Gurobi 5.0.1 (linux64) logging started Tue Dec 25 00:21:46 2012 Optimize a model with 40402 rows, 40401 columns and 183000 nonzeros Presolve removed 36291 rows and 20434 columns Presolve time: 0.33s Presolved: 4111 rows, 19967 columns, 50723 nonzeros Variable types: 191 continuous, 19776 integer (19776 binary) Root relaxation: objective 8.705107e+02, 1129 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 870.51066 0 310 - 870.51066 - - 0s 0 0 921.48037 0 394 - 921.48037 - - 0s 0 0 927.04332 0 410 - 927.04332 - - 0s 0 0 930.61209 0 370 - 930.61209 - - 1s 0 0 931.78598 0 405 - 931.78598 - - 1s 0 0 934.54551 0 416 - 934.54551 - - 1s 0 0 934.55909 0 397 - 934.55909 - - 1s 0 0 934.71667 0 391 - 934.71667 - - 1s 0 0 934.97143 0 424 - 934.97143 - - 1s 0 0 934.97143 0 315 - 934.97143 - - 1s 0 2 934.97143 0 307 - 934.97143 - - 3s 406 344 949.81818 19 350 - 935.67002 - 17.1 5s 603 482 975.72839 29 356 - 936.17444 - 17.3 18s 604 483 944.77906 11 332 - 936.17444 - 17.3 36s 605 484 1042.30302 141 379 - 939.79432 - 17.2 56s 606 484 948.02466 3 342 - 948.02466 - 17.2 72s 607 485 1000.59584 124 369 - 954.09102 - 17.2 82s 608 486 966.69841 37 382 - 957.40294 - 17.1 94s 609 486 1042.30302 141 389 - 958.90787 - 17.1 118s 610 487 961.22178 11 380 - 961.22178 - 17.1 135s 611 488 961.89419 22 378 - 961.89419 - 17.1 151s 612 488 962.43754 3 363 - 962.43754 - 17.0 168s 613 489 1008.21372 40 367 - 963.93358 - 17.0 185s 614 490 997.54425 105 380 - 965.19361 - 17.0 207s 615 490 1000.59584 124 358 - 965.61812 - 16.9 226s 616 491 965.95653 3 358 - 965.95653 - 16.9 243s 617 492 1042.30302 141 370 - 966.39172 - 16.9 262s 618 492 988.20615 67 377 - 967.08919 - 16.9 278s 619 493 968.13667 25 423 - 967.53589 - 16.8 293s 620 494 967.84839 16 416 - 967.84839 - 16.8 308s 621 494 997.54425 105 416 - 968.13946 - 16.8 323s 622 495 968.20718 25 426 - 968.20718 - 16.8 355s 623 496 988.20615 67 420 - 968.66151 - 16.7 377s 624 496 968.77857 23 420 - 968.77857 - 16.7 395s 625 497 968.85731 22 404 - 968.85731 - 16.7 414s 626 498 969.12144 8 402 - 969.12144 - 16.6 430s 627 498 969.40597 11 422 - 969.40597 - 16.6 449s 628 499 969.73356 25 215 - 969.73356 - 16.6 455s 629 500 975.72839 29 342 - 969.83549 - 16.6 466s 630 500 970.45734 5 409 - 970.45734 - 16.5 488s 631 501 970.48925 12 380 - 970.48925 - 16.5 506s 632 502 997.54425 105 423 - 970.72973 - 16.5 518s 633 502 1008.28154 108 399 - 970.81832 - 16.5 532s 634 503 971.07198 16 410 - 971.07198 - 16.4 550s 635 504 997.54425 105 443 - 971.24558 - 16.4 571s 636 504 971.38353 22 451 - 971.38353 - 16.4 592s 637 505 974.73912 31 443 - 971.40054 - 16.4 615s 638 506 1008.66351 78 451 - 971.40091 - 16.3 640s 639 506 971.40697 23 432 - 971.40697 - 16.3 662s 640 507 1000.59584 124 448 - 971.41022 - 16.3 686s 641 508 997.54425 105 433 - 971.41022 - 16.3 712s 642 508 971.41022 5 430 - 971.41022 - 16.2 736s 643 509 988.20615 67 437 - 971.41022 - 16.2 743s 644 510 997.54425 105 437 - 971.41022 - 16.2 752s 647 513 971.41022 5 315 - 971.41022 - 83.7 764s 649 514 1008.21372 40 362 - 971.41022 - 83.5 774s 650 515 1008.66351 78 351 - 971.41022 - 83.3 786s 651 516 971.41022 5 327 - 971.41022 - 83.2 799s 652 516 974.73912 31 253 - 971.89670 - 83.1 804s 653 517 971.97679 25 372 - 971.97679 - 82.9 820s 654 518 972.34882 22 378 - 972.34882 - 82.8 845s 655 518 975.72839 29 369 - 972.37210 - 82.7 858s 656 519 972.37210 3 409 - 972.37210 - 82.6 879s 657 520 1008.28154 108 398 - 972.72516 - 82.4 892s 658 520 1042.30302 141 378 - 972.72541 - 82.3 908s 659 521 974.73912 31 383 - 972.72541 - 82.2 922s 660 522 972.72541 37 415 - 972.72541 - 82.1 928s 661 522 972.72541 23 402 - 972.72541 - 81.9 938s 662 523 972.72541 16 402 - 972.72541 - 81.8 942s 718 554 991.67874 56 313 - 972.79475 - 100 945s 984 678 982.18237 58 307 - 975.17892 - 84.5 950s 1277 809 1005.38714 84 291 - 975.91411 - 73.3 955s 1526 942 988.66661 69 334 - 976.00274 - 68.5 960s 1632 1003 1014.97076 122 264 - 976.00274 - 70.8 965s 1834 1115 990.16579 60 334 - 976.00274 - 67.5 970s 2129 1265 980.99034 56 182 - 976.18211 - 62.8 975s 2317 1389 992.45958 75 335 - 976.42582 - 62.4 980s 2573 1621 978.77221 47 226 - 976.49583 - 60.2 985s 2844 1799 1003.87462 80 289 - 976.56010 - 58.3 990s 3104 2027 1058.23771 128 224 - 976.57183 - 56.5 995s 3330 2193 1031.47801 107 220 - 976.63997 - 55.8 1000s 3560 2366 995.70082 58 354 - 976.68226 - 55.3 1005s 3782 2543 infeasible 101 - 976.69463 - 55.3 1010s 4008 2728 985.65657 61 272 - 976.69954 - 54.7 1015s 4209 2899 980.09629 39 246 - 976.75528 - 54.7 1020s 4367 3043 1041.93105 105 294 - 976.75528 - 55.5 1025s 4542 3184 infeasible 58 - 976.76270 - 56.1 1030s 4762 3344 983.86694 48 352 - 976.79300 - 55.8 1035s 4970 3540 1025.35331 87 319 - 976.81737 - 55.7 1040s 5147 3698 1034.89437 95 288 - 976.82053 - 56.0 1045s 5338 3811 1021.35027 81 343 - 976.82053 - 56.2 1050s 5496 3931 1027.45585 77 293 - 976.86586 - 56.5 1055s 5751 4118 980.88153 56 225 - 976.91895 - 55.7 1060s 5982 4299 995.29373 77 261 - 976.93835 - 55.0 1065s 6211 4496 1006.82016 81 354 - 977.05610 - 54.5 1070s 6422 4674 infeasible 79 - 977.07412 - 54.4 1075s 6613 4815 1007.19477 79 303 - 977.11120 - 54.6 1080s 6829 4982 989.48285 60 334 - 977.12264 - 54.5 1085s 6987 5121 1052.30415 107 264 - 977.14504 - 54.8 1090s 7200 5287 993.68251 49 370 - 977.16433 - 54.7 1095s 7417 5475 981.38709 48 251 - 977.17136 - 54.5 1100s 7677 5695 980.00686 49 388 - 977.23788 - 53.9 1105s 7976 5961 1057.62346 141 138 - 977.24261 - 53.0 1110s 8168 6106 993.11550 75 382 - 977.24629 - 53.0 1115s 8387 6256 1067.78985 124 287 - 977.24629 - 52.9 1120s 8648 6436 988.41895 51 374 - 977.26704 - 52.6 1125s 8842 6596 1031.97199 70 322 - 977.26728 - 52.6 1130s 9012 6727 1053.81854 83 349 - 977.28757 - 52.9 1135s 9214 6869 1028.75658 85 204 - 977.33287 - 53.0 1140s 9416 7014 983.13490 49 349 - 977.35815 - 53.1 1145s 9621 7148 1008.52075 57 326 - 977.36422 - 53.1 1150s 9825 7268 980.14482 46 375 - 977.39309 - 53.1 1155s 9996 7375 980.33622 46 378 - 977.40564 - 53.2 1160s 10156 7504 978.98105 42 389 - 977.42081 - 53.5 1165s 10251 7567 978.51115 43 409 - 977.42962 - 53.7 1170s 10391 7697 1000.47318 93 333 - 977.44717 - 54.1 1175s 10527 7824 1045.18693 117 303 - 977.44717 - 54.3 1180s 10693 7911 1000.42470 51 421 - 977.45598 - 54.6 1185s 10874 8034 977.65556 43 382 - 977.48071 - 54.7 1190s 11078 8203 1048.98434 67 390 - 977.48614 - 54.6 1195s 11330 8427 1040.89680 150 178 - 977.48720 - 54.2 1200s 11542 8585 982.52434 55 356 - 977.48916 - 54.1 1205s 11772 8792 1022.30080 119 144 - 977.49011 - 53.9 1210s 12010 8996 1006.44950 91 212 - 977.50435 - 53.5 1215s 12220 9164 1003.95286 90 338 - 977.53218 - 53.4 1220s 12423 9344 1008.25410 64 327 - 977.53436 - 53.5 1225s 12656 9526 1001.46708 82 294 - 977.54749 - 53.3 1230s 12944 9768 993.30543 55 397 - 977.56312 - 52.8 1235s 13169 9940 1056.04731 136 174 - 977.57045 - 52.8 1240s 13364 10063 977.79816 40 404 - 977.58255 - 52.8 1245s 13556 10222 1075.74540 99 306 - 977.58363 - 52.9 1250s 13810 10426 1010.29008 60 384 - 977.58939 - 52.7 1255s 13983 10567 1001.50716 61 341 - 977.59418 - 52.8 1260s 14141 10676 1006.82556 66 364 - 977.59618 - 53.0 1265s 14351 10814 infeasible 63 - 977.60471 - 53.0 1270s 14578 10973 998.87637 54 408 - 977.64261 - 52.9 1275s 14762 11124 1009.29956 60 351 - 977.64944 - 53.0 1280s 14940 11233 980.49250 46 429 - 977.66760 - 53.1 1285s 15115 11352 1042.57488 65 386 - 977.66977 - 53.2 1290s 15326 11513 987.35161 46 412 - 977.68376 - 53.2 1295s 15490 11653 987.72025 64 339 - 977.71188 - 53.4 1300s 15662 11767 1011.82860 69 343 - 977.71646 - 53.6 1305s 15840 11891 999.03846 59 321 - 977.74571 - 53.7 1310s 16018 12007 996.58648 55 410 - 977.76651 - 53.8 1315s 16199 12122 994.38268 58 337 - 977.77384 - 53.9 1320s 16332 12220 1057.05349 58 292 - 977.77556 - 54.3 1325s 16490 12324 992.38306 57 349 - 977.78744 - 54.5 1330s 16678 12485 1005.57931 84 151 - 977.79028 - 54.5 1335s 16960 12759 1039.91878 142 119 - 977.79028 - 54.2 1340s 17208 12887 985.53936 47 357 - 977.80061 - 54.0 1345s 17412 13021 980.86180 45 400 - 977.80691 - 54.1 1350s 17594 13117 1000.95258 52 379 - 977.83816 - 54.2 1355s 17796 13281 999.68232 80 348 - 977.83819 - 54.2 1360s 17953 13399 1073.56804 91 364 - 977.84489 - 54.3 1365s 18153 13537 982.79877 57 380 - 977.85366 - 54.4 1370s 18368 13678 979.52244 42 317 - 977.85714 - 54.3 1375s 18538 13807 1025.16457 74 268 - 977.86061 - 54.5 1380s 18746 13939 1032.39893 82 292 - 977.86486 - 54.4 1385s 18884 14042 1042.48424 85 311 - 977.87801 - 54.6 1390s 19061 14167 1007.08054 60 354 - 977.88181 - 54.5 1395s 19238 14271 982.55611 47 395 - 977.90828 - 54.6 1400s 19411 14399 979.03849 45 366 - 977.92919 - 54.8 1405s 19583 14530 1029.05654 95 301 - 977.93447 - 54.9 1410s 19778 14670 995.50766 65 333 - 977.95041 - 54.9 1415s 19962 14788 982.09492 41 385 - 977.98362 - 54.9 1420s 20148 14882 1030.91111 61 273 - 977.99629 - 55.0 1425s 20378 15056 1006.22816 69 360 - 978.00305 - 54.9 1430s 20517 15165 1029.96140 54 376 - 978.00924 - 55.0 1435s 20709 15321 1024.39910 89 265 - 978.01309 - 55.0 1440s 20896 15443 infeasible 64 - 978.02268 - 55.0 1445s 21082 15559 980.49540 44 438 - 978.03706 - 55.1 1450s 21263 15690 infeasible 60 - 978.04047 - 55.1 1455s 21451 15816 987.92531 49 388 - 978.04703 - 55.2 1460s 21634 15966 1000.81064 80 338 - 978.05916 - 55.2 1465s 21797 16106 1022.78342 99 308 - 978.05999 - 55.2 1470s 22019 16247 994.40385 60 369 - 978.06573 - 55.1 1475s 22191 16368 978.74504 38 343 - 978.08699 - 55.2 1480s 22365 16498 993.51649 59 406 - 978.10540 - 55.3 1485s 22559 16632 993.61652 59 410 - 978.10849 - 55.3 1490s 22787 16823 1031.11104 116 136 - 978.11700 - 55.3 1495s 23020 16980 985.44738 52 412 - 978.11849 - 55.2 1500s 23211 17107 infeasible 76 - 978.12117 - 55.3 1505s 23410 17238 1006.42816 79 325 - 978.14773 - 55.3 1510s 23670 17450 1015.43966 101 167 - 978.14773 - 55.2 1515s 23967 17688 infeasible 170 - 978.14773 - 54.9 1520s 24186 17852 990.09134 60 410 - 978.16596 - 54.9 1525s 24414 18054 995.07052 62 406 - 978.18281 - 54.8 1530s 24601 18197 994.27608 55 354 - 978.19266 - 54.9 1535s 24859 18396 993.27778 57 186 - 978.20731 - 54.8 1540s 25113 18591 987.88285 61 357 - 978.23701 - 54.7 1545s 25334 18747 infeasible 86 - 978.26007 - 54.6 1550s 25554 18901 1019.77073 76 222 - 978.27699 - 54.6 1555s 25790 19037 998.90963 70 367 - 978.29245 - 54.6 1560s 26028 19230 infeasible 126 - 978.29784 - 54.5 1565s 26284 19408 999.47053 62 352 - 978.32432 - 54.4 1570s 26487 19559 983.74823 62 327 - 978.33703 - 54.5 1575s 26702 19727 982.26592 41 377 - 978.34200 - 54.5 1580s 26903 19870 1009.22237 67 355 - 978.35584 - 54.6 1585s 27126 20052 1027.94079 111 289 - 978.36259 - 54.5 1590s 27354 20194 991.33838 63 365 - 978.36615 - 54.5 1595s 27616 20432 997.50123 63 364 - 978.37005 - 54.3 1600s 27918 20683 1056.05832 62 358 - 978.37338 - 54.1 1605s 28125 20805 989.49914 48 414 - 978.38860 - 54.1 1610s 28352 20978 996.49315 67 316 - 978.39779 - 54.1 1615s 28598 21160 1037.00304 78 246 - 978.40548 - 54.0 1620s 28852 21334 998.01057 69 373 - 978.42533 - 54.0 1625s 29055 21447 1046.41124 61 379 - 978.44129 - 54.0 1630s 29250 21590 1005.17149 72 253 - 978.44463 - 54.1 1635s 29518 21785 1005.30956 66 346 - 978.45977 - 54.0 1640s 29714 21927 992.76192 58 369 - 978.46731 - 54.0 1645s 29905 22060 1024.18297 96 286 - 978.48331 - 54.1 1650s 30134 22231 1015.94964 64 229 - 978.49774 - 54.0 1655s 30385 22384 1007.71522 71 227 - 978.49954 - 53.9 1660s 30599 22566 1028.51961 75 390 - 978.50059 - 53.9 1665s 30758 22669 989.97862 51 343 - 978.50383 - 53.8 1670s 30943 22802 1050.01821 90 279 - 978.51098 - 53.9 1675s 31198 22953 988.68696 46 410 - 978.51825 - 53.8 1680s 31398 23083 989.03335 66 323 - 978.52146 - 53.8 1685s 31598 23220 1025.49823 63 391 - 978.53345 - 53.8 1690s 31827 23341 978.98748 43 378 - 978.53861 - 53.8 1695s 32022 23477 1032.02456 84 391 - 978.54466 - 53.9 1700s 32262 23686 978.74330 47 344 - 978.54779 - 53.8 1705s 32517 23922 1053.16152 172 128 - 978.54779 - 53.7 1710s 32786 24105 1000.44678 82 331 - 978.54974 - 53.6 1715s 32989 24249 1005.35989 55 342 - 978.56097 - 53.6 1720s 33186 24389 995.49124 65 305 - 978.57157 - 53.7 1725s 33418 24537 988.57330 48 356 - 978.58963 - 53.7 1730s 33659 24709 1002.57360 65 343 - 978.59481 - 53.7 1735s 33845 24849 988.93908 50 376 - 978.60126 - 53.7 1740s 34054 24997 1005.58948 62 323 - 978.60986 - 53.7 1745s 34242 25122 980.58354 44 407 - 978.61667 - 53.8 1750s 34436 25231 infeasible 91 - 978.61801 - 53.8 1755s 34655 25375 1026.92517 67 346 - 978.62091 - 53.9 1760s 34831 25457 infeasible 78 - 978.62754 - 54.0 1765s 35030 25600 996.95947 55 378 - 978.63451 - 54.0 1770s 35195 25717 1032.11076 65 346 - 978.64212 - 54.2 1775s 35421 25856 998.78308 59 352 - 978.64870 - 54.1 1780s 35631 26025 1001.77423 61 257 - 978.65532 - 54.1 1785s 35847 26185 1009.52667 61 384 - 978.66116 - 54.1 1790s 36028 26298 1017.28827 91 338 - 978.66352 - 54.2 1795s 36237 26420 1010.52964 58 406 - 978.66713 - 54.2 1800s 36467 26563 1028.74272 66 343 - 978.68658 - 54.2 1805s 36685 26728 1037.00029 101 325 - 978.70000 - 54.2 1810s 36921 26886 1015.83240 72 374 - 978.70704 - 54.1 1815s 37159 27049 1025.77351 76 309 - 978.71458 - 54.1 1820s 37372 27154 1060.82857 88 340 - 978.72202 - 54.1 1825s 37572 27279 1003.67017 66 279 - 978.72990 - 54.1 1830s 37765 27403 1013.14332 64 356 - 978.73447 - 54.2 1835s 38001 27535 1001.08357 47 430 - 978.74435 - 54.2 1840s 38221 27685 1009.13815 66 319 - 978.74543 - 54.2 1845s 38456 27841 1000.02903 70 353 - 978.75277 - 54.1 1850s 38722 28030 infeasible 100 - 978.75956 - 54.1 1855s 38926 28134 987.24831 48 307 - 978.76688 - 54.1 1860s 39143 28271 1002.80398 72 186 - 978.78116 - 54.1 1865s 39382 28480 1031.19459 126 172 - 978.78442 - 54.1 1870s 39596 28581 983.68288 59 271 - 978.79481 - 54.1 1875s 39761 28710 1024.75940 60 321 - 978.79915 - 54.1 1880s 40008 28854 1009.31150 66 299 - 978.80266 - 54.1 1885s 40220 28977 1000.28138 51 376 - 978.81578 - 54.1 1890s 40417 29124 1007.11443 58 395 - 978.82215 - 54.1 1895s 40649 29277 1006.67965 73 360 - 978.83176 - 54.0 1900s 40804 29396 996.39010 67 376 - 978.83313 - 54.0 2208s 40851 29431 1014.83987 67 339 - 978.83634 - 54.0 2210s 41078 29585 989.11047 69 320 - 978.84492 - 54.0 2215s 41274 29737 1016.98663 64 319 - 978.84759 - 54.0 2220s 41470 29833 979.32437 46 370 - 978.85193 - 54.1 2225s 41699 30000 1056.02661 80 375 - 978.86376 - 54.0 2230s 41903 30157 1025.06695 92 333 - 978.86764 - 54.0 2235s 42107 30288 988.96558 52 407 - 978.87402 - 54.1 2240s 42343 30440 996.82084 57 350 - 978.87966 - 54.0 2245s 42527 30578 1034.94927 63 388 - 978.88676 - 54.1 2250s 42750 30727 983.30236 46 398 - 978.90221 - 54.1 2255s 42947 30874 1007.76173 85 183 - 978.90726 - 54.1 2260s 43233 31130 1021.16298 87 242 - 978.92082 - 53.9 2265s 43444 31268 992.30373 60 410 - 978.93134 - 53.9 2270s 43654 31402 infeasible 64 - 978.94525 - 54.0 2275s 43873 31536 992.26361 57 394 - 978.95065 - 53.9 2280s 44050 31683 981.08787 46 417 - 978.95097 - 54.0 2285s 44286 31865 1014.07383 57 372 - 978.95201 - 54.0 2290s 44508 32022 982.62633 50 377 - 978.95800 - 54.0 2295s 44727 32171 984.67880 51 402 - 978.96139 - 54.0 2300s 44935 32304 1006.70274 62 374 - 978.96815 - 54.0 2305s 45173 32492 998.68316 70 264 - 978.97202 - 53.9 2310s 45420 32668 1064.54708 71 389 - 978.98114 - 53.9 2315s 45706 32889 1074.04897 161 162 - 978.98507 - 53.8 2320s 45952 33014 1023.52592 95 289 - 978.98843 - 53.7 2325s 46212 33175 1018.38237 74 306 - 979.00102 - 53.7 2330s 46398 33317 infeasible 69 - 979.00796 - 53.7 2335s 46646 33520 1028.32653 124 123 - 979.01471 - 53.7 2340s 46851 33662 997.18910 72 325 - 979.01815 - 53.7 2345s 47019 33779 1039.06378 64 371 - 979.02398 - 53.8 2350s 47296 33930 983.10199 51 355 - 979.03391 - 53.7 2355s 47511 34087 980.47982 43 386 - 979.03915 - 53.7 2360s 47717 34221 1021.54742 92 215 - 979.04137 - 53.7 2365s 47908 34355 1019.59294 75 364 - 979.04499 - 53.7 2370s 48148 34542 997.91460 67 350 - 979.04665 - 53.7 2375s 48371 34707 990.98002 54 353 - 979.04946 - 53.7 2380s 48597 34851 1007.07535 72 333 - 979.05274 - 53.7 2385s 48781 34974 1014.53263 69 356 - 979.05378 - 53.7 2390s 49017 35126 992.64669 51 285 - 979.05591 - 53.7 2395s 49251 35287 1012.30347 63 379 - 979.06166 - 53.7 2400s 49505 35466 1063.23566 126 158 - 979.06907 - 53.6 2405s 49703 35584 993.65926 73 219 - 979.07140 - 53.7 2410s 49881 35714 infeasible 74 - 979.07737 - 53.7 2415s 50168 35900 1000.56648 68 392 - 979.08665 - 53.6 2420s 50425 36043 996.26998 69 352 - 979.09320 - 53.6 2425s 50635 36182 1016.79190 78 196 - 979.09658 - 53.6 2430s 50799 36291 982.17916 43 351 - 979.10361 - 53.7 2435s 51005 36435 999.09107 63 407 - 979.10760 - 53.7 2441s 51134 36513 1018.00911 71 325 - 979.11129 - 53.7 2445s 51391 36688 1008.97747 66 378 - 979.11947 - 53.7 2450s 51601 36809 infeasible 64 - 979.12552 - 53.7 2455s 51803 36964 1004.47975 77 330 - 979.12893 - 53.7 2460s 52040 37142 993.80004 55 388 - 979.13173 - 53.6 2465s 52244 37256 979.67917 45 372 - 979.13711 - 53.6 2470s 52447 37401 1046.81849 91 189 - 979.14072 - 53.7 2475s 52768 37672 1033.96006 140 194 - 979.14390 - 53.5 2480s 52987 37829 1040.54101 59 379 - 979.14966 - 53.5 2485s 53225 37962 1005.34893 56 369 - 979.15318 - 53.5 2490s 53477 38130 979.99130 48 366 - 979.16422 - 53.5 2495s 53664 38267 infeasible 86 - 979.16673 - 53.5 2500s 53846 38365 993.34376 54 390 - 979.16800 - 53.5 2505s 54087 38537 985.45784 50 420 - 979.16998 - 53.5 2510s 54342 38692 986.06444 50 340 - 979.17850 - 53.5 2515s 54553 38794 983.44277 50 375 - 979.18288 - 53.5 2520s 54736 38919 infeasible 69 - 979.18693 - 53.6 2525s 54914 39062 1027.40762 102 298 - 979.18948 - 53.6 2530s 55161 39233 1024.26486 102 144 - 979.19051 - 53.6 2535s 55453 39446 1000.73889 61 321 - 979.20043 - 53.4 2540s 55660 39586 1008.10060 55 394 - 979.20632 - 53.5 2545s 55859 39701 1005.77178 57 419 - 979.20993 - 53.5 2550s 56111 39820 982.58965 52 259 - 979.21507 - 53.5 2555s 56385 40034 982.84955 52 263 - 979.21775 - 53.4 2560s 56586 40178 992.86493 62 380 - 979.22253 - 53.4 2565s 56868 40379 1012.03833 64 358 - 979.22542 - 53.3 2570s 57113 40536 1006.35595 61 387 - 979.23125 - 53.3 2575s 57306 40676 1014.58366 71 282 - 979.23274 - 53.3 2580s 57519 40791 infeasible 71 - 979.23758 - 53.4 2585s 57729 40891 1022.25948 53 406 - 979.24412 - 53.4 2590s 57928 40994 infeasible 59 - 979.24696 - 53.4 2595s 58183 41154 1018.55850 77 351 - 979.25287 - 53.4 2600s 58378 41277 1011.40265 71 246 - 979.26482 - 53.4 2605s 58638 41462 infeasible 88 - 979.27014 - 53.4 2610s 58833 41578 infeasible 68 - 979.27430 - 53.4 2615s 59020 41704 1012.30657 68 324 - 979.27799 - 53.4 2620s 59222 41856 994.83136 54 416 - 979.27885 - 53.4 2625s 59392 41952 992.03216 54 241 - 979.27935 - 53.5 2630s 59627 42110 1011.38118 61 328 - 979.28415 - 53.5 2635s 59863 42288 1031.56825 65 378 - 979.29192 - 53.5 2640s 60080 42414 1048.73074 95 324 - 979.29664 - 53.5 2645s 60243 42557 996.70599 60 320 - 979.29805 - 53.5 2650s 60509 42757 992.39882 58 369 - 979.29959 - 53.5 2655s 60702 42905 1014.54212 80 324 - 979.30275 - 53.5 2660s 60898 43043 infeasible 75 - 979.30382 - 53.5 2665s 61139 43183 993.72083 56 389 - 979.30889 - 53.5 2670s 61299 43292 980.76478 43 318 - 979.31297 - 53.5 2675s 61571 43495 1045.70760 126 146 - 979.31793 - 53.4 2680s 61803 43668 1030.09792 71 387 - 979.32179 - 53.4 2685s 62024 43775 1005.25947 71 304 - 979.32381 - 53.4 2690s 62253 43915 987.06444 46 359 - 979.32658 - 53.4 2695s 62516 44140 1009.77438 69 361 - 979.32922 - 53.4 2700s 62734 44298 1000.07129 68 226 - 979.33696 - 53.4 2705s 62916 44399 981.53858 38 262 - 979.34005 - 53.4 2710s 63168 44586 994.26667 69 224 - 979.34572 - 53.4 2715s 63372 44699 infeasible 104 - 979.34661 - 53.4 2720s 63554 44810 1007.98151 76 311 - 979.35134 - 53.5 2725s 63791 44996 1000.63673 53 376 - 979.35235 - 53.5 2730s 64013 45172 1024.71388 88 349 - 979.35444 - 53.4 2735s 64256 45310 1008.34216 59 329 - 979.35553 - 53.4 2740s 64459 45442 999.14786 63 264 - 979.36078 - 53.4 2745s 64646 45558 1029.13325 66 367 - 979.36388 - 53.5 2750s 64862 45651 1008.18150 63 362 - 979.36802 - 53.5 2755s 65021 45750 992.23200 48 339 - 979.37263 - 53.6 2760s 65184 45840 1060.16248 78 376 - 979.37280 - 53.6 2765s 65364 45955 1074.95728 63 363 - 979.37699 - 53.7 2770s 65558 46059 1012.31901 68 194 - 979.37968 - 53.7 2775s 65772 46196 1000.05719 84 215 - 979.38410 - 53.7 2780s 65978 46338 1005.82471 62 361 - 979.38814 - 53.7 2785s 66199 46458 1035.22136 65 392 - 979.39186 - 53.7 2790s 66391 46570 981.44908 50 327 - 979.39250 - 53.7 2795s 66570 46691 990.07704 47 390 - 979.39329 - 53.8 2800s 66765 46799 992.81121 59 418 - 979.39958 - 53.8 2805s 66927 46901 1013.64007 63 364 - 979.40298 - 53.9 2810s 67129 47015 992.70239 54 386 - 979.40641 - 53.9 2815s 67316 47103 1006.11948 73 345 - 979.40770 - 53.9 2820s 67543 47206 999.66162 66 348 - 979.41394 - 53.9 2825s 67789 47395 1005.41331 71 331 - 979.41604 - 53.9 2830s 67998 47545 infeasible 59 - 979.41954 - 53.9 2835s 68191 47654 997.75229 62 331 - 979.42561 - 53.9 2840s 68398 47732 982.45411 42 333 - 979.43058 - 53.9 2845s 68596 47867 1047.06669 71 357 - 979.43154 - 54.0 2850s 68839 48012 1021.04190 59 354 - 979.43405 - 53.9 2855s 69045 48123 988.56344 45 337 - 979.43790 - 54.0 2860s 69256 48250 998.41668 52 368 - 979.44018 - 54.0 2865s 69452 48332 1014.63783 48 414 - 979.44358 - 54.0 2870s 69661 48439 infeasible 66 - 979.44583 - 54.0 2875s 69862 48533 1042.88161 61 397 - 979.45221 - 54.0 2880s 70103 48663 987.38739 51 388 - 979.46126 - 54.0 2885s 70357 48849 984.12827 55 355 - 979.46259 - 54.0 2890s 70554 48972 996.71090 51 363 - 979.46711 - 54.0 2895s 70759 49103 994.38195 48 375 - 979.46840 - 54.0 2900s 70967 49209 1002.70793 53 293 - 979.46973 - 54.0 2905s 71176 49350 1016.72479 55 366 - 979.47634 - 54.0 2910s 71407 49484 982.68777 65 220 - 979.48583 - 54.0 2916s 71568 49598 1056.82342 108 310 - 979.48689 - 54.0 2920s 71858 49798 1026.78676 70 382 - 979.48772 - 53.9 2925s 72040 49907 1046.98217 78 268 - 979.49603 - 54.0 2930s 72162 50019 1023.70730 79 350 - 979.49749 - 54.0 2935s 72369 50161 1040.92195 105 134 - 979.49890 - 54.1 2940s 72605 50308 979.50287 60 355 - 979.50287 - 54.0 2945s 72801 50392 991.56092 55 327 - 979.50726 - 54.1 2950s 72982 50481 1009.05808 77 159 - 979.51030 - 54.1 2955s 73278 50722 infeasible 59 - 979.51085 - 54.0 2960s 73465 50822 infeasible 80 - 979.51756 - 54.1 2965s 73644 50903 1007.50920 63 336 - 979.51872 - 54.1 2970s 73811 50975 980.40163 49 326 - 979.52599 - 54.2 2975s 74010 51112 983.43594 48 403 - 979.52885 - 54.2 2980s 74226 51261 1022.78004 56 337 - 979.52905 - 54.2 2985s 74430 51377 1019.92187 72 246 - 979.53391 - 54.2 2990s 74669 51509 infeasible 64 - 979.53983 - 54.2 2995s 74783 51564 1031.94016 77 320 - 979.54097 - 54.3 3000s 75034 51723 1062.95889 109 167 - 979.54735 - 54.2 3005s 75273 51848 1011.32166 70 329 - 979.55275 - 54.2 3010s 75465 51950 1009.51430 73 330 - 979.55635 - 54.3 3015s 75664 52056 1017.16673 67 251 - 979.56236 - 54.3 3020s 75894 52208 1031.17785 88 314 - 979.56392 - 54.3 3025s 76048 52252 1015.62681 64 376 - 979.56630 - 54.3 3030s 76279 52382 1033.51648 56 379 - 979.56816 - 54.3 3035s 76440 52468 1021.80567 66 415 - 979.57019 - 54.4 3040s 76670 52575 981.81661 48 313 - 979.57257 - 54.4 3045s 76970 52810 995.98345 60 336 - 979.57580 - 54.3 3050s 77192 52914 1012.47763 94 214 - 979.57691 - 54.3 3055s 77439 53092 993.82038 55 264 - 979.57833 - 54.3 3060s 77619 53184 1004.65607 57 368 - 979.58158 - 54.3 3065s 77839 53297 1055.79953 108 341 - 979.58221 - 54.3 3070s 78059 53393 1003.78990 52 374 - 979.58836 - 54.3 3075s 78235 53487 1036.83922 62 384 - 979.59521 - 54.3 3080s 78445 53635 1021.23151 69 349 - 979.59826 - 54.3 3085s 78659 53741 1019.56115 69 352 - 979.59939 - 54.3 3090s 78865 53828 999.52139 60 370 - 979.60641 - 54.4 3095s 79081 53919 1031.26300 73 322 - 979.60971 - 54.4 3100s 79323 54038 1000.04293 59 340 - 979.61446 - 54.4 3105s 79546 54160 996.27669 61 345 - 979.61885 - 54.4 3110s 79775 54271 993.18018 60 354 - 979.62335 - 54.4 3115s 79938 54349 infeasible 64 - 979.62384 - 54.4 3120s 80106 54427 1019.39010 64 392 - 979.62545 - 54.5 3125s 80344 54546 986.34294 54 377 - 979.62766 - 54.5 3130s 80543 54671 979.63019 52 195 - 979.63019 - 54.5 3135s 80818 54887 1033.91303 107 124 - 979.63058 - 54.4 3140s 81036 54979 1025.65647 69 346 - 979.63326 - 54.4 3145s 81229 55067 979.69941 48 407 - 979.63608 - 54.4 3150s 81442 55156 984.95872 51 381 - 979.64120 - 54.5 3155s 81631 55326 1021.81125 103 133 - 979.64131 - 54.4 3160s 81859 55485 1024.24200 64 220 - 979.64963 - 54.4 3165s 82096 55675 985.61187 53 333 - 979.65221 - 54.4 3170s 82341 55812 1011.04910 52 359 - 979.65381 - 54.4 3175s 82607 55978 1023.35467 55 338 - 979.65431 - 54.4 3180s 82807 56097 1015.68229 62 321 - 979.65838 - 54.4 3185s 83017 56164 1003.13731 77 336 - 979.66317 - 54.4 3190s 83230 56308 997.29201 65 213 - 979.66387 - 54.4 3195s 83436 56415 988.04084 51 404 - 979.66761 - 54.4 3200s 83639 56510 988.27781 54 373 - 979.67193 - 54.4 3205s 83854 56625 1039.78386 70 346 - 979.67221 - 54.4 3210s 84055 56716 999.62393 60 244 - 979.67557 - 54.4 3215s 84308 56888 1079.21136 76 371 - 979.67623 - 54.4 3220s 84487 57002 1025.16410 60 414 - 979.68120 - 54.4 3225s 84738 57167 1031.81241 99 148 - 979.68617 - 54.4 3230s 85008 57362 1051.69057 118 252 - 979.68878 - 54.4 3235s 85240 57475 1044.64959 78 313 - 979.69238 - 54.4 3240s 85466 57614 infeasible 127 - 979.69275 - 54.4 3245s 85742 57796 1023.52568 68 342 - 979.69723 - 54.3 3250s 85996 57922 infeasible 60 - 979.70190 - 54.3 3255s 86242 58074 1024.67822 67 334 - 979.70632 - 54.3 3260s 86502 58232 990.05915 58 250 - 979.71119 - 54.2 3265s 86705 58330 1060.57652 88 282 - 979.71363 - 54.3 3270s 86876 58406 1022.31421 66 318 - 979.71626 - 54.3 3275s 87087 58522 infeasible 72 - 979.72147 - 54.3 3280s 87343 58699 985.45872 51 405 - 979.72346 - 54.3 3285s 87564 58793 1007.98936 64 340 - 979.72529 - 54.3 3290s 87769 58906 985.26097 43 270 - 979.72671 - 54.3 3295s 87992 59050 1009.46744 47 254 - 979.72935 - 54.3 3300s 88239 59189 985.26296 52 377 - 979.73301 - 54.3 3305s 88522 59424 1044.30571 124 189 - 979.73492 - 54.2 3310s 88760 59563 1051.03950 75 230 - 979.73580 - 54.2 3315s 88941 59640 infeasible 79 - 979.73702 - 54.2 3320s 89192 59726 980.79130 44 269 - 979.74095 - 54.2 3325s 89410 59828 1002.33226 56 374 - 979.74448 - 54.2 3330s 89682 60032 999.44901 51 369 - 979.74690 - 54.2 3335s 89870 60139 995.99300 54 403 - 979.74786 - 54.2 3340s 90087 60261 1055.63518 80 302 - 979.74877 - 54.2 3345s 90257 60329 1010.34943 67 221 - 979.75317 - 54.2 3350s 90472 60465 infeasible 59 - 979.75428 - 54.3 3355s 90695 60573 996.81424 55 378 - 979.76006 - 54.3 3360s 90882 60673 1009.25064 67 282 - 979.76078 - 54.3 3365s 91134 60807 982.28499 45 382 - 979.76436 - 54.3 3370s 91396 61003 1046.80422 142 133 - 979.76590 - 54.2 3375s 91623 61087 998.36804 58 370 - 979.76929 - 54.2 3380s 91798 61175 infeasible 73 - 979.77068 - 54.3 3385s 91957 61231 1019.84379 64 324 - 979.77467 - 54.3 3390s 92187 61354 infeasible 75 - 979.77664 - 54.3 3395s 92419 61453 1023.45840 66 343 - 979.78100 - 54.3 3400s 92730 61647 infeasible 56 - 979.78630 - 54.2 3405s 92917 61746 infeasible 58 - 979.78744 - 54.2 3410s 93142 61856 988.01865 48 341 - 979.79151 - 54.2 3415s 93342 61939 1007.84452 55 348 - 979.79565 - 54.2 3420s 93535 62054 1046.63196 78 398 - 979.79965 - 54.2 3425s 93786 62235 1028.83267 101 184 - 979.80017 - 54.2 3430s 93995 62441 1058.25617 193 164 - 979.80017 - 54.2 3435s 94228 62580 1010.68404 87 159 - 979.80275 - 54.2 3440s 94466 62735 1051.45082 87 344 - 979.80520 - 54.2 3445s 94670 62826 1009.13759 60 265 - 979.80905 - 54.2 3450s 94919 62900 1019.14127 68 327 - 979.81248 - 54.2 3455s 95139 63008 infeasible 70 - 979.81483 - 54.2 3460s 95362 63113 1007.00445 67 359 - 979.81718 - 54.2 3465s 95568 63228 1005.09138 66 354 - 979.82086 - 54.2 3470s 95757 63313 1062.90026 62 358 - 979.82282 - 54.2 3475s 95951 63434 1040.44875 83 332 - 979.82831 - 54.2 3480s 96154 63556 1004.88120 70 375 - 979.83034 - 54.2 3485s 96357 63665 1030.78327 66 344 - 979.83170 - 54.2 3490s 96567 63751 1000.48735 54 374 - 979.83733 - 54.3 3495s 96781 63856 987.81057 66 347 - 979.83941 - 54.3 3500s 96976 63986 1011.23460 76 231 - 979.84167 - 54.3 3505s 97260 64187 1032.60062 75 374 - 979.84438 - 54.2 3510s 97459 64295 1005.11425 80 324 - 979.84773 - 54.3 3515s 97648 64390 1018.80675 55 326 - 979.84925 - 54.3 3520s 97812 64484 infeasible 83 - 979.85730 - 54.3 3525s 98040 64643 1001.91651 60 348 - 979.86212 - 54.3 3530s 98206 64716 995.26821 60 401 - 979.86272 - 54.3 3535s 98392 64821 1031.19936 76 361 - 979.86783 - 54.4 3540s 98593 64902 1087.46044 78 339 - 979.86875 - 54.4 3545s 98795 65014 987.04027 57 396 - 979.87202 - 54.4 3550s 98987 65117 989.43622 52 380 - 979.87492 - 54.4 3555s 99181 65218 1017.35091 66 334 - 979.87638 - 54.4 3560s 99425 65381 1032.73330 112 146 - 979.87968 - 54.4 3565s 99647 65485 991.13905 57 383 - 979.88318 - 54.4 3570s 99849 65593 992.01792 53 370 - 979.88431 - 54.4 3575s 100113 65783 1032.64278 117 145 - 979.88749 - 54.4 3580s 100366 65961 1034.32453 60 396 - 979.88949 - 54.4 3585s 100541 66042 983.79446 45 420 - 979.89273 - 54.4 3590s 100724 66145 996.16789 58 355 - 979.89552 - 54.5 3595s Cutting planes: Learned: 24 Gomory: 55 Cover: 266 Implied bound: 339 Clique: 33 MIR: 753 GUB cover: 54 Zero half: 334 Explored 100893 nodes (5501566 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 9.800000000000e+02, gap -