Gurobi 5.0.1 (linux64) logging started Mon Dec 24 07:12:56 2012 Optimize a model with 45752 rows, 45300 columns and 202194 nonzeros Presolve removed 1643 rows and 300 columns Presolve time: 0.34s Presolved: 44109 rows, 45000 columns, 199760 nonzeros Variable types: 22350 continuous, 22650 integer (22650 binary) Root simplex log... Iteration Objective Primal Inf. Dual Inf. Time 28741 4.4080610e+02 7.804817e+02 0.000000e+00 5s 40422 4.7588220e+02 2.106046e+02 0.000000e+00 10s 45286 4.8626496e+02 7.576116e+01 0.000000e+00 15s 49215 4.9064804e+02 1.926030e+02 0.000000e+00 20s 52849 4.9865371e+02 3.389950e+02 0.000000e+00 26s 57115 5.0546764e+02 7.907746e+01 0.000000e+00 30s 60330 5.0936658e+02 8.126204e+01 0.000000e+00 35s 64658 5.1053202e+02 2.288074e-01 0.000000e+00 40s 65519 5.1055835e+02 0.000000e+00 0.000000e+00 42s Root relaxation: objective 5.105584e+02, 65519 iterations, 41.75 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 510.55835 0 287 - 510.55835 - - 43s 0 0 574.20001 0 306 - 574.20001 - - 58s 0 0 600.53850 0 307 - 600.53850 - - 68s 0 0 613.82227 0 322 - 613.82227 - - 82s 0 0 623.47396 0 324 - 623.47396 - - 91s 0 0 650.54354 0 314 - 650.54354 - - 104s 0 0 659.35319 0 306 - 659.35319 - - 113s 0 0 661.35508 0 321 - 661.35508 - - 116s 0 0 662.71071 0 325 - 662.71071 - - 120s 0 0 663.20670 0 332 - 663.20670 - - 122s 0 0 663.79269 0 344 - 663.79269 - - 124s 0 0 663.97924 0 340 - 663.97924 - - 125s 0 0 664.57233 0 335 - 664.57233 - - 127s 0 0 664.74760 0 343 - 664.74760 - - 129s 0 0 664.88122 0 345 - 664.88122 - - 130s 0 0 664.88122 0 345 - 664.88122 - - 193s 0 2 664.88209 0 342 - 664.88209 - - 208s 1 3 665.42712 1 336 - 665.26611 - 327 210s 2 4 666.29858 1 350 - 665.42718 - 716 216s 5 7 665.86762 3 341 - 665.84098 - 517 220s 7 9 668.47341 5 333 - 665.84098 - 767 227s 8 10 669.10538 6 331 - 665.84098 - 814 230s 9 11 683.81919 6 319 - 665.84098 - 1241 238s 10 12 670.72175 7 333 - 665.84098 - 1292 241s 11 13 673.19805 8 331 - 665.84098 - 1396 247s 12 14 671.97052 8 318 - 665.84098 - 1462 251s 14 16 677.99361 9 317 - 665.84098 - 1660 260s 18 20 676.97436 13 317 - 665.84098 - 1488 267s 20 22 675.22737 14 326 - 665.84098 - 1403 270s 21 23 676.37161 15 323 - 665.84098 - 1452 275s 23 25 677.51303 17 314 - 665.84098 - 1411 281s 24 26 688.94564 18 320 - 665.84098 - 1506 288s 26 28 681.28183 19 294 - 665.84098 - 1509 293s 27 29 681.92602 19 304 - 665.84098 - 1514 296s 31 33 683.08824 23 309 - 665.84098 - 1411 301s 32 34 687.59136 23 310 - 665.84098 - 1469 306s 35 37 688.65169 25 309 - 665.84098 - 1520 314s 36 38 685.61604 26 309 - 665.84098 - 1485 315s 38 40 690.04038 27 300 - 665.84098 - 1520 321s 41 43 691.26492 29 286 - 665.84098 - 1523 328s 43 45 691.75697 30 285 - 665.84098 - 1566 334s 44 46 691.02403 31 294 - 665.84098 - 1592 338s 45 47 695.40225 31 298 - 665.84098 - 1656 344s 47 49 692.86832 33 287 - 665.84098 - 1613 346s 48 50 716.12427 33 304 - 665.84098 - 1674 353s 49 51 694.46537 34 289 - 665.84098 - 1673 356s 53 55 699.79483 37 290 - 665.84098 - 1671 364s 54 56 696.22410 37 307 - 665.84098 - 1684 368s 55 57 697.55974 38 309 - 665.84098 - 1680 371s 56 58 749.87557 38 301 - 665.84098 - 1747 386s 61 63 698.47808 42 304 - 665.84098 - 1637 390s 72 74 717.25848 50 301 - 665.84098 - 1527 402s 78 80 707.77477 54 302 - 665.84098 - 1466 407s 80 82 709.87289 56 300 - 665.84098 - 1456 410s 84 86 710.82235 59 291 - 665.84098 - 1418 415s 87 89 731.77622 62 286 - 665.84098 - 1435 423s 88 90 713.36258 62 291 - 665.84098 - 1452 427s 90 92 714.30392 63 303 - 665.84098 - 1452 431s 93 93 728.61486 65 294 - 665.84098 - 1480 440s 96 96 732.74383 67 289 - 665.84098 - 1481 447s 97 97 730.97707 67 284 - 665.84098 - 1486 450s 102 102 733.33470 72 271 - 665.84098 - 1440 455s 104 102 infeasible 73 - 665.84098 - 1490 464s 105 103 734.85247 73 274 - 665.84098 - 1487 466s 106 102 infeasible 74 - 665.84098 - 1519 471s 107 103 741.93669 74 280 - 665.84098 - 1527 475s 109 105 746.26921 75 271 - 665.84098 - 1540 481s 111 107 755.52877 76 282 - 665.84098 - 1577 490s 114 108 infeasible 78 - 665.84098 - 1613 499s 115 109 743.67028 79 282 - 665.84098 - 1605 500s 116 108 infeasible 79 - 665.84098 - 1626 505s 121 113 749.64472 84 293 - 665.84098 - 1606 513s 122 114 768.03427 84 280 - 665.84098 - 1627 518s 127 117 infeasible 89 - 665.84098 - 1611 524s 128 118 760.33921 88 291 - 665.84098 - 1617 529s 129 119 757.91592 89 282 - 665.84098 - 1626 532s 132 122 758.61924 92 293 - 665.84098 - 1601 535s 134 124 760.09911 93 290 - 665.84098 - 1603 541s 140 128 infeasible 97 - 665.84098 - 1597 551s 142 128 infeasible 98 - 665.84098 - 1621 558s 144 128 infeasible 99 - 665.84098 - 1645 565s 147 129 infeasible 102 - 665.84098 - 1661 573s 148 130 775.00147 101 287 - 665.84098 - 1673 578s 149 131 771.38513 102 281 - 665.84098 - 1680 581s 150 130 infeasible 103 - 665.84098 - 1701 587s 151 131 775.84838 103 279 - 665.84098 - 1707 591s 153 131 infeasible 105 - 665.84098 - 1710 596s 155 129 infeasible 105 - 665.84098 - 1734 607s 156 130 666.57213 3 331 - 665.84463 - 1731 610s 158 132 679.77777 4 322 - 665.84463 - 1747 620s 161 135 672.50676 7 332 - 665.84463 - 1735 626s 164 138 718.62603 8 312 - 665.84463 - 1771 642s 167 139 infeasible 11 - 665.84463 - 1826 659s 168 140 675.63923 11 318 - 665.84463 - 1824 663s 169 141 676.75600 12 321 - 665.84463 - 1820 666s 170 142 679.84521 13 290 - 665.84463 - 1827 672s 172 144 680.25494 14 288 - 665.84463 - 1811 675s 173 145 685.46612 15 298 - 665.84463 - 1821 685s 174 146 685.46957 15 299 - 665.84463 - 1834 694s 175 147 685.65574 16 303 - 665.84463 - 1824 695s 180 152 686.17325 20 290 - 665.84463 - 1786 700s 183 155 687.17134 23 290 - 665.84463 - 1765 705s 185 157 690.08399 24 287 - 665.84463 - 1767 714s 186 158 689.71147 25 294 - 665.84463 - 1759 715s 188 158 690.01660 26 297 - 665.84463 - 1750 724s 189 159 690.15927 27 294 - 665.84463 - 1743 725s 193 161 692.40790 30 283 - 665.84463 - 1719 731s 195 161 infeasible 31 - 665.84463 - 1720 738s 197 163 712.75940 32 281 - 665.84463 - 1730 752s 201 167 698.15054 35 280 - 665.84463 - 1705 757s 203 169 712.08579 36 293 - 665.84463 - 1723 773s 205 171 698.08855 37 279 - 665.84463 - 1709 775s 209 175 698.34117 40 280 - 665.84463 - 1687 780s 212 176 infeasible 42 - 665.84463 - 1689 789s 213 177 701.09801 43 278 - 665.84463 - 1683 790s 216 180 702.61766 45 266 - 665.84463 - 1669 796s 218 180 infeasible 46 - 665.84463 - 1668 801s 220 182 704.47681 48 275 - 665.84463 - 1659 806s 221 183 719.38066 49 285 - 665.84463 - 1668 815s 222 184 725.32028 49 288 - 665.84463 - 1682 825s 226 188 724.41310 53 289 - 665.84463 - 1664 830s 229 185 infeasible 54 - 665.84463 - 1660 837s 230 186 728.84503 52 281 - 665.84463 - 1660 840s 231 185 infeasible 53 - 665.84463 - 1669 846s 232 184 infeasible 53 - 665.84463 - 1675 850s 233 185 670.27690 3 334 - 665.84889 - 1678 856s 234 184 infeasible 4 - 665.84889 - 1707 866s 235 185 683.83281 4 330 - 665.84889 - 1726 875s 237 187 688.87551 5 328 - 665.84889 - 1726 880s 238 188 689.82667 6 314 - 665.84889 - 1738 886s 239 189 688.58084 6 329 - 665.84889 - 1744 891s 243 193 695.50510 9 325 - 665.84889 - 1737 900s 248 198 696.38887 12 300 - 665.84889 - 1723 907s 249 199 696.00774 12 312 - 665.84889 - 1727 911s 253 203 699.11017 16 308 - 665.84889 - 1714 916s 255 205 701.14319 18 303 - 665.84889 - 1713 920s 256 206 704.09750 18 304 - 665.84889 - 1718 925s 262 212 703.28459 24 291 - 665.84889 - 1694 930s 264 214 705.77618 25 267 - 665.84889 - 1696 936s 272 222 705.88111 30 293 - 665.84889 - 1665 940s 278 228 707.66106 35 291 - 665.84889 - 1643 946s 281 230 708.20275 37 289 - 665.84889 - 1636 950s 286 235 708.77569 42 276 - 665.84889 - 1615 955s 291 239 709.48007 46 277 - 665.84889 - 1601 960s 294 242 711.53977 48 273 - 665.84889 - 1596 965s 302 250 710.68165 56 284 - 665.84889 - 1563 970s 305 253 712.53099 59 289 - 665.84889 - 1559 975s 309 257 713.50093 63 273 - 665.84889 - 1550 981s 314 262 714.97883 68 273 - 665.84889 - 1532 985s 318 265 715.69050 71 272 - 665.84889 - 1523 990s 326 273 731.39028 77 274 - 665.84889 - 1505 999s 327 274 718.22902 78 272 - 665.84889 - 1504 1001s 329 276 722.45925 80 272 - 665.84889 - 1507 1006s 330 277 722.64045 80 265 - 665.84889 - 1511 1010s 334 281 723.93688 83 269 - 665.84889 - 1503 1015s 337 284 735.79592 85 263 - 665.84889 - 1500 1020s 343 290 731.91595 91 274 - 665.84889 - 1481 1026s 353 300 749.29196 101 278 - 665.84889 - 1450 1033s 354 299 infeasible 102 - 665.84889 - 1452 1035s 358 297 infeasible 101 - 665.84889 - 1451 1041s 359 296 infeasible 100 - 665.84889 - 1458 1045s 360 297 669.34281 3 324 - 666.29907 - 1464 1050s 362 299 672.18945 5 336 - 666.29907 - 1468 1057s 364 301 674.83081 7 334 - 666.29907 - 1468 1062s 365 302 675.45691 7 335 - 666.29907 - 1474 1067s 369 306 675.86775 11 340 - 666.29907 - 1463 1070s 372 309 676.13112 13 339 - 666.29907 - 1459 1075s 374 311 678.05889 14 346 - 666.29907 - 1464 1081s 375 312 679.44691 13 325 - 666.29907 - 1468 1086s 376 313 679.06891 15 327 - 666.29907 - 1470 1102s 378 315 681.14478 15 312 - 666.29907 - 1471 1106s 379 316 682.72625 15 327 - 666.29907 - 1474 1110s 383 320 679.80548 18 313 - 666.29907 - 1469 1115s 386 323 683.99410 18 311 - 666.29907 - 1470 1120s 388 325 690.77160 19 305 - 666.29907 - 1479 1129s 389 326 683.55259 18 319 - 666.29907 - 1479 1131s 391 328 684.23927 19 318 - 666.29907 - 1478 1135s 395 332 682.38773 21 316 - 666.29907 - 1475 1141s 398 335 684.16976 24 313 - 666.29907 - 1472 1146s 401 338 684.62303 24 312 - 666.29907 - 1468 1151s 402 339 690.70881 24 315 - 666.29907 - 1471 1155s 409 344 687.54686 27 294 - 666.29907 - 1457 1161s 414 349 687.21446 31 306 - 666.29907 - 1448 1165s 416 351 687.59706 31 309 - 666.29907 - 1449 1170s 420 355 688.54199 32 307 - 666.29907 - 1445 1175s 426 361 689.60257 38 287 - 666.29907 - 1434 1181s 431 364 691.05569 41 298 - 666.29907 - 1426 1187s 434 367 695.44104 44 287 - 666.29907 - 1426 1193s 436 369 698.97010 42 295 - 666.29907 - 1428 1198s 437 370 693.71354 44 311 - 666.29907 - 1429 1201s 438 371 695.62433 44 286 - 666.29907 - 1434 1205s 440 373 694.10599 44 315 - 666.29907 - 1439 1212s 443 376 697.49482 45 290 - 666.29907 - 1439 1217s 445 378 697.72157 47 306 - 666.29907 - 1439 1221s 446 379 705.09403 46 292 - 666.29907 - 1446 1226s 448 381 698.24735 48 303 - 666.29907 - 1443 1230s 450 383 698.78722 48 306 - 666.29907 - 1446 1235s 452 385 705.69301 49 288 - 666.29907 - 1451 1241s 455 388 702.93531 52 307 - 666.29907 - 1451 1248s 456 389 703.45071 52 315 - 666.29907 - 1457 1253s 457 390 703.51400 51 304 - 666.29907 - 1462 1258s 458 391 716.03411 50 286 - 666.29907 - 1473 1266s 461 394 705.23745 53 303 - 666.29907 - 1470 1270s 464 397 752.64830 53 304 - 666.29907 - 1488 1286s 467 400 705.00706 54 304 - 666.29907 - 1484 1290s 470 403 706.25994 57 299 - 666.29907 - 1478 1299s 471 404 706.62297 58 294 - 666.29907 - 1475 1300s 475 408 714.83441 61 291 - 666.29907 - 1479 1309s 476 409 707.68717 60 290 - 666.29907 - 1478 1311s 480 413 775.52653 62 304 - 666.29907 - 1494 1328s 481 414 775.56999 61 306 - 666.29907 - 1515 1341s 483 416 726.03728 63 294 - 666.29907 - 1519 1347s 484 417 713.47071 64 301 - 666.29907 - 1520 1350s 489 420 714.33750 66 294 - 666.29907 - 1514 1356s 492 423 714.80805 66 301 - 666.29907 - 1512 1361s 495 426 715.80505 68 310 - 666.29907 - 1509 1365s 500 431 715.92744 70 289 - 666.29907 - 1500 1370s 503 434 755.60041 70 286 - 666.29907 - 1507 1379s 504 435 750.46058 71 266 - 666.29907 - 1521 1390s 506 437 757.67529 72 285 - 666.29907 - 1534 1402s 508 439 722.54769 75 287 - 666.29907 - 1535 1406s 510 441 727.35865 76 281 - 666.29907 - 1537 1411s 511 442 746.94323 73 293 - 666.29907 - 1549 1421s 512 443 746.10828 75 287 - 666.29907 - 1558 1428s 513 444 732.12242 76 289 - 666.29907 - 1558 1431s 515 444 739.65945 77 292 - 666.29907 - 1558 1437s 517 446 736.40742 78 296 - 666.29907 - 1557 1442s 519 446 738.72597 79 301 - 666.29907 - 1553 1445s 523 448 736.50232 78 276 - 666.29907 - 1549 1452s 525 450 737.33991 79 267 - 666.29907 - 1547 1456s 527 452 737.51180 80 277 - 666.29907 - 1544 1460s 535 452 infeasible 83 - 666.29907 - 1526 1465s 539 450 667.60265 2 336 - 666.94873 - 1522 1475s 541 452 671.21088 4 353 - 666.94873 - 1526 1482s 542 453 671.69954 4 332 - 666.94873 - 1529 1487s 544 455 674.20702 5 336 - 666.94873 - 1529 1491s 547 458 674.70539 8 335 - 666.94873 - 1528 1497s 550 461 676.31285 11 322 - 666.94873 - 1524 1500s 553 464 678.36374 13 336 - 666.94873 - 1524 1507s 556 467 680.53109 15 332 - 666.94873 - 1526 1514s 557 468 682.91874 15 303 - 666.94873 - 1530 1520s 560 471 677.93597 15 318 - 666.94873 - 1528 1525s 564 475 678.27660 18 313 - 666.94873 - 1525 1535s 567 478 679.74513 21 318 - 666.94873 - 1523 1540s 571 482 682.19660 23 310 - 666.94873 - 1519 1545s 574 485 682.36663 25 297 - 666.94873 - 1519 1551s 577 488 686.61385 26 296 - 666.94873 - 1522 1559s 578 489 681.67652 25 311 - 666.94873 - 1521 1560s 579 490 684.91542 25 315 - 666.94873 - 1526 1566s 584 495 682.60904 29 313 - 666.94873 - 1518 1570s 586 497 688.31165 28 324 - 666.94873 - 1524 1577s 590 499 683.11832 31 312 - 666.94873 - 1518 1581s 594 503 687.21887 33 303 - 666.94873 - 1516 1587s 595 504 691.29025 32 297 - 666.94873 - 1522 1593s 596 505 687.39688 35 310 - 666.94873 - 1525 1596s 598 507 686.78035 36 308 - 666.94873 - 1524 1600s 601 509 698.04604 38 345 - 666.94873 - 1518 1609s 603 510 682.43491 29 287 - 666.94873 - 1513 1654s 604 511 687.54686 28 307 - 666.94873 - 1510 1676s 605 512 750.46240 72 312 - 666.94873 - 1508 1693s 606 512 695.50705 10 312 - 666.94873 - 1505 1712s 607 513 691.39742 25 324 - 666.94873 - 1503 1726s 608 514 704.84179 47 309 - 666.94873 - 1500 1740s 609 514 718.77937 60 325 - 666.94873 - 1498 1747s 610 515 687.84682 35 338 - 667.11771 - 1495 1756s 611 516 727.33766 84 346 - 667.65198 - 1493 1762s 612 516 687.84682 35 348 - 668.17851 - 1490 1769s 613 517 690.17294 28 350 - 668.33721 - 1488 1775s 614 518 710.69079 57 348 - 668.46923 - 1485 1781s 615 518 690.17294 28 350 - 668.61152 - 1483 1787s 616 519 684.70332 25 362 - 668.73203 - 1481 1793s 617 520 679.62489 21 362 - 668.83874 - 1478 1799s 618 520 690.17294 28 360 - 668.88462 - 1476 1802s 620 522 684.70332 25 365 - 668.88957 - 1471 1871s 623 524 750.46240 72 351 - 668.89246 - 1464 1937s 624 526 669.08796 15 356 - 669.08796 - 1668 2002s 625 527 672.85080 15 348 - 669.27268 - 1669 2071s 626 528 670.02815 16 346 - 670.02815 - 1668 2139s 627 528 680.09608 16 343 - 670.02815 - 1672 2206s 628 529 671.06808 17 329 - 671.06808 - 1672 2216s 629 530 691.64925 17 318 - 671.06808 - 1682 2237s 630 530 671.21826 18 336 - 671.21826 - 1680 2242s 631 529 infeasible 18 - 671.21826 - 1683 2246s 633 530 676.34695 19 341 - 671.84626 - 1683 2256s 634 531 672.89889 20 337 - 671.84626 - 1682 2261s 636 532 674.00206 21 346 - 672.90080 - 1679 2268s 637 533 673.87827 21 335 - 673.20416 - 1680 2273s 639 532 689.04399 22 344 - 673.20416 - 1678 2280s 641 534 691.01486 23 339 - 673.20416 - 1676 2286s 644 536 690.22907 25 326 - 673.20416 - 1674 2296s 645 536 698.57126 25 342 - 673.20416 - 1681 2308s 646 537 690.29867 26 325 - 673.20416 - 1678 2310s 648 536 690.50914 27 324 - 673.20416 - 1678 2315s 650 536 690.59796 28 333 - 673.20416 - 1680 2320s 652 535 692.16441 29 330 - 673.20416 - 1684 2329s 653 536 695.09522 29 323 - 673.20416 - 1685 2334s 654 536 692.24452 30 326 - 673.20416 - 1683 2336s 655 537 715.10855 30 315 - 673.20416 - 1695 2355s 657 538 696.01687 31 329 - 673.20416 - 1697 2365s 659 540 696.50768 32 318 - 673.20416 - 1696 2371s 661 541 744.95745 33 311 - 673.20416 - 1720 2410s 663 542 701.46891 34 304 - 673.20416 - 1718 2416s 664 543 694.66394 35 324 - 673.20416 - 1720 2423s 665 544 734.09881 35 327 - 673.20416 - 1750 2456s 666 544 695.29264 36 335 - 673.20416 - 1750 2460s 667 545 739.59343 36 304 - 673.20416 - 1760 2475s 669 546 701.05689 37 329 - 673.20416 - 1758 2481s 670 547 723.52489 38 325 - 673.20416 - 1767 2495s 672 548 699.64221 39 330 - 673.20416 - 1766 2500s 675 548 703.42629 40 311 - 673.20416 - 1762 2505s 678 548 700.35901 42 322 - 673.20416 - 1759 2510s 680 548 702.19938 43 314 - 673.20416 - 1763 2520s 682 549 702.30718 44 317 - 673.20416 - 1761 2525s 685 549 711.09952 45 307 - 673.20416 - 1765 2541s 688 549 708.94522 47 316 - 673.20416 - 1762 2546s 690 550 709.01076 48 316 - 673.20416 - 1759 2551s 693 548 infeasible 49 - 673.20416 - 1788 2589s 694 549 710.55205 50 316 - 673.20416 - 1789 2595s 695 550 710.96438 50 314 - 673.20416 - 1790 2600s 696 550 711.82932 51 308 - 673.20416 - 1793 2607s 697 551 762.83705 51 298 - 673.20416 - 1807 2626s 699 552 715.69261 52 305 - 673.20416 - 1806 2631s 701 554 716.86933 53 312 - 673.20416 - 1805 2636s 703 555 717.74173 54 304 - 673.20416 - 1804 2643s 704 556 725.02485 55 306 - 673.20416 - 1804 2648s 705 556 727.32541 55 299 - 673.20416 - 1805 2651s 706 557 728.96581 56 298 - 673.20416 - 1806 2656s 707 558 728.95498 56 292 - 673.20416 - 1807 2662s 708 558 729.94619 57 289 - 673.20416 - 1808 2665s 710 560 731.50458 58 284 - 673.20416 - 1806 2671s 712 561 730.65850 59 291 - 673.20416 - 1804 2676s 714 562 730.88405 60 287 - 673.20416 - 1801 2681s 718 563 733.10380 62 282 - 673.20416 - 1799 2691s 719 564 748.98281 62 282 - 673.20416 - 1808 2705s 721 565 752.99134 63 287 - 673.20416 - 1813 2716s 722 566 735.86834 64 285 - 673.20416 - 1813 2720s 725 566 747.99924 65 273 - 673.20416 - 1809 2725s 728 566 737.83527 67 268 - 673.20416 - 1807 2731s 732 563 740.67141 69 270 - 673.20416 - 1803 2737s 734 563 741.08474 70 279 - 673.20416 - 1801 2741s 737 563 741.78575 72 273 - 673.20416 - 1795 2745s 742 560 742.20768 75 274 - 673.20416 - 1785 2750s 747 559 749.71957 78 274 - 673.20416 - 1780 2759s 748 560 745.03989 78 278 - 673.20416 - 1781 2763s 749 561 746.33114 79 263 - 673.20416 - 1780 2765s 750 561 747.36488 79 276 - 673.20416 - 1781 2770s 752 563 752.41736 80 273 - 673.20416 - 1782 2778s 753 563 748.13851 81 256 - 673.20416 - 1781 2781s 757 562 748.45190 83 255 - 673.20416 - 1776 2786s 760 562 751.53074 84 260 - 673.20416 - 1774 2794s 761 563 751.75153 85 257 - 673.20416 - 1772 2796s 763 564 750.92536 86 252 - 673.20416 - 1770 2800s 768 564 infeasible 88 - 673.20416 - 1763 2805s 773 566 753.89323 91 255 - 673.20416 - 1754 2810s 785 560 688.22520 21 321 - 673.51867 - 1732 2819s 786 560 694.74808 22 347 - 673.51867 - 1735 2825s 787 561 695.97007 22 332 - 673.51867 - 1736 2831s 788 562 697.76047 23 350 - 673.51867 - 1739 2837s 789 562 701.71250 23 336 - 673.51867 - 1744 2847s 790 563 701.14654 24 331 - 673.51867 - 1744 2851s 791 564 703.24760 24 344 - 673.51867 - 1746 2855s 793 563 infeasible 25 - 673.51867 - 1753 2866s 795 564 703.08208 26 328 - 673.51867 - 1754 2872s 796 565 709.70017 27 323 - 673.51867 - 1754 2876s 799 565 infeasible 28 - 673.51867 - 1762 2891s 800 566 711.38362 29 327 - 673.51867 - 1762 2895s 802 567 711.48165 30 314 - 673.51867 - 1763 2901s 804 566 711.54942 31 310 - 673.51867 - 1763 2905s 805 565 infeasible 31 - 673.51867 - 1778 2922s 807 566 713.10100 32 304 - 673.51867 - 1777 2927s 808 567 716.43785 33 308 - 673.51867 - 1778 2931s 809 568 715.97096 33 306 - 673.51867 - 1779 2937s 810 568 721.26868 34 302 - 673.51867 - 1780 2942s 811 569 717.75939 34 314 - 673.51867 - 1780 2946s 812 570 719.88222 35 321 - 673.51867 - 1781 2952s 813 570 721.22171 35 319 - 673.51867 - 1782 2957s 815 572 720.75950 36 322 - 673.51867 - 1779 2960s 817 573 723.66172 37 321 - 673.51867 - 1779 2965s 819 574 738.73769 38 280 - 673.51867 - 1784 2976s 821 575 761.59037 39 314 - 673.51867 - 1798 2997s 822 575 722.51989 40 308 - 673.51867 - 1799 3001s 824 577 724.32615 41 304 - 673.51867 - 1801 3008s 825 575 infeasible 41 - 673.51867 - 1808 3018s 826 576 725.88591 42 306 - 673.51867 - 1808 3020s 827 577 725.99933 42 308 - 673.51867 - 1809 3025s 830 579 726.66387 44 302 - 673.51867 - 1807 3031s 832 580 728.27703 45 315 - 673.51867 - 1807 3036s 834 579 729.76121 46 308 - 673.51867 - 1807 3042s 835 580 732.98064 46 298 - 673.51867 - 1808 3045s 838 582 732.01244 48 302 - 673.51867 - 1804 3050s 842 583 732.69139 50 305 - 673.51867 - 1799 3056s 843 583 733.54970 50 280 - 673.51867 - 1801 3061s 845 585 735.21749 51 279 - 673.51867 - 1800 3065s 847 586 744.20952 52 283 - 673.51867 - 1803 3074s 848 587 734.80015 53 270 - 673.51867 - 1802 3077s 849 587 735.19048 53 264 - 673.51867 - 1803 3080s 852 587 737.38004 55 278 - 673.51867 - 1800 3085s 854 589 739.92246 56 271 - 673.51867 - 1800 3092s 857 589 infeasible 57 - 673.51867 - 1797 3095s 858 589 744.21348 58 278 - 673.51867 - 1801 3101s 859 590 751.63016 58 262 - 673.51867 - 1803 3106s 863 591 749.20720 60 257 - 673.51867 - 1797 3111s 865 592 754.97858 61 268 - 673.51867 - 1800 3118s 866 593 746.28600 62 265 - 673.51867 - 1799 3120s 874 590 747.23438 66 285 - 673.51867 - 1786 3126s 877 589 761.25585 67 273 - 673.51867 - 1784 3130s 882 590 748.23488 70 285 - 673.51867 - 1778 3135s 887 590 749.04727 72 292 - 673.51867 - 1772 3141s 890 590 749.63407 74 289 - 673.51867 - 1769 3145s 892 591 751.53123 75 283 - 673.51867 - 1768 3150s 896 592 751.96088 77 291 - 673.51867 - 1763 3155s 899 591 762.35971 78 280 - 673.51867 - 1764 3162s 903 589 infeasible 80 - 673.51867 - 1760 3166s 909 587 infeasible 83 - 673.51867 - 1753 3171s 914 587 753.00242 86 284 - 673.51867 - 1748 3175s 918 585 753.17785 88 278 - 673.51867 - 1745 3180s 924 583 754.39234 91 273 - 673.51867 - 1738 3185s 929 587 759.31687 93 284 - 673.51867 - 1731 3190s 935 585 757.12257 96 285 - 673.51867 - 1723 3195s 941 587 760.68100 99 272 - 673.51867 - 1715 3200s 946 585 763.98058 102 260 - 673.51867 - 1709 3205s 949 583 684.69936 16 350 - 673.93237 - 1708 3212s 950 582 infeasible 17 - 673.93237 - 1734 3244s 951 582 694.52103 17 349 - 673.93237 - 1736 3250s 954 584 701.63423 19 340 - 673.93237 - 1736 3257s 955 585 704.98034 19 330 - 673.93237 - 1739 3265s 957 586 707.37667 20 332 - 673.93237 - 1740 3273s 958 587 712.00204 21 325 - 673.93237 - 1740 3275s 960 588 712.80649 22 326 - 673.93237 - 1741 3281s 961 587 infeasible 22 - 673.93237 - 1745 3288s 963 588 714.25981 23 324 - 673.93237 - 1743 3291s 968 588 716.13886 26 313 - 673.93237 - 1739 3297s 969 588 719.90123 26 313 - 673.93237 - 1739 3300s 972 590 721.09628 28 314 - 673.93237 - 1742 3312s 973 591 718.20919 28 317 - 673.93237 - 1741 3315s 975 590 infeasible 29 - 673.93237 - 1742 3321s 976 591 725.25731 30 306 - 673.93237 - 1745 3327s 977 592 724.62257 30 314 - 673.93237 - 1746 3332s 979 591 infeasible 31 - 673.93237 - 1746 3336s 981 592 726.29874 32 294 - 673.93237 - 1747 3342s 983 592 infeasible 33 - 673.93237 - 1746 3346s 986 592 734.06665 35 278 - 673.93237 - 1748 3356s 988 591 735.33505 36 277 - 673.93237 - 1748 3361s 989 590 infeasible 36 - 673.93237 - 1752 3368s 991 589 738.55068 37 275 - 673.93237 - 1749 3370s 998 586 678.87671 16 353 - 674.10284 - 1742 3379s 999 586 679.00737 17 348 - 674.10284 - 1741 3381s 1000 587 682.06358 18 347 - 674.10284 - 1742 3386s 1001 588 685.57511 18 339 - 674.10284 - 1746 3394s 1002 588 684.80430 19 333 - 674.10284 - 1746 3399s 1003 589 691.46131 20 321 - 674.10284 - 1747 3402s 1004 590 691.41322 20 320 - 674.10284 - 1748 3407s 1005 590 688.82055 19 356 - 674.10284 - 1750 3413s 1006 591 695.08860 20 337 - 674.10284 - 1750 3415s 1008 590 infeasible 19 - 674.10284 - 1762 3433s 1009 591 691.77057 21 311 - 674.10284 - 1761 3435s 1011 592 697.41432 20 335 - 674.10284 - 1761 3440s 1012 593 697.37167 20 330 - 674.10284 - 1762 3445s 1015 595 696.84068 23 307 - 674.10284 - 1761 3452s 1016 596 696.31433 23 302 - 674.10284 - 1762 3455s 1017 596 703.62440 21 328 - 674.10284 - 1765 3462s 1019 598 698.68695 25 305 - 674.10284 - 1764 3467s 1021 599 699.25585 25 307 - 674.10284 - 1763 3471s 1022 600 702.23290 25 306 - 674.10284 - 1764 3475s 1025 602 702.53647 27 324 - 674.10284 - 1765 3484s 1026 602 699.50456 27 305 - 674.10284 - 1764 3485s 1029 604 701.42431 29 301 - 674.10284 - 1764 3492s 1030 605 704.39007 30 301 - 674.10284 - 1765 3498s 1031 606 705.74681 30 304 - 674.10284 - 1769 3505s 1033 607 704.48170 30 291 - 674.10284 - 1771 3514s 1034 608 705.74602 30 314 - 674.10284 - 1776 3523s 1035 608 703.56052 29 302 - 674.10284 - 1778 3528s 1036 609 703.56447 29 307 - 674.10284 - 1779 3532s 1037 610 706.21119 31 302 - 674.10284 - 1779 3535s 1041 612 706.82641 35 307 - 674.10284 - 1775 3541s 1044 614 707.69475 37 303 - 674.10284 - 1774 3547s 1046 616 708.17757 39 307 - 674.10284 - 1772 3551s 1050 618 710.14666 42 317 - 674.10284 - 1771 3559s 1051 619 709.99990 41 312 - 674.10284 - 1772 3563s 1052 620 711.68475 43 322 - 674.10284 - 1772 3566s 1053 620 710.91579 43 310 - 674.10284 - 1772 3571s 1055 622 712.39570 44 314 - 674.10284 - 1773 3577s 1056 622 713.15936 44 310 - 674.10284 - 1774 3581s 1060 625 713.84515 44 323 - 674.10284 - 1770 3587s 1063 627 712.29622 46 310 - 674.10284 - 1767 3590s 1068 630 716.46200 51 312 - 674.10284 - 1761 3596s Cutting planes: Gomory: 12 Cover: 96 Implied bound: 19 Clique: 2 Flow cover: 151 GUB cover: 11 Zero half: 2 Explored 1069 nodes (2006058 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 6.750000000000e+02, gap -