.7500 22.0% - 47s 0 0 33828.7500 0 123 43391.0000 33828.7500 22.0% - 51s 0 0 33828.7500 0 123 43391.0000 33828.7500 22.0% - 56s 0 2 33828.8214 0 123 43391.0000 33828.8214 22.0% - 70s H 27 27 35389.000000 33831.0303 4.40% 9.3 78s 46 48 33901.0000 35 24 35389.0000 33831.0303 4.40% 7.0 80s H 54 54 34419.000000 33831.0303 1.71% 6.3 93s 72 74 33993.2500 56 31 34419.0000 33831.0303 1.71% 5.6 95s 150 152 34194.0000 128 16 34419.0000 33831.0303 1.71% 3.8 100s 231 233 34198.5000 209 16 34419.0000 33831.0303 1.71% 3.0 105s 314 316 34207.0000 292 22 34419.0000 33831.0303 1.71% 2.5 110s 397 399 34213.5000 375 24 34419.0000 33831.0303 1.71% 2.2 115s 480 482 34217.0000 458 24 34419.0000 33831.0303 1.71% 2.0 120s 563 565 34227.0000 541 34 34419.0000 33831.0303 1.71% 1.8 125s 647 649 34236.5000 625 30 34419.0000 33831.0303 1.71% 1.7 130s 731 733 34243.5000 709 26 34419.0000 33831.0303 1.71% 1.6 135s 816 818 34251.5000 794 34 34419.0000 33831.0303 1.71% 1.6 140s 842 844 34254.5000 820 36 34419.0000 33831.0303 1.71% 1.6 146s 901 903 34260.0000 879 34 34419.0000 33831.0303 1.71% 1.5 150s 986 913 34273.5000 964 34 34419.0000 33831.0303 1.71% 1.5 155s 1069 919 34288.5000 1047 42 34419.0000 33831.0303 1.71% 1.4 160s 1155 927 34303.5000 1133 44 34419.0000 33831.0303 1.71% 1.4 165s 1242 969 33864.0000 19 31 34419.0000 33831.5000 1.71% 1.5 170s 1301 1027 34209.0000 178 123 34419.0000 33831.5000 1.71% 1.5 185s 1305 1030 34194.0000 119 73 34419.0000 33849.7355 1.65% 1.5 192s 1306 1030 34315.0000 772 161 34419.0000 33862.1468 1.62% 1.5 196s 1308 1032 34239.0000 404 142 34419.0000 33867.4493 1.60% 1.5 202s H 1309 980 34234.000000 34124.9499 0.32% 1.5 206s H 1312 932 34205.000000 34137.6812 0.20% 3.7 208s 1314 935 34146.3935 14 123 34205.0000 34146.3935 0.17% 3.8 210s 1320 939 34205.0000 576 109 34205.0000 34146.3935 0.17% 3.8 215s 1326 943 34205.0000 178 131 34205.0000 34146.3935 0.17% 3.7 220s 1331 946 34205.0000 653 111 34205.0000 34147.0398 0.17% 3.7 225s H 1331 898 34190.000000 34147.4621 0.12% 3.7 226s 1339 905 34190.0000 266 120 34190.0000 34151.0000 0.11% 6.6 230s * 1342 861 34 34151.000000 34151.0000 0.0% 6.6 233s Cutting planes: Gomory: 28 Cover: 2 Zero half: 66 Explored 1342 nodes (34412 simplex iterations) in 233.24 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.415100000000e+04, best bound 3.415100000000e+04, gap 0.0% Optimize a model with 1054 rows, 213531 columns and 1518826 nonzeros Presolve time: 2.15s Presolved: 1054 rows, 213531 columns, 1518826 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1337 8.1014460e+07 4.3001189e+03 0s 2 2702 4.8016508e+07 6.2262129e+03 0s 3 4033 4.0017292e+07 7.9748901e+03 0s 4 5354 3.6017914e+07 9.5750510e+03 0s 5 6674 3.4018298e+07 1.1725962e+04 0s 6 8017 2.4020853e+07 1.3491134e+04 0s 7 9335 2.1021680e+07 1.4485173e+04 0s 8 10705 1.7023442e+07 1.5774789e+04 1s 9 12050 1.2025638e+07 1.7312670e+04 1s 10 13424 6.0288905e+06 1.8118877e+04 1s 11 14808 4.0305085e+06 1.8629159e+04 1s 12 16163 3.0311220e+06 1.8876100e+04 1s 13 17610 2.0318245e+06 1.9115636e+04 1s 14 18998 3.3846500e+04 2.4781473e+04 1s 15 20333 3.3718500e+04 2.6677425e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 21664 iterations, 1.05 seconds Total elapsed time = 5.22s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 92 - 33718.5000 - - 5s Another try with MIP start H 0 0 34151.000000 33718.5000 1.27% - 5s 0 0 33767.5000 0 60 34151.0000 33767.5000 1.12% - 17s 0 0 33767.5000 0 100 34151.0000 33767.5000 1.12% - 21s 0 0 33767.5000 0 92 34151.0000 33767.5000 1.12% - 21s 0 0 33773.6667 0 117 34151.0000 33773.6667 1.10% - 21s 0 0 33778.3500 0 143 34151.0000 33778.3500 1.09% - 21s 0 0 33782.6500 0 143 34151.0000 33782.6500 1.08% - 21s 0 0 33800.7500 0 142 34151.0000 33800.7500 1.03% - 21s 0 0 33803.5000 0 116 34151.0000 33803.5000 1.02% - 21s 0 0 33810.9286 0 163 34151.0000 33810.9286 1.00% - 22s 0 0 33814.0000 0 96 34151.0000 33814.0000 0.99% - 22s 0 0 33814.4167 0 91 34151.0000 33814.4167 0.99% - 22s 0 0 33815.5938 0 107 34151.0000 33815.5938 0.98% - 22s 0 0 33817.6667 0 84 34151.0000 33817.6667 0.98% - 22s 0 0 33818.0556 0 107 34151.0000 33818.0556 0.97% - 22s 0 0 33819.4167 0 128 34151.0000 33819.4167 0.97% - 22s 0 0 33820.2500 0 117 34151.0000 33820.2500 0.97% - 22s 0 0 33821.7244 0 153 34151.0000 33821.7244 0.96% - 23s 0 0 33824.5111 0 199 34151.0000 33824.5111 0.96% - 23s 0 0 33824.7083 0 117 34151.0000 33824.7083 0.96% - 23s 0 0 33825.7083 0 147 34151.0000 33825.7083 0.95% - 23s 0 0 33826.4940 0 235 34151.0000 33826.4940 0.95% - 23s 0 0 33827.7083 0 165 34151.0000 33827.7083 0.95% - 23s 0 0 33827.7083 0 145 34151.0000 33827.7083 0.95% - 23s 0 0 33828.2083 0 172 34151.0000 33828.2083 0.95% - 24s 0 0 33829.3083 0 235 34151.0000 33829.3083 0.94% - 24s 0 0 33829.7083 0 157 34151.0000 33829.7083 0.94% - 24s 0 0 33829.8750 0 197 34151.0000 33829.8750 0.94% - 24s 0 0 33830.5083 0 160 34151.0000 33830.5083 0.94% - 25s 0 0 33831.0000 0 112 34151.0000 33831.0000 0.94% - 25s 0 0 33831.0095 0 191 34151.0000 33831.0095 0.94% - 25s 0 0 33831.6277 0 104 34151.0000 33831.6277 0.94% - 26s 0 0 33831.9363 0 125 34151.0000 33831.9363 0.93% - 27s 0 0 33832.0379 0 135 34151.0000 33832.0379 0.93% - 27s 0 0 33833.2879 0 77 34151.0000 33833.2879 0.93% - 27s 0 0 33833.5379 0 106 34151.0000 33833.5379 0.93% - 27s 0 0 33833.6629 0 106 34151.0000 33833.6629 0.93% - 28s 0 0 33834.0379 0 123 34151.0000 33834.0379 0.93% - 28s 0 0 33834.2566 0 140 34151.0000 33834.2566 0.93% - 28s 0 0 33834.4617 0 194 34151.0000 33834.4617 0.93% - 29s 0 0 33835.2794 0 121 34151.0000 33835.2794 0.92% - 30s 0 0 33835.7879 0 135 34151.0000 33835.7879 0.92% - 30s 0 0 33835.7879 0 107 34151.0000 33835.7879 0.92% - 30s 0 0 33836.1106 0 159 34151.0000 33836.1106 0.92% - 30s 0 0 33837.2885 0 136 34151.0000 33837.2885 0.92% - 30s 0 0 33837.4239 0 135 34151.0000 33837.4239 0.92% - 31s 0 2 33837.8642 0 127 34151.0000 33837.8642 0.92% - 32s 2 4 33837.8642 0 60 34151.0000 33837.8642 0.92% 24.5 35s Cutting planes: Gomory: 33 Clique: 8 MIR: 1 Zero half: 47 Explored 9 nodes (28078 simplex iterations) in 37.57 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.415100000000e+04, best bound 3.415000000000e+04, gap 0.0029% Optimize a model with 1070 rows, 213531 columns and 1555693 nonzeros Presolve time: 2.19s Presolved: 1070 rows, 213531 columns, 1555693 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1344 7.7014624e+07 4.3426667e+03 0s 2 2678 4.8016485e+07 6.3572881e+03 0s 3 4068 4.0017264e+07 8.0629454e+03 0s 4 5389 3.6017849e+07 1.0130140e+04 0s 5 6760 3.2018823e+07 1.1592519e+04 0s 6 8166 2.6020401e+07 1.2837239e+04 0s 7 9487 2.1021678e+07 1.3863873e+04 0s 8 10875 1.9022369e+07 1.4796910e+04 1s 9 12205 1.7023406e+07 1.5894645e+04 1s 10 13610 1.3024880e+07 1.6890164e+04 1s 11 14943 6.0289180e+06 1.7485516e+04 1s 12 16299 6.0286695e+06 1.8171246e+04 1s 13 17644 3.4233500e+04 2.2068701e+04 1s 14 18998 3.3721500e+04 2.6494860e+04 1s 15 20296 3.3718500e+04 3.0373439e+04 1s 16 21526 3.3718500e+04 3.3610017e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 22419 iterations, 1.10 seconds Total elapsed time = 5.34s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 94 - 33718.5000 - - 5s Another try with MIP start H 0 0 34151.000000 33718.5000 1.27% - 5s 0 0 33767.5000 0 74 34151.0000 33767.5000 1.12% - 11s 0 0 33767.5000 0 96 34151.0000 33767.5000 1.12% - 16s 0 0 33767.5000 0 68 34151.0000 33767.5000 1.12% - 16s 0 0 33773.6667 0 97 34151.0000 33773.6667 1.10% - 16s 0 0 33778.8500 0 132 34151.0000 33778.8500 1.09% - 16s 0 0 33789.8333 0 135 34151.0000 33789.8333 1.06% - 16s 0 0 33795.3333 0 141 34151.0000 33795.3333 1.04% - 16s 0 0 33804.9583 0 142 34151.0000 33804.9583 1.01% - 17s 0 0 33811.2500 0 69 34151.0000 33811.2500 0.99% - 17s 0 0 33812.6667 0 87 34151.0000 33812.6667 0.99% - 17s 0 0 33814.6250 0 82 34151.0000 33814.6250 0.98% - 17s 0 0 33816.6667 0 96 34151.0000 33816.6667 0.98% - 17s 0 0 33818.0000 0 74 34151.0000 33818.0000 0.98% - 17s 0 0 33818.0833 0 77 34151.0000 33818.0833 0.97% - 17s 0 0 33819.5833 0 42 34151.0000 33819.5833 0.97% - 18s 0 0 33819.8500 0 64 34151.0000 33819.8500 0.97% - 18s 0 0 33821.2937 0 151 34151.0000 33821.2937 0.97% - 18s 0 0 33822.1667 0 93 34151.0000 33822.1667 0.96% - 18s 0 0 33823.3750 0 97 34151.0000 33823.3750 0.96% - 19s 0 0 33823.5972 0 111 34151.0000 33823.5972 0.96% - 19s 0 0 33825.2448 0 108 34151.0000 33825.2448 0.95% - 19s 0 0 33825.6677 0 114 34151.0000 33825.6677 0.95% - 19s 0 0 33826.2330 0 139 34151.0000 33826.2330 0.95% - 19s 0 0 33826.6603 0 128 34151.0000 33826.6603 0.95% - 19s 0 0 33827.3606 0 196 34151.0000 33827.3606 0.95% - 19s 0 0 33827.5929 0 136 34151.0000 33827.5929 0.95% - 19s 0 0 33829.4355 0 143 34151.0000 33829.4355 0.94% - 20s 0 0 33829.4739 0 161 34151.0000 33829.4739 0.94% - 20s 0 0 33829.8283 0 195 34151.0000 33829.8283 0.94% - 20s 0 0 33830.9355 0 120 34151.0000 33830.9355 0.94% - 21s 0 0 33831.5855 0 135 34151.0000 33831.5855 0.94% - 21s 0 0 33831.8452 0 214 34151.0000 33831.8452 0.93% - 21s 0 0 33832.4855 0 116 34151.0000 33832.4855 0.93% - 22s 0 0 33832.6855 0 127 34151.0000 33832.6855 0.93% - 22s 0 0 33833.0442 0 126 34151.0000 33833.0442 0.93% - 23s 0 0 33833.9014 0 202 34151.0000 33833.9014 0.93% - 23s 0 0 33834.5062 0 145 34151.0000 33834.5062 0.93% - 23s 0 0 33835.3907 0 222 34151.0000 33835.3907 0.92% - 23s 0 0 33836.0962 0 198 34151.0000 33836.0962 0.92% - 24s 0 2 33836.2188 0 190 34151.0000 33836.2188 0.92% - 26s 5 6 33842.0042 0 158 34151.0000 33842.0042 0.90% 11.8 30s Cutting planes: Gomory: 26 MIR: 1 Zero half: 41 Explored 9 nodes (28267 simplex iterations) in 31.87 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.415100000000e+04, best bound 3.415100000000e+04, gap 0.0% Optimize a model with 1085 rows, 213531 columns and 1594548 nonzeros Presolve time: 2.22s Presolved: 1085 rows, 213531 columns, 1594548 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 213531 integer (213531 binary) Starting sifting (using dual simplex for sub-problems)... Iter Pivots Primal Obj Dual Obj Time 0 0 infinity 0.0000000e+00 0s 1 1354 7.6014692e+07 4.3016838e+03 0s 2 2688 4.9016386e+07 6.3641969e+03 0s 3 4010 4.0017272e+07 7.9478765e+03 0s 4 5387 3.6017894e+07 9.4385632e+03 0s 5 6716 3.4018278e+07 1.1683945e+04 0s 6 8018 2.4020833e+07 1.3449104e+04 0s 7 9452 2.0022092e+07 1.4319792e+04 0s 8 10823 1.7023416e+07 1.5085345e+04 1s 9 12164 1.5024412e+07 1.6233809e+04 1s 10 13570 1.1026122e+07 1.7131934e+04 1s 11 14953 6.0288755e+06 1.7929172e+04 1s 12 16280 4.0304715e+06 1.8581813e+04 1s 13 17657 2.0321705e+06 1.8918058e+04 1s 14 19053 3.4255000e+04 2.1289588e+04 1s 15 20485 3.3772000e+04 2.4748683e+04 1s 16 21908 3.3772000e+04 2.6565744e+04 1s 17 23292 3.3718500e+04 3.2972427e+04 1s Sifting complete Root relaxation: objective 3.371850e+04, 24211 iterations, 1.20 seconds Total elapsed time = 5.61s Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 33718.5000 0 94 - 33718.5000 - - 5s Another try with MIP start H 0 0 34151.000000 33718.5000 1.27% - 5s 0 0 33767.5000 0 70 34151.0000 33767.5000 1.12% - 9s 0 0 33767.5000 0 94 34151.0000 33767.5000 1.12% - 11s 0 0 33767.5000 0 60 34151.0000 33767.5000 1.12% - 12s 0 0 33773.6667 0 101 34151.0000 33773.6667 1.10% - 12s 0 0 33778.3500 0 133 34151.0000 33778.3500 1.09% - 12s 0 0 33783.2500 0 119 34151.0000 33783.2500 1.08% - 12s 0 0 33790.9872 0 142 34151.0000 33790.9872 1.05% - 12s 0 0 33806.1111 0 102 34151.0000 33806.1111 1.01% - 12s 0 0 33811.0000 0 58 34151.0000 33811.0000 1.00% - 12s 0 0 33812.5000 0 63 34151.0000 33812.5000 0.99% - 13s 0 0 33814.2500 0 166 34151.0000 33814.2500 0.99% - 13s 0 0 33815.5417 0 72 34151.0000 33815.5417 0.98% - 13s 0 0 33817.5000 0 90 34151.0000 33817.5000 0.98% - 13s 0 0 33818.0000 0 66 34151.0000 33818.0000 0.98% - 13s 0 0 33819.3333 0 113 34151.0000 33819.3333 0.97% - 13s 0 0 33820.5000 0 180 34151.0000 33820.5000 0.97% - 13s 0 0 33821.3056 0 150 34151.0000 33821.3056 0.97% - 14s 0 0 33822.7302 0 217 34151.0000 33822.7302 0.96% - 14s 0 0 33824.4167 0 122 34151.0000 33824.4167 0.96% - 14s 0 0 33825.4239 0 144 34151.0000 33825.4239 0.95% - 14s 0 0 33825.5833 0 141 34151.0000 33825.5833 0.95% - 14s 0 0 33827.1786 0 202 34151.0000 33827.1786 0.95% - 14s 0 0 33827.1875 0 205 34151.0000 33827.1875 0.95% - 14s 0 0 33828.0625 0 88 34151.0000 33828.0625 0.95% - 15s 0 0 33828.5000 0 77 34151.0000 33828.5000 0.94% - 15s 0 0 33828.7045 0 108 34151.0000 33828.7045 0.94% - 15s 0 0 33829.3333 0 79 34151.0000 33829.3333 0.94% - 16s 0 0 33829.5210 0 163 34151.0000 33829.5210 0.94% - 16s 0 0 33830.7750 0 133 34151.0000 33830.7750 0.94% - 17s 0 0 33831.1595 0 104 34151.0000 33831.1595 0.94% - 17s 0 0 33832.1250 0 112 34151.0000 33832.1250 0.93% - 18s 0 0 33833.3445 0 175 34151.0000 33833.3445 0.93% - 18s 0 0 33833.7679 0 190 34151.0000 33833.7679 0.93% - 18s 0 0 33834.2806 0 213 34151.0000 33834.2806 0.93% - 18s 0 0 33834.6430 0 202 34151.0000 33834.6430 0.93% - 18s 0 0 33836.7917 0 198 34151.0000 33836.7917 0.92% - 18s 0 0 33837.5938 0 138 34151.0000 33837.5938 0.92% - 18s 0 0 33837.8750 0 110 34151.0000 33837.8750 0.92% - 19s 0 0 33837.9044 0 206 34151.0000 33837.9044 0.92% - 19s 0 0 33837.9352 0 169 34151.0000 33837.9352 0.92% - 19s 0 0 33838.4750 0 87 34151.0000 33838.4750 0.92% - 20s 0 0 33838.9093 0 120 34151.0000 33838.9093 0.91% - 20s 0 0 33839.2854 0 194 34151.0000 33839.2854 0.91% - 20s 0 0 33839.5972 0 207 34151.0000 33839.5972 0.91% - 20s 0 0 33839.9917 0 122 34151.0000 33839.9917 0.91% - 20s 0 0 33840.1169 0 119 34151.0000 33840.1169 0.91% - 20s 0 0 33840.2917 0 147 34151.0000 33840.2917 0.91% - 20s 0 0 33840.5152 0 110 34151.0000 33840.5152 0.91% - 21s 0 0 33841.2404 0 104 34151.0000 33841.2404 0.91% - 22s 0 0 33842.1683 0 179 34151.0000 33842.1683 0.90% - 22s 0 0 33843.2500 0 60 34151.0000 33843.2500 0.90% - 22s 0 0 33843.5000 0 90 34151.0000 33843.5000 0.90% - 22s 0 0 33843.9028 0 113 34151.0000 33843.9028 0.90% - 22s 0 0 33844.5468 0 217 34151.0000 33844.5468 0.90% - 23s 0 0 33844.8516 0 238 34151.0000 33844.8516 0.90% - 23s 0 0 33845.4429 0 219 34151.0000 33845.4429 0.89% - 23s 0 0 33845.7308 0 153 34151.0000 33845.7308 0.89% - 24s 0 2 33846.1501 0 152 34151.0000 33846.1501 0.89% - 25s 7 7 33873.3618 0 162 34151.0000 33873.3618 0.81% 8.6 30s 17 14 33952.8280 0 157 34151.0000 33952.8280 0.58% 3.5 35s 22 18 33958.8280 0 88 34151.0000 33958.8280 0.56% 114 40s 31 24 33974.7936 0 221 34151.0000 33974.7936 0.52% 81.1 46s 36 30 33980.6509 28 211 34151.0000 33976.9574 0.51% 144 50s 249 193 34046.8175 38 228 34151.0000 33979.7962 0.50% 31.7 55s 418 314 34026.4143 34 213 34151.0000 33980.4031 0.50% 24.5 60s 1071 849 34061.7333 42 62 34151.0000 33984.3731 0.49% 16.1 65s 2012 1639 34135.5000 255 16 34151.0000 33986.6509 0.48% 12.0 70s 3031 2463 34012.1509 37 227 34151.0000 33987.7024 0.48% 11.0 75s 4120 3358 34113.5000 51 10 34151.0000 33989.8430 0.47% 10.6 80s 5194 4161 34082.6667 76 49 34151.0000 33990.8799 0.47% 10.0 85s 6301 5028 34014.0773 46 112 34151.0000 33992.4584 0.46% 9.9 94s 6368 5084 34041.1058 61 135 34151.0000 33992.5607 0.46% 9.9 95s 7390 5963 34010.1509 39 237 34151.0000 33993.1656 0.46% 9.5 100s 8255 6685 34147.0000 197 10 34151.0000 33993.5660 0.46% 9.2 105s 9477 7689 34112.5000 160 41 34151.0000 33994.0373 0.46% 8.9 110s 10202 8294 34076.8931 102 70 34151.0000 33994.3124 0.46% 8.7 117s 10206 8297 34116.0000 170 121 34151.0000 33994.3124 0.46% 8.7 120s 10209 8299 34024.5587 36 191 34151.0000 33994.3124 0.46% 8.7 125s 10212 8301 34092.6111 92 199 34151.0000 33994.3124 0.46% 8.7 130s 10219 8305 33996.0872 42 163 34151.0000 33994.3124 0.46% 9.0 135s 10373 8402 34071.8399 119 86 34151.0000 33994.3124 0.46% 9.1 140s 10515 8409 33994.3124 42 248 34151.0000 33994.3124 0.46% 9.2 145s 10997 8651 34091.1904 135 75 34151.0000 33994.3124 0.46% 9.3 150s 11665 8948 34027.3693 68 100 34151.0000 33995.8437 0.45% 9.3 155s 12427 9357 34082.5951 103 121 34151.0000 33998.3409 0.45% 9.3 160s 13608 9979 34062.0237 90 84 34151.0000 33999.7011 0.44% 9.2 165s 14625 10462 cutoff 97 34151.0000 34001.4763 0.44% 9.2 170s 15423 10851 34136.0000 212 27 34151.0000 34002.6706 0.43% 9.2 175s 16460 11395 34055.0416 77 183 34151.0000 34003.4930 0.43% 9.1 180s 17370 11826 34143.5000 224 32 34151.0000 34003.9866 0.43% 9.1 185s 18323 12318 34051.6299 70 82 34151.0000 34004.5195 0.43% 9.1 190s 19231 12719 34013.0853 58 197 34151.0000 34005.0080 0.43% 9.0 202s 19606 12908 34050.3750 61 63 34151.0000 34005.2967 0.43% 9.0 205s 20402 13333 34138.0000 362 27 34151.0000 34005.5836 0.43% 9.0 211s 21370 13823 34015.5205 50 91 34151.0000 34006.0835 0.42% 8.9 215s 22482 14384 34138.5000 192 6 34151.0000 34006.5341 0.42% 8.7 220s 23580 14898 34100.7273 83 130 34151.0000 34006.9929 0.42% 8.7 225s 24743 15433 34066.4000 69 51 34151.0000 34007.5135 0.42% 8.8 230s 25699 15955 34081.8333 82 66 34151.0000 34007.9763 0.42% 8.7 235s 26913 16582 34071.0000 75 62 34151.0000 34008.3802 0.42% 8.6 240s 28315 17295 34148.7599 110 104 34151.0000 34008.6801 0.42% 8.5 245s 29426 17824 cutoff 85 34151.0000 34009.2380 0.42% 8.5 250s 30497 18313 34082.0965 71 156 34151.0000 34009.6314 0.41% 8.6 255s 31264 18722 cutoff 99 34151.0000 34009.8030 0.41% 8.5 260s 32384 19284 cutoff 89 34151.0000 34010.0363 0.41% 8.4 265s 33451 19747 34143.5000 136 10 34151.0000 34010.4778 0.41% 8.4 270s 34392 20039 34028.1688 56 229 34151.0000 34010.8000 0.41% 8.5 275s 35560 20784 34079.0000 59 48 34151.0000 34011.0600 0.41% 8.5 280s 36420 21445 34036.6382 55 92 34151.0000 34011.3052 0.41% 8.5 285s 37560 22326 34093.9597 85 96 34151.0000 34011.8333 0.41% 8.5 290s 38559 23114 cutoff 91 34151.0000 34012.1679 0.41% 8.5 295s 39740 24096 34147.8333 104 66 34151.0000 34012.4316 0.41% 8.5 300s 40805 24990 34078.4364 78 70 34151.0000 34012.5805 0.41% 8.4 335s 40812 24995 34092.2000 167 157 34151.0000 34012.5805 0.41% 8.4 340s 40815 24997 34127.5000 344 202 34151.0000 34012.5805 0.41% 8.4 345s 40819 24999 34061.5000 58 215 34151.0000 34012.5805 0.41% 8.4 351s 40822 25001 34071.7737 93 189 34151.0000 34012.5805 0.41% 8.4 355s 40826 25004 34072.5021 67 237 34151.0000 34012.5805 0.41% 8.4 360s 40830 25007 34053.9258 65 259 34151.0000 34016.2488 0.39% 8.4 366s 40832 25008 34069.0000 58 267 34151.0000 34018.6090 0.39% 8.4 370s 40835 25010 34092.2000 167 275 34151.0000 34019.3706 0.39% 8.4 375s 40838 25012 34069.0000 58 294 34151.0000 34019.7507 0.38% 8.4 381s 40840 25013 34080.5833 56 296 34151.0000 34020.1159 0.38% 8.4 386s 40843 25015 34131.6667 72 248 34151.0000 34021.1575 0.38% 8.4 390s 40845 25017 34144.5000 192 243 34151.0000 34024.3372 0.37% 8.4 395s 40848 25019 34145.5000 308 238 34151.0000 34024.3845 0.37% 8.4 400s 40852 25021 34053.9258 65 248 34151.0000 34024.3845 0.37% 8.4 406s 40854 25023 34071.7737 93 257 34151.0000 34024.3845 0.37% 8.4 410s 40857 25025 34078.4364 78 308 34151.0000 34025.1034 0.37% 8.4 417s 40859 25026 34080.5833 56 287 34151.0000 34025.9981 0.37% 8.4 422s 40861 25027 34131.6667 72 258 34151.0000 34026.3042 0.37% 8.4 426s 40864 25029 34092.2000 167 245 34151.0000 34026.3042 0.37% 8.4 431s 40867 25031 34031.0307 51 282 34151.0000 34026.4793 0.36% 8.4 436s 40869 25033 34119.5513 99 250 34151.0000 34028.2144 0.36% 8.4 440s 40872 25035 34127.5000 344 277 34151.0000 34029.0385 0.36% 8.4 445s 40875 25037 34078.4364 78 248 34151.0000 34030.4603 0.35% 8.4 450s 40880 25040 34080.5833 56 70 34151.0000 34031.7543 0.35% 8.5 457s 40884 25043 34072.5021 67 188 34151.0000 34031.7543 0.35% 8.5 460s 40888 25045 34070.5534 82 249 34151.0000 34033.5427 0.34% 8.5 465s 40892 25048 34092.2000 167 247 34151.0000 34033.9493 0.34% 8.5 470s 40895 25050 34145.5000 308 270 34151.0000 34034.2957 0.34% 8.5 475s 40899 25053 34092.2000 167 264 34151.0000 34034.6903 0.34% 8.5 480s 40902 25055 34131.6667 72 267 34151.0000 34034.6903 0.34% 8.5 485s 40905 25057 34094.2500 104 257 34151.0000 34035.1590 0.34% 8.5 490s 40908 25059 34080.5833 56 264 34151.0000 34035.2025 0.34% 8.5 495s 40911 25061 34072.5021 67 267 34151.0000 34035.4090 0.34% 8.5 500s 40914 25063 34099.6591 95 272 34151.0000 34036.0881 0.34% 8.5 506s 40917 25065 34060.1105 56 262 34151.0000 34036.2710 0.34% 8.5 511s 40920 25067 34133.0000 163 277 34151.0000 34036.2710 0.34% 8.5 516s 40922 25068 34119.5513 99 288 34151.0000 34036.2710 0.34% 8.5 520s 40925 25070 34127.5000 344 293 34151.0000 34036.2710 0.34% 8.5 526s 40927 25071 34133.0000 163 300 34151.0000 34036.2710 0.34% 8.5 530s 40929 25073 34092.2000 167 297 34151.0000 34036.2710 0.34% 8.5 535s 40932 25075 34131.6667 72 301 34151.0000 34036.2710 0.34% 8.5 541s 40934 25076 34078.4364 78 319 34151.0000 34036.2710 0.34% 8.5 546s 40936 25077 34092.2000 167 309 34151.0000 34036.2710 0.34% 8.5 551s 40938 25079 34069.0000 58 318 34151.0000 34036.2710 0.34% 8.5 556s 40940 25080 34070.5534 82 323 34151.0000 34036.2710 0.34% 8.5 561s 40942 25081 34071.7737 93 305 34151.0000 34036.2710 0.34% 8.5 565s 40944 25083 34119.5513 99 321 34151.0000 34036.2710 0.34% 8.5 570s 40947 25085 34144.5000 192 326 34151.0000 34036.2710 0.34% 8.5 576s 40949 25086 34060.1105 56 323 34151.0000 34036.2710 0.34% 8.5 581s 40951 25087 34119.5513 99 334 34151.0000 34036.2710 0.34% 8.5 585s 40954 25089 34060.1105 56 335 34151.0000 34036.2710 0.34% 8.5 591s 40956 25091 34133.0000 163 340 34151.0000 34036.2710 0.34% 8.5 596s 40958 25092 34053.9258 65 342 34151.0000 34036.2710 0.34% 8.5 601s 40960 25093 34091.5066 107 336 34151.0000 34036.2710 0.34% 8.5 605s 40962 25095 34072.5021 67 335 34151.0000 34036.2710 0.34% 8.5 610s 40965 25097 34119.5513 99 342 34151.0000 34036.2710 0.34% 8.5 616s 40967 25098 34060.1105 56 331 34151.0000 34036.2710 0.34% 8.5 621s 40969 25099 34072.5021 67 335 34151.0000 34036.2710 0.34% 8.5 626s 40971 25101 34099.6591 95 333 34151.0000 34036.2744 0.34% 8.5 631s 40973 25102 34060.1105 56 333 34151.0000 34036.2781 0.34% 8.5 635s 40975 25103 34069.0000 58 323 34151.0000 34036.2781 0.34% 8.5 640s 40978 25105 34094.2500 104 325 34151.0000 34036.2781 0.34% 8.5 646s 40980 25107 34060.1105 56 292 34151.0000 34036.2781 0.34% 8.5 650s 40984 25111 34036.9257 66 233 34151.0000 34036.3235 0.34% 8.6 655s 41261 25204 34072.0142 86 145 34151.0000 34038.6522 0.33% 8.6 660s 41780 25253 34132.3257 109 180 34151.0000 34039.4090 0.33% 8.6 665s 42626 25646 34121.0000 365 35 34151.0000 34043.0899 0.32% 8.6 670s 43685 25906 34129.4156 252 55 34151.0000 34046.2996 0.31% 8.5 675s 45678 26818 34062.3590 90 196 34151.0000 34049.3090 0.30% 8.3 680s 47685 27663 34097.9090 98 201 34151.0000 34050.9559 0.29% 8.3 685s 50138 28914 cutoff 86 34151.0000 34052.5840 0.29% 8.1 690s 52520 30091 cutoff 212 34151.0000 34053.7840 0.28% 8.0 695s 54965 31207 34065.7304 80 213 34151.0000 34055.1090 0.28% 7.8 700s 57957 32828 34106.9090 82 223 34151.0000 34056.1590 0.28% 7.7 705s 60584 34118 34099.5398 257 27 34151.0000 34056.9090 0.28% 7.5 710s 62402 34886 34098.0000 106 26 34151.0000 34057.2590 0.27% 7.5 715s 63095 35228 cutoff 644 34151.0000 34057.2590 0.27% 7.5 720s 65548 36335 34075.0000 246 40 34151.0000 34057.7215 0.27% 7.4 725s 68122 37712 34106.0000 344 38 34151.0000 34058.2325 0.27% 7.2 730s 70325 38811 34145.7220 301 30 34151.0000 34058.7840 0.27% 7.2 735s 73259 40386 34069.0943 82 64 34151.0000 34059.1783 0.27% 7.0 740s 74926 41073 34100.0000 133 26 34151.0000 34059.3529 0.27% 7.0 745s 76114 41729 34124.3129 230 35 34151.0000 34059.4090 0.27% 7.0 750s 78750 42802 34147.8257 104 188 34151.0000 34059.7650 0.27% 7.0 755s 80960 43820 34101.0000 101 10 34151.0000 34060.2499 0.27% 6.9 760s 82654 44749 34136.1590 111 197 34151.0000 34060.4090 0.27% 6.9 765s 84834 45496 34079.2500 192 44 34151.0000 34060.7359 0.26% 6.9 770s 86482 46423 34143.3590 119 187 34151.0000 34060.9090 0.26% 6.8 775s 89308 47888 34096.5069 245 43 34151.0000 34061.1640 0.26% 6.7 780s 91196 48814 34090.3885 226 14 34151.0000 34061.3259 0.26% 6.7 785s 93284 49798 34096.6590 86 169 34151.0000 34061.4140 0.26% 6.6 790s 95204 50774 34101.7500 427 19 34151.0000 34061.4895 0.26% 6.6 795s 97275 51956 34140.0000 519 26 34151.0000 34061.6090 0.26% 6.5 800s 99699 53158 34087.6875 182 45 34151.0000 34061.7590 0.26% 6.4 805s 102010 54460 34073.1517 112 28 34151.0000 34061.9772 0.26% 6.4 810s 103888 55453 34068.9090 81 183 34151.0000 34062.1590 0.26% 6.3 815s 106861 57111 34103.0000 159 23 34151.0000 34062.3408 0.26% 6.3 820s 109069 58187 cutoff 90 34151.0000 34062.4099 0.26% 6.2 825s 111241 59369 34089.0457 121 86 34151.0000 34062.5915 0.26% 6.2 830s 112897 60057 34117.9622 194 65 34151.0000 34062.6590 0.26% 6.2 835s 115449 61377 34088.9090 84 181 34151.0000 34062.9507 0.26% 6.1 840s 117508 62835 34080.0000 101 23 34151.0000 34063.0340 0.26% 6.1 845s 120539 65456 cutoff 85 34151.0000 34063.1590 0.26% 6.0 850s 122163 66975 34115.0000 403 26 34151.0000 34063.2002 0.26% 6.1 855s 122909 67397 34135.0000 779 44 34151.0000 34063.2002 0.26% 6.2 860s 124681 68581 34078.1590 76 187 34151.0000 34063.2840 0.26% 6.1 865s 127531 70990 34119.2500 238 25 34151.0000 34063.4507 0.26% 6.1 870s 129494 72550 34095.3737 222 50 34151.0000 34063.5247 0.26% 6.1 875s 131829 74541 34118.7424 159 199 34151.0000 34063.5855 0.26% 6.0 880s 132969 75566 34134.0000 461 19 34151.0000 34063.6174 0.26% 6.1 885s 135114 77240 34129.0000 115 14 34151.0000 34063.7304 0.26% 6.1 890s 137503 79175 34149.7000 447 27 34151.0000 34063.9090 0.26% 6.1 895s 140626 81984 34148.8090 98 192 34151.0000 34064.0906 0.25% 6.0 900s 142633 83585 34148.7500 444 18 34151.0000 34064.1370 0.25% 6.0 905s 144998 85728 34150.0000 566 23 34151.0000 34064.2002 0.25% 5.9 910s 147465 87813 34093.8590 87 200 34151.0000 34064.3590 0.25% 5.9 915s 150663 90618 34119.0000 256 25 34151.0000 34064.5352 0.25% 5.8 920s 153104 92759 34083.9285 183 82 34151.0000 34064.6590 0.25% 5.8 925s 155885 95071 34101.5000 432 25 34151.0000 34064.8355 0.25% 5.8 930s 158036 97081 34068.8257 78 215 34151.0000 34064.9090 0.25% 5.7 935s 160247 98905 34076.5000 217 14 34151.0000 34064.9590 0.25% 5.7 940s 162611 101068 34101.0000 99 28 34151.0000 34065.0480 0.25% 5.7 945s 163671 102053 34147.0000 473 18 34151.0000 34065.0538 0.25% 5.7 950s 165995 103777 34123.8698 112 18 34151.0000 34065.0965 0.25% 5.7 955s 169370 106756 34082.4490 258 26 34151.0000 34065.1590 0.25% 5.7 960s 171877 108925 34102.0000 206 30 34151.0000 34065.2189 0.25% 5.6 965s 174101 110726 34069.0675 88 57 34151.0000 34065.2954 0.25% 5.6 970s 176119 112586 34136.0000 265 20 34151.0000 34065.3840 0.25% 5.6 975s 177498 113354 34146.2500 450 31 34151.0000 34065.4090 0.25% 5.7 980s 180334 115941 34136.8750 674 20 34151.0000 34065.4501 0.25% 5.6 985s 182555 117820 34103.2500 220 16 34151.0000 34065.5402 0.25% 5.6 990s 184765 119835 34115.2500 323 40 34151.0000 34065.6090 0.25% 5.6 995s 186857 121776 34122.0000 286 10 34151.0000 34065.6257 0.25% 5.6 1000s 189334 123869 34065.6603 83 185 34151.0000 34065.6590 0.25% 5.6 1005s 192182 126397 34136.0000 129 87 34151.0000 34065.7585 0.25% 5.6 1010s 195079 129004 34096.4361 264 34 34151.0000 34065.8640 0.25% 5.5 1015s 197790 131052 34125.9103 96 198 34151.0000 34065.9199 0.25% 5.5 1020s 200320 133429 34117.2500 812 12 34151.0000 34065.9924 0.25% 5.5 1025s 202391 135302 34066.0000 158 16 34151.0000 34066.0000 0.25% 5.4 1030s 203478 136130 cutoff 701 34151.0000 34066.0000 0.25% 5.5 1035s 204988 137371 34124.8750 564 29 34151.0000 34066.0000 0.25% 5.5 1040s 207841 140035 34117.5000 338 10 34151.0000 34066.0000 0.25% 5.5 1045s 210505 142447 34084.5000 172 12 34151.0000 34066.0000 0.25% 5.4 1050s 213731 145515 34143.5000 402 10 34151.0000 34066.0000 0.25% 5.4 1055s 215760 147341 34073.5000 161 22 34151.0000 34066.0000 0.25% 5.4 1060s 218016 149427 34066.0000 120 21 34151.0000 34066.0000 0.25% 5.4 1065s 220640 151793 34066.0000 135 26 34151.0000 34066.0000 0.25% 5.3 1070s 222839 153775 34149.0000 382 6 34151.0000 34066.0000 0.25% 5.3 1075s 225413 156163 cutoff 386 34151.0000 34066.0000 0.25% 5.3 1080s 228586 159203 34101.1250 890 30 34151.0000 34066.0000 0.25% 5.2 1085s 231325 161720 34093.7500 430 47 34151.0000 34066.0000 0.25% 5.2 1090s 234051 164272 34069.0000 105 14 34151.0000 34066.0000 0.25% 5.2 1095s 236155 166225 34095.0000 349 24 34151.0000 34066.0000 0.25% 5.1 1100s 238676 168596 34125.7500 475 32 34151.0000 34066.0000 0.25% 5.1 1105s 241788 171381 34068.2500 231 33 34151.0000 34066.0000 0.25% 5.1 1110s 244968 174352 34079.5000 112 10 34151.0000 34066.0000 0.25% 5.0 1115s 247641 176786 34072.5000 338 18 34151.0000 34066.0000 0.25% 5.0 1120s 250269 179278 34092.0000 394 27 34151.0000 34066.0000 0.25% 5.0 1125s 253133 181946 34079.5000 192 24 34151.0000 34066.0000 0.25% 5.0 1130s 255801 184361 34090.0000 218 10 34151.0000 34066.0000 0.25% 4.9 1135s 259084 187474 34129.5000 336 12 34151.0000 34066.0000 0.25% 4.9 1140s 261961 190174 cutoff 365 34151.0000 34066.0000 0.25% 4.9 1145s 264810 192888 34091.5000 761 14 34151.0000 34066.0000 0.25% 4.9 1150s 267521 195311 34118.0000 321 12 34151.0000 34066.0000 0.25% 4.8 1155s 270231 197715 34078.5000 191 10 34151.0000 34066.0000 0.25% 4.8 1160s 273655 200869 34107.0000 272 12 34151.0000 34066.0000 0.25% 4.8 1165s 276550 203517 34107.0000 307 18 34151.0000 34066.0000 0.25% 4.8 1170s 279326 206136 34096.0000 223 34 34151.0000 34066.0000 0.25% 4.8 1175s 282037 208577 34069.0000 100 16 34151.0000 34066.0000 0.25% 4.7 1180s 285490 211859 34132.0000 751 18 34151.0000 34066.0000 0.25% 4.7 1185s 288120 214273 34131.0000 293 20 34151.0000 34066.0000 0.25% 4.7 1190s 291149 217100 34069.0000 95 10 34151.0000 34066.0000 0.25% 4.7 1195s 293428 219155 34075.0000 117 18 34151.0000 34066.0000 0.25% 4.7 1200s 296149 221685 34110.5000 438 16 34151.0000 34066.0000 0.25% 4.7 1205s 298493 223846 34122.0000 404 14 34151.0000 34066.0000 0.25% 4.6 1210s 301094 226167 34066.0000 111 29 34151.0000 34066.0000 0.25% 4.6 1215s 303909 228747 34073.5000 128 12 34151.0000 34066.0000 0.25% 4.6 1220s 306381 231026 34069.0000 117 10 34151.0000 34066.0000 0.25% 4.6 1225s 309315 233618 34066.0000 105 27 34151.0000 34066.0000 0.25% 4.6 1230s 313032 237112 34088.5000 238 28 34151.0000 34066.0000 0.25% 4.6 1235s 316409 240225 34069.0000 125 14 34151.0000 34066.0000 0.25% 4.5 1240s 319094 242796 34126.5000 814 20 34151.0000 34066.0000 0.25% 4.5 1245s 322774 246156 34147.5000 471 18 34151.0000 34066.0000 0.25% 4.5 1250s 326193 249316 34147.5000 283 23 34151.0000 34066.0000 0.25% 4.5 1255s 328399 251380 cutoff 283 34151.0000 34066.0000 0.25% 4.5 1260s 331554 254262 34088.5000 231 26 34151.0000 34066.0000 0.25% 4.4 1265s 333579 256171 34133.5000 454 30 34151.0000 34066.0000 0.25% 4.4 1270s 336504 258822 34098.0000 269 20 34151.0000 34066.0000 0.25% 4.4 1275s 338936 261060 34129.2500 447 25 34151.0000 34066.0000 0.25% 4.4 1280s 341246 263141 34141.0000 353 21 34151.0000 34066.0000 0.25% 4.4 1285s 344497 266254 34069.0000 126 10 34151.0000 34066.0000 0.25% 4.4 1290s 347099 268632 34113.0000 328 18 34151.0000 34066.0000 0.25% 4.4 1295s 349811 271198 34127.0000 354 12 34151.0000 34066.0000 0.25% 4.4 1300s 352564 273769 34134.5000 409 18 34151.0000 34066.0000 0.25% 4.4 1305s 355322 276237 34140.0000 505 20 34151.0000 34066.0000 0.25% 4.3 1310s 358174 278909 34085.5000 155 14 34151.0000 34066.0000 0.25% 4.3 1315s 361386 281913 34106.1250 800 28 34151.0000 34066.0000 0.25% 4.3 1320s 364385 284683 34094.5000 265 32 34151.0000 34066.0000 0.25% 4.3 1325s 366566 286603 34081.0000 191 10 34151.0000 34066.0000 0.25% 4.3 1330s 369186 289096 34124.5000 398 12 34151.0000 34066.0000 0.25% 4.3 1335s 371316 291087 cutoff 390 34151.0000 34066.0000 0.25% 4.3 1340s 374543 293896 34124.0000 238 18 34151.0000 34066.0000 0.25% 4.3 1345s 377119 296236 34066.0000 171 22 34151.0000 34066.0000 0.25% 4.3 1350s 380155 299064 34069.0000 137 10 34151.0000 34066.0000 0.25% 4.2 1355s 383850 302539 34069.0000 112 14 34151.0000 34066.0000 0.25% 4.2 1360s 387038 305390 34069.0000 132 10 34151.0000 34066.0000 0.25% 4.2 1365s 388957 307033 34079.5000 189 10 34151.0000 34066.0000 0.25% 4.2 1370s 392655 310412 34149.5000 381 26 34151.0000 34066.0000 0.25% 4.2 1375s 395553 313047 34088.0000 233 10 34151.0000 34066.0000 0.25% 4.2 1380s 398842 316133 34133.5000 294 20 34151.0000 34066.0000 0.25% 4.2 1385s 402636 319656 34088.0000 180 10 34151.0000 34066.0000 0.25% 4.2 1390s 405250 322005 34096.0000 253 12 34151.0000 34066.0000 0.25% 4.2 1395s 408536 325082 34092.5000 180 10 34151.0000 34066.0000 0.25% 4.1 1400s 411013 327284 34094.5000 268 18 34151.0000 34066.0000 0.25% 4.1 1405s 414371 330427 34069.0000 144 10 34151.0000 34066.0000 0.25% 4.1 1410s 416921 332793 34091.5000 309 14 34151.0000 34066.0000 0.25% 4.1 1415s 419504 335218 34100.5625 816 30 34151.0000 34066.0000 0.25% 4.1 1420s 421879 337352 34120.5000 348 18 34151.0000 34066.0000 0.25% 4.1 1425s 425587 340829 34066.0000 135 30 34151.0000 34066.0000 0.25% 4.1 1430s 428170 343216 34093.5000 186 10 34151.0000 34066.0000 0.25% 4.1 1435s 430893 345772 34145.5000 377 32 34151.0000 34066.0000 0.25% 4.1 1440s 433837 348504 34124.5000 424 14 34151.0000 34066.0000 0.25% 4.1 1445s 437018 351441 cutoff 243 34151.0000 34066.0000 0.25% 4.1 1450s 440174 354312 34139.0000 348 12 34151.0000 34066.0000 0.25% 4.0 1455s 443028 356900 34140.5000 875 26 34151.0000 34066.0000 0.25% 4.0 1460s 445535 359152 34141.5000 255 12 34151.0000 34066.0000 0.25% 4.0 1465s 448588 361940 34106.8750 719 22 34151.0000 34066.0000 0.25% 4.0 1470s 450763 363826 34072.7500 271 17 34151.0000 34066.0000 0.25% 4.0 1475s 453728 366573 34113.5000 285 14 34151.0000 34066.0000 0.25% 4.0 1480s 456650 369191 cutoff 148 34151.0000 34066.0000 0.25% 4.0 1485s 459029 371361 34120.5000 308 12 34151.0000 34066.0000 0.25% 4.0 1490s 462027 374108 34107.5000 381 14 34151.0000 34066.0000 0.25% 4.0 1495s 465683 377526 34127.5000 251 28 34151.0000 34066.0000 0.25% 4.0 1500s 469197 380651 34069.0000 154 14 34151.0000 34066.0000 0.25% 4.0 1505s 472275 383531 34088.0000 314 30 34151.0000 34066.0000 0.25% 3.9 1510s 475295 386358 34126.5000 304 14 34151.0000 34066.0000 0.25% 3.9 1515s 478532 389284 34111.5000 302 10 34151.0000 34066.0000 0.25% 3.9 1520s 480506 391119 cutoff 429 34151.0000 34066.0000 0.25% 3.9 1525s 484151 394503 34074.7500 298 38 34151.0000 34066.0000 0.25% 3.9 1530s 486505 396755 34099.8750 800 28 34151.0000 34066.0000 0.25% 3.9 1535s 488553 398501 34093.0000 133 18 34151.0000 34066.0000 0.25% 3.9 1540s 491050 400740 34069.0000 120 14 34151.0000 34066.0000 0.25% 3.9 1545s 494044 403526 34094.0000 810 20 34151.0000 34066.0000 0.25% 3.9 1550s 496429 405688 34105.2500 362 24 34151.0000 34066.0000 0.25% 3.9 1555s 499025 408087 34083.2500 284 15 34151.0000 34066.0000 0.25% 3.9 1560s 501855 410776 34103.0000 284 32 34151.0000 34066.0000 0.25% 3.9 1565s 505443 414132 34084.0000 215 26 34151.0000 34066.0000 0.25% 3.9 1570s 507923 416314 34099.0000 168 14 34151.0000 34066.0000 0.25% 3.9 1575s 510743 418919 34114.5000 326 14 34151.0000 34066.0000 0.25% 3.9 1580s 513730 421676 34119.5000 282 14 34151.0000 34066.0000 0.25% 3.9 1585s 516872 424596 34082.1250 490 34 34151.0000 34066.0000 0.25% 3.9 1590s 519168 426687 34133.0000 322 16 34151.0000 34066.0000 0.25% 3.9 1595s 522035 429286 34109.0000 290 12 34151.0000 34066.0000 0.25% 3.8 1600s 525259 432226 34118.0000 473 22 34151.0000 34066.0000 0.25% 3.8 1605s 528040 434695 34106.0000 228 10 34151.0000 34066.0000 0.25% 3.8 1610s 531015 437437 34075.0000 125 10 34151.0000 34066.0000 0.25% 3.8 1615s 533807 439974 34079.5000 237 12 34151.0000 34066.0000 0.25% 3.8 1620s 536424 442374 34090.2500 337 28 34151.0000 34066.0000 0.25% 3.8 1625s 539492 445245 34114.0000 356 14 34151.0000 34066.0000 0.25% 3.8 1630s 542842 448425 34111.5000 395 22 34151.0000 34066.0000 0.25% 3.8 1635s 545359 450757 34128.5000 405 24 34151.0000 34066.0000 0.25% 3.8 1640s Cutting planes: Gomory: 42 Cover: 1 MIR: 1 Zero half: 118 Explored 548221 nodes (2106442 simplex iterations) in 1644.82 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 3.415100000000e+04, best bound 3.406600000000e+04, gap 0.2489% Gurobi 5.0.1 (linux64) logging started Sun Nov 25 21:38:45 2012