Gurobi 5.0.1 (linux64) logging started Mon Dec 24 10:13:05 2012 Optimize a model with 45752 rows, 45300 columns and 201748 nonzeros Presolve removed 2090 rows and 300 columns Presolve time: 0.32s Presolved: 43662 rows, 45000 columns, 198858 nonzeros Variable types: 22350 continuous, 22650 integer (22650 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 30090 4.3722053e+02 5.385250e+02 0.000000e+00 5s 40163 4.6722031e+02 1.590819e+02 0.000000e+00 10s 44449 4.7436765e+02 2.212296e+02 0.000000e+00 15s 48014 4.7938724e+02 5.734110e+01 0.000000e+00 20s 51901 4.8388465e+02 8.031467e+01 0.000000e+00 25s 55701 4.8780521e+02 8.789399e+00 0.000000e+00 30s 59637 4.9197263e+02 7.916231e+01 0.000000e+00 35s 64307 4.9607164e+02 1.711150e+01 0.000000e+00 40s 68478 4.9822696e+02 6.103969e+00 0.000000e+00 45s 70417 4.9854394e+02 0.000000e+00 0.000000e+00 48s Root relaxation: objective 4.985439e+02, 70417 iterations, 47.69 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 498.54394 0 300 - 498.54394 - - 48s 0 0 575.57023 0 283 - 575.57023 - - 67s 0 0 608.75924 0 317 - 608.75924 - - 78s 0 0 622.55690 0 348 - 622.55690 - - 93s 0 0 627.35602 0 338 - 627.35602 - - 100s 0 0 632.02118 0 348 - 632.02118 - - 106s 0 0 650.99077 0 345 - 650.99077 - - 122s 0 0 655.28077 0 358 - 655.28077 - - 130s 0 0 668.06506 0 345 - 668.06506 - - 139s 0 0 676.44191 0 333 - 676.44191 - - 144s 0 0 678.38437 0 356 - 678.38437 - - 147s 0 0 681.37849 0 358 - 681.37849 - - 150s 0 0 683.20006 0 359 - 683.20006 - - 152s 0 0 683.79848 0 351 - 683.79848 - - 155s 0 0 684.13464 0 348 - 684.13464 - - 157s 0 0 684.59382 0 346 - 684.59382 - - 160s 0 0 685.14716 0 352 - 685.14716 - - 162s 0 0 686.66330 0 339 - 686.66330 - - 167s 0 0 687.58011 0 338 - 687.58011 - - 171s 0 0 693.42941 0 315 - 693.42941 - - 181s 0 0 694.25076 0 344 - 694.25076 - - 184s 0 0 694.76733 0 329 - 694.76733 - - 187s 0 0 694.90451 0 317 - 694.90451 - - 188s 0 0 695.26417 0 323 - 695.26417 - - 190s 0 0 695.26417 0 318 - 695.26417 - - 243s 0 2 695.26980 0 313 - 695.26980 - - 264s 1 3 695.93651 1 316 - 695.41570 - 990 267s 2 4 697.52470 1 309 - 695.93651 - 1980 275s 5 7 702.42523 3 319 - 695.94043 - 1604 282s 7 8 718.14970 4 302 - 695.94043 - 1790 290s 9 10 718.68425 6 307 - 695.94043 - 2201 303s 10 11 717.21260 6 289 - 695.94043 - 2211 306s 12 13 718.19079 7 288 - 695.94043 - 2131 311s 14 13 infeasible 8 - 695.94043 - 2777 326s 18 17 719.82998 11 288 - 695.94043 - 2362 331s 20 19 719.59643 13 277 - 695.94043 - 2258 335s 24 23 724.03303 15 298 - 695.94043 - 2235 345s 27 26 723.11324 17 287 - 695.94043 - 2150 351s 33 32 724.67593 22 268 - 695.94043 - 1868 355s 38 37 725.80358 26 285 - 695.94043 - 1725 360s 42 39 729.90950 28 277 - 695.94043 - 1667 365s 49 46 728.12941 34 275 - 695.94043 - 1495 370s 56 53 730.58296 41 286 - 695.94043 - 1365 375s 59 56 732.13936 43 281 - 695.94043 - 1344 380s 62 59 733.69933 45 275 - 695.94043 - 1358 386s 64 61 733.75537 46 275 - 695.94043 - 1355 390s 70 67 736.10653 50 268 - 695.94043 - 1293 398s 71 67 735.30230 50 273 - 695.94043 - 1286 400s 74 70 749.15707 52 274 - 695.94043 - 1342 410s 76 72 742.29508 53 263 - 695.94043 - 1378 417s 79 75 750.98246 55 270 - 695.94043 - 1439 427s 81 77 740.22232 56 259 - 695.94043 - 1436 431s 87 83 740.56646 61 254 - 695.94043 - 1373 436s 91 87 741.22899 64 259 - 695.94043 - 1340 440s 97 93 744.16303 69 246 - 695.94043 - 1292 446s 98 94 756.79940 69 244 - 695.94043 - 1345 455s 102 98 745.57924 71 253 - 695.94043 - 1333 460s 105 101 752.12452 73 240 - 695.94043 - 1355 469s 108 102 746.72220 75 254 - 695.94043 - 1325 470s 109 103 759.53301 75 242 - 695.94043 - 1413 484s 111 105 747.14519 77 252 - 695.94043 - 1395 485s 112 106 756.72232 77 254 - 695.94043 - 1446 493s 116 110 747.37912 80 246 - 695.94043 - 1408 495s 119 113 759.89891 82 237 - 695.94043 - 1411 501s 123 117 749.65796 84 243 - 695.94043 - 1382 505s 129 121 753.99206 88 246 - 695.94043 - 1346 510s 131 123 762.23843 90 236 - 695.94043 - 1368 517s 133 125 762.55672 91 241 - 695.94043 - 1364 520s 143 131 768.09032 96 222 - 695.94043 - 1296 525s 147 135 772.42775 99 212 - 695.94043 - 1287 530s 149 137 779.07251 100 229 - 695.94043 - 1307 536s 153 141 781.37242 103 225 - 695.94043 - 1296 540s 158 146 782.82639 107 230 - 695.94043 - 1278 545s 174 156 787.95139 120 224 - 695.94043 - 1177 550s 188 170 789.35876 134 221 - 695.94043 - 1092 555s 193 169 infeasible 137 - 695.94043 - 1106 562s 194 168 infeasible 135 - 695.94043 - 1135 569s 195 167 infeasible 134 - 695.94043 - 1143 571s 197 168 698.92381 3 326 - 697.52470 - 1147 575s 198 169 717.90134 3 321 - 697.52470 - 1167 581s 200 171 716.94517 5 318 - 697.52470 - 1173 585s 205 176 718.15500 8 306 - 697.52470 - 1164 590s 212 183 719.89349 15 298 - 697.52470 - 1145 595s 220 190 727.34564 23 300 - 697.52470 - 1123 600s 225 191 infeasible 26 - 697.52470 - 1156 611s 226 190 infeasible 24 - 697.52470 - 1212 622s 227 191 775.32065 25 297 - 697.52470 - 1223 626s 229 192 776.61434 27 281 - 697.52470 - 1225 630s 233 196 782.29287 30 293 - 697.52470 - 1238 638s 234 197 777.63776 31 285 - 697.52470 - 1243 641s 240 203 777.94976 34 278 - 697.52470 - 1232 646s 243 206 783.24985 35 274 - 697.52470 - 1244 652s 245 208 784.50091 36 276 - 697.52470 - 1263 658s 247 210 784.67053 37 273 - 697.52470 - 1283 666s 252 215 780.96568 41 278 - 697.52470 - 1280 671s 255 218 784.24179 42 277 - 697.52470 - 1292 678s 257 220 781.56040 44 277 - 697.52470 - 1290 680s 268 231 783.56161 51 266 - 697.52470 - 1259 686s 273 236 784.08306 54 265 - 697.52470 - 1249 690s 278 241 784.96757 57 267 - 697.52470 - 1241 695s 282 245 785.73714 60 260 - 697.52470 - 1233 704s 283 246 786.22171 61 254 - 697.52470 - 1232 705s 288 251 786.89104 64 263 - 697.52470 - 1225 710s 290 253 787.50783 65 267 - 697.52470 - 1231 715s 291 254 794.46774 65 266 - 697.52470 - 1249 724s 293 256 788.08927 67 264 - 697.52470 - 1243 725s 299 262 789.01574 72 248 - 697.52470 - 1233 730s 302 265 789.89833 74 253 - 697.52470 - 1232 735s 307 270 791.54798 77 250 - 697.52470 - 1225 740s 309 272 802.85687 78 253 - 697.52470 - 1246 750s 311 274 793.29422 79 234 - 697.52470 - 1252 755s 314 277 793.88036 81 245 - 697.52470 - 1252 760s 319 282 808.12216 85 242 - 697.52470 - 1264 772s 322 285 795.16276 88 243 - 697.52470 - 1257 775s 327 290 797.44648 91 245 - 697.52470 - 1252 780s 337 300 802.96109 100 251 - 697.52470 - 1233 786s 339 302 804.50162 101 240 - 697.52470 - 1234 790s 350 313 806.38087 110 250 - 697.52470 - 1209 796s 354 317 805.90596 113 253 - 697.52470 - 1206 800s 365 326 810.59331 121 258 - 697.52470 - 1189 807s 367 328 817.77448 122 243 - 697.52470 - 1204 816s 369 330 819.38367 123 239 - 697.52470 - 1215 822s 371 332 814.13001 125 250 - 697.52470 - 1217 826s 372 333 821.79506 125 238 - 697.52470 - 1230 832s 376 337 814.87481 129 252 - 697.52470 - 1222 840s 378 339 825.70782 130 237 - 697.52470 - 1240 850s 384 345 818.65294 135 251 - 697.52470 - 1234 856s 388 349 818.70116 138 242 - 697.52470 - 1231 860s 395 354 infeasible 144 - 697.52470 - 1235 870s 400 359 829.80173 148 237 - 697.52470 - 1239 878s 404 363 838.22288 151 237 - 697.52470 - 1247 886s 420 379 821.33857 167 248 - 697.52470 - 1205 890s 437 396 823.10023 184 248 - 697.52470 - 1164 895s 451 410 848.31955 197 238 - 697.52470 - 1145 904s 454 413 825.50934 200 246 - 697.52470 - 1140 905s 455 414 846.47521 201 222 - 697.52470 - 1163 917s 456 415 848.30871 201 244 - 697.52470 - 1168 921s 457 416 864.68385 202 229 - 697.52470 - 1184 930s 463 422 856.44702 207 238 - 697.52470 - 1177 935s 470 429 857.97793 213 243 - 697.52470 - 1164 943s 472 431 861.33535 214 238 - 697.52470 - 1163 945s 487 444 892.79144 228 224 - 697.52470 - 1160 963s 497 454 904.87026 238 224 - 697.52470 - 1138 965s 510 449 infeasible 237 - 697.52470 - 1124 971s 512 451 699.58469 3 318 - 697.54050 - 1126 975s 517 456 725.40740 7 316 - 697.54050 - 1124 981s 522 459 726.04201 10 315 - 697.54050 - 1120 985s 525 462 732.38409 12 329 - 697.54050 - 1138 1001s 527 464 729.32070 14 306 - 697.54050 - 1141 1005s 529 466 729.74795 15 292 - 697.54050 - 1145 1010s 535 472 731.75531 19 293 - 697.54050 - 1143 1016s 538 475 731.96544 21 285 - 697.54050 - 1142 1020s 542 479 750.37471 23 307 - 697.54050 - 1156 1035s 546 483 754.01206 25 294 - 697.54050 - 1176 1054s 547 484 733.77335 26 294 - 697.54050 - 1175 1055s 551 488 734.50382 29 284 - 697.54050 - 1173 1060s 556 493 735.64332 33 270 - 697.54050 - 1169 1065s 559 496 752.79921 35 287 - 697.54050 - 1188 1080s 562 499 771.29258 37 293 - 697.54050 - 1196 1089s 563 500 742.80474 38 276 - 697.54050 - 1200 1093s 564 501 737.45319 38 270 - 697.54050 - 1199 1103s 566 501 744.25736 39 273 - 697.54050 - 1202 1108s 568 503 744.47370 41 275 - 697.54050 - 1200 1110s 572 507 747.16651 45 267 - 697.54050 - 1200 1115s 575 510 750.88984 47 254 - 697.54050 - 1201 1120s 580 515 751.88572 50 247 - 697.54050 - 1196 1125s 583 518 757.33408 52 270 - 697.54050 - 1199 1132s 584 519 794.88066 52 278 - 697.54050 - 1223 1150s 594 529 760.58260 62 268 - 697.54050 - 1207 1155s 601 535 750.37486 24 318 - 697.54050 - 1199 1168s 603 536 856.36749 207 300 - 697.54050 - 1195 1220s 604 537 718.15039 5 302 - 697.54050 - 1193 1238s 605 538 822.54886 181 325 - 697.54050 - 1191 1254s 606 538 821.73633 155 352 - 697.54050 - 1189 1268s 607 539 819.39150 124 336 - 697.54050 - 1187 1286s 608 540 801.44909 104 330 - 697.54050 - 1185 1305s 609 540 856.36749 207 348 - 697.54050 - 1183 1319s 610 541 719.59992 14 329 - 697.54050 - 1181 1332s 611 542 800.74719 106 336 - 697.54050 - 1179 1343s 612 542 740.60442 62 341 - 697.54050 - 1177 1350s 613 543 751.83703 41 336 - 697.54050 - 1175 1357s 614 544 819.39150 124 335 - 697.54050 - 1173 1364s 615 544 801.44909 104 336 - 697.54050 - 1172 1370s 616 545 800.74719 106 321 - 702.95284 - 1170 1380s 617 546 822.54886 181 326 - 706.12720 - 1168 1390s 618 546 782.04745 46 339 - 707.13395 - 1166 1396s 620 548 772.11123 24 351 - 707.73933 - 1162 1402s 622 549 756.72233 78 350 - 707.97064 - 1158 1406s 624 550 717.78721 7 349 - 708.29894 - 1155 1411s 625 551 740.60442 62 345 - 708.77000 - 1153 1415s 627 552 751.83703 41 349 - 709.18427 - 1149 1420s 630 554 724.03303 16 354 - 709.44676 - 1144 1426s 632 556 750.37486 24 355 - 709.60891 - 1140 1430s 639 562 750.37486 24 318 - 709.68482 - 1408 1502s 641 563 856.36749 207 300 - 709.68482 - 1404 1553s 642 564 718.15039 5 299 - 709.68482 - 1401 1574s 643 565 822.54886 181 329 - 709.68482 - 1399 1587s 644 565 821.73633 155 351 - 709.68482 - 1397 1603s 645 566 819.39150 124 338 - 709.68482 - 1395 1615s 646 567 801.44909 104 347 - 709.68482 - 1393 1643s 647 567 856.36749 207 353 - 709.68482 - 1390 1665s 648 568 719.59992 14 340 - 709.68482 - 1388 1675s 649 569 800.74719 106 339 - 709.68482 - 1386 1685s 650 569 740.60442 62 347 - 709.68482 - 1384 1694s 651 570 751.83703 41 355 - 709.68482 - 1382 1705s 652 571 819.39150 124 315 - 709.68482 - 1380 1716s 653 571 801.44909 104 320 - 709.68482 - 1378 1721s 654 572 800.74719 106 326 - 709.82441 - 1376 1726s 655 573 822.54886 181 333 - 710.44715 - 1374 1732s 657 574 782.04745 46 342 - 710.82181 - 1369 1736s 659 575 772.11123 24 338 - 711.18506 - 1365 1741s 661 577 756.72233 78 340 - 711.72087 - 1361 1746s 663 578 717.78721 7 351 - 712.01549 - 1357 1751s 665 579 740.60442 62 351 - 712.03862 - 1353 1755s 666 580 751.83703 41 357 - 712.03979 - 1351 1827s 667 581 724.03303 16 350 - 712.13795 - 1349 1830s 670 583 750.37486 24 341 - 712.23611 - 1343 1889s 671 584 714.17007 23 345 - 714.17007 - 1606 1958s 672 584 719.82292 23 350 - 714.17007 - 1608 2025s 673 585 715.37372 24 342 - 715.37372 - 1607 2087s 674 585 716.25885 25 337 - 716.25885 - 1606 2096s 675 585 722.73793 25 340 - 716.25885 - 1612 2112s 676 586 716.77169 26 342 - 716.77169 - 1610 2116s 677 586 723.46323 26 338 - 716.77169 - 1618 2131s 680 586 717.08486 28 336 - 717.08486 - 1613 2138s 681 585 infeasible 28 - 717.08486 - 1617 2141s 682 586 717.51150 29 343 - 717.51150 - 1617 2147s 683 584 infeasible 29 - 717.51150 - 1649 2176s 686 582 infeasible 31 - 717.53000 - 1645 2181s 687 583 726.47888 31 333 - 719.84784 - 1653 2196s 688 584 726.63514 32 337 - 719.84784 - 1652 2205s 689 584 733.47847 32 333 - 719.84784 - 1656 2219s 690 585 726.77691 33 337 - 719.84784 - 1654 2222s 692 584 726.88967 34 325 - 719.84784 - 1651 2225s 694 584 728.40390 35 317 - 719.84784 - 1649 2231s 695 584 729.64025 35 322 - 719.84784 - 1648 2235s 698 584 728.97949 37 332 - 719.84784 - 1645 2242s 701 584 732.96872 38 317 - 719.84784 - 1642 2248s 702 585 731.98866 39 317 - 719.84784 - 1642 2251s 704 586 734.41975 40 315 - 719.84784 - 1642 2257s 706 588 735.58612 41 312 - 719.84784 - 1642 2264s 707 586 infeasible 41 - 719.84784 - 1668 2283s 708 587 735.90157 42 307 - 719.84784 - 1666 2285s 709 588 747.21068 42 318 - 719.84784 - 1670 2293s 712 588 739.29030 44 304 - 719.84784 - 1670 2302s 714 589 738.26575 45 323 - 719.84784 - 1667 2305s 720 587 739.42810 48 303 - 719.84784 - 1659 2314s 721 588 739.20350 48 313 - 719.84784 - 1659 2318s 722 588 739.21605 49 314 - 719.84784 - 1658 2321s 726 587 741.37734 51 309 - 719.84784 - 1656 2331s 727 588 745.13809 51 308 - 719.84784 - 1659 2337s 728 588 741.81169 52 321 - 719.84784 - 1659 2342s 729 587 infeasible 52 - 719.84784 - 1671 2353s 730 588 743.64926 53 324 - 719.84784 - 1673 2358s 731 588 742.49327 53 320 - 719.84784 - 1671 2360s 733 590 743.89499 54 321 - 719.84784 - 1673 2368s 734 590 743.05584 55 321 - 719.84784 - 1672 2370s 735 591 750.09595 55 317 - 719.84784 - 1682 2385s 737 592 746.11250 56 330 - 719.84784 - 1685 2393s 738 593 744.43850 57 316 - 719.84784 - 1688 2398s 739 594 748.29752 57 310 - 719.84784 - 1696 2410s 741 595 757.56002 58 302 - 719.84784 - 1708 2428s 742 596 746.39730 59 314 - 719.84784 - 1707 2431s 745 596 751.77844 60 313 - 719.84784 - 1704 2437s 747 597 753.52785 61 317 - 719.84784 - 1701 2440s 749 598 753.89960 62 304 - 719.84784 - 1702 2446s 751 600 754.67829 63 295 - 719.84784 - 1702 2452s 753 599 infeasible 64 - 719.84784 - 1723 2472s 755 600 762.47545 65 302 - 719.84784 - 1720 2475s 757 602 795.29717 66 309 - 719.84784 - 1734 2494s 758 602 752.71040 67 301 - 719.84784 - 1732 2495s 760 602 763.84337 68 295 - 719.84784 - 1736 2505s 762 603 755.01628 69 312 - 719.84784 - 1736 2510s 763 602 infeasible 69 - 719.84784 - 1743 2517s 766 604 757.94820 71 299 - 719.84784 - 1741 2523s 767 604 757.68517 71 295 - 719.84784 - 1742 2527s 768 605 758.10270 72 296 - 719.84784 - 1741 2530s 770 606 758.13059 73 297 - 719.84784 - 1741 2536s 771 607 765.63083 73 302 - 719.84784 - 1745 2544s 772 608 758.19999 74 301 - 719.84784 - 1744 2545s 776 608 758.90040 76 295 - 719.84784 - 1740 2551s 778 610 763.07055 77 281 - 719.84784 - 1742 2559s 779 610 760.50059 77 288 - 719.84784 - 1741 2562s 781 612 785.22987 78 278 - 719.84784 - 1744 2570s 783 613 795.23403 79 284 - 719.84784 - 1752 2581s 785 614 763.20479 80 272 - 719.84784 - 1751 2585s 787 616 765.74584 81 284 - 719.84784 - 1752 2592s 789 617 765.57216 82 260 - 719.84784 - 1751 2597s 791 618 764.58085 83 289 - 719.84784 - 1747 2600s 793 618 infeasible 84 - 719.84784 - 1753 2606s 796 618 764.77950 86 284 - 719.84784 - 1750 2610s 797 618 824.62548 86 288 - 719.84784 - 1766 2631s 799 618 infeasible 87 - 719.84784 - 1781 2646s 801 617 infeasible 88 - 719.84784 - 1785 2651s 803 618 796.05479 89 286 - 719.84784 - 1787 2659s 804 619 765.45649 90 286 - 719.84784 - 1785 2660s 805 618 infeasible 90 - 719.84784 - 1800 2675s 807 617 infeasible 91 - 719.84784 - 1823 2700s 809 616 infeasible 92 - 719.84784 - 1837 2718s 810 617 766.38064 93 284 - 719.84784 - 1837 2721s 811 616 infeasible 93 - 719.84784 - 1859 2740s 818 614 766.97354 97 285 - 719.84784 - 1847 2746s 822 613 767.29336 99 292 - 719.84784 - 1840 2750s 825 613 860.63993 100 295 - 719.84784 - 1848 2770s 832 614 767.53267 104 288 - 719.84784 - 1835 2775s 840 611 767.79919 108 292 - 719.84784 - 1823 2781s 850 608 767.98439 113 293 - 719.84784 - 1803 2785s 853 606 infeasible 114 - 719.84784 - 1809 2796s 855 607 792.45267 115 281 - 719.84784 - 1815 2809s 856 608 768.20924 116 290 - 719.84784 - 1813 2810s 857 608 772.39683 116 287 - 719.84784 - 1814 2815s 859 610 770.59272 117 291 - 719.84784 - 1814 2821s 861 611 771.72956 118 282 - 719.84784 - 1813 2825s 864 613 772.55489 120 283 - 719.84784 - 1810 2831s 866 614 772.75381 121 279 - 719.84784 - 1810 2836s 868 616 774.62109 122 279 - 719.84784 - 1809 2841s 869 616 779.74128 122 274 - 719.84784 - 1810 2845s 872 618 775.30034 124 277 - 719.84784 - 1808 2850s 874 620 775.59640 125 279 - 719.84784 - 1809 2856s 876 621 775.81177 126 269 - 719.84784 - 1809 2861s 877 620 infeasible 126 - 719.84784 - 1815 2868s 879 621 777.03864 127 272 - 719.84784 - 1813 2871s 881 622 817.19529 128 269 - 719.84784 - 1816 2879s 883 624 779.80195 129 258 - 719.84784 - 1813 2881s 885 625 790.74857 130 279 - 719.84784 - 1813 2886s 888 625 780.95952 132 274 - 719.84784 - 1809 2890s 896 626 782.19594 136 263 - 719.84784 - 1796 2895s 904 624 782.58441 140 261 - 719.84784 - 1785 2900s 910 624 783.70516 143 253 - 719.84784 - 1777 2906s 913 622 infeasible 144 - 719.84784 - 1776 2911s 920 620 786.37435 148 273 - 719.84784 - 1766 2916s 922 622 785.86574 149 272 - 719.84784 - 1763 2920s 925 624 789.78658 150 267 - 719.84784 - 1760 2925s 932 624 787.69427 154 265 - 719.84784 - 1749 2930s 935 626 790.39304 155 268 - 719.84784 - 1746 2935s 940 629 790.40424 158 266 - 719.84784 - 1740 2940s 946 633 806.29475 161 270 - 719.84784 - 1734 2948s 950 635 799.69169 163 272 - 719.84784 - 1729 2950s 954 638 810.58312 165 267 - 719.84784 - 1726 2956s 960 642 800.93601 168 275 - 719.84784 - 1719 2962s 962 643 795.27459 169 273 - 719.84784 - 1718 2967s 965 645 795.45625 171 269 - 719.84784 - 1714 2970s 970 645 infeasible 173 - 719.84784 - 1711 2976s 972 646 801.88963 174 254 - 719.84784 - 1711 2980s 975 648 802.98769 176 258 - 719.84784 - 1709 2985s 979 651 805.56681 178 260 - 719.84784 - 1706 2991s 982 653 807.06841 179 232 - 719.84784 - 1702 2995s 991 657 805.45378 184 236 - 719.84784 - 1692 3000s 995 659 808.27422 186 228 - 719.84784 - 1688 3005s 999 662 809.54705 188 227 - 719.84784 - 1685 3011s 1002 664 810.66637 189 218 - 719.84784 - 1683 3016s 1005 666 809.84687 191 223 - 719.84784 - 1681 3020s 1010 668 822.07137 193 225 - 719.84784 - 1678 3028s 1012 670 815.00309 194 227 - 719.84784 - 1676 3030s 1014 669 infeasible 195 - 719.84784 - 1680 3037s 1016 668 infeasible 196 - 719.84784 - 1680 3040s 1018 670 818.50955 197 237 - 719.84784 - 1681 3045s 1020 669 infeasible 198 - 719.84784 - 1683 3051s 1023 669 814.65196 200 235 - 719.84784 - 1683 3056s 1026 671 827.62731 201 238 - 719.84784 - 1682 3061s 1028 672 824.72885 202 233 - 719.84784 - 1683 3065s 1031 674 816.05913 204 228 - 719.84784 - 1681 3070s 1033 676 816.90743 205 228 - 719.84784 - 1682 3076s 1036 678 839.64030 206 232 - 719.84784 - 1682 3082s 1038 679 818.54048 207 222 - 719.84784 - 1682 3086s 1040 680 822.72493 208 229 - 719.84784 - 1680 3090s 1044 681 821.90137 210 224 - 719.84784 - 1679 3095s 1046 682 835.89446 211 230 - 719.84784 - 1681 3101s 1054 682 826.64107 213 222 - 719.84784 - 1671 3105s 1060 685 827.72984 216 225 - 719.84784 - 1664 3110s 1064 687 836.60297 218 231 - 719.84784 - 1661 3115s 1068 690 832.03107 220 226 - 719.84784 - 1658 3120s 1072 691 825.29812 222 223 - 719.84784 - 1658 3125s 1079 691 826.88417 226 221 - 719.84784 - 1653 3131s 1082 691 infeasible 227 - 719.84784 - 1652 3135s 1086 694 854.87631 229 230 - 719.84784 - 1652 3144s 1088 693 infeasible 230 - 719.84784 - 1652 3147s 1092 694 843.49181 232 224 - 719.84784 - 1651 3152s 1094 695 852.49449 233 228 - 719.84784 - 1653 3158s 1096 697 844.92960 234 209 - 719.84784 - 1652 3161s 1100 697 828.75009 236 231 - 719.84784 - 1649 3165s 1112 699 infeasible 242 - 719.84784 - 1636 3170s 1120 697 infeasible 246 - 719.84784 - 1629 3175s 1128 696 infeasible 250 - 719.84784 - 1624 3181s 1136 693 infeasible 254 - 719.84784 - 1616 3185s 1145 691 832.92489 259 215 - 719.84784 - 1609 3190s 1151 689 835.09118 262 211 - 719.84784 - 1605 3195s 1158 686 infeasible 265 - 719.84784 - 1602 3202s 1162 684 infeasible 267 - 719.84784 - 1600 3205s 1167 683 infeasible 270 - 719.84784 - 1596 3210s 1171 682 723.43592 25 338 - 721.61972 - 1596 3221s 1175 682 725.47447 27 325 - 722.75467 - 1594 3226s 1177 684 726.27949 28 330 - 722.75467 - 1594 3230s 1178 684 733.06055 28 338 - 722.75467 - 1598 3238s 1179 685 726.70734 29 342 - 722.75467 - 1598 3241s 1180 684 infeasible 29 - 722.75467 - 1602 3248s 1182 683 infeasible 30 - 722.75467 - 1604 3254s 1183 684 727.22060 31 319 - 722.75467 - 1604 3255s 1184 684 736.52414 31 310 - 722.75467 - 1608 3265s 1186 686 729.90351 32 309 - 722.75467 - 1608 3270s 1191 689 733.74020 35 298 - 722.75467 - 1604 3275s 1194 689 infeasible 36 - 722.75467 - 1620 3299s 1195 690 739.35222 37 301 - 722.75467 - 1619 3300s 1198 690 751.19307 38 309 - 722.75467 - 1618 3305s 1200 689 infeasible 39 - 722.75467 - 1637 3331s 1202 688 infeasible 40 - 722.75467 - 1641 3337s 1204 688 infeasible 41 - 722.75467 - 1642 3347s 1206 689 747.70620 42 308 - 722.75467 - 1641 3351s 1210 688 infeasible 44 - 722.75467 - 1656 3395s 1212 687 infeasible 45 - 722.75467 - 1673 3439s 1213 688 741.50031 46 306 - 722.75467 - 1672 3440s 1218 685 infeasible 48 - 722.75467 - 1682 3470s 1223 684 742.05062 51 297 - 722.75467 - 1677 3475s 1224 685 744.88018 51 303 - 722.75467 - 1677 3480s 1225 686 742.98202 52 301 - 722.75467 - 1678 3486s 1226 686 746.32887 52 319 - 722.75467 - 1680 3496s 1227 687 744.28812 53 309 - 722.75467 - 1681 3502s 1228 688 746.81679 53 306 - 722.75467 - 1687 3525s 1230 689 757.25003 54 300 - 722.75467 - 1696 3556s 1232 690 745.85830 55 301 - 722.75467 - 1695 3561s 1241 688 745.71956 60 300 - 722.75467 - 1686 3569s 1242 687 infeasible 60 - 722.75467 - 1688 3573s 1245 687 745.81348 62 305 - 722.75467 - 1684 3575s 1250 686 750.23994 64 304 - 722.75467 - 1686 3597s Cutting planes: Gomory: 21 Cover: 99 Implied bound: 16 Flow cover: 142 GUB cover: 41 Zero half: 5 Explored 1251 nodes (2278091 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.230000000000e+02, gap -