Optimize a model with 225 rows, 25200 columns and 50400 nonzeros Presolve time: 0.01s Presolved: 225 rows, 25200 columns, 50400 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 1.0000000e+03 4.470000e+02 0.000000e+00 0s 267 1.1560500e+05 0.000000e+00 0.000000e+00 0s Solved in 267 iterations and 0.02 seconds Optimal objective 1.156050000e+05 Optimize a model with 227 rows, 25200 columns and 70954 nonzeros Iteration Objective Primal Inf. Dual Inf. Time 0 1.1560500e+05 2.000000e+00 0.000000e+00 0s 2 1.1560500e+05 0.000000e+00 0.000000e+00 0s Solved in 2 iterations and 0.00 seconds Optimal objective 1.156050000e+05 Optimize a model with 227 rows, 25200 columns and 70954 nonzeros Presolve time: 0.10s Presolved: 227 rows, 25200 columns, 70954 nonzeros Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 276 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s H 0 0 135750.00000 115605.000 14.8% - 0s 0 0 115605.000 0 36 135750.000 115605.000 14.8% - 0s 0 0 117019.000 0 84 135750.000 117019.000 13.8% - 0s 0 0 119313.000 0 36 135750.000 119313.000 12.1% - 0s 0 0 119313.000 0 36 135750.000 119313.000 12.1% - 0s 0 0 119313.000 0 36 135750.000 119313.000 12.1% - 0s H 0 0 125261.00000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119484.000 0 84 125261.000 119484.000 4.61% - 0s 0 0 119648.358 0 132 125261.000 119648.358 4.48% - 0s 0 0 119786.500 0 101 125261.000 119786.500 4.37% - 0s 0 0 119834.900 0 44 125261.000 119834.900 4.33% - 0s 0 0 119875.750 0 26 125261.000 119875.750 4.30% - 0s 0 0 119910.850 0 35 125261.000 119910.850 4.27% - 0s 0 0 119910.850 0 35 125261.000 119910.850 4.27% - 1s 0 2 119910.850 0 35 125261.000 119910.850 4.27% - 1s H 54 54 123172.00000 119983.975 2.59% 4.6 1s H 81 51 121465.00000 119983.975 1.22% 4.2 2s H 610 348 121261.00000 120484.626 0.64% 5.9 3s Cutting planes: Gomory: 41 Zero half: 131 Explored 1268 nodes (17999 simplex iterations) in 4.99 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.212610000000e+05, best bound 1.212540000000e+05, gap 0.0058% Optimize a model with 239 rows, 25200 columns and 77862 nonzeros Presolve time: 0.11s Presolved: 239 rows, 25200 columns, 77862 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 289 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 138345.00000 115605.000 16.4% - 0s 0 0 115605.000 0 36 138345.000 115605.000 16.4% - 0s 0 0 117019.000 0 84 138345.000 117019.000 15.4% - 0s 0 0 119313.000 0 36 138345.000 119313.000 13.8% - 0s 0 0 119313.000 0 36 138345.000 119313.000 13.8% - 0s 0 0 119313.000 0 36 138345.000 119313.000 13.8% - 0s H 0 0 125261.00000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119313.000 0 36 125261.000 119313.000 4.75% - 0s 0 0 119484.000 0 84 125261.000 119484.000 4.61% - 0s 0 0 119638.275 0 126 125261.000 119638.275 4.49% - 0s 0 0 119762.300 0 94 125261.000 119762.300 4.39% - 0s 0 0 119847.000 0 42 125261.000 119847.000 4.32% - 0s 0 0 119945.950 0 39 125261.000 119945.950 4.24% - 0s 0 0 120007.575 0 62 125261.000 120007.575 4.19% - 1s 0 0 120084.367 0 83 125261.000 120084.367 4.13% - 1s 0 0 120167.908 0 102 125261.000 120167.908 4.07% - 1s 0 0 120201.045 0 101 125261.000 120201.045 4.04% - 1s 0 0 120276.845 0 102 125261.000 120276.845 3.98% - 1s 0 0 120308.774 0 104 125261.000 120308.774 3.95% - 1s 0 2 120418.024 0 104 125261.000 120418.024 3.87% - 1s H 1 2 121261.00000 120418.024 0.70% 7.0 1s Cutting planes: Gomory: 46 Zero half: 43 Explored 212 nodes (4548 simplex iterations) in 1.79 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.212610000000e+05, best bound 1.212610000000e+05, gap 0.0% Optimize a model with 253 rows, 25200 columns and 81730 nonzeros Presolve time: 0.11s Presolved: 253 rows, 25200 columns, 81730 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 291 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 136017.00000 115605.000 15.0% - 0s 0 0 115605.000 0 36 136017.000 115605.000 15.0% - 0s 0 0 117019.000 0 84 136017.000 117019.000 14.0% - 0s 0 0 119313.000 0 36 136017.000 119313.000 12.3% - 0s 0 0 119313.000 0 36 136017.000 119313.000 12.3% - 0s 0 0 119313.000 0 36 136017.000 119313.000 12.3% - 0s H 0 0 127344.00000 119313.000 6.31% - 1s 0 0 119313.000 0 36 127344.000 119313.000 6.31% - 1s 0 0 119313.000 0 36 127344.000 119313.000 6.31% - 1s 0 0 119313.000 0 36 127344.000 119313.000 6.31% - 1s 0 0 119484.000 0 84 127344.000 119484.000 6.17% - 1s 0 0 119672.558 0 146 127344.000 119672.558 6.02% - 1s 0 0 119786.500 0 107 127344.000 119786.500 5.93% - 1s 0 0 119834.400 0 82 127344.000 119834.400 5.90% - 1s 0 0 120005.391 0 89 127344.000 120005.391 5.76% - 1s 0 0 120228.502 0 114 127344.000 120228.502 5.59% - 1s 0 0 120391.671 0 133 127344.000 120391.671 5.46% - 1s 0 0 120492.249 0 137 127344.000 120492.249 5.38% - 1s 0 0 120520.224 0 155 127344.000 120520.224 5.36% - 1s 0 0 120520.224 0 145 127344.000 120520.224 5.36% - 1s 0 2 120520.224 0 140 127344.000 120520.224 5.36% - 1s * 406 346 130 125193.00000 120559.378 3.70% 5.9 3s * 409 314 132 124542.00000 120559.378 3.20% 5.9 3s * 491 300 63 123338.00000 120615.291 2.21% 5.9 3s * 494 294 66 123249.00000 120615.291 2.14% 5.8 3s * 499 292 68 123160.00000 120615.291 2.07% 5.8 3s H 600 370 123071.00000 120623.871 1.99% 5.9 3s H 608 358 122982.00000 121383.736 1.30% 7.0 4s 620 366 121629.627 41 209 122982.000 121629.627 1.10% 6.9 5s H 634 356 122077.00000 121778.736 0.24% 9.5 5s Cutting planes: Gomory: 44 MIR: 6 Zero half: 115 Explored 1106 nodes (18527 simplex iterations) in 6.89 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.220770000000e+05, best bound 1.220660000000e+05, gap 0.0090% Optimize a model with 268 rows, 25200 columns and 86428 nonzeros Presolve time: 0.11s Presolved: 268 rows, 25200 columns, 86428 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 305 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 140828.00000 115605.000 17.9% - 0s 0 0 115605.000 0 36 140828.000 115605.000 17.9% - 0s 0 0 117019.000 0 84 140828.000 117019.000 16.9% - 0s 0 0 119313.000 0 36 140828.000 119313.000 15.3% - 0s 0 0 119313.000 0 36 140828.000 119313.000 15.3% - 0s 0 0 119313.000 0 36 140828.000 119313.000 15.3% - 0s H 0 0 126433.00000 119313.000 5.63% - 0s 0 0 119313.000 0 36 126433.000 119313.000 5.63% - 1s 0 0 119313.000 0 36 126433.000 119313.000 5.63% - 1s 0 0 119313.000 0 36 126433.000 119313.000 5.63% - 1s 0 0 119484.000 0 84 126433.000 119484.000 5.50% - 1s 0 0 119648.358 0 132 126433.000 119648.358 5.37% - 1s 0 0 119786.500 0 92 126433.000 119786.500 5.26% - 1s 0 0 119847.000 0 54 126433.000 119847.000 5.21% - 1s 0 0 120105.658 0 109 126433.000 120105.658 5.00% - 1s 0 0 120230.686 0 121 126433.000 120230.686 4.91% - 1s 0 0 120370.776 0 143 126433.000 120370.776 4.79% - 1s 0 0 120443.945 0 141 126433.000 120443.945 4.74% - 1s 0 0 120524.296 0 176 126433.000 120524.296 4.67% - 1s 0 0 120625.771 0 164 126433.000 120625.771 4.59% - 1s 0 0 120724.235 0 179 126433.000 120724.235 4.52% - 1s 0 0 120797.274 0 175 126433.000 120797.274 4.46% - 1s 0 2 120879.236 0 172 126433.000 120879.236 4.39% - 2s H 1 2 123338.00000 120879.236 1.99% 13.0 2s H 10 8 123249.00000 121597.926 1.34% 89.9 2s H 125 60 122663.00000 121688.630 0.79% 28.9 3s H 599 216 122370.00000 121864.983 0.41% 17.0 4s 712 272 122045.515 45 36 122370.000 121876.709 0.40% 18.0 5s H 749 260 122077.00000 122035.602 0.03% 20.4 5s Cutting planes: Gomory: 37 Zero half: 69 Explored 757 nodes (16919 simplex iterations) in 5.43 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.220770000000e+05, best bound 1.220700000000e+05, gap 0.0057% Optimize a model with 280 rows, 25200 columns and 101269 nonzeros Presolve time: 0.14s Presolved: 280 rows, 25200 columns, 101269 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 318 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 139762.00000 115605.000 17.3% - 0s 0 0 115605.000 0 36 139762.000 115605.000 17.3% - 0s 0 0 117019.000 0 84 139762.000 117019.000 16.3% - 0s 0 0 119313.000 0 36 139762.000 119313.000 14.6% - 0s 0 0 119313.000 0 36 139762.000 119313.000 14.6% - 0s 0 0 119605.000 0 132 139762.000 119605.000 14.4% - 0s 0 0 119847.000 0 50 139762.000 119847.000 14.2% - 0s 0 0 119847.000 0 46 139762.000 119847.000 14.2% - 0s 0 0 120056.194 0 108 139762.000 120056.194 14.1% - 0s 0 0 120258.367 0 113 139762.000 120258.367 14.0% - 0s 0 0 120356.181 0 119 139762.000 120356.181 13.9% - 0s 0 0 120450.743 0 143 139762.000 120450.743 13.8% - 0s 0 0 120526.230 0 171 139762.000 120526.230 13.8% - 0s 0 0 120615.013 0 190 139762.000 120615.013 13.7% - 1s 0 0 120681.511 0 149 139762.000 120681.511 13.7% - 1s 0 0 120816.032 0 163 139762.000 120816.032 13.6% - 1s 0 0 120906.842 0 158 139762.000 120906.842 13.5% - 1s 0 0 120906.842 0 151 139762.000 120906.842 13.5% - 1s H 0 0 134637.00000 120906.842 10.2% - 1s 0 2 120909.605 0 151 134637.000 120909.605 10.2% - 2s H 190 190 129349.00000 120935.842 6.50% 7.5 4s * 204 201 129 126956.00000 120935.842 4.74% 7.4 4s * 371 325 110 126348.00000 120942.242 4.28% 7.3 4s 497 443 124550.000 92 6 126348.000 121052.425 4.19% 7.6 5s * 539 471 119 126181.00000 121052.425 4.06% 7.6 5s * 547 464 121 126144.00000 121052.425 4.04% 7.6 5s * 655 369 65 124071.00000 121063.042 2.42% 7.7 5s H 800 307 122982.00000 121076.967 1.55% 7.9 5s H 808 298 122893.00000 121567.984 1.08% 8.9 6s 830 314 122893.000 50 235 122893.000 122008.988 0.72% 10.2 10s H 842 305 122778.00000 122077.268 0.57% 10.0 12s H 982 341 122663.00000 122090.759 0.47% 17.2 13s 1271 392 122552.219 61 82 122663.000 122139.641 0.43% 22.9 15s 3359 707 122655.556 80 133 122663.000 122434.086 0.19% 27.0 20s 5591 539 cutoff 66 122663.000 122546.563 0.09% 26.3 25s Cutting planes: Gomory: 51 Cover: 1 MIR: 8 Zero half: 125 Explored 6446 nodes (165046 simplex iterations) in 26.81 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.226630000000e+05, best bound 1.226540000000e+05, gap 0.0073% Optimize a model with 291 rows, 25200 columns and 112970 nonzeros Presolve time: 0.15s Presolved: 291 rows, 25200 columns, 112970 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 309 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 137240.00000 115605.000 15.8% - 0s 0 0 115605.000 0 36 137240.000 115605.000 15.8% - 0s 0 0 117019.000 0 84 137240.000 117019.000 14.7% - 0s 0 0 119313.000 0 36 137240.000 119313.000 13.1% - 0s 0 0 119313.000 0 36 137240.000 119313.000 13.1% - 0s 0 0 119637.267 0 136 137240.000 119637.267 12.8% - 0s 0 0 119822.800 0 68 137240.000 119822.800 12.7% - 0s 0 0 119822.800 0 76 137240.000 119822.800 12.7% - 0s 0 0 119822.800 0 73 137240.000 119822.800 12.7% - 0s H 0 0 125081.00000 119822.800 4.20% - 1s 0 0 119822.800 0 36 125081.000 119822.800 4.20% - 1s 0 0 119822.800 0 36 125081.000 119822.800 4.20% - 1s 0 0 119822.800 0 46 125081.000 119822.800 4.20% - 1s 0 0 119874.667 0 71 125081.000 119874.667 4.16% - 1s 0 0 120005.346 0 123 125081.000 120005.346 4.06% - 1s 0 0 120124.362 0 118 125081.000 120124.362 3.96% - 1s 0 0 120268.604 0 121 125081.000 120268.604 3.85% - 1s 0 0 120368.194 0 140 125081.000 120368.194 3.77% - 1s 0 0 120438.547 0 132 125081.000 120438.547 3.71% - 1s 0 0 120475.053 0 142 125081.000 120475.053 3.68% - 1s 0 0 120475.053 0 128 125081.000 120475.053 3.68% - 1s 0 2 120494.786 0 128 125081.000 120494.786 3.67% - 1s * 186 158 63 124747.00000 120556.108 3.36% 5.9 2s H 313 172 123448.00000 120577.378 2.33% 5.8 2s * 502 340 49 123427.00000 120619.030 2.28% 6.2 2s H 600 356 123045.00000 120641.210 1.95% 6.4 2s H 617 349 122956.00000 121774.461 0.96% 8.9 4s H 620 333 122867.00000 121782.588 0.88% 8.9 4s 633 342 122038.631 5 228 122867.000 122038.631 0.67% 8.7 5s H 1007 422 122778.00000 122311.171 0.38% 19.2 7s H 1207 344 122663.00000 122344.295 0.26% 20.4 8s 1685 278 122660.513 66 154 122663.000 122571.872 0.07% 24.5 10s Cutting planes: Gomory: 52 Cover: 1 MIR: 7 Zero half: 116 Explored 1762 nodes (44084 simplex iterations) in 10.13 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.226630000000e+05, best bound 1.226510000000e+05, gap 0.0098% Optimize a model with 302 rows, 25200 columns and 127574 nonzeros Presolve time: 0.14s Presolved: 302 rows, 25200 columns, 127574 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 312 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 137141.00000 115605.000 15.7% - 0s 0 0 115605.000 0 36 137141.000 115605.000 15.7% - 0s 0 0 117019.000 0 84 137141.000 117019.000 14.7% - 0s 0 0 119313.000 0 36 137141.000 119313.000 13.0% - 0s 0 0 119313.000 0 36 137141.000 119313.000 13.0% - 0s 0 0 119669.533 0 138 137141.000 119669.533 12.7% - 0s 0 0 119786.500 0 103 137141.000 119786.500 12.7% - 0s 0 0 119849.600 0 97 137141.000 119849.600 12.6% - 0s 0 0 119992.624 0 102 137141.000 119992.624 12.5% - 0s 0 0 120153.497 0 113 137141.000 120153.497 12.4% - 0s 0 0 120231.550 0 88 137141.000 120231.550 12.3% - 0s 0 0 120350.981 0 131 137141.000 120350.981 12.2% - 1s 0 0 120471.331 0 143 137141.000 120471.331 12.2% - 1s 0 0 120561.132 0 167 137141.000 120561.132 12.1% - 1s H 0 0 124134.00000 120561.132 2.88% - 1s 0 0 120634.280 0 186 124134.000 120634.280 2.82% - 1s 0 0 120634.280 0 36 124134.000 120634.280 2.82% - 1s 0 0 120634.280 0 149 124134.000 120634.280 2.82% - 1s 0 0 120634.280 0 160 124134.000 120634.280 2.82% - 1s 0 0 120634.280 0 182 124134.000 120634.280 2.82% - 1s 0 0 120634.280 0 179 124134.000 120634.280 2.82% - 1s 0 2 120634.280 0 179 124134.000 120634.280 2.82% - 1s * 289 210 48 123427.00000 120761.002 2.16% 8.8 2s 621 479 122048.795 22 238 123427.000 122048.795 1.12% 11.1 5s H 651 474 123249.00000 122287.696 0.78% 15.9 9s 664 485 122712.664 44 232 123249.000 122355.451 0.72% 17.9 10s * 1013 594 103 123223.00000 122355.753 0.70% 32.7 13s H 1232 538 123019.00000 122424.181 0.48% 34.1 14s 1455 571 122849.648 64 163 123019.000 122501.445 0.42% 34.2 15s 2899 828 122791.258 72 182 123019.000 122697.375 0.26% 34.2 20s 4304 954 122971.598 57 204 123019.000 122812.312 0.17% 35.0 25s 5980 285 cutoff 71 123019.000 122934.353 0.07% 33.4 30s Cutting planes: Gomory: 42 MIR: 2 Zero half: 155 Explored 6342 nodes (206911 simplex iterations) in 30.76 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.230190000000e+05, best bound 1.230090000000e+05, gap 0.0081% Optimize a model with 317 rows, 25200 columns and 131864 nonzeros Presolve time: 0.15s Presolved: 317 rows, 25200 columns, 131864 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 304 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 137885.00000 115605.000 16.2% - 0s 0 0 115605.000 0 36 137885.000 115605.000 16.2% - 0s 0 0 117019.000 0 84 137885.000 117019.000 15.1% - 0s 0 0 119313.000 0 36 137885.000 119313.000 13.5% - 0s 0 0 119313.000 0 36 137885.000 119313.000 13.5% - 0s 0 0 119669.533 0 140 137885.000 119669.533 13.2% - 0s 0 0 119798.600 0 88 137885.000 119798.600 13.1% - 0s 0 0 119798.600 0 97 137885.000 119798.600 13.1% - 0s 0 0 119798.600 0 93 137885.000 119798.600 13.1% - 0s H 0 0 128206.00000 119798.600 6.56% - 1s 0 0 119798.600 0 36 128206.000 119798.600 6.56% - 1s 0 0 119798.600 0 40 128206.000 119798.600 6.56% - 2s 0 0 119798.600 0 40 128206.000 119798.600 6.56% - 2s 0 0 119798.600 0 80 128206.000 119798.600 6.56% - 2s 0 0 119883.274 0 132 128206.000 119883.274 6.49% - 2s 0 0 120113.592 0 138 128206.000 120113.592 6.31% - 2s 0 0 120210.237 0 120 128206.000 120210.237 6.24% - 2s 0 0 120275.869 0 162 128206.000 120275.869 6.19% - 2s 0 0 120364.087 0 122 128206.000 120364.087 6.12% - 2s 0 0 120440.412 0 156 128206.000 120440.412 6.06% - 2s 0 0 120565.408 0 154 128206.000 120565.408 5.96% - 2s 0 0 120631.708 0 177 128206.000 120631.708 5.91% - 2s 0 0 120697.096 0 169 128206.000 120697.096 5.86% - 2s 0 0 120825.343 0 153 128206.000 120825.343 5.76% - 2s 0 0 120878.960 0 115 128206.000 120878.960 5.72% - 2s 0 0 120896.350 0 169 128206.000 120896.350 5.70% - 2s 0 0 120896.350 0 163 128206.000 120896.350 5.70% - 2s 0 2 120896.350 0 150 128206.000 120896.350 5.70% - 3s * 336 220 75 126065.00000 120939.258 4.07% 8.3 4s * 341 217 78 125893.00000 120939.258 3.93% 8.2 4s 381 253 123062.062 34 76 125893.000 120951.921 3.92% 8.6 5s H 600 294 124307.00000 120971.010 2.68% 8.5 5s H 611 277 123427.00000 121782.383 1.33% 10.3 10s H 632 277 123338.00000 122182.137 0.94% 13.1 14s 636 280 122185.674 16 257 123338.000 122185.674 0.93% 13.0 15s H 652 276 123249.00000 122331.741 0.74% 12.7 16s 671 288 122727.250 29 281 123249.000 122404.801 0.68% 12.4 20s * 963 364 53 123223.00000 122571.504 0.53% 29.3 22s 1101 362 122787.004 43 93 123223.000 122584.584 0.52% 32.5 25s H 1106 346 123134.00000 122584.584 0.45% 32.3 25s * 1336 351 72 123019.00000 122615.837 0.33% 39.0 27s Cutting planes: Gomory: 43 MIR: 6 Zero half: 203 Explored 1853 nodes (81154 simplex iterations) in 29.91 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.230190000000e+05, best bound 1.230080000000e+05, gap 0.0089% Optimize a model with 331 rows, 25200 columns and 136684 nonzeros Presolve time: 0.16s Presolved: 331 rows, 25200 columns, 136684 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 290 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 140662.00000 115605.000 17.8% - 0s 0 0 115605.000 0 36 140662.000 115605.000 17.8% - 0s 0 0 117019.000 0 84 140662.000 117019.000 16.8% - 0s 0 0 119313.000 0 36 140662.000 119313.000 15.2% - 0s 0 0 119313.000 0 36 140662.000 119313.000 15.2% - 0s 0 0 119669.533 0 136 140662.000 119669.533 14.9% - 0s 0 0 119798.600 0 98 140662.000 119798.600 14.8% - 0s 0 0 119798.600 0 96 140662.000 119798.600 14.8% - 0s 0 0 119943.153 0 83 140662.000 119943.153 14.7% - 0s 0 0 120025.778 0 73 140662.000 120025.778 14.7% - 0s 0 0 120117.361 0 102 140662.000 120117.361 14.6% - 1s 0 0 120245.529 0 131 140662.000 120245.529 14.5% - 1s 0 0 120373.917 0 132 140662.000 120373.917 14.4% - 1s 0 0 120500.258 0 162 140662.000 120500.258 14.3% - 1s 0 0 120574.761 0 164 140662.000 120574.761 14.3% - 1s 0 0 120638.383 0 165 140662.000 120638.383 14.2% - 1s 0 0 120638.383 0 163 140662.000 120638.383 14.2% - 1s H 0 0 135119.00000 120638.383 10.7% - 2s 0 2 120638.916 0 163 135119.000 120638.916 10.7% - 3s * 200 193 137 124882.00000 120664.060 3.38% 7.9 3s * 510 377 59 124008.00000 120856.417 2.54% 8.7 4s 550 411 122720.293 29 40 124008.000 120900.353 2.51% 9.0 5s H 609 428 123338.00000 121624.906 1.39% 10.4 8s 617 434 122093.342 33 241 123338.000 122005.548 1.08% 10.2 10s H 620 414 123249.00000 122178.576 0.87% 12.6 11s 639 427 122466.262 29 286 123249.000 122466.262 0.64% 12.2 15s 1267 536 123043.317 46 225 123249.000 122762.915 0.39% 33.5 20s 2253 618 122920.404 53 205 123249.000 122886.313 0.29% 36.5 25s 3337 764 123236.604 60 126 123249.000 122958.487 0.24% 37.1 30s 4469 831 123049.176 50 169 123249.000 123018.736 0.19% 35.9 35s 5925 588 cutoff 60 123249.000 123101.525 0.12% 34.8 40s Cutting planes: Gomory: 39 Cover: 2 MIR: 1 Zero half: 254 Explored 6960 nodes (228004 simplex iterations) in 42.24 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.232490000000e+05, best bound 1.232380000000e+05, gap 0.0089% Optimize a model with 341 rows, 25200 columns and 148580 nonzeros Presolve time: 0.17s Presolved: 341 rows, 25200 columns, 148580 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 300 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 137771.00000 115605.000 16.1% - 0s 0 0 115605.000 0 36 137771.000 115605.000 16.1% - 0s 0 0 117019.000 0 84 137771.000 117019.000 15.1% - 0s 0 0 119313.000 0 36 137771.000 119313.000 13.4% - 0s 0 0 119313.000 0 36 137771.000 119313.000 13.4% - 0s 0 0 119669.533 0 138 137771.000 119669.533 13.1% - 0s 0 0 119798.600 0 88 137771.000 119798.600 13.0% - 0s 0 0 119798.600 0 103 137771.000 119798.600 13.0% - 0s 0 0 119798.600 0 101 137771.000 119798.600 13.0% - 1s H 0 0 127049.00000 119798.600 5.71% - 1s 0 0 119798.600 0 36 127049.000 119798.600 5.71% - 2s 0 0 119798.600 0 42 127049.000 119798.600 5.71% - 2s 0 0 119798.600 0 48 127049.000 119798.600 5.71% - 2s 0 0 119798.600 0 77 127049.000 119798.600 5.71% - 2s 0 0 119861.650 0 123 127049.000 119861.650 5.66% - 2s 0 0 120027.169 0 144 127049.000 120027.169 5.53% - 2s 0 0 120149.088 0 115 127049.000 120149.088 5.43% - 2s 0 0 120268.624 0 164 127049.000 120268.624 5.34% - 2s 0 0 120358.947 0 157 127049.000 120358.947 5.27% - 2s 0 0 120431.115 0 154 127049.000 120431.115 5.21% - 2s 0 0 120507.146 0 177 127049.000 120507.146 5.15% - 2s H 0 0 125102.00000 120507.146 3.67% - 2s 0 0 120622.420 0 181 125102.000 120622.420 3.58% - 2s 0 2 120743.424 0 177 125102.000 120743.424 3.48% - 3s H 1 2 124777.00000 120743.424 3.23% 9.0 3s 9 8 121662.700 0 192 124777.000 121662.700 2.50% 1.0 5s * 490 321 91 124013.00000 122098.129 1.54% 22.6 9s H 600 359 123720.00000 122176.724 1.25% 21.8 9s 601 360 122706.902 44 101 123720.000 122176.724 1.25% 21.8 10s H 615 351 123427.00000 122231.795 0.97% 23.8 12s 717 403 123189.120 93 168 123427.000 122612.525 0.66% 30.1 15s * 806 388 85 123338.00000 122618.647 0.58% 31.5 15s * 815 347 90 123249.00000 122618.647 0.51% 31.4 15s 1541 269 cutoff 81 123249.000 123006.593 0.20% 37.6 20s Cutting planes: Gomory: 42 Cover: 1 MIR: 2 Zero half: 156 Explored 1824 nodes (67279 simplex iterations) in 20.78 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.232490000000e+05, best bound 1.232400000000e+05, gap 0.0073% Optimize a model with 351 rows, 25200 columns and 163920 nonzeros Presolve time: 0.20s Presolved: 351 rows, 25200 columns, 163920 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 306 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 136706.00000 115605.000 15.4% - 0s 0 0 115605.000 0 36 136706.000 115605.000 15.4% - 0s 0 0 117019.000 0 84 136706.000 117019.000 14.4% - 0s 0 0 119313.000 0 36 136706.000 119313.000 12.7% - 0s 0 0 119313.000 0 36 136706.000 119313.000 12.7% - 0s 0 0 119669.533 0 136 136706.000 119669.533 12.5% - 0s 0 0 119798.600 0 92 136706.000 119798.600 12.4% - 0s 0 0 119798.600 0 101 136706.000 119798.600 12.4% - 1s 0 0 119930.733 0 100 136706.000 119930.733 12.3% - 1s 0 0 120043.389 0 95 136706.000 120043.389 12.2% - 1s 0 0 120158.681 0 112 136706.000 120158.681 12.1% - 1s 0 0 120318.136 0 131 136706.000 120318.136 12.0% - 1s 0 0 120441.902 0 124 136706.000 120441.902 11.9% - 1s 0 0 120508.084 0 132 136706.000 120508.084 11.8% - 1s 0 0 120596.855 0 157 136706.000 120596.855 11.8% - 1s 0 0 120717.529 0 141 136706.000 120717.529 11.7% - 1s 0 0 120770.782 0 150 136706.000 120770.782 11.7% - 1s 0 0 120770.782 0 145 136706.000 120770.782 11.7% - 1s H 0 0 135737.00000 120770.782 11.0% - 2s 0 2 120773.893 0 141 135737.000 120773.893 11.0% - 3s * 240 236 157 127734.00000 120856.372 5.38% 8.8 4s * 241 235 157 127608.00000 120856.372 5.29% 8.8 4s 309 294 123531.626 54 78 127608.000 121005.782 5.17% 8.9 5s H 600 484 126301.00000 121007.212 4.19% 7.7 6s 605 480 122942.805 41 183 126301.000 121243.838 4.00% 7.6 10s 608 482 125636.500 102 210 126301.000 121989.537 3.41% 7.6 15s H 610 459 124777.00000 121991.108 2.23% 9.8 16s 618 465 124777.000 133 227 124777.000 122314.400 1.97% 9.7 20s 629 473 124777.000 127 145 124777.000 122644.981 1.71% 13.4 28s 637 478 124777.000 102 267 124777.000 122701.272 1.66% 13.2 30s 648 486 122837.320 21 278 124777.000 122837.320 1.55% 13.0 35s 877 620 124225.283 77 173 124777.000 123015.412 1.41% 27.6 40s 1690 942 123220.213 59 256 124777.000 123060.185 1.38% 33.6 45s 2331 1282 124723.742 92 102 124777.000 123112.308 1.33% 36.4 50s 3095 1826 124049.399 70 180 124777.000 123154.377 1.30% 39.5 55s 3578 2202 124656.818 82 134 124777.000 123199.471 1.26% 40.7 60s 4455 2831 123529.779 57 241 124777.000 123243.544 1.23% 41.2 65s 5386 3518 123739.131 49 236 124777.000 123279.543 1.20% 41.2 70s 6270 4148 123922.161 64 217 124777.000 123303.649 1.18% 41.2 77s 6714 4452 cutoff 69 124777.000 123318.602 1.17% 41.2 80s 7654 5132 123676.499 55 211 124777.000 123344.465 1.15% 41.3 85s 8619 5796 124125.092 66 191 124777.000 123360.306 1.14% 41.1 90s 9550 6411 123848.525 51 226 124777.000 123375.543 1.12% 41.3 95s 10202 6875 124553.369 81 145 124777.000 123387.718 1.11% 41.1 100s 10503 7026 124438.823 76 197 124777.000 123387.718 1.11% 41.6 105s 11491 7440 123862.541 69 179 124777.000 123387.718 1.11% 41.8 110s 12569 7862 123981.004 62 218 124777.000 123390.371 1.11% 41.7 115s 13367 8182 124333.128 76 154 124777.000 123423.848 1.08% 41.4 120s 14480 8638 123714.944 63 257 124777.000 123475.668 1.04% 41.2 125s 15425 9017 124136.801 87 225 124777.000 123493.623 1.03% 41.2 130s 16553 9432 123543.543 65 237 124777.000 123521.205 1.01% 41.0 135s 16959 9583 123905.645 76 182 124777.000 123527.642 1.00% 40.9 140s 17991 9956 123965.589 82 230 124777.000 123541.591 0.99% 40.7 145s 19165 10405 123749.264 64 224 124777.000 123568.999 0.97% 40.4 150s 20268 10847 124499.906 89 184 124777.000 123580.844 0.96% 40.4 155s 21453 11240 124541.757 92 148 124777.000 123598.157 0.94% 40.1 160s 22601 11637 124192.174 81 183 124777.000 123612.819 0.93% 40.0 165s 23798 12070 124275.205 65 176 124777.000 123625.266 0.92% 39.8 170s 24866 12412 124048.709 74 197 124777.000 123636.851 0.91% 39.9 175s 26061 12861 124026.423 87 192 124777.000 123650.823 0.90% 39.8 180s 27256 13304 124223.475 69 245 124777.000 123660.959 0.89% 39.6 185s 28404 13701 124765.313 76 139 124777.000 123670.353 0.89% 39.5 190s 29509 14075 124142.466 57 229 124777.000 123680.272 0.88% 39.5 197s 30024 14202 124513.657 68 176 124777.000 123684.872 0.88% 39.5 200s 31240 14746 124428.927 69 233 124777.000 123691.603 0.87% 39.4 205s 32483 15511 123832.969 77 207 124777.000 123699.920 0.86% 39.3 210s 33719 16327 124023.832 70 170 124777.000 123707.086 0.86% 39.2 215s 34941 17076 124659.258 75 160 124777.000 123716.106 0.85% 39.1 220s 36173 17884 cutoff 87 124777.000 123722.014 0.85% 39.0 225s 37428 18662 124771.145 70 158 124777.000 123727.429 0.84% 38.9 230s 38679 19485 124111.295 70 208 124777.000 123733.505 0.84% 38.8 235s 39911 20240 123862.347 69 190 124777.000 123742.694 0.83% 38.7 240s 40805 20845 123769.899 77 145 124777.000 123746.140 0.83% 38.7 252s 40818 20854 123936.587 73 290 124777.000 123746.140 0.83% 38.7 255s 40840 20868 123768.757 72 304 124777.000 123746.140 0.83% 38.6 260s 40859 20881 124408.639 80 319 124777.000 123746.140 0.83% 38.6 265s 40879 20894 124113.090 71 325 124777.000 123746.140 0.83% 38.6 270s 41097 20997 124312.592 97 241 124777.000 123746.140 0.83% 39.0 275s 41693 21207 124402.410 86 204 124777.000 123746.140 0.83% 39.5 280s 42182 21339 123868.963 73 264 124777.000 123746.140 0.83% 39.8 285s 42837 21531 124563.304 77 251 124777.000 123782.693 0.80% 40.1 290s 43217 21626 124110.224 75 272 124777.000 123806.997 0.78% 40.4 295s 43868 21824 124597.798 104 255 124777.000 123857.375 0.74% 40.8 300s 44564 22012 124691.897 78 194 124777.000 123885.826 0.71% 41.1 305s 45274 22242 124356.184 88 236 124777.000 123904.475 0.70% 41.3 310s 45934 22409 124531.679 73 255 124777.000 123941.659 0.67% 41.7 315s 46613 22586 124520.772 82 231 124777.000 123967.692 0.65% 42.0 322s 46956 22625 124198.749 79 226 124777.000 123979.266 0.64% 42.2 325s 47630 22765 124674.083 83 244 124777.000 123994.068 0.63% 42.5 330s 48335 22884 124359.826 82 261 124777.000 124009.974 0.61% 42.8 335s 49092 23038 124600.817 85 210 124777.000 124022.586 0.60% 43.0 340s 49889 23151 124519.952 93 213 124777.000 124035.225 0.59% 43.2 345s 50748 23304 124490.495 96 222 124777.000 124045.246 0.59% 43.3 350s 51523 23412 124493.898 87 245 124777.000 124056.433 0.58% 43.5 355s 52277 23538 124353.804 82 242 124777.000 124064.358 0.57% 43.7 360s 53078 23619 124569.497 91 183 124777.000 124077.575 0.56% 43.9 365s 53804 23707 124670.659 92 206 124777.000 124088.196 0.55% 44.1 370s 54647 23872 cutoff 76 124777.000 124095.317 0.55% 44.2 375s 55398 23993 124723.336 93 221 124777.000 124104.542 0.54% 44.4 380s 56219 24102 124458.304 90 241 124777.000 124112.401 0.53% 44.5 385s 57087 24265 124652.503 81 239 124777.000 124121.821 0.53% 44.6 390s 57871 24317 124764.240 91 174 124777.000 124130.057 0.52% 44.8 395s 58703 24394 124756.347 96 238 124777.000 124138.234 0.51% 44.9 400s 59487 24502 124527.520 91 184 124777.000 124144.838 0.51% 45.0 405s 60312 24630 124754.766 106 172 124777.000 124152.907 0.50% 45.1 410s 61118 24673 124465.248 93 224 124777.000 124160.187 0.49% 45.2 415s 61430 24700 124715.717 97 204 124777.000 124162.526 0.49% 45.3 420s 62125 24777 124553.526 82 237 124777.000 124170.263 0.49% 45.4 425s 62948 24864 124569.768 99 207 124777.000 124175.243 0.48% 45.5 430s 63808 24957 124277.245 86 184 124777.000 124179.121 0.48% 45.5 435s 64651 25076 124584.608 84 178 124777.000 124184.519 0.47% 45.6 440s 65507 25149 124713.415 89 203 124777.000 124191.357 0.47% 45.7 445s 66334 25150 124413.552 75 233 124777.000 124197.303 0.46% 45.8 450s 67266 25239 124461.314 88 156 124777.000 124203.400 0.46% 45.9 455s 68148 25268 cutoff 82 124777.000 124208.676 0.46% 45.9 460s 69117 25415 124498.400 83 161 124777.000 124214.692 0.45% 45.9 465s 70033 25486 124695.692 80 256 124777.000 124219.609 0.45% 46.0 470s 70859 25551 124515.303 90 240 124777.000 124224.247 0.44% 46.0 475s 71708 25593 124727.898 85 261 124777.000 124228.990 0.44% 46.0 480s 72625 25652 124751.974 80 250 124777.000 124233.106 0.44% 46.1 485s 73635 25757 124677.187 92 219 124777.000 124237.198 0.43% 46.0 490s 74472 25842 124695.764 87 172 124777.000 124241.778 0.43% 46.1 495s 75390 25856 124725.452 86 170 124777.000 124246.685 0.43% 46.1 500s 76348 25948 cutoff 97 124777.000 124252.291 0.42% 46.2 505s 77227 25995 124396.890 97 196 124777.000 124256.132 0.42% 46.2 510s 78158 26047 124717.876 95 126 124777.000 124260.039 0.41% 46.2 515s 79037 25972 cutoff 103 124777.000 124264.393 0.41% 46.3 520s 79967 25968 124385.492 82 222 124777.000 124268.854 0.41% 46.3 525s 80912 25980 cutoff 89 124777.000 124273.796 0.40% 46.3 530s 81797 25977 cutoff 103 124777.000 124277.835 0.40% 46.4 535s 82647 25904 124419.234 90 180 124777.000 124282.170 0.40% 46.4 540s 83560 25875 124424.468 84 182 124777.000 124285.212 0.39% 46.5 545s 84455 25852 124652.543 87 218 124777.000 124288.548 0.39% 46.5 550s 85393 25841 124412.355 85 203 124777.000 124291.848 0.39% 46.5 555s 86320 25847 cutoff 92 124777.000 124295.234 0.39% 46.6 560s 87230 25838 124370.750 85 241 124777.000 124299.242 0.38% 46.6 568s 87338 25829 cutoff 76 124777.000 124299.539 0.38% 46.6 570s 88231 25803 cutoff 95 124777.000 124302.366 0.38% 46.6 575s 89150 25801 124461.970 89 197 124777.000 124305.613 0.38% 46.6 580s 90023 25784 124512.029 87 245 124777.000 124308.513 0.38% 46.7 585s 90944 25752 124667.202 95 233 124777.000 124311.150 0.37% 46.7 590s 91871 25698 124332.565 82 196 124777.000 124314.306 0.37% 46.7 595s 92747 25671 cutoff 83 124777.000 124317.589 0.37% 46.7 600s 93770 25614 124685.619 86 187 124777.000 124320.348 0.37% 46.7 605s 94719 25548 124630.730 85 132 124777.000 124323.178 0.36% 46.7 610s 95645 25543 124733.717 96 221 124777.000 124326.546 0.36% 46.8 615s 96655 25497 124507.688 86 190 124777.000 124329.948 0.36% 46.7 620s 97670 25427 124490.418 89 191 124777.000 124332.971 0.36% 46.8 625s 98728 25362 124685.606 82 214 124777.000 124336.051 0.35% 46.8 630s 99819 25322 cutoff 97 124777.000 124338.587 0.35% 46.7 635s 100924 25252 cutoff 105 124777.000 124341.047 0.35% 46.7 640s 102087 25174 124667.735 97 179 124777.000 124343.919 0.35% 46.7 645s 103136 25033 124715.011 101 192 124777.000 124347.063 0.34% 46.7 650s 104243 25140 124676.491 92 166 124777.000 124350.042 0.34% 46.7 655s 105439 25445 124731.379 87 158 124777.000 124352.758 0.34% 46.7 660s 106482 25639 124411.161 87 182 124777.000 124356.050 0.34% 46.7 665s 107598 25938 124511.433 89 190 124777.000 124358.348 0.34% 46.7 670s 108780 26236 124618.487 79 269 124777.000 124361.037 0.33% 46.6 675s 109947 26559 124688.686 77 248 124777.000 124363.437 0.33% 46.6 680s 110964 26831 124678.946 94 204 124777.000 124365.775 0.33% 46.6 685s 112161 27137 124579.490 92 216 124777.000 124368.500 0.33% 46.6 690s 113296 27402 124541.645 92 152 124777.000 124370.727 0.33% 46.6 695s 114423 27681 124701.933 80 188 124777.000 124373.023 0.32% 46.6 700s 115692 27955 124551.190 85 205 124777.000 124375.769 0.32% 46.5 705s 116838 28207 124516.569 91 135 124777.000 124377.754 0.32% 46.5 710s 117322 28301 124508.484 93 143 124777.000 124378.677 0.32% 46.5 716s 118141 28484 124560.314 85 224 124777.000 124380.379 0.32% 46.4 720s 119428 28826 cutoff 100 124777.000 124382.643 0.32% 46.3 725s 120738 29095 124615.678 85 203 124777.000 124385.368 0.31% 46.3 730s 121892 29314 124738.444 95 164 124777.000 124387.710 0.31% 46.2 735s 123096 29588 124738.484 97 34 124777.000 124390.097 0.31% 46.2 740s 124398 29886 124766.805 103 93 124777.000 124392.725 0.31% 46.1 745s 125695 30163 124624.406 94 244 124777.000 124395.186 0.31% 46.0 750s 126964 30450 124488.475 88 200 124777.000 124397.536 0.30% 46.0 755s 128299 30777 124690.319 115 170 124777.000 124399.937 0.30% 45.9 760s 129425 31000 124601.642 102 178 124777.000 124401.988 0.30% 45.9 765s 130556 31156 124688.012 100 215 124777.000 124403.761 0.30% 45.9 770s 131916 31416 124620.633 84 190 124777.000 124405.668 0.30% 45.8 775s 133204 31703 124766.209 85 226 124777.000 124407.791 0.30% 45.7 780s 134379 31890 124746.010 99 158 124777.000 124409.702 0.29% 45.7 785s 135695 32109 124574.766 96 167 124777.000 124412.076 0.29% 45.7 790s 137001 32419 124463.175 76 208 124777.000 124414.309 0.29% 45.6 795s 138247 32668 124459.189 74 282 124777.000 124416.584 0.29% 45.6 800s 139381 32953 124489.938 87 172 124777.000 124418.350 0.29% 45.5 805s 140590 33232 124710.667 117 15 124777.000 124420.859 0.29% 45.5 810s 141847 33442 cutoff 86 124777.000 124423.059 0.28% 45.5 815s 143089 33682 cutoff 90 124777.000 124425.171 0.28% 45.4 820s 144403 33906 124742.949 92 103 124777.000 124427.277 0.28% 45.4 825s 145586 34045 124609.958 91 241 124777.000 124429.383 0.28% 45.4 830s 146849 34211 cutoff 84 124777.000 124431.375 0.28% 45.3 835s 147966 34343 124583.976 88 102 124777.000 124433.793 0.28% 45.3 840s 149315 34579 124571.740 93 177 124777.000 124435.595 0.27% 45.3 845s 150651 34833 124753.303 109 173 124777.000 124437.297 0.27% 45.2 850s 151926 34910 cutoff 89 124777.000 124439.194 0.27% 45.2 855s 153251 35097 124737.863 89 199 124777.000 124440.966 0.27% 45.1 860s 154615 35324 124596.480 92 138 124777.000 124442.855 0.27% 45.1 865s 155998 35586 cutoff 109 124777.000 124444.490 0.27% 45.0 870s 156752 35707 124734.832 92 121 124777.000 124445.502 0.27% 45.0 875s 158072 35842 cutoff 93 124777.000 124447.553 0.26% 44.9 880s 159463 36030 124631.290 105 88 124777.000 124449.381 0.26% 44.8 885s 160877 36203 cutoff 87 124777.000 124451.308 0.26% 44.8 890s 162187 36300 cutoff 90 124777.000 124453.356 0.26% 44.7 895s 163524 36397 cutoff 85 124777.000 124455.221 0.26% 44.7 900s 164694 36481 124740.500 96 15 124777.000 124457.133 0.26% 44.6 905s 165994 36584 124573.098 85 227 124777.000 124459.065 0.25% 44.6 910s 167298 36619 124724.353 93 153 124777.000 124461.113 0.25% 44.6 915s 168569 36706 124519.731 85 217 124777.000 124463.048 0.25% 44.5 920s 169948 36802 cutoff 92 124777.000 124464.989 0.25% 44.5 925s 171381 36810 124511.667 98 13 124777.000 124467.167 0.25% 44.4 930s 172845 36734 124712.357 81 193 124777.000 124468.807 0.25% 44.3 935s 172847 36734 124653.172 83 192 124777.000 124468.807 0.25% 44.3 940s 174036 36736 124654.577 89 157 124777.000 124470.498 0.25% 44.3 945s 175327 36821 124670.561 91 216 124777.000 124472.322 0.24% 44.2 950s 176413 36861 124627.170 88 200 124777.000 124474.179 0.24% 44.2 955s 177686 36867 124695.141 90 173 124777.000 124476.311 0.24% 44.2 960s 178922 36896 124698.195 84 161 124777.000 124478.577 0.24% 44.2 965s 180242 36996 124742.816 83 128 124777.000 124480.501 0.24% 44.2 970s 181647 37037 124658.457 92 150 124777.000 124482.907 0.24% 44.1 975s 182957 37085 124726.928 101 175 124777.000 124485.023 0.23% 44.1 980s 184165 37077 124683.569 85 206 124777.000 124487.125 0.23% 44.1 985s 185479 37075 cutoff 89 124777.000 124489.308 0.23% 44.0 990s 186611 36930 124765.309 90 47 124777.000 124490.992 0.23% 44.0 995s 187873 36846 cutoff 110 124777.000 124492.728 0.23% 44.0 1000s 189215 36769 124766.455 89 191 124777.000 124494.738 0.23% 44.0 1005s 190535 36786 124597.860 87 194 124777.000 124496.741 0.22% 43.9 1010s 191980 36842 124563.975 75 159 124777.000 124499.326 0.22% 43.9 1015s 193313 36869 124530.865 96 249 124777.000 124501.357 0.22% 43.9 1020s 194606 36903 124735.772 95 164 124777.000 124503.025 0.22% 43.8 1025s 195858 36886 124703.553 86 194 124777.000 124505.085 0.22% 43.8 1030s 197140 36886 124627.015 84 252 124777.000 124507.466 0.22% 43.8 1035s 198387 36828 124692.383 90 206 124777.000 124510.004 0.21% 43.8 1040s 199615 36821 cutoff 84 124777.000 124511.894 0.21% 43.8 1045s 200941 36780 124660.714 109 231 124777.000 124513.808 0.21% 43.7 1050s 202291 36721 cutoff 93 124777.000 124515.933 0.21% 43.7 1055s 203603 36682 124586.680 88 72 124777.000 124517.983 0.21% 43.7 1060s 204935 36627 cutoff 91 124777.000 124520.162 0.21% 43.6 1065s 206295 36588 124664.585 92 174 124777.000 124522.451 0.20% 43.6 1070s 207397 36509 cutoff 86 124777.000 124524.280 0.20% 43.6 1075s 208772 36428 124735.136 91 188 124777.000 124526.622 0.20% 43.6 1080s 210154 36366 124713.979 92 59 124777.000 124528.362 0.20% 43.5 1085s 211416 36202 cutoff 79 124777.000 124530.836 0.20% 43.5 1090s 212588 36112 124756.196 82 228 124777.000 124532.629 0.20% 43.5 1095s 213966 36000 124561.422 92 244 124777.000 124534.807 0.19% 43.4 1100s 215397 35929 124748.189 87 181 124777.000 124536.892 0.19% 43.4 1105s 216807 35870 124713.643 104 38 124777.000 124538.910 0.19% 43.4 1110s 218197 35704 cutoff 89 124777.000 124541.287 0.19% 43.3 1115s 219590 35537 124662.187 98 227 124777.000 124543.686 0.19% 43.3 1120s 220966 35366 124586.997 82 162 124777.000 124545.989 0.19% 43.3 1125s 222205 35165 124619.214 90 204 124777.000 124547.968 0.18% 43.3 1130s 222828 35022 124683.366 91 137 124777.000 124549.121 0.18% 43.2 1137s 223465 34926 124695.833 91 40 124777.000 124550.087 0.18% 43.2 1140s 224796 34670 cutoff 83 124777.000 124552.428 0.18% 43.2 1145s 226127 34555 124715.261 108 240 124777.000 124554.296 0.18% 43.2 1150s 227530 34360 124737.431 81 152 124777.000 124556.445 0.18% 43.1 1155s 228910 34086 cutoff 109 124777.000 124558.933 0.17% 43.1 1160s 230307 33855 124720.892 85 163 124777.000 124561.213 0.17% 43.1 1165s 231719 33648 124663.729 92 229 124777.000 124563.564 0.17% 43.0 1170s 233038 33357 124660.510 89 126 124777.000 124565.990 0.17% 43.0 1175s 234447 33116 124613.269 88 252 124777.000 124568.416 0.17% 43.0 1180s 235823 32863 124656.223 102 249 124777.000 124570.640 0.17% 43.0 1185s 237230 32628 124616.826 110 197 124777.000 124572.726 0.16% 42.9 1190s 238716 32342 124662.214 101 39 124777.000 124575.169 0.16% 42.9 1195s 239741 32152 124667.270 76 256 124777.000 124576.821 0.16% 42.8 1200s 241307 31898 cutoff 106 124777.000 124578.908 0.16% 42.8 1205s 242790 31534 124683.990 95 179 124777.000 124581.730 0.16% 42.7 1210s 244348 31248 124689.111 78 204 124777.000 124584.127 0.15% 42.7 1215s 245897 30881 124671.857 111 232 124777.000 124586.889 0.15% 42.6 1220s 247505 30580 cutoff 108 124777.000 124589.211 0.15% 42.5 1225s 248998 30194 cutoff 93 124777.000 124591.669 0.15% 42.5 1230s 250560 29763 cutoff 96 124777.000 124594.195 0.15% 42.4 1235s 252152 29383 124673.482 97 150 124777.000 124596.677 0.14% 42.4 1240s 253731 28990 124729.617 85 126 124777.000 124599.284 0.14% 42.3 1245s 255328 28501 124710.667 107 15 124777.000 124602.021 0.14% 42.3 1250s 256942 27912 cutoff 92 124777.000 124605.088 0.14% 42.2 1255s 258589 27396 124630.774 101 90 124777.000 124607.732 0.14% 42.1 1260s 260202 26899 124704.354 98 163 124777.000 124610.660 0.13% 42.1 1265s 261801 26336 cutoff 108 124777.000 124613.855 0.13% 42.0 1270s 263613 25773 cutoff 91 124777.000 124616.905 0.13% 41.9 1275s 265380 25135 124655.810 96 234 124777.000 124620.135 0.13% 41.9 1280s 267071 24483 124635.879 99 114 124777.000 124623.003 0.12% 41.8 1285s 268914 23862 cutoff 80 124777.000 124626.026 0.12% 41.7 1290s 270755 23133 cutoff 95 124777.000 124628.985 0.12% 41.6 1295s 272499 22272 cutoff 94 124777.000 124632.308 0.12% 41.5 1300s 274307 21462 cutoff 88 124777.000 124635.672 0.11% 41.5 1305s 276406 20892 124666.167 92 30 124777.000 124638.856 0.11% 41.3 1310s 278768 20443 cutoff 96 124777.000 124641.566 0.11% 41.1 1315s 280979 19655 cutoff 93 124777.000 124645.015 0.11% 41.0 1320s 282883 18627 cutoff 99 124777.000 124649.098 0.10% 40.9 1325s 284962 17542 124654.211 88 108 124777.000 124653.447 0.10% 40.8 1330s 286275 16845 cutoff 83 124777.000 124656.081 0.10% 40.7 1335s 288425 15584 cutoff 87 124777.000 124661.156 0.09% 40.6 1340s 290781 14289 124709.290 100 143 124777.000 124665.536 0.09% 40.4 1345s 293476 12971 124723.159 88 48 124777.000 124668.968 0.09% 40.2 1350s 295736 11614 124700.559 96 148 124777.000 124674.233 0.08% 40.1 1355s 298341 10388 cutoff 94 124777.000 124680.211 0.08% 39.9 1360s 300876 8787 cutoff 96 124777.000 124687.503 0.07% 39.7 1365s 303682 7077 124740.500 103 14 124777.000 124696.214 0.06% 39.5 1370s 306817 5577 124727.250 95 76 124777.000 124703.645 0.06% 39.2 1375s 309183 4069 cutoff 94 124777.000 124713.071 0.05% 39.0 1380s 312342 1808 cutoff 94 124777.000 124732.938 0.04% 38.7 1385s 314094 483 124768.838 78 165 124777.000 124757.033 0.02% 38.6 1392s Cutting planes: Gomory: 86 Zero half: 257 Explored 314350 nodes (12119322 simplex iterations) in 1392.87 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.247770000000e+05, best bound 1.247650000000e+05, gap 0.0096% Optimize a model with 361 rows, 25200 columns and 174890 nonzeros Presolve time: 0.21s Presolved: 361 rows, 25200 columns, 174890 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 302 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 137350.00000 115605.000 15.8% - 0s 0 0 115605.000 0 36 137350.000 115605.000 15.8% - 0s 0 0 117019.000 0 84 137350.000 117019.000 14.8% - 0s 0 0 119313.000 0 36 137350.000 119313.000 13.1% - 0s 0 0 119313.000 0 36 137350.000 119313.000 13.1% - 0s 0 0 119705.833 0 119 137350.000 119705.833 12.8% - 0s 0 0 119810.700 0 82 137350.000 119810.700 12.8% - 1s 0 0 119822.800 0 83 137350.000 119822.800 12.8% - 1s 0 0 119923.844 0 94 137350.000 119923.844 12.7% - 1s 0 0 120141.044 0 116 137350.000 120141.044 12.5% - 1s 0 0 120279.278 0 123 137350.000 120279.278 12.4% - 1s 0 0 120395.862 0 140 137350.000 120395.862 12.3% - 1s 0 0 120501.734 0 145 137350.000 120501.734 12.3% - 1s 0 0 120585.864 0 180 137350.000 120585.864 12.2% - 1s 0 0 120680.128 0 169 137350.000 120680.128 12.1% - 1s 0 0 120728.942 0 179 137350.000 120728.942 12.1% - 1s 0 0 120728.942 0 174 137350.000 120728.942 12.1% - 1s H 0 0 132550.00000 120728.942 8.92% - 2s 0 2 120731.010 0 174 132550.000 120731.010 8.92% - 2s H 27 27 130422.00000 120741.520 7.42% 15.9 3s * 231 229 152 127452.00000 120741.520 5.27% 9.2 4s H 423 370 126769.00000 120791.480 4.72% 9.0 5s H 600 499 126212.00000 120796.803 4.29% 9.1 6s 605 503 126046.400 105 179 126212.000 121125.807 4.03% 9.1 10s 608 505 122339.488 27 193 126212.000 121874.359 3.44% 9.0 15s H 614 484 124777.00000 122055.984 2.18% 10.9 20s 624 492 122341.583 9 228 124777.000 122341.583 1.95% 12.4 25s 635 501 124472.077 103 174 124777.000 122789.745 1.59% 15.2 31s 650 511 122969.617 33 290 124777.000 122969.617 1.45% 14.8 35s 663 520 124777.000 105 299 124777.000 123153.781 1.30% 14.5 40s 672 527 123194.634 9 174 124777.000 123194.634 1.27% 20.6 45s 983 684 123806.788 82 237 124777.000 123384.527 1.12% 37.1 50s 1728 946 124606.129 87 208 124777.000 123519.501 1.01% 44.3 55s 2543 1302 123576.563 67 258 124777.000 123569.845 0.97% 45.0 60s 3442 1903 124681.892 106 92 124777.000 123618.708 0.93% 45.3 65s 4185 2395 123784.581 70 250 124777.000 123656.501 0.90% 45.6 70s 5045 2901 124725.003 86 115 124777.000 123691.434 0.87% 45.9 75s 6114 3493 124669.024 95 191 124777.000 123724.009 0.84% 45.9 80s 7216 4143 124387.250 76 173 124777.000 123758.473 0.82% 45.6 85s 8341 4769 124505.078 90 180 124777.000 123789.005 0.79% 45.3 90s 9158 5197 124512.234 83 198 124777.000 123811.789 0.77% 45.2 96s 10002 5581 124157.641 77 220 124777.000 123837.374 0.75% 45.2 100s 11106 6100 123987.525 70 220 124777.000 123869.513 0.73% 45.1 105s 12211 6686 124753.362 86 118 124777.000 123890.106 0.71% 44.8 110s 13003 7020 124422.479 75 191 124777.000 123904.662 0.70% 44.8 115s 14030 7509 124642.133 94 201 124777.000 123921.753 0.69% 44.5 120s 15214 7982 124302.551 75 206 124777.000 123946.395 0.67% 44.4 125s 16350 8481 124114.908 80 172 124777.000 123962.493 0.65% 44.2 130s 17520 8931 124475.949 82 193 124777.000 123979.210 0.64% 44.1 135s 18707 9414 124341.290 77 228 124777.000 123992.012 0.63% 43.9 140s 19820 9882 124602.369 95 224 124777.000 124007.472 0.62% 43.8 145s 21024 10349 124607.955 83 191 124777.000 124019.726 0.61% 43.7 150s 22220 10850 124664.343 79 195 124777.000 124034.272 0.60% 43.6 155s 23457 11239 124403.681 81 202 124777.000 124047.061 0.58% 43.4 160s 24627 11653 124289.637 76 206 124777.000 124059.354 0.58% 43.3 165s 25882 12091 124154.080 77 219 124777.000 124071.900 0.57% 43.1 170s 27228 12628 124512.244 102 160 124777.000 124081.897 0.56% 42.7 175s 28530 13109 124697.272 89 123 124777.000 124093.252 0.55% 42.5 180s 29806 13604 124631.407 76 198 124777.000 124102.235 0.54% 42.3 185s 31065 13997 124774.521 85 200 124777.000 124111.878 0.53% 42.1 190s 32362 14407 124450.517 85 178 124777.000 124121.593 0.53% 41.9 195s 33210 14732 124148.930 71 216 124777.000 124126.286 0.52% 41.8 200s 34546 15163 124600.719 87 147 124777.000 124135.942 0.51% 41.6 205s 35914 15612 124592.055 85 163 124777.000 124145.396 0.51% 41.4 210s 37218 16048 124470.363 93 174 124777.000 124152.485 0.50% 41.2 215s 38482 16458 124662.821 92 154 124777.000 124160.610 0.49% 41.1 220s 39873 16859 124257.810 85 224 124777.000 124170.021 0.49% 40.9 225s 40804 17172 124730.497 84 157 124777.000 124176.031 0.48% 40.8 233s 41303 17320 124316.463 81 199 124777.000 124179.291 0.48% 40.8 235s 41994 17550 124666.117 92 199 124777.000 124182.675 0.48% 40.7 242s 42606 17765 124264.665 73 207 124777.000 124186.623 0.47% 40.6 245s 43974 18260 124267.429 80 198 124777.000 124194.317 0.47% 40.5 250s 45360 18771 124441.084 82 131 124777.000 124201.240 0.46% 40.3 255s 46760 19179 124480.809 80 216 124777.000 124208.669 0.46% 40.1 260s 48113 19627 124216.298 78 201 124777.000 124216.298 0.45% 40.0 265s 49604 20078 124533.080 90 127 124777.000 124223.156 0.44% 39.8 270s 51258 20629 124713.372 82 174 124777.000 124229.788 0.44% 39.6 275s 52924 21087 124461.241 85 154 124777.000 124237.547 0.43% 39.4 280s 54658 21560 cutoff 76 124777.000 124243.731 0.43% 39.2 285s 56325 21968 124645.363 81 129 124777.000 124251.030 0.42% 39.0 290s 58145 22536 124700.595 87 121 124777.000 124257.729 0.42% 38.7 295s 59974 23022 124496.998 95 114 124777.000 124265.485 0.41% 38.5 300s 61633 23480 124315.510 75 165 124777.000 124270.810 0.41% 38.3 305s 63362 23870 cutoff 99 124777.000 124277.172 0.40% 38.2 310s 65154 24403 124758.949 75 95 124777.000 124283.848 0.40% 38.0 315s 67003 24894 124734.788 76 223 124777.000 124289.629 0.39% 37.8 320s 68801 25309 124621.431 87 130 124777.000 124295.672 0.39% 37.6 325s 70687 25868 124411.386 80 194 124777.000 124300.929 0.38% 37.4 330s 72469 26272 124708.574 79 171 124777.000 124307.545 0.38% 37.3 335s 74317 26668 124479.549 84 211 124777.000 124313.368 0.37% 37.1 340s 76220 27118 124443.300 85 169 124777.000 124318.081 0.37% 36.9 345s 78011 27470 124636.327 93 120 124777.000 124324.180 0.36% 36.8 350s 79843 27824 124398.750 95 170 124777.000 124329.479 0.36% 36.7 355s 81633 28178 124541.666 84 199 124777.000 124334.424 0.35% 36.6 360s 83446 28581 cutoff 87 124777.000 124339.390 0.35% 36.4 365s 85304 29013 124726.532 82 221 124777.000 124344.312 0.35% 36.3 370s 87151 29368 124475.261 87 162 124777.000 124349.317 0.34% 36.2 375s 88925 29661 124649.487 87 148 124777.000 124354.163 0.34% 36.1 380s 90609 29977 124481.780 77 231 124777.000 124358.305 0.34% 36.0 385s 91873 30194 124498.329 80 178 124777.000 124362.056 0.33% 36.0 393s 92536 30298 124598.260 81 191 124777.000 124364.090 0.33% 35.9 395s 94365 30589 124644.336 94 208 124777.000 124369.299 0.33% 35.8 400s 96289 30877 124775.440 92 202 124777.000 124373.770 0.32% 35.7 405s 98177 31172 124677.250 88 130 124777.000 124378.006 0.32% 35.6 410s 100069 31444 124463.961 96 184 124777.000 124382.575 0.32% 35.5 415s 101922 31743 cutoff 100 124777.000 124386.356 0.31% 35.4 420s 103750 32003 124751.668 89 185 124777.000 124390.358 0.31% 35.3 425s 105603 32393 124775.052 79 204 124777.000 124394.391 0.31% 35.2 430s 107500 32660 cutoff 88 124777.000 124398.831 0.30% 35.1 435s 109301 32833 124654.476 94 142 124777.000 124402.430 0.30% 35.1 440s 111220 32978 124645.713 82 192 124777.000 124406.538 0.30% 34.9 445s 113066 33175 cutoff 99 124777.000 124410.732 0.29% 34.9 450s 114987 33447 124652.771 81 160 124777.000 124414.332 0.29% 34.8 455s 117079 33821 124483.844 91 141 124777.000 124418.214 0.29% 34.6 460s 119068 34085 124681.930 85 155 124777.000 124421.786 0.28% 34.5 465s 120957 34190 124534.399 91 136 124777.000 124425.917 0.28% 34.5 470s 122218 34263 cutoff 86 124777.000 124428.430 0.28% 34.4 475s 124186 34508 124772.687 88 96 124777.000 124431.673 0.28% 34.3 480s 126147 34734 124641.291 87 206 124777.000 124434.476 0.27% 34.2 485s 128081 34952 124746.820 99 142 124777.000 124437.553 0.27% 34.1 490s 130001 35123 124704.820 82 143 124777.000 124441.665 0.27% 34.1 495s 131823 35249 124528.141 90 127 124777.000 124444.645 0.27% 34.0 500s 133661 35434 124678.847 82 165 124777.000 124447.660 0.26% 33.9 505s 135592 35541 124721.936 88 122 124777.000 124451.021 0.26% 33.9 510s 137586 35595 124532.422 87 162 124777.000 124454.445 0.26% 33.8 515s 139498 35632 124661.065 81 174 124777.000 124457.909 0.26% 33.7 520s 141306 35740 124561.800 98 87 124777.000 124461.245 0.25% 33.7 530s 143041 35798 124626.404 87 190 124777.000 124464.081 0.25% 33.6 535s 144868 35775 124626.447 81 114 124777.000 124467.777 0.25% 33.6 540s 146918 35850 cutoff 83 124777.000 124471.539 0.24% 33.5 545s 148926 35884 124732.660 88 113 124777.000 124475.025 0.24% 33.4 550s 150903 35853 124683.431 83 135 124777.000 124478.163 0.24% 33.4 555s 152743 35797 124680.296 87 191 124777.000 124481.399 0.24% 33.3 560s 154719 35858 124703.062 88 129 124777.000 124484.255 0.23% 33.2 565s 156479 35766 124655.364 92 104 124777.000 124487.493 0.23% 33.2 570s 158597 35681 124738.916 91 157 124777.000 124491.312 0.23% 33.1 575s 160658 35558 124691.857 83 155 124777.000 124495.027 0.23% 33.0 580s 162601 35512 cutoff 89 124777.000 124498.636 0.22% 33.0 585s 164541 35350 124679.821 83 212 124777.000 124502.202 0.22% 32.9 590s 166424 35227 124617.493 82 179 124777.000 124505.695 0.22% 32.9 595s 168323 35099 124746.009 78 142 124777.000 124508.798 0.21% 32.9 600s 170075 34998 124676.343 92 83 124777.000 124511.906 0.21% 32.8 605s 171970 34880 124701.076 86 143 124777.000 124514.977 0.21% 32.8 610s 173953 34811 cutoff 97 124777.000 124517.868 0.21% 32.7 615s 175806 34678 124675.575 87 73 124777.000 124520.492 0.21% 32.7 620s 177812 34576 cutoff 96 124777.000 124523.533 0.20% 32.6 625s 179746 34394 cutoff 83 124777.000 124526.810 0.20% 32.6 630s 181624 34098 cutoff 98 124777.000 124530.392 0.20% 32.6 635s 183588 33873 cutoff 92 124777.000 124533.467 0.20% 32.5 640s 185584 33670 cutoff 89 124777.000 124536.264 0.19% 32.5 645s 187538 33368 124690.704 86 94 124777.000 124539.351 0.19% 32.4 650s 189432 33048 cutoff 78 124777.000 124542.564 0.19% 32.4 655s 191385 32718 cutoff 100 124777.000 124545.708 0.19% 32.4 660s 191960 32637 124692.065 82 141 124777.000 124546.620 0.18% 32.4 665s 193897 32268 124683.987 91 170 124777.000 124550.366 0.18% 32.3 670s 195830 31884 cutoff 82 124777.000 124553.555 0.18% 32.3 675s 197827 31597 cutoff 79 124777.000 124556.778 0.18% 32.2 680s 198406 31458 124692.484 86 132 124777.000 124557.987 0.18% 32.2 685s 200097 31115 124680.974 86 159 124777.000 124560.492 0.17% 32.2 690s 202225 30760 124618.896 83 173 124777.000 124563.556 0.17% 32.1 695s 204295 30362 124659.807 90 106 124777.000 124566.646 0.17% 32.1 700s 206254 29925 cutoff 89 124777.000 124569.834 0.17% 32.0 705s 208328 29504 cutoff 96 124777.000 124572.971 0.16% 32.0 710s 210210 28966 124627.810 85 197 124777.000 124576.465 0.16% 32.0 715s 212199 28461 124714.193 86 181 124777.000 124579.872 0.16% 31.9 720s 214202 27864 124758.258 97 93 124777.000 124583.669 0.15% 31.9 725s 216203 27297 cutoff 95 124777.000 124587.273 0.15% 31.8 730s 218324 26680 cutoff 85 124777.000 124591.088 0.15% 31.8 735s 220303 25991 cutoff 78 124777.000 124594.937 0.15% 31.8 740s 222366 25384 cutoff 91 124777.000 124598.360 0.14% 31.7 745s 224476 24755 cutoff 91 124777.000 124601.877 0.14% 31.7 750s 226478 23986 cutoff 99 124777.000 124606.074 0.14% 31.6 755s 228571 23297 cutoff 84 124777.000 124609.885 0.13% 31.6 760s 230638 22523 cutoff 91 124777.000 124613.955 0.13% 31.5 765s 232734 21674 124762.788 96 188 124777.000 124618.232 0.13% 31.5 770s 234713 20814 124667.646 78 70 124777.000 124622.473 0.12% 31.4 775s 236771 19840 124754.100 86 67 124777.000 124626.778 0.12% 31.4 780s 239008 18936 124715.683 80 190 124777.000 124631.111 0.12% 31.3 785s 241171 17938 cutoff 94 124777.000 124635.894 0.11% 31.2 790s 243273 16840 124666.549 76 150 124777.000 124641.266 0.11% 31.2 795s 245464 15710 124671.786 88 78 124777.000 124646.138 0.10% 31.1 800s 247781 14530 cutoff 94 124777.000 124651.468 0.10% 31.0 805s 250054 13097 124761.366 93 174 124777.000 124658.094 0.10% 31.0 810s 250442 12856 124712.941 92 46 124777.000 124659.315 0.09% 31.0 815s 252041 11813 124752.998 78 126 124777.000 124664.467 0.09% 30.9 820s 254161 10397 124774.378 85 122 124777.000 124671.495 0.08% 30.8 825s 256611 8865 cutoff 92 124777.000 124679.403 0.08% 30.7 830s 259076 7056 124731.029 77 197 124777.000 124689.000 0.07% 30.6 835s 261560 5106 cutoff 89 124777.000 124701.480 0.06% 30.5 840s 264408 2645 cutoff 116 124777.000 124721.754 0.04% 30.3 845s Cutting planes: Gomory: 39 Zero half: 178 Explored 266888 nodes (8039981 simplex iterations) in 848.67 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.247770000000e+05, best bound 1.247650000000e+05, gap 0.0096% Optimize a model with 371 rows, 25200 columns and 188760 nonzeros Presolve time: 0.23s Presolved: 371 rows, 25200 columns, 188760 nonzeros MIP start did not produce a feasible solution Variable types: 0 continuous, 25200 integer (25200 binary) Root relaxation: objective 1.156050e+05, 306 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 115605.000 0 36 - 115605.000 - - 0s Another try with MIP start H 0 0 139208.00000 115605.000 17.0% - 0s 0 0 115605.000 0 36 139208.000 115605.000 17.0% - 0s 0 0 117019.000 0 84 139208.000 117019.000 15.9% - 0s 0 0 119313.000 0 36 139208.000 119313.000 14.3% - 0s 0 0 119313.000 0 36 139208.000 119313.000 14.3% - 0s 0 0 119742.133 0 92 139208.000 119742.133 14.0% - 1s 0 0 119822.800 0 81 139208.000 119822.800 13.9% - 1s 0 0 119834.900 0 87 139208.000 119834.900 13.9% - 1s 0 0 119898.111 0 83 139208.000 119898.111 13.9% - 1s 0 0 119969.722 0 115 139208.000 119969.722 13.8% - 1s 0 0 120183.746 0 121 139208.000 120183.746 13.7% - 1s 0 0 120308.279 0 118 139208.000 120308.279 13.6% - 1s 0 0 120448.233 0 106 139208.000 120448.233 13.5% - 1s 0 0 120546.881 0 121 139208.000 120546.881 13.4% - 1s 0 0 120623.861 0 134 139208.000 120623.861 13.3% - 1s 0 0 120706.902 0 127 139208.000 120706.902 13.3% - 1s 0 0 120819.804 0 164 139208.000 120819.804 13.2% - 1s 0 0 120879.188 0 114 139208.000 120879.188 13.2% - 1s 0 0 120923.672 0 136 139208.000 120923.672 13.1% - 2s 0 0 120923.672 0 133 139208.000 120923.672 13.1% - 2s H 0 0 133763.00000 120923.672 9.60% - 2s 0 2 120927.339 0 133 133763.000 120927.339 9.60% - 3s H 27 27 132826.00000 121055.351 8.86% 10.9 3s * 230 224 160 126630.00000 121055.351 4.40% 6.9 4s 390 368 125945.333 121 46 126630.000 121118.482 4.35% 7.1 5s H 600 537 126386.00000 121195.684 4.11% 7.6 5s 607 542 125454.833 80 183 126386.000 121993.697 3.48% 7.5 11s 611 546 122685.942 35 133 126386.000 122212.436 3.30% 9.6 15s H 617 522 126103.00000 122502.252 2.86% 9.5 21s H 618 497 125810.00000 122531.573 2.61% 9.4 22s H 622 475 125721.00000 122565.193 2.51% 12.0 27s 631 481 124417.514 99 265 125721.000 122643.925 2.45% 11.8 30s 640 487 125049.523 104 279 125721.000 122756.132 2.36% 11.7 35s H 698 501 125684.00000 122767.360 2.32% 18.6 38s 809 554 123729.884 66 221 125684.000 122770.329 2.32% 24.1 40s 1308 837 125364.633 88 173 125684.000 122937.429 2.19% 29.8 45s 2160 1240 123470.704 46 224 125684.000 123112.900 2.05% 30.8 50s 3038 1917 123331.976 54 250 125684.000 123187.902 1.99% 31.7 55s 3997 2678 124177.359 58 219 125684.000 123251.824 1.94% 31.6 60s 4844 3336 124224.029 55 247 125684.000 123290.123 1.90% 31.9 65s 5138 3571 124896.418 73 197 125684.000 123311.094 1.89% 32.2 70s 6063 4307 123948.688 55 232 125684.000 123350.185 1.86% 32.2 75s 6974 5026 124273.262 54 211 125684.000 123391.380 1.82% 32.3 80s 7855 5720 124619.501 64 175 125684.000 123416.397 1.80% 32.7 85s 8744 6418 124223.751 63 218 125684.000 123440.325 1.79% 33.0 90s 9542 7063 124384.896 55 206 125684.000 123458.274 1.77% 33.1 95s H 9929 7321 125647.00000 123469.199 1.73% 33.1 97s 10448 7725 125467.824 90 123 125647.000 123473.940 1.73% 33.1 100s 11389 8446 124482.932 53 215 125647.000 123500.093 1.71% 33.1 105s 12368 9207 124976.842 66 147 125647.000 123516.475 1.70% 32.9 110s H13129 9748 125610.00000 123525.866 1.66% 33.0 117s 13520 10051 124640.906 59 190 125610.000 123534.075 1.65% 33.0 120s 14507 10791 125098.062 56 206 125610.000 123547.770 1.64% 33.0 125s 15383 11493 124748.702 74 199 125610.000 123556.471 1.63% 33.1 130s 16315 12184 124623.596 58 207 125610.000 123565.834 1.63% 33.1 135s 17314 12954 124523.031 56 239 125610.000 123574.642 1.62% 32.9 140s 18267 13653 123940.491 50 224 125610.000 123587.694 1.61% 32.9 145s 19293 14438 124867.054 74 165 125610.000 123599.382 1.60% 32.8 150s 20293 15238 125162.160 70 192 125610.000 123613.186 1.59% 32.6 155s 21243 15954 124230.779 51 205 125610.000 123625.053 1.58% 32.6 160s 22287 16731 124839.191 69 195 125610.000 123633.322 1.57% 32.5 165s 23336 17542 123867.259 59 185 125610.000 123642.881 1.57% 32.4 170s 24364 18284 124159.923 52 227 125610.000 123651.610 1.56% 32.3 175s 25420 19073 125531.636 86 164 125610.000 123661.204 1.55% 32.2 180s 26047 19559 125277.234 69 163 125610.000 123667.191 1.55% 32.2 185s 27031 20291 124867.633 69 185 125610.000 123674.428 1.54% 32.2 190s 28068 21065 124432.286 62 149 125610.000 123681.430 1.54% 32.1 195s 29142 21857 125172.485 59 154 125610.000 123688.740 1.53% 32.0 200s 30251 22710 124206.732 61 179 125610.000 123697.374 1.52% 31.9 205s 31006 23274 124282.834 62 170 125610.000 123702.638 1.52% 31.9 210s 32030 24037 125329.346 78 150 125610.000 123710.089 1.51% 31.9 215s 33086 24813 124698.083 64 192 125610.000 123720.232 1.50% 31.8 220s 34167 25652 123782.072 63 199 125610.000 123728.137 1.50% 31.8 225s 35176 26406 124556.519 71 173 125610.000 123733.839 1.49% 31.8 230s 36229 27191 125019.817 65 169 125610.000 123740.271 1.49% 31.7 235s 37296 27958 124640.452 54 208 125610.000 123747.586 1.48% 31.7 240s 38408 28793 cutoff 60 125610.000 123755.571 1.48% 31.6 245s 39550 29676 124189.135 58 166 125610.000 123761.804 1.47% 31.5 250s 40591 30424 124161.368 64 173 125610.000 123767.826 1.47% 31.5 255s 40805 30579 125110.227 63 133 125610.000 123768.983 1.47% 31.5 268s 40811 30583 124485.447 64 289 125610.000 123768.983 1.47% 31.5 270s 40823 30591 125110.227 63 291 125610.000 123768.983 1.47% 31.5 275s 40836 30600 123998.279 55 308 125610.000 123768.983 1.47% 31.5 280s 40847 30607 125375.619 98 312 125610.000 123768.983 1.47% 31.5 285s 40859 30615 125372.636 66 308 125610.000 123768.983 1.47% 31.5 290s 40871 30624 125196.926 91 133 125610.000 123768.983 1.47% 31.6 299s 40874 30626 124784.455 76 305 125610.000 123768.983 1.47% 31.6 300s 40890 30637 124463.692 56 308 125610.000 123768.983 1.47% 31.6 305s 40908 30649 124515.766 53 310 125610.000 123768.983 1.47% 31.6 310s 40925 30660 124485.447 64 310 125610.000 123768.983 1.47% 31.6 315s 41171 30781 123923.708 65 234 125610.000 123768.983 1.47% 31.9 320s 41829 31041 124331.499 74 224 125610.000 123768.983 1.47% 32.3 325s 42312 31226 124011.167 67 276 125610.000 123768.983 1.47% 32.5 330s 42935 31501 124194.445 69 254 125610.000 123781.097 1.46% 32.8 335s 43619 31754 124793.604 79 204 125610.000 123821.985 1.42% 33.1 340s 44299 32017 124090.557 64 268 125610.000 123860.985 1.39% 33.4 345s 44591 32137 124917.116 78 246 125610.000 123871.726 1.38% 33.6 350s 45252 32424 124758.211 88 238 125610.000 123900.244 1.36% 33.9 355s 45917 32699 125074.935 93 226 125610.000 123919.546 1.35% 34.2 360s 46592 32934 125107.999 95 153 125610.000 123941.850 1.33% 34.5 365s 47318 33215 124603.598 85 189 125610.000 123954.259 1.32% 34.7 370s 47857 33433 125087.931 86 228 125610.000 123966.283 1.31% 34.9 375s 48559 33665 124819.002 82 210 125610.000 123982.457 1.30% 35.2 380s 49213 33902 125144.528 99 219 125610.000 123995.298 1.29% 35.4 385s 49904 34111 125415.885 100 194 125610.000 124004.733 1.28% 35.7 390s 50415 34279 124951.347 86 154 125610.000 124013.193 1.27% 35.9 396s 50856 34433 124469.118 74 213 125610.000 124020.121 1.27% 36.1 400s 51584 34647 124187.691 67 259 125610.000 124031.830 1.26% 36.3 405s 52304 34862 125416.339 80 174 125610.000 124044.973 1.25% 36.5 410s 53017 35080 124346.092 80 240 125610.000 124056.324 1.24% 36.7 415s 53693 35300 124777.984 82 225 125610.000 124064.771 1.23% 36.9 420s 54419 35550 125408.487 87 138 125610.000 124074.591 1.22% 37.1 425s 55171 35820 124612.703 79 240 125610.000 124084.743 1.21% 37.2 430s 55835 36046 125096.188 88 180 125610.000 124091.654 1.21% 37.4 435s 56507 36252 125188.662 83 193 125610.000 124097.978 1.20% 37.6 440s 57132 36474 124670.786 75 244 125610.000 124108.839 1.20% 37.9 445s 57780 36721 124211.668 76 229 125610.000 124114.279 1.19% 38.1 450s 58476 36915 125185.610 86 187 125610.000 124122.628 1.18% 38.2 455s 59131 37137 125299.443 76 223 125610.000 124134.474 1.17% 38.4 460s 59823 37385 124601.747 73 261 125610.000 124142.443 1.17% 38.6 465s 60513 37588 125335.354 99 160 125610.000 124148.090 1.16% 38.8 470s 61192 37779 124524.043 70 214 125610.000 124153.888 1.16% 38.9 475s 61879 38000 125237.280 87 224 125610.000 124162.948 1.15% 39.1 480s 62629 38260 124743.573 81 218 125610.000 124168.771 1.15% 39.2 485s 63321 38471 124442.473 73 195 125610.000 124175.095 1.14% 39.4 490s 64026 38691 125112.426 86 213 125610.000 124180.190 1.14% 39.5 495s 64727 38898 125225.707 89 196 125610.000 124185.310 1.13% 39.7 500s 65450 39104 125373.411 98 207 125610.000 124190.787 1.13% 39.8 505s H65834 37589 125573.00000 124194.358 1.10% 39.9 508s 65835 37592 125368.348 91 226 125573.000 124194.358 1.10% 39.9 513s 65973 37627 125040.703 72 227 125573.000 124195.322 1.10% 39.9 515s 66664 37802 125273.247 77 207 125573.000 124201.870 1.09% 40.1 520s 67402 37993 125000.240 80 239 125573.000 124211.081 1.08% 40.2 525s 68125 38194 124439.558 69 188 125573.000 124216.368 1.08% 40.3 530s 68806 38386 125327.404 90 168 125573.000 124220.532 1.08% 40.5 535s 69516 38572 125158.062 80 202 125573.000 124225.225 1.07% 40.6 540s 70229 38755 124587.620 84 238 125573.000 124231.522 1.07% 40.7 545s 70948 38948 124563.309 70 175 125573.000 124236.582 1.06% 40.8 550s 71625 39122 124687.528 78 251 125573.000 124239.700 1.06% 41.0 555s 72260 39285 125238.462 76 232 125573.000 124243.954 1.06% 41.1 560s 73008 39482 124313.299 74 243 125573.000 124247.890 1.06% 41.2 565s 73746 39680 124648.217 72 228 125573.000 124252.822 1.05% 41.3 570s 74505 39873 125265.055 84 242 125573.000 124257.417 1.05% 41.4 575s 75236 40075 125371.948 90 100 125573.000 124260.714 1.05% 41.4 580s 75917 40229 124654.143 74 231 125573.000 124264.318 1.04% 41.6 585s 76640 40427 124676.612 70 260 125573.000 124268.021 1.04% 41.7 590s 77387 40622 124500.002 75 213 125573.000 124271.241 1.04% 41.7 595s 78111 40795 125049.458 89 186 125573.000 124276.641 1.03% 41.8 600s 78826 40961 124918.256 82 212 125573.000 124280.554 1.03% 41.9 605s 79599 41112 124444.200 78 250 125573.000 124284.314 1.03% 42.0 610s 80305 41283 124516.484 76 210 125573.000 124287.876 1.02% 42.1 615s 81003 41472 125491.183 99 167 125573.000 124290.391 1.02% 42.2 620s 81719 41641 124868.712 77 203 125573.000 124294.603 1.02% 42.3 625s 82144 41757 125220.986 75 214 125573.000 124296.260 1.02% 42.3 630s 82845 41937 124869.052 74 202 125573.000 124300.074 1.01% 42.4 635s 83562 42131 125490.157 88 221 125573.000 124303.012 1.01% 42.5 640s 84313 42325 124480.470 77 243 125573.000 124306.606 1.01% 42.6 645s 85037 42518 125122.498 84 224 125573.000 124309.830 1.01% 42.6 650s 85758 42681 124703.556 74 181 125573.000 124312.609 1.00% 42.7 655s 86481 42892 124706.577 75 200 125573.000 124315.305 1.00% 42.8 660s 87184 43047 125530.764 87 185 125573.000 124317.096 1.00% 42.9 665s 87886 43171 124592.801 77 224 125573.000 124320.169 1.00% 43.0 670s 88561 43354 125350.293 88 225 125573.000 124323.291 1.00% 43.1 675s 89315 43555 125425.545 87 201 125573.000 124325.997 0.99% 43.1 680s 90052 43759 124985.920 74 228 125573.000 124328.057 0.99% 43.2 685s 90746 43944 124736.411 78 223 125573.000 124331.276 0.99% 43.2 690s 91505 44142 124545.143 75 234 125573.000 124334.594 0.99% 43.3 696s 92005 44276 124687.953 78 257 125573.000 124336.348 0.98% 43.4 700s 92772 44451 125361.803 104 144 125573.000 124339.668 0.98% 43.4 705s 93487 44619 124727.944 75 213 125573.000 124343.702 0.98% 43.5 710s 94302 44818 125500.171 96 190 125573.000 124347.321 0.98% 43.5 715s 95181 45009 124933.587 77 188 125573.000 124351.352 0.97% 43.6 720s 96053 45191 125547.151 82 136 125573.000 124354.167 0.97% 43.6 725s 96977 45359 125281.526 91 204 125573.000 124357.666 0.97% 43.7 730s 97822 45515 124924.691 80 149 125573.000 124360.670 0.97% 43.7 735s 98651 45710 125197.796 89 166 125573.000 124364.215 0.96% 43.8 740s 99557 45896 cutoff 90 125573.000 124366.600 0.96% 43.8 745s 100485 46106 cutoff 88 125573.000 124371.584 0.96% 43.9 750s 101370 46257 125027.163 91 153 125573.000 124374.562 0.95% 43.9 755s 102318 46433 125017.242 77 263 125573.000 124377.875 0.95% 43.9 760s 103140 46575 124968.039 80 218 125573.000 124380.897 0.95% 44.0 765s 103809 46701 125552.469 96 186 125573.000 124383.296 0.95% 44.0 776s 104396 46799 125348.842 87 245 125573.000 124385.526 0.95% 44.1 780s 105307 46961 124708.046 73 233 125573.000 124389.429 0.94% 44.1 785s 106178 47157 125336.958 90 151 125573.000 124391.973 0.94% 44.2 790s 107119 47351 cutoff 75 125573.000 124394.918 0.94% 44.2 795s 108014 47501 124846.899 86 214 125573.000 124397.992 0.94% 44.2 800s 108883 47688 125023.487 93 227 125573.000 124401.242 0.93% 44.3 805s 109831 47889 cutoff 84 125573.000 124404.218 0.93% 44.3 810s 110736 48040 125371.613 85 190 125573.000 124407.385 0.93% 44.3 815s 111664 48244 124852.355 79 232 125573.000 124410.862 0.93% 44.4 820s 112577 48417 124656.347 72 260 125573.000 124414.326 0.92% 44.4 825s 113405 48561 cutoff 84 125573.000 124417.047 0.92% 44.4 830s 114268 48676 125051.391 87 212 125573.000 124420.411 0.92% 44.5 835s 115212 48882 125563.975 97 188 125573.000 124422.654 0.92% 44.5 840s 116175 49058 125185.061 78 190 125573.000 124426.207 0.91% 44.5 845s 117073 49203 125566.407 85 108 125573.000 124428.980 0.91% 44.6 850s 117958 49389 124647.635 78 235 125573.000 124432.240 0.91% 44.6 855s 118930 49601 124634.331 77 237 125573.000 124434.644 0.91% 44.6 860s 119834 49759 cutoff 93 125573.000 124437.353 0.90% 44.6 865s 120772 49932 124737.740 77 182 125573.000 124439.742 0.90% 44.7 870s 121677 50100 124716.388 81 183 125573.000 124441.855 0.90% 44.7 875s 122636 50217 125058.536 90 193 125573.000 124444.401 0.90% 44.7 880s 123585 50370 125346.855 80 227 125573.000 124446.718 0.90% 44.7 885s 124505 50547 125492.475 91 226 125573.000 124449.260 0.89% 44.8 890s 125269 50642 124910.449 77 248 125573.000 124451.780 0.89% 44.8 895s 126172 50802 124765.899 82 221 125573.000 124454.082 0.89% 44.8 900s 127117 50950 125558.755 89 131 125573.000 124456.392 0.89% 44.8 905s 127943 51089 124942.204 73 215 125573.000 124458.709 0.89% 44.9 910s 128855 51432 125543.666 89 160 125573.000 124461.010 0.89% 44.9 915s 129800 51899 125059.064 84 208 125573.000 124463.619 0.88% 44.9 920s 130723 52367 125515.649 86 205 125573.000 124465.958 0.88% 44.9 925s 131665 52846 124809.279 76 212 125573.000 124468.149 0.88% 44.9 930s 132610 53322 125390.923 82 178 125573.000 124470.888 0.88% 45.0 935s 133555 53782 124756.617 73 174 125573.000 124473.054 0.88% 45.0 940s 134399 54177 125124.945 89 201 125573.000 124475.024 0.87% 45.0 945s 135060 54498 124986.934 75 219 125573.000 124476.937 0.87% 45.0 950s 135912 54895 124689.578 74 240 125573.000 124478.817 0.87% 45.0 955s 136855 55342 125426.350 87 108 125573.000 124480.666 0.87% 45.1 960s 137696 55735 125525.465 87 190 125573.000 124482.885 0.87% 45.1 965s 138572 56170 125236.467 91 165 125573.000 124484.593 0.87% 45.1 970s 139495 56623 125348.625 88 172 125573.000 124486.991 0.86% 45.2 975s 140430 57057 124890.813 82 223 125573.000 124489.577 0.86% 45.2 980s 141329 57510 124803.472 75 201 125573.000 124491.351 0.86% 45.2 985s 142224 57915 125396.730 84 214 125573.000 124493.266 0.86% 45.2 990s 143183 58378 125337.895 93 216 125573.000 124495.519 0.86% 45.2 995s 144082 58814 124793.066 91 238 125573.000 124497.418 0.86% 45.3 1000s 144269 58926 124707.132 75 236 125573.000 124497.690 0.86% 45.3 1010s 145005 59270 124999.415 85 195 125573.000 124499.394 0.85% 45.3 1015s 145988 59755 124562.771 76 207 125573.000 124501.475 0.85% 45.3 1020s 146936 60217 125492.214 101 184 125573.000 124503.168 0.85% 45.3 1025s 147807 60651 125528.239 87 173 125573.000 124504.588 0.85% 45.3 1030s 148775 61120 124776.076 78 205 125573.000 124506.464 0.85% 45.4 1035s 149703 61530 125571.305 88 139 125573.000 124508.294 0.85% 45.4 1040s 150664 61993 125571.020 91 198 125573.000 124509.853 0.85% 45.4 1045s 151619 62480 124874.604 76 248 125573.000 124511.815 0.85% 45.4 1050s 152586 62937 124793.752 84 220 125573.000 124513.728 0.84% 45.4 1055s 153508 63361 124987.451 82 218 125573.000 124515.357 0.84% 45.4 1060s 154443 63765 124968.565 81 230 125573.000 124517.882 0.84% 45.4 1065s 155007 63989 125206.515 79 202 125573.000 124519.046 0.84% 45.5 1072s 155376 64147 124888.273 90 220 125573.000 124519.451 0.84% 45.5 1075s 156325 64634 125308.226 91 190 125573.000 124521.161 0.84% 45.5 1080s 157288 65084 125069.677 80 231 125573.000 124523.414 0.84% 45.5 1085s 158269 65561 125102.086 81 151 125573.000 124525.262 0.83% 45.5 1090s 159204 65999 125251.654 81 221 125573.000 124527.343 0.83% 45.5 1095s 160139 66430 125022.168 79 210 125573.000 124528.624 0.83% 45.5 1100s 161112 66847 125122.353 70 190 125573.000 124530.168 0.83% 45.5 1105s 162096 67293 125120.925 90 188 125573.000 124532.201 0.83% 45.5 1110s 163036 67740 125198.641 81 227 125573.000 124533.798 0.83% 45.5 1115s 163943 68197 125360.657 85 210 125573.000 124535.067 0.83% 45.6 1120s 164892 68626 cutoff 76 125573.000 124536.273 0.83% 45.6 1125s 165884 69049 125091.961 88 195 125573.000 124538.120 0.82% 45.6 1130s 166821 69504 124792.207 79 206 125573.000 124539.836 0.82% 45.6 1135s 167732 69869 124968.674 76 211 125573.000 124541.425 0.82% 45.6 1140s 168718 70338 125141.438 82 233 125573.000 124543.177 0.82% 45.6 1145s 169702 70781 124735.580 72 194 125573.000 124544.359 0.82% 45.6 1150s 170717 71261 124953.529 76 222 125573.000 124545.959 0.82% 45.6 1155s 171658 71685 125184.391 81 210 125573.000 124547.308 0.82% 45.6 1160s 172671 72143 125562.711 88 134 125573.000 124549.209 0.82% 45.6 1165s 173675 72568 125436.083 83 195 125573.000 124550.807 0.81% 45.6 1170s 174517 72923 cutoff 86 125573.000 124552.311 0.81% 45.6 1175s Cutting planes: Gomory: 72 Zero half: 272 Explored 175172 nodes (7995218 simplex iterations) in 1178.49 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 1.255730000000e+05, best bound 1.245540000000e+05, gap 0.8115% Gurobi 5.0.1 (linux64) logging started Sun Nov 25 03:00:25 2012