Gurobi 5.0.1 (linux64) logging started Mon Dec 24 06:12:53 2012 Optimize a model with 23102 rows, 22801 columns and 139557 nonzeros Presolve removed 9589 rows and 10610 columns Presolve time: 0.33s Presolved: 13513 rows, 12191 columns, 68388 nonzeros Variable types: 149 continuous, 12042 integer (12042 binary) Root relaxation: objective 6.975448e+02, 1299 iterations, 0.12 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 697.54478 0 254 - 697.54478 - - 0s 0 0 717.80124 0 290 - 717.80124 - - 1s 0 0 722.06246 0 271 - 722.06246 - - 1s 0 0 722.97178 0 293 - 722.97178 - - 1s 0 0 723.76629 0 290 - 723.76629 - - 1s 0 0 724.03244 0 292 - 724.03244 - - 2s 0 0 724.20000 0 280 - 724.20000 - - 2s 0 0 724.20000 0 284 - 724.20000 - - 2s 0 0 724.36026 0 235 - 724.36026 - - 2s 0 0 724.71299 0 260 - 724.71299 - - 3s 0 0 724.73571 0 254 - 724.73571 - - 3s 0 0 724.86628 0 265 - 724.86628 - - 3s 0 0 724.95000 0 255 - 724.95000 - - 3s 0 0 725.05714 0 245 - 725.05714 - - 3s 0 0 725.05714 0 237 - 725.05714 - - 3s 0 0 725.05714 0 246 - 725.05714 - - 4s 0 0 725.05714 0 238 - 725.05714 - - 4s 0 0 725.05714 0 235 - 725.05714 - - 4s 0 0 725.07500 0 230 - 725.07500 - - 5s 0 0 725.07500 0 216 - 725.07500 - - 5s 0 0 725.07500 0 227 - 725.07500 - - 5s 0 0 725.07500 0 227 - 725.07500 - - 6s 0 2 725.57500 0 227 - 725.57500 - - 8s 53 51 744.68706 34 185 - 725.75556 - 36.2 10s 509 406 infeasible 124 - 726.08816 - 18.5 15s 603 483 760.12029 81 263 - 726.14983 - 19.1 28s 604 484 726.36408 4 251 - 726.14983 - 19.1 41s 605 485 746.46509 45 252 - 733.40552 - 19.0 55s 606 485 735.08550 4 295 - 735.08550 - 19.0 74s 607 486 758.03794 90 256 - 737.64572 - 19.0 87s 608 487 759.30026 73 263 - 740.27218 - 18.9 101s 609 487 747.57619 48 242 - 741.16008 - 18.9 115s 610 488 741.46359 23 216 - 741.46359 - 18.9 123s 611 489 741.73830 29 242 - 741.73830 - 18.9 135s 612 489 760.12029 81 297 - 741.86761 - 18.8 150s 613 490 742.17169 30 310 - 742.17169 - 18.8 170s 614 491 742.53171 15 314 - 742.53171 - 18.8 187s 615 491 742.65386 23 309 - 742.65386 - 18.7 202s 616 492 742.84223 30 304 - 742.84223 - 18.7 220s 617 493 746.46509 45 313 - 743.06767 - 18.7 236s 618 493 759.30026 73 291 - 743.62132 - 18.6 249s 619 494 747.57619 48 268 - 743.72694 - 18.6 262s 620 495 746.46509 45 268 - 743.81579 - 18.6 280s 621 495 770.07928 92 274 - 743.98802 - 18.5 295s 622 496 747.57619 48 256 - 744.03961 - 18.5 309s 623 497 828.29172 133 278 - 744.19938 - 18.5 323s 624 497 744.25306 29 307 - 744.25306 - 18.5 343s 625 498 744.38209 15 299 - 744.38209 - 18.4 364s 626 499 744.43837 23 289 - 744.43837 - 18.4 381s 627 499 747.57619 48 318 - 744.67746 - 18.4 399s 628 500 744.83562 23 308 - 744.83562 - 18.3 416s 629 501 744.94830 29 299 - 744.94830 - 18.3 433s 630 501 745.15185 29 295 - 745.15185 - 18.3 450s 631 502 758.03794 90 341 - 745.22493 - 18.3 469s 632 503 745.28617 29 325 - 745.28617 - 18.2 487s 633 503 789.86335 128 318 - 745.34725 - 18.2 502s 634 504 745.40012 29 311 - 745.40012 - 18.2 517s 635 505 745.43654 15 341 - 745.43654 - 18.1 537s 636 505 750.69194 54 296 - 745.44904 - 18.1 550s 637 506 745.53815 15 275 - 745.53815 - 18.1 564s 638 507 762.18772 83 273 - 745.67910 - 18.1 577s 639 507 759.30026 73 301 - 745.89637 - 18.0 592s 640 508 745.94967 15 270 - 745.94967 - 18.0 610s 641 509 746.46509 45 276 - 746.18232 - 18.0 621s 642 509 746.37188 30 285 - 746.37188 - 17.9 636s 643 510 746.42556 15 293 - 746.42556 - 17.9 647s 644 511 760.12029 81 285 - 746.45322 - 17.9 662s 645 511 747.57619 48 303 - 746.47641 - 17.9 679s 646 512 758.03794 90 311 - 746.59893 - 17.8 699s 647 513 747.57232 50 292 - 746.62693 - 17.8 727s 648 513 761.84244 35 321 - 746.72011 - 17.8 748s 649 514 762.18772 83 323 - 746.83600 - 17.7 770s 650 515 761.84244 35 322 - 746.95032 - 17.7 787s 651 515 747.57232 50 321 - 747.14875 - 17.7 806s 652 516 761.84244 35 316 - 747.19004 - 17.7 821s 653 517 760.12029 81 338 - 747.25935 - 17.6 838s 654 517 747.34278 30 324 - 747.34278 - 17.6 850s 655 518 758.03794 90 345 - 747.36016 - 17.6 866s 656 519 760.12029 81 331 - 747.36597 - 17.6 887s 657 519 759.30026 73 336 - 747.40960 - 17.5 913s 658 520 828.29172 133 331 - 747.42727 - 17.5 930s 659 521 747.57232 50 339 - 747.42727 - 17.5 957s 660 521 761.84244 35 319 - 747.44484 - 17.5 978s 661 522 789.86335 128 328 - 747.47054 - 17.4 999s 662 523 747.47434 29 327 - 747.47434 - 17.4 1021s 663 523 747.47611 45 349 - 747.47611 - 17.4 1038s 664 524 760.12029 81 319 - 747.50119 - 17.3 1056s 665 525 747.56243 4 339 - 747.56243 - 17.3 1072s 666 525 747.60518 15 343 - 747.60518 - 17.3 1095s 667 526 747.62040 23 317 - 747.62040 - 17.3 1115s 668 527 759.30026 73 340 - 747.69049 - 17.2 1137s 669 527 761.84244 35 342 - 747.73327 - 17.2 1160s 670 528 828.29172 133 338 - 747.74314 - 17.2 1181s 671 529 747.74594 23 340 - 747.74594 - 17.2 1196s 672 529 761.84244 35 335 - 747.74594 - 17.1 1218s 673 530 828.29172 133 331 - 747.74594 - 17.1 1234s 674 531 759.30026 73 341 - 747.74594 - 17.1 1243s 675 531 761.84244 35 335 - 747.74594 - 17.1 1254s 678 535 760.12029 81 227 - 747.74594 - 75.4 1266s 680 536 747.74594 48 255 - 747.74594 - 75.2 1280s 681 537 747.74594 23 313 - 747.74594 - 75.1 1299s 682 538 759.30026 73 307 - 747.74594 - 75.0 1319s 683 538 747.76029 15 313 - 747.76029 - 74.9 1334s 684 539 760.12029 81 319 - 747.76514 - 74.8 1355s 685 540 747.77521 15 312 - 747.77521 - 74.7 1379s 686 540 747.81947 50 332 - 747.81947 - 74.5 1402s 687 541 747.82932 15 338 - 747.82932 - 74.4 1424s 688 542 760.12029 81 327 - 747.83042 - 74.3 1441s 689 542 747.83042 48 327 - 747.83042 - 74.2 1462s 690 543 747.83927 23 328 - 747.83927 - 74.1 1479s 691 544 747.83981 29 327 - 747.83981 - 74.0 1494s 692 544 789.86335 128 333 - 747.83981 - 73.9 1515s 693 545 762.18772 83 337 - 747.83981 - 73.8 1528s 694 546 759.30026 73 336 - 747.83981 - 73.7 1541s 695 546 747.83981 15 336 - 747.83981 - 73.6 1546s 698 550 748.10407 26 334 - 747.89445 - 83.7 1551s 741 574 762.90386 47 312 - 747.89445 - 82.6 1555s 836 621 767.09439 54 250 - 747.89445 - 78.1 1560s 981 677 748.81445 29 320 - 748.25146 - 72.0 1565s 1197 799 823.11699 66 282 - 748.32000 - 66.2 1570s 1379 890 753.04557 38 295 - 748.49885 - 62.4 1575s 1496 958 800.16752 73 242 - 748.49885 - 62.8 1580s 1599 1013 833.00275 93 231 - 748.49885 - 63.8 1585s 1966 1186 770.68498 62 310 - 749.17770 - 56.7 1590s 2239 1322 798.26597 83 108 - 749.24207 - 54.1 1595s 2441 1487 862.57284 196 159 - 749.24207 - 52.2 1600s 2666 1664 750.47097 34 311 - 749.29314 - 50.0 1605s 2902 1888 827.24914 162 128 - 749.29314 - 48.8 1610s 3142 2119 877.76426 315 117 - 749.29314 - 46.8 1615s 3454 2363 810.88828 91 184 - 749.29839 - 45.1 1620s 3736 2598 infeasible 248 - 749.29839 - 43.8 1625s 4034 2846 infeasible 60 - 749.33811 - 42.7 1630s 4251 3017 756.12900 33 300 - 749.37655 - 42.6 1635s 4518 3270 829.62607 128 138 - 749.45834 - 42.2 1640s 4749 3451 828.95372 149 165 - 749.55625 - 41.9 1645s 5027 3685 749.81233 34 264 - 749.57203 - 41.2 1650s 5255 3886 801.74694 76 249 - 749.60219 - 41.3 1655s 5320 3935 804.67033 85 229 - 749.60219 - 42.1 1660s 5580 4105 890.46975 171 176 - 749.60219 - 41.7 1665s 5820 4322 845.65432 164 129 - 749.62836 - 41.4 1670s 6083 4526 809.01049 53 307 - 749.68604 - 40.9 1675s 6283 4691 825.02253 86 226 - 749.68857 - 41.1 1680s 6512 4918 881.05100 232 133 - 749.68857 - 41.0 1685s 6790 5139 893.18439 91 226 - 749.72691 - 40.7 1690s 7029 5327 820.95816 137 177 - 749.73517 - 40.5 1695s 7273 5551 847.37667 100 200 - 749.76329 - 40.3 1700s 7477 5731 754.04880 39 233 - 749.80675 - 40.5 1705s 7773 5982 807.79006 93 226 - 749.84317 - 40.2 1710s 8070 6218 783.65932 42 294 - 749.88346 - 39.8 1715s 8332 6418 754.43441 37 332 - 749.91665 - 39.8 1720s 8604 6643 infeasible 76 - 749.92291 - 39.6 1725s 8843 6822 752.71172 31 332 - 749.94242 - 39.6 1730s 9110 7057 847.40891 56 284 - 749.97547 - 39.6 1735s 9309 7184 750.44196 34 277 - 750.01424 - 39.9 1740s 9580 7428 891.28610 171 208 - 750.01677 - 39.7 1745s 9867 7657 787.20207 80 279 - 750.08341 - 39.6 1750s 10183 7905 779.84327 75 298 - 750.11442 - 39.2 1755s 10400 8073 758.79081 41 329 - 750.13966 - 39.0 1760s 10580 8226 768.85809 39 321 - 750.19086 - 39.1 1765s 10750 8371 846.43717 103 234 - 750.19086 - 39.3 1770s 10932 8508 855.85615 84 143 - 750.20736 - 39.5 1775s 11231 8753 780.66539 61 287 - 750.31220 - 39.3 1780s 11395 8885 788.38490 40 319 - 750.32545 - 39.7 1785s 11459 8941 infeasible 71 - 750.32545 - 40.1 1790s 11701 9130 786.96241 63 285 - 750.35077 - 40.1 1795s 11826 9241 822.81386 96 280 - 750.35226 - 40.3 1800s 12031 9431 769.70217 48 291 - 750.35574 - 40.4 1805s 12321 9695 789.29097 60 263 - 750.36313 - 40.0 1810s 12599 9929 827.89538 104 106 - 750.36458 - 40.0 1815s 12878 10141 757.57953 45 328 - 750.37108 - 39.9 1820s 12975 10228 819.27351 74 278 - 750.37571 - 40.2 1825s 13178 10386 754.38439 38 303 - 750.39100 - 40.4 1830s 13367 10542 771.77063 52 295 - 750.41081 - 40.6 1835s 13730 10851 800.21798 80 272 - 750.41598 - 40.2 1840s 13888 10952 761.54756 45 317 - 750.46546 - 40.7 1845s 14107 11133 852.49796 103 206 - 750.46568 - 40.7 1850s 14452 11419 824.07976 117 144 - 750.47207 - 40.5 1855s 14722 11612 791.76457 45 276 - 750.47831 - 40.4 1860s 14880 11740 infeasible 61 - 750.48440 - 40.5 1865s 15098 11898 759.89564 40 320 - 750.50867 - 40.6 1870s 15229 12005 867.27630 72 264 - 750.50946 - 40.9 1875s 15369 12093 769.27151 50 299 - 750.52300 - 41.1 1880s 15577 12253 756.64466 39 247 - 750.54045 - 41.2 1885s 15811 12451 812.46568 125 178 - 750.58348 - 41.2 1890s 16045 12657 892.12727 245 112 - 750.58348 - 41.1 1895s 16243 12811 756.39477 36 262 - 750.59898 - 41.1 1900s 16409 12907 765.40663 49 281 - 750.60532 - 41.3 1905s 16605 13060 766.20464 41 292 - 750.62177 - 41.5 1910s 16859 13246 795.46447 56 276 - 750.63422 - 41.5 1915s 17028 13382 879.45179 106 308 - 750.63422 - 41.7 1920s 17235 13553 864.70514 134 200 - 750.64622 - 41.8 1925s 17461 13722 753.39218 35 262 - 750.68100 - 41.9 1930s 17649 13884 757.40850 34 334 - 750.69088 - 42.0 1935s 17864 14072 819.75430 64 298 - 750.70338 - 42.1 1940s 17960 14142 856.58202 79 263 - 750.71804 - 42.3 1945s 18171 14270 756.07822 42 289 - 750.72741 - 42.5 1950s 18423 14465 780.57083 58 266 - 750.73729 - 42.5 1955s 18534 14535 822.94501 52 325 - 750.74488 - 42.7 1960s 18625 14600 813.73048 79 203 - 750.74836 - 42.8 1965s 18866 14814 854.94416 139 146 - 750.76328 - 42.8 1970s 19086 15034 870.93428 272 123 - 750.76328 - 42.7 1975s 19316 15194 800.85000 53 309 - 750.78707 - 42.7 1980s 19555 15387 823.02555 82 277 - 750.81861 - 42.7 1985s 19786 15558 780.50515 53 295 - 750.83141 - 42.8 1990s 19907 15649 811.46329 61 255 - 750.84474 - 42.9 1995s 20167 15849 infeasible 81 - 750.85108 - 42.8 2000s 20372 16013 770.33975 46 292 - 750.85946 - 42.9 2005s 20484 16114 814.72498 72 171 - 750.86045 - 43.0 2010s 20811 16413 825.52611 80 275 - 750.86075 - 42.7 2015s 21020 16593 830.79834 113 236 - 750.86300 - 42.7 2020s 21180 16702 769.28778 44 302 - 750.86904 - 42.8 2025s 21397 16871 871.01287 78 283 - 750.87205 - 42.8 2030s 21555 16985 infeasible 87 - 750.87681 - 42.9 2035s 21753 17124 809.07807 63 292 - 750.89111 - 42.9 2040s 21928 17261 838.92717 87 291 - 750.90448 - 43.0 2045s 22111 17394 754.67509 35 306 - 750.92659 - 43.1 2050s 22266 17516 896.46374 110 243 - 750.93868 - 43.3 2055s 22442 17646 789.60535 51 284 - 750.96485 - 43.5 2060s 22620 17782 809.33827 57 296 - 750.98355 - 43.5 2065s 22812 17951 835.88576 67 225 - 750.98449 - 43.5 2070s 22981 18109 851.46768 110 167 - 750.99548 - 43.6 2075s 23228 18350 infeasible 264 - 750.99548 - 43.4 2080s 23373 18452 766.62284 46 296 - 751.01944 - 43.6 2085s 23613 18667 760.27008 40 305 - 751.01944 - 43.6 2090s 23857 18878 787.24509 80 225 - 751.02492 - 43.6 2095s 24083 19088 854.25072 143 195 - 751.02492 - 43.6 2100s 24369 19374 872.53077 330 122 - 751.02492 - 43.4 2105s 24621 19598 830.62923 84 282 - 751.02749 - 43.3 2110s 24802 19732 767.93670 43 297 - 751.04086 - 43.4 2115s 24945 19853 infeasible 77 - 751.06026 - 43.5 2120s 25210 20112 855.23089 218 119 - 751.07913 - 43.4 2125s 25422 20299 776.76726 57 269 - 751.07927 - 43.4 2130s 25653 20476 833.08532 78 230 - 751.08528 - 43.4 2135s 25899 20713 958.98005 205 177 - 751.08528 - 43.4 2140s 26100 20857 773.58253 46 311 - 751.09844 - 43.5 2145s 26365 21070 828.68608 58 244 - 751.11587 - 43.4 2150s 26471 21137 infeasible 43 - 751.12303 - 43.5 2155s 26733 21362 842.57894 98 107 - 751.12543 - 43.5 2160s 26932 21511 773.00420 47 294 - 751.14054 - 43.4 2165s 27092 21628 760.71972 41 283 - 751.15383 - 43.5 2170s 27301 21791 755.33446 37 317 - 751.16143 - 43.6 2175s 27548 21993 801.75535 80 313 - 751.16524 - 43.6 2180s 27728 22076 790.96228 48 295 - 751.17404 - 43.7 2185s 27976 22284 857.63580 161 129 - 751.17963 - 43.7 2190s 28201 22471 793.25581 60 286 - 751.18514 - 43.6 2195s 28447 22670 828.80807 76 259 - 751.19758 - 43.6 2200s 28687 22865 856.12464 119 199 - 751.19912 - 43.6 2205s 28989 23118 881.04695 71 228 - 751.21895 - 43.5 2210s 29284 23350 760.87238 46 300 - 751.22433 - 43.4 2215s 29482 23491 753.01281 37 274 - 751.22607 - 43.4 2220s 29781 23746 infeasible 47 - 751.23699 - 43.4 2225s 29946 23869 788.71096 53 306 - 751.25056 - 43.5 2230s 30224 24099 826.19208 69 218 - 751.26646 - 43.4 2235s 30523 24394 854.71394 162 127 - 751.26646 - 43.3 2240s 30734 24567 infeasible 75 - 751.27231 - 43.3 2245s 30844 24639 803.34060 38 304 - 751.29078 - 43.4 2250s 30994 24693 795.61075 40 311 - 751.30384 - 43.5 2255s 31244 24937 877.16012 184 144 - 751.30384 - 43.5 2260s 31561 25196 781.00587 56 271 - 751.31314 - 43.4 2265s 31714 25285 infeasible 53 - 751.31501 - 43.5 2270s 31922 25440 829.00784 92 203 - 751.33166 - 43.5 2275s 32125 25586 831.13339 85 276 - 751.34122 - 43.6 2280s 32373 25832 884.55579 234 113 - 751.34122 - 43.6 2285s 32652 26081 764.27126 41 326 - 751.34122 - 43.5 2290s 32846 26199 759.86523 37 273 - 751.34564 - 43.6 2295s 33030 26338 772.11838 46 295 - 751.35264 - 43.7 2300s 33252 26531 808.07436 87 272 - 751.36493 - 43.7 2305s 33393 26633 795.28672 54 274 - 751.37614 - 43.8 2310s 33492 26706 837.53364 76 238 - 751.37614 - 43.9 2315s 33789 26992 886.35809 205 126 - 751.37614 - 43.8 2320s 34063 27179 infeasible 81 - 751.38651 - 43.7 2325s 34290 27378 820.53058 91 203 - 751.40868 - 43.7 2330s 34473 27512 878.28463 108 248 - 751.41540 - 43.8 2335s 34642 27634 784.18779 67 278 - 751.42239 - 43.9 2340s 34833 27791 751.69838 36 312 - 751.43737 - 44.0 2345s 34997 27918 782.54713 63 229 - 751.44644 - 44.0 2350s 35293 28186 857.66564 197 174 - 751.44758 - 44.0 2355s 35602 28460 769.91969 38 287 - 751.45150 - 43.8 2360s 35806 28619 769.41718 48 278 - 751.46995 - 43.9 2365s 36018 28789 769.55511 42 279 - 751.49044 - 43.9 2370s 36250 28971 830.36626 101 233 - 751.50257 - 43.9 2375s 36471 29165 790.74917 64 295 - 751.50842 - 43.9 2380s 36702 29325 849.54132 103 278 - 751.50860 - 43.9 2385s 36860 29445 787.61978 70 301 - 751.51660 - 44.0 2390s 37091 29617 790.62807 36 268 - 751.52901 - 44.0 2395s 37278 29757 785.84309 64 289 - 751.55001 - 44.1 2400s 37416 29856 897.18437 106 262 - 751.57151 - 44.2 2405s 37660 30050 836.36101 76 264 - 751.59440 - 44.3 2410s 37859 30200 850.11507 61 265 - 751.60302 - 44.3 2415s 38033 30345 806.48501 65 222 - 751.61531 - 44.4 2420s 38189 30487 806.16010 100 326 - 751.62312 - 44.4 2425s 38426 30654 759.84685 38 329 - 751.66619 - 44.4 2430s 38603 30784 756.00386 33 271 - 751.66911 - 44.4 2435s 38758 30932 821.55336 85 237 - 751.66911 - 44.6 2440s 39064 31236 879.32907 183 118 - 751.66911 - 44.5 2445s 39320 31402 839.32894 117 170 - 751.67126 - 44.5 2450s 39562 31611 769.13948 41 313 - 751.68857 - 44.4 2455s 39740 31739 infeasible 85 - 751.68857 - 44.5 2460s 39881 31860 889.85306 111 232 - 751.68921 - 44.6 2465s 40042 31979 778.35715 61 299 - 751.70156 - 44.7 2470s 40248 32169 830.96266 143 86 - 751.71358 - 44.7 2475s 40530 32396 815.18499 67 245 - 751.74473 - 44.7 2480s 40729 32550 777.48122 63 253 - 751.76318 - 44.7 2485s 40804 32597 778.57281 46 305 - 751.76581 - 44.7 2654s 40838 32631 815.57551 69 291 - 751.76581 - 44.6 2655s 41110 32862 927.48157 183 126 - 751.76907 - 44.6 2660s 41305 33009 826.27631 69 285 - 751.77178 - 44.6 2665s 41497 33151 789.86353 68 308 - 751.78111 - 44.7 2670s 41681 33301 902.75968 100 254 - 751.78685 - 44.7 2675s 41914 33458 896.58149 110 202 - 751.79872 - 44.7 2680s 42087 33566 895.13004 98 287 - 751.80365 - 44.8 2685s 42286 33712 857.43416 76 247 - 751.80676 - 44.8 2690s 42605 33981 761.89507 36 311 - 751.82190 - 44.7 2695s 42747 34090 778.14153 42 317 - 751.83654 - 44.8 2700s 42902 34196 753.64126 33 297 - 751.84766 - 44.9 2705s 43145 34378 763.42471 48 315 - 751.85294 - 44.8 2710s 43394 34593 809.81772 102 254 - 751.85583 - 44.8 2715s 43596 34745 821.04294 74 243 - 751.85884 - 44.9 2720s 43788 34884 813.06558 62 287 - 751.86024 - 44.9 2725s 43960 35040 852.28765 147 199 - 751.86024 - 44.9 2730s 44215 35238 787.40323 49 306 - 751.86228 - 44.8 2735s 44440 35432 841.70412 82 241 - 751.87614 - 44.8 2740s 44681 35651 831.77424 111 180 - 751.88368 - 44.8 2745s 45061 36001 948.94388 279 110 - 751.88368 - 44.6 2750s 45234 36132 830.71138 100 159 - 751.88673 - 44.7 2755s 45482 36338 788.86138 54 266 - 751.89187 - 44.7 2760s 45751 36594 844.72393 154 100 - 751.89527 - 44.6 2765s 46112 36875 788.63511 78 220 - 751.90120 - 44.5 2770s 46313 37021 813.25732 81 306 - 751.92230 - 44.5 2775s 46560 37216 805.84773 73 307 - 751.95213 - 44.6 2780s 46682 37304 770.44516 41 301 - 751.95534 - 44.7 2785s 46910 37474 788.82015 40 290 - 751.95960 - 44.6 2790s 47033 37567 771.65157 56 313 - 751.96278 - 44.7 2795s 47240 37737 928.13338 144 180 - 751.96278 - 44.7 2800s 47585 38019 761.11328 44 262 - 751.96947 - 44.6 2805s 47780 38212 822.20988 118 230 - 751.96947 - 44.7 2810s 48002 38334 768.44653 40 309 - 751.98216 - 44.7 2815s 48276 38540 805.79259 54 295 - 752.00144 - 44.6 2820s 48480 38695 769.65281 48 312 - 752.02637 - 44.7 2825s 48671 38837 infeasible 36 - 752.03661 - 44.7 2830s 48871 39007 811.59558 70 263 - 752.03692 - 44.7 2835s 49260 39352 794.36884 65 304 - 752.03727 - 44.6 2840s 49454 39482 infeasible 62 - 752.04974 - 44.6 2845s 49662 39654 814.29200 67 247 - 752.05004 - 44.6 2850s 49850 39800 832.98062 74 203 - 752.05561 - 44.7 2855s 50046 39940 infeasible 61 - 752.06109 - 44.7 2860s 50232 40101 806.12979 65 250 - 752.06166 - 44.7 2865s 50575 40401 887.50555 224 117 - 752.06166 - 44.6 2870s 50852 40601 752.12479 34 336 - 752.06526 - 44.6 2875s 51005 40738 867.20112 80 187 - 752.07161 - 44.6 2881s 51131 40833 infeasible 91 - 752.07647 - 44.7 2885s 51320 40969 789.64611 49 260 - 752.09997 - 44.7 2890s 51516 41159 870.18858 148 116 - 752.09997 - 44.7 2895s 51697 41291 919.19463 106 271 - 752.10308 - 44.7 2900s 51836 41390 768.99146 42 295 - 752.10477 - 44.8 2905s 51985 41496 887.02806 96 233 - 752.10956 - 44.9 2910s 52176 41642 784.86802 67 296 - 752.11491 - 45.0 2915s 52404 41826 infeasible 90 - 752.11644 - 44.9 2920s 52599 41984 765.65502 41 312 - 752.12479 - 44.9 2925s 52778 42142 775.29727 74 286 - 752.13969 - 45.0 2930s 52993 42343 857.87366 189 141 - 752.13969 - 45.0 2935s 53176 42473 757.21849 37 292 - 752.15374 - 45.0 2940s 53409 42702 834.17404 106 115 - 752.15374 - 45.0 2945s 53758 43021 764.73546 41 277 - 752.15374 - 44.8 2950s 53920 43150 769.43911 44 267 - 752.15784 - 44.9 2955s 54160 43352 806.24775 74 272 - 752.16438 - 44.9 2960s 54309 43457 814.72531 51 343 - 752.16636 - 45.0 2965s 54552 43660 infeasible 86 - 752.17007 - 45.0 2970s 54708 43787 775.88969 46 300 - 752.17702 - 45.0 2975s 54853 43899 775.64569 47 266 - 752.17864 - 45.1 2980s 54992 43983 762.28478 40 317 - 752.18545 - 45.2 2985s 55191 44123 760.10025 36 282 - 752.19835 - 45.2 2990s 55380 44269 855.94647 87 209 - 752.20688 - 45.2 2995s 55597 44408 767.15260 36 274 - 752.21459 - 45.3 3000s 55776 44581 878.31460 140 140 - 752.21459 - 45.3 3005s 56028 44759 778.15523 54 267 - 752.21720 - 45.3 3010s 56218 44917 infeasible 75 - 752.21970 - 45.4 3015s 56393 45037 infeasible 64 - 752.22517 - 45.4 3020s 56574 45165 771.73219 45 280 - 752.22949 - 45.5 3025s 56829 45413 866.78432 188 173 - 752.22949 - 45.4 3030s 57045 45598 771.50711 39 240 - 752.23517 - 45.4 3035s 57244 45745 767.48468 47 286 - 752.23815 - 45.4 3040s 57363 45831 infeasible 96 - 752.24247 - 45.5 3045s 57519 45943 798.11596 45 271 - 752.25059 - 45.6 3050s 57658 46032 775.70552 41 281 - 752.25615 - 45.6 3055s 57803 46151 887.25101 88 261 - 752.25813 - 45.7 3060s 57924 46224 825.87585 65 220 - 752.26760 - 45.8 3065s 58105 46304 771.81909 43 227 - 752.28515 - 45.9 3070s 58311 46466 759.29719 40 297 - 752.30457 - 45.9 3075s 58518 46650 779.59305 65 272 - 752.30721 - 45.9 3080s 58699 46778 809.70371 81 224 - 752.31086 - 46.0 3085s 58893 46891 769.17791 38 287 - 752.32570 - 46.0 3090s 59132 47091 784.40464 38 271 - 752.32570 - 46.0 3095s 59392 47296 769.88362 38 278 - 752.33193 - 46.0 3100s 59557 47411 796.56305 50 288 - 752.33442 - 46.0 3105s 59690 47474 832.99306 77 257 - 752.33669 - 46.1 3110s 59967 47697 776.36395 53 319 - 752.35085 - 46.1 3115s 60151 47837 807.79188 77 235 - 752.35243 - 46.1 3120s 60335 47976 infeasible 73 - 752.35829 - 46.1 3125s 60594 48211 842.32924 197 122 - 752.35934 - 46.1 3130s 60896 48465 837.23262 98 234 - 752.36280 - 46.1 3135s 61206 48723 infeasible 275 - 752.36280 - 45.9 3140s 61436 48884 761.98758 37 284 - 752.38883 - 45.9 3145s 61830 49232 783.57073 50 272 - 752.39081 - 45.8 3150s 62018 49356 831.14887 81 299 - 752.39231 - 45.8 3155s 62142 49439 772.62370 42 258 - 752.39477 - 45.9 3160s 62357 49614 767.75422 42 228 - 752.39814 - 45.9 3165s 62573 49786 836.99079 92 255 - 752.39814 - 45.9 3170s 62743 49888 infeasible 108 - 752.39996 - 45.9 3175s 62953 50048 829.18595 107 147 - 752.40664 - 45.9 3180s 63214 50267 781.53967 49 274 - 752.41400 - 45.9 3185s 63416 50440 914.63730 126 197 - 752.41451 - 45.9 3190s 63776 50717 752.45646 37 295 - 752.41979 - 45.8 3195s 63989 50883 infeasible 93 - 752.42388 - 45.8 3200s 64154 51002 infeasible 101 - 752.42455 - 45.9 3205s 64312 51116 855.42904 76 270 - 752.43533 - 45.9 3210s 64500 51256 783.16308 41 279 - 752.44691 - 45.9 3215s 64723 51443 790.21033 93 261 - 752.45178 - 45.9 3220s 64883 51564 809.58589 75 250 - 752.46228 - 46.0 3225s 65082 51712 773.92768 49 277 - 752.46525 - 46.0 3230s 65202 51804 795.80623 46 262 - 752.46665 - 46.1 3235s 65519 52117 873.37462 220 141 - 752.46665 - 46.0 3240s 65754 52294 778.77923 51 245 - 752.47176 - 46.0 3245s 65951 52438 841.19737 51 322 - 752.48176 - 46.0 3250s 66143 52566 858.60557 93 281 - 752.48663 - 46.1 3255s 66300 52647 776.33781 43 293 - 752.48845 - 46.1 3260s 66553 52850 812.43446 87 211 - 752.48858 - 46.1 3265s 66739 52994 822.00055 94 258 - 752.49724 - 46.1 3270s 66925 53114 812.85748 67 257 - 752.50345 - 46.2 3275s 67088 53216 848.29918 61 262 - 752.50798 - 46.2 3280s 67280 53379 825.31925 110 94 - 752.51152 - 46.3 3285s 67658 53724 796.05966 55 280 - 752.51392 - 46.2 3290s 67796 53831 infeasible 58 - 752.52110 - 46.2 3295s 68010 53991 863.84803 67 289 - 752.52561 - 46.2 3300s 68279 54228 infeasible 184 - 752.52602 - 46.2 3305s 68554 54471 843.57590 165 157 - 752.52799 - 46.2 3310s 68868 54750 820.15710 98 264 - 752.53062 - 46.1 3315s 69192 55044 762.21628 46 257 - 752.53196 - 46.0 3320s 69399 55209 769.99973 43 274 - 752.53455 - 46.1 3325s 69670 55461 825.81824 166 119 - 752.53763 - 46.1 3330s 69923 55671 840.81665 95 215 - 752.54047 - 46.1 3335s 70116 55806 infeasible 66 - 752.54542 - 46.1 3340s 70318 55957 781.65345 47 294 - 752.54670 - 46.1 3345s 70632 56250 859.50574 212 148 - 752.54915 - 46.1 3350s 70817 56407 780.82535 42 286 - 752.54989 - 46.1 3355s 70984 56554 infeasible 73 - 752.55348 - 46.1 3360s 71233 56732 769.20772 52 207 - 752.56907 - 46.2 3365s 71407 56895 855.28216 107 99 - 752.56907 - 46.1 3370s 71748 57234 918.14739 265 48 - 752.56907 - 46.1 3375s 71992 57427 820.94677 94 193 - 752.57218 - 46.0 3380s 72362 57720 794.87826 71 301 - 752.57378 - 45.9 3385s 72598 57897 830.89387 100 220 - 752.57730 - 46.0 3390s 72720 57977 818.63977 67 256 - 752.57956 - 46.0 3395s 72876 58101 847.66053 89 190 - 752.58265 - 46.1 3400s 73208 58390 757.20151 36 288 - 752.59151 - 46.0 3405s 73453 58588 763.93246 40 282 - 752.59695 - 45.9 3410s 73644 58739 infeasible 82 - 752.60372 - 46.0 3415s 73772 58848 825.63506 63 249 - 752.60539 - 46.0 3420s 73903 58940 758.75016 33 287 - 752.61078 - 46.1 3425s 74026 59032 871.74818 89 242 - 752.61078 - 46.1 3430s 74267 59215 808.60975 69 244 - 752.61666 - 46.1 3435s 74420 59303 766.63121 42 271 - 752.61813 - 46.1 3440s 74804 59681 895.72844 300 150 - 752.61813 - 46.0 3445s 75016 59826 787.87398 63 282 - 752.62091 - 46.1 3450s 75262 60027 798.03376 64 231 - 752.63044 - 46.1 3455s 75487 60198 922.11290 115 153 - 752.63269 - 46.1 3460s 75674 60308 781.69408 44 305 - 752.64443 - 46.1 3465s 75882 60481 768.57394 47 301 - 752.64658 - 46.1 3470s 76138 60675 907.46575 121 224 - 752.64889 - 46.1 3475s 76300 60795 831.64049 64 276 - 752.65132 - 46.2 3480s 76417 60868 801.65701 61 254 - 752.65341 - 46.2 3485s 76630 61027 895.44411 92 278 - 752.65526 - 46.2 3490s 76998 61355 857.10459 194 122 - 752.65741 - 46.2 3495s 77324 61567 763.77024 46 303 - 752.66300 - 46.1 3500s 77525 61738 760.85918 35 317 - 752.66597 - 46.2 3505s 77706 61902 828.33564 101 174 - 752.66622 - 46.2 3510s 78012 62177 757.89830 35 279 - 752.66648 - 46.1 3515s 78152 62283 812.67627 59 327 - 752.66995 - 46.2 3520s 78265 62348 infeasible 121 - 752.66995 - 46.4 3528s 78294 62369 780.51990 55 235 - 752.67011 - 46.4 3530s 78438 62469 804.88761 59 248 - 752.67089 - 46.4 3535s 78627 62614 808.02059 94 218 - 752.67139 - 46.4 3540s 78819 62761 818.47011 102 188 - 752.67873 - 46.4 3545s 79159 63055 827.73250 47 303 - 752.67946 - 46.4 3550s 79371 63215 infeasible 122 - 752.68542 - 46.4 3555s 79597 63418 886.77053 159 200 - 752.68949 - 46.4 3560s 79895 63663 773.49497 46 256 - 752.69247 - 46.4 3565s 80101 63821 758.89236 40 279 - 752.69732 - 46.4 3570s 80305 64001 831.52323 84 222 - 752.70033 - 46.4 3575s 80757 64441 904.05916 326 67 - 752.70033 - 46.3 3580s 80987 64626 823.89228 91 166 - 752.70171 - 46.3 3585s 81376 64960 781.38881 51 280 - 752.70788 - 46.2 3590s 81608 65153 806.24335 87 184 - 752.71620 - 46.2 3596s Cutting planes: Learned: 48 Gomory: 35 Cover: 195 Implied bound: 14 Clique: 13 MIR: 536 GUB cover: 57 Zero half: 145 Mod-K: 1 Explored 81750 nodes (3784866 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 7.530000000000e+02, gap -