Gurobi 5.0.1 (linux64) logging started Wed Dec 26 15:09:43 2012 Optimize a model with 1762 rows, 1681 columns and 11113 nonzeros Presolve removed 163 rows and 261 columns Presolve time: 0.07s Presolved: 1599 rows, 1420 columns, 18429 nonzeros Variable types: 40 continuous, 1380 integer (1380 binary) Root relaxation: objective 2.568414e+02, 248 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 256.84138 0 79 - 256.84138 - - 0s 0 0 271.89641 0 81 - 271.89641 - - 0s 0 0 275.13823 0 94 - 275.13823 - - 0s 0 0 276.23210 0 101 - 276.23210 - - 0s 0 0 277.12862 0 105 - 277.12862 - - 0s 0 0 277.46017 0 86 - 277.46017 - - 0s 0 0 277.53517 0 97 - 277.53517 - - 0s 0 0 277.53517 0 92 - 277.53517 - - 0s 0 2 277.76017 0 92 - 277.76017 - - 1s 611 477 392.71596 64 113 - 285.06846 - 14.1 5s 625 486 330.48932 58 127 - 290.86916 - 13.8 10s 637 494 420.03091 78 130 - 294.40513 - 13.5 15s 740 559 368.80026 69 24 - 294.44583 - 23.0 20s 1738 1042 357.74787 46 76 - 295.24232 - 33.5 25s 3115 2078 356.44670 81 55 - 295.71159 - 31.7 30s H 4850 3468 470.0000000 296.09476 37.0% 29.0 34s * 4855 3471 129 469.0000000 296.09476 36.9% 28.9 34s 4877 3475 314.17106 38 68 469.00000 296.13952 36.9% 28.9 35s H 5041 3569 456.0000000 296.31036 35.0% 28.8 36s H 5068 3484 436.0000000 296.31036 32.0% 28.7 36s H 5098 3444 428.0000000 296.31036 30.8% 28.6 36s H 5125 2847 379.0000000 296.33077 21.8% 28.6 37s H 5152 2460 362.0000000 296.33077 18.1% 28.5 37s H 5179 2362 358.0000000 296.34136 17.2% 28.5 37s H 5206 1817 343.0000000 296.35368 13.6% 28.6 38s H 5288 1754 339.0000000 296.37090 12.6% 28.6 38s 5391 1813 cutoff 70 339.00000 296.38699 12.6% 28.6 40s 5775 1973 334.70812 81 60 339.00000 296.39194 12.6% 29.7 45s 6722 2244 299.68245 57 65 339.00000 296.39194 12.6% 29.8 50s 7916 2616 301.41972 53 67 339.00000 296.39194 12.6% 29.4 55s H 8688 2779 336.0000000 296.39791 11.8% 29.1 58s 9120 2944 317.07421 52 60 336.00000 296.58407 11.7% 28.8 60s 10329 3259 321.88360 60 69 336.00000 296.97774 11.6% 29.0 65s 11731 3975 330.10189 53 55 336.00000 297.42882 11.5% 29.0 70s 12871 4533 302.15366 54 89 336.00000 297.66667 11.4% 29.2 75s 14159 5259 298.45681 48 73 336.00000 297.80692 11.4% 29.3 80s 15335 5905 310.37471 61 81 336.00000 298.00933 11.3% 29.3 85s 16480 6471 304.71606 54 63 336.00000 298.17519 11.3% 29.4 90s 17676 7110 325.11213 68 56 336.00000 298.30501 11.2% 29.4 95s 18850 7753 infeasible 74 336.00000 298.45996 11.2% 29.3 100s 20157 8410 300.22481 48 79 336.00000 298.60494 11.1% 29.5 105s 21083 8960 314.64765 65 60 336.00000 298.73198 11.1% 29.4 110s 22415 9587 301.00117 53 82 336.00000 298.90031 11.0% 29.4 115s 23571 10283 314.29788 63 74 336.00000 299.02028 11.0% 29.2 120s 25006 11043 308.61016 62 53 336.00000 299.17141 11.0% 29.1 125s 26570 11875 cutoff 68 336.00000 299.29182 10.9% 29.0 130s 28051 12604 328.12500 53 71 336.00000 299.41778 10.9% 28.9 135s 29714 13460 322.90083 82 35 336.00000 299.58044 10.8% 28.8 140s 31151 14209 324.40479 79 57 336.00000 299.71485 10.8% 28.7 145s 32680 14935 cutoff 64 336.00000 299.84736 10.8% 28.7 150s 34251 15704 315.42628 77 81 336.00000 299.97296 10.7% 28.6 155s 35727 16439 334.68077 69 26 336.00000 300.07299 10.7% 28.6 160s 37031 17118 313.61067 69 70 336.00000 300.18612 10.7% 28.5 165s 38527 17811 cutoff 59 336.00000 300.37378 10.6% 28.5 170s 40016 18490 cutoff 54 336.00000 300.50000 10.6% 28.5 175s 40805 18851 315.57691 60 92 336.00000 300.56330 10.5% 28.5 202s 40810 18854 313.11433 51 127 336.00000 300.56330 10.5% 28.5 205s 40816 18858 309.32416 54 130 336.00000 300.56330 10.5% 28.5 210s 40822 18862 313.60037 55 131 336.00000 300.56330 10.5% 28.5 215s 41074 18983 308.95009 77 85 336.00000 300.56330 10.5% 28.6 220s 41740 19110 332.01326 71 60 336.00000 300.56330 10.5% 28.8 225s 42194 19227 301.52550 58 90 336.00000 300.56330 10.5% 28.9 230s 42764 19364 cutoff 74 336.00000 300.56330 10.5% 29.0 235s 43286 19499 326.40511 66 64 336.00000 300.56330 10.5% 29.0 240s 43803 19632 330.68023 67 66 336.00000 300.56330 10.5% 29.0 245s 44124 19695 330.94380 79 71 336.00000 300.56330 10.5% 29.1 250s 45008 19876 324.70927 69 68 336.00000 300.56330 10.5% 29.1 255s 46061 20023 312.88790 61 60 336.00000 300.99958 10.4% 29.3 260s 47166 20205 327.24156 68 64 336.00000 301.54087 10.3% 29.4 265s 48327 20389 cutoff 69 336.00000 301.94010 10.1% 29.5 270s 48728 20437 311.86562 59 67 336.00000 302.01487 10.1% 29.5 275s 49772 20552 313.62906 62 69 336.00000 302.51337 10.0% 29.7 280s 50848 20638 316.52220 59 78 336.00000 303.03309 9.81% 29.8 285s 51849 20718 315.21399 78 80 336.00000 303.31903 9.73% 30.0 290s 52878 20843 infeasible 58 336.00000 303.61108 9.64% 30.1 295s 53984 20950 308.69941 60 81 336.00000 303.94252 9.54% 30.2 300s 54822 21041 cutoff 65 336.00000 304.17553 9.47% 30.3 305s 55944 21111 infeasible 61 336.00000 304.47549 9.38% 30.4 310s 57064 21153 309.66961 60 68 336.00000 304.75758 9.30% 30.5 315s 58168 21183 infeasible 83 336.00000 305.01203 9.22% 30.6 320s 59288 21222 316.82671 60 76 336.00000 305.22391 9.16% 30.7 325s 60413 21270 326.07593 65 54 336.00000 305.46057 9.09% 30.7 330s 61443 21272 320.12159 64 68 336.00000 305.67725 9.02% 30.8 335s 62588 21355 313.10272 61 72 336.00000 305.94933 8.94% 30.9 340s 63388 21347 333.78990 73 85 336.00000 306.07537 8.91% 30.9 348s 63774 21361 318.73595 67 76 336.00000 306.14155 8.89% 30.9 350s 65114 21423 cutoff 61 336.00000 306.35511 8.82% 30.9 355s 66450 21454 317.94126 63 67 336.00000 306.59182 8.75% 30.9 360s 67694 21506 infeasible 64 336.00000 306.76939 8.70% 31.0 365s 69037 21485 333.73378 69 65 336.00000 307.01337 8.63% 31.0 370s 70345 21514 308.28729 57 80 336.00000 307.18533 8.58% 31.0 375s 71498 21494 308.01339 60 66 336.00000 307.38375 8.52% 31.1 380s 72615 21457 316.27427 67 87 336.00000 307.51337 8.48% 31.1 386s 73547 21445 312.94508 58 69 336.00000 307.61612 8.45% 31.1 390s 74891 21412 318.77746 61 61 336.00000 307.78208 8.40% 31.1 395s 76188 21413 327.17363 69 77 336.00000 307.90356 8.36% 31.1 400s 77460 21390 cutoff 67 336.00000 308.02158 8.33% 31.2 405s 78731 21328 infeasible 69 336.00000 308.15743 8.29% 31.2 410s 79982 21283 318.92406 68 51 336.00000 308.31418 8.24% 31.3 415s 81341 21240 cutoff 76 336.00000 308.45122 8.20% 31.3 420s 82532 21180 330.28980 72 58 336.00000 308.59376 8.16% 31.3 425s 83886 21154 332.57991 69 55 336.00000 308.72794 8.12% 31.3 430s 85247 21083 cutoff 64 336.00000 308.85294 8.08% 31.3 435s *85923 19985 83 335.0000000 308.92430 7.78% 31.3 437s H85926 18724 333.0000000 308.92616 7.23% 31.3 445s 87092 18555 cutoff 70 333.00000 309.01939 7.20% 31.3 450s 88430 18333 infeasible 60 333.00000 309.18104 7.15% 31.4 455s 89707 18159 316.10819 62 74 333.00000 309.34827 7.10% 31.4 460s 91036 17974 infeasible 61 333.00000 309.48062 7.06% 31.4 465s 92200 17870 cutoff 66 333.00000 309.58025 7.03% 31.5 470s 93600 18124 317.20301 60 67 333.00000 309.74314 6.98% 31.4 475s 94960 18369 328.82602 72 77 333.00000 309.87774 6.94% 31.5 480s 96337 18654 315.95833 61 69 333.00000 310.00632 6.91% 31.4 485s 97679 18869 311.46021 65 83 333.00000 310.14205 6.86% 31.5 490s 98958 19098 323.85679 69 67 333.00000 310.26598 6.83% 31.5 495s 100338 19320 329.31197 70 63 333.00000 310.37664 6.79% 31.5 500s 101690 19513 312.16254 65 79 333.00000 310.51161 6.75% 31.5 505s 102936 19740 325.42449 63 60 333.00000 310.62717 6.72% 31.5 510s 104245 19972 infeasible 66 333.00000 310.72543 6.69% 31.5 515s 105608 20157 324.62630 60 56 333.00000 310.84387 6.65% 31.5 520s 106905 20322 infeasible 66 333.00000 310.98611 6.61% 31.5 525s 108155 20536 312.27708 64 82 333.00000 311.06562 6.59% 31.6 530s 109491 20768 323.03319 69 49 333.00000 311.16667 6.56% 31.6 535s 110843 20989 cutoff 66 333.00000 311.27042 6.53% 31.6 540s 111303 21034 328.42449 66 50 333.00000 311.32701 6.51% 31.6 545s 112579 21253 314.20990 63 91 333.00000 311.43003 6.48% 31.6 550s 113974 21505 313.06015 62 81 333.00000 311.51939 6.45% 31.6 555s 115334 21762 331.42449 70 57 333.00000 311.62247 6.42% 31.5 560s 116691 21980 330.85028 70 66 333.00000 311.73116 6.39% 31.5 565s 118066 22179 infeasible 63 333.00000 311.80972 6.36% 31.5 570s 119386 22413 328.24690 64 62 333.00000 311.89165 6.34% 31.5 575s 120744 22584 cutoff 73 333.00000 311.99849 6.31% 31.5 580s 122108 22784 cutoff 70 333.00000 312.07668 6.28% 31.5 585s 123354 22977 326.09116 68 55 333.00000 312.17217 6.25% 31.5 590s 124649 23166 327.19288 75 73 333.00000 312.26810 6.23% 31.5 595s 125984 23384 cutoff 71 333.00000 312.34492 6.20% 31.5 600s 126787 23490 325.27377 65 56 333.00000 312.39530 6.19% 31.6 612s 127480 23588 330.38962 72 60 333.00000 312.42749 6.18% 31.5 615s 128782 23747 318.26533 69 50 333.00000 312.51337 6.15% 31.6 620s 130163 23920 320.10424 57 92 333.00000 312.61449 6.12% 31.6 625s 131480 24137 cutoff 70 333.00000 312.68997 6.10% 31.6 630s 132744 24359 322.22587 69 69 333.00000 312.76563 6.08% 31.6 635s 134080 24540 cutoff 72 333.00000 312.85095 6.05% 31.6 640s 135403 24704 322.02688 63 54 333.00000 312.92449 6.03% 31.6 645s 136830 24945 324.43827 64 62 333.00000 313.00000 6.01% 31.5 650s 138182 25068 326.09768 76 51 333.00000 313.05829 5.99% 31.5 655s 139472 25252 318.97919 62 74 333.00000 313.12374 5.97% 31.5 660s 140824 25419 327.93169 64 78 333.00000 313.19962 5.95% 31.5 665s 142188 25646 infeasible 62 333.00000 313.26258 5.93% 31.5 670s 143480 25807 323.59432 76 64 333.00000 313.32852 5.91% 31.5 675s 144785 25955 322.12067 67 76 333.00000 313.39951 5.89% 31.5 680s 146166 26167 327.75000 70 67 333.00000 313.48327 5.86% 31.5 685s 147543 26339 329.54563 68 71 333.00000 313.56131 5.84% 31.5 690s 148921 26554 326.15646 83 70 333.00000 313.64602 5.81% 31.5 695s 150290 26771 319.81769 71 56 333.00000 313.71505 5.79% 31.5 700s 151669 26947 315.38573 72 76 333.00000 313.79426 5.77% 31.5 705s 153069 27116 326.05580 66 72 333.00000 313.86999 5.74% 31.5 710s 154433 27360 cutoff 79 333.00000 313.93750 5.72% 31.5 715s 155752 27505 330.54700 69 73 333.00000 314.01341 5.70% 31.5 720s 157181 27703 331.94753 72 53 333.00000 314.08333 5.68% 31.5 725s 158523 27883 331.86387 66 41 333.00000 314.15381 5.66% 31.5 730s 159951 28067 331.81197 76 49 333.00000 314.23451 5.64% 31.5 735s 161271 28206 324.51474 70 61 333.00000 314.31727 5.61% 31.5 740s 162605 28325 317.14703 65 65 333.00000 314.38535 5.59% 31.5 745s 163902 28482 cutoff 71 333.00000 314.44044 5.57% 31.5 750s 165301 28611 cutoff 67 333.00000 314.51337 5.55% 31.5 755s 166721 28797 317.88033 74 60 333.00000 314.58276 5.53% 31.5 760s 168142 28976 319.84469 61 71 333.00000 314.65422 5.51% 31.5 765s 169563 29132 cutoff 65 333.00000 314.72095 5.49% 31.5 770s 170941 29254 315.46086 65 62 333.00000 314.79783 5.47% 31.5 775s 171942 29408 328.44044 62 32 333.00000 314.84181 5.45% 31.5 786s 173037 29494 328.50000 72 69 333.00000 314.88396 5.44% 31.5 790s 174393 29576 cutoff 70 333.00000 314.94430 5.42% 31.4 795s 175766 29725 320.38482 72 72 333.00000 315.00524 5.40% 31.4 800s 177162 29847 330.75556 64 49 333.00000 315.06691 5.39% 31.4 805s 178617 29976 cutoff 70 333.00000 315.14838 5.36% 31.4 810s 180129 30215 323.69020 64 70 333.00000 315.20256 5.34% 31.4 815s 181487 30380 323.45290 70 56 333.00000 315.26389 5.33% 31.4 820s 182977 30522 316.72463 68 87 333.00000 315.32042 5.31% 31.4 825s 184277 30626 cutoff 67 333.00000 315.37689 5.29% 31.4 830s 185801 30808 cutoff 72 333.00000 315.44044 5.27% 31.4 835s 187206 30948 318.14464 68 75 333.00000 315.49973 5.26% 31.4 840s 188595 31050 323.05556 70 45 333.00000 315.55556 5.24% 31.4 845s 189567 31127 319.99828 64 71 333.00000 315.59095 5.23% 31.4 854s 189693 31135 infeasible 73 333.00000 315.59514 5.23% 31.4 855s 191163 31266 322.97555 81 65 333.00000 315.65627 5.21% 31.3 860s 192535 31383 331.43299 62 47 333.00000 315.73806 5.18% 31.3 865s 193991 31493 infeasible 73 333.00000 315.80455 5.16% 31.3 870s 195371 31608 330.54371 73 70 333.00000 315.87299 5.14% 31.3 875s 196813 31740 330.89116 63 72 333.00000 315.92449 5.13% 31.3 880s 198264 31883 329.40104 71 76 333.00000 315.97469 5.11% 31.3 885s 199685 32024 327.16057 68 72 333.00000 316.02462 5.10% 31.3 890s 201142 32149 cutoff 83 333.00000 316.08315 5.08% 31.3 895s 202597 32250 326.13620 73 63 333.00000 316.14549 5.06% 31.3 900s 204062 32374 326.71372 72 59 333.00000 316.20550 5.04% 31.3 905s 205425 32457 319.37133 66 62 333.00000 316.26939 5.02% 31.3 910s 206862 32602 318.66024 64 53 333.00000 316.32860 5.01% 31.2 915s 208365 32725 infeasible 81 333.00000 316.39128 4.99% 31.2 920s 209831 32836 cutoff 70 333.00000 316.44701 4.97% 31.2 925s 211344 32933 327.75783 68 73 333.00000 316.50534 4.95% 31.2 930s 212758 33046 324.28619 74 73 333.00000 316.55498 4.94% 31.2 935s H213112 32482 332.0000000 316.56696 4.65% 31.2 942s 213813 32492 cutoff 63 332.00000 316.59767 4.64% 31.2 945s 215196 32581 329.59156 70 87 332.00000 316.65948 4.62% 31.2 950s 216675 32696 323.35454 75 61 332.00000 316.71134 4.61% 31.2 955s 218104 32712 329.90216 68 56 332.00000 316.77646 4.59% 31.2 960s 219561 32686 325.02884 66 75 332.00000 316.84730 4.56% 31.2 965s 220976 32748 cutoff 83 332.00000 316.90678 4.55% 31.2 970s 222470 32847 318.73339 69 71 332.00000 316.95063 4.53% 31.1 975s 224000 32897 cutoff 72 332.00000 317.01096 4.51% 31.1 980s 225464 33021 318.34086 67 65 332.00000 317.05756 4.50% 31.1 985s 226953 33075 cutoff 60 332.00000 317.11940 4.48% 31.1 990s 228463 33110 324.67856 72 76 332.00000 317.18537 4.46% 31.1 995s 229913 33148 cutoff 69 332.00000 317.24378 4.44% 31.1 1000s 231424 33171 324.03066 72 62 332.00000 317.30109 4.43% 31.1 1005s 232868 33189 318.10496 67 66 332.00000 317.35520 4.41% 31.1 1010s 234358 33233 325.45116 68 70 332.00000 317.41810 4.39% 31.1 1015s 235728 33272 cutoff 65 332.00000 317.46081 4.38% 31.1 1020s 237226 33292 cutoff 65 332.00000 317.52635 4.36% 31.0 1025s 238655 33296 323.32712 71 67 332.00000 317.58858 4.34% 31.0 1030s 240171 33323 327.77166 80 60 332.00000 317.64432 4.32% 31.0 1035s 241641 33298 cutoff 75 332.00000 317.69909 4.31% 31.0 1040s 243132 33321 cutoff 72 332.00000 317.76405 4.29% 31.0 1045s 244590 33316 infeasible 71 332.00000 317.81854 4.27% 31.0 1050s 246003 33283 328.64530 73 28 332.00000 317.87527 4.25% 31.0 1055s 247475 33293 322.59259 71 56 332.00000 317.92593 4.24% 31.0 1060s 248942 33302 327.51319 65 54 332.00000 317.98671 4.22% 31.0 1065s 250436 33273 322.09925 68 86 332.00000 318.04296 4.20% 31.0 1070s 251920 33255 cutoff 76 332.00000 318.09913 4.19% 31.0 1075s *251975 32528 75 331.0000000 318.10128 3.90% 31.0 1075s H251977 31525 330.0000000 318.10128 3.61% 31.0 1082s 252802 31480 322.55467 62 80 330.00000 318.14114 3.59% 31.0 1085s 254335 31365 322.30619 70 60 330.00000 318.21673 3.57% 30.9 1090s 255832 31260 319.02997 69 61 330.00000 318.28946 3.55% 30.9 1095s 257265 31148 328.28527 72 60 330.00000 318.35999 3.53% 30.9 1100s 258728 30996 infeasible 84 330.00000 318.42449 3.51% 30.9 1105s 260228 30881 327.06169 67 75 330.00000 318.48236 3.49% 30.9 1110s 261773 30711 323.58572 77 56 330.00000 318.55933 3.47% 30.9 1115s 263317 30580 322.38518 66 71 330.00000 318.64175 3.44% 30.9 1120s 264856 30419 cutoff 78 330.00000 318.71363 3.42% 30.9 1125s 266406 30207 cutoff 77 330.00000 318.79578 3.40% 30.9 1130s 267976 30073 328.59979 70 45 330.00000 318.86659 3.37% 30.8 1135s 269424 29913 321.07235 62 85 330.00000 318.92928 3.35% 30.8 1140s 271023 29701 cutoff 63 330.00000 319.01209 3.33% 30.8 1145s 272622 29607 infeasible 67 330.00000 319.07915 3.31% 30.8 1150s 274243 29439 322.99090 66 59 330.00000 319.16172 3.28% 30.8 1155s 275819 29296 322.78417 67 40 330.00000 319.24014 3.26% 30.8 1160s 277363 29123 infeasible 75 330.00000 319.31500 3.24% 30.7 1165s 278934 28938 cutoff 78 330.00000 319.39159 3.21% 30.7 1170s 280450 28812 cutoff 63 330.00000 319.43389 3.20% 30.7 1175s 281952 28568 327.09116 71 63 330.00000 319.52085 3.18% 30.7 1180s 283506 28324 cutoff 78 330.00000 319.59773 3.15% 30.7 1185s 285108 28116 321.24893 64 66 330.00000 319.68199 3.13% 30.7 1190s 286714 27914 326.54949 70 72 330.00000 319.76088 3.10% 30.7 1195s 288271 27702 322.78411 66 51 330.00000 319.84554 3.08% 30.6 1200s 289872 27552 327.70047 73 49 330.00000 319.92449 3.05% 30.6 1205s 291515 27350 325.10197 66 70 330.00000 319.99789 3.03% 30.6 1210s 293131 27148 328.12089 75 61 330.00000 320.07313 3.01% 30.6 1215s 294785 26852 cutoff 68 330.00000 320.16468 2.98% 30.6 1220s 296402 26640 cutoff 78 330.00000 320.25134 2.95% 30.5 1225s 298015 26423 cutoff 80 330.00000 320.33583 2.93% 30.5 1230s 299684 26189 cutoff 76 330.00000 320.42449 2.90% 30.5 1235s 300124 26187 326.42449 78 55 330.00000 320.42449 2.90% 30.5 1243s 300711 26075 cutoff 74 330.00000 320.45015 2.89% 30.5 1245s 302345 25803 328.90993 69 45 330.00000 320.54783 2.86% 30.5 1250s 304005 25515 327.26673 67 79 330.00000 320.64530 2.83% 30.4 1255s 305670 25215 infeasible 73 330.00000 320.74241 2.81% 30.4 1260s 307366 25023 325.78549 70 67 330.00000 320.81197 2.78% 30.4 1265s 309023 24777 325.96886 70 73 330.00000 320.90014 2.76% 30.4 1270s 310683 24486 cutoff 78 330.00000 320.97798 2.73% 30.4 1275s 312373 24216 328.32045 82 57 330.00000 321.06182 2.71% 30.3 1280s 314050 23942 323.81197 63 38 330.00000 321.14530 2.68% 30.3 1285s 315742 23674 cutoff 71 330.00000 321.23551 2.66% 30.3 1290s 317434 23357 326.22449 76 49 330.00000 321.33893 2.62% 30.3 1295s 319179 23085 326.55385 79 28 330.00000 321.42449 2.60% 30.2 1300s 320788 22820 cutoff 71 330.00000 321.50000 2.58% 30.2 1305s 322500 22453 cutoff 74 330.00000 321.60120 2.55% 30.2 1310s 324150 22132 324.75775 69 77 330.00000 321.70082 2.51% 30.2 1315s 325928 21783 cutoff 78 330.00000 321.80849 2.48% 30.1 1320s 327682 21410 infeasible 65 330.00000 321.92049 2.45% 30.1 1325s 329455 21065 324.55595 69 35 330.00000 322.00000 2.42% 30.1 1330s 331206 20672 327.28808 67 73 330.00000 322.10060 2.39% 30.1 1335s 332988 20340 325.35214 78 64 330.00000 322.19624 2.36% 30.0 1340s 334765 19893 cutoff 65 330.00000 322.31196 2.33% 30.0 1345s 336559 19488 infeasible 67 330.00000 322.42449 2.30% 30.0 1350s 338282 19170 323.88724 72 60 330.00000 322.51615 2.27% 29.9 1355s 340079 18779 328.46534 74 65 330.00000 322.63385 2.23% 29.9 1360s 341842 18310 cutoff 80 330.00000 322.75783 2.19% 29.9 1365s 343702 17836 infeasible 77 330.00000 322.88374 2.16% 29.8 1370s 345577 17430 cutoff 73 330.00000 322.98457 2.13% 29.8 1375s 347391 16942 328.30060 65 40 330.00000 323.09913 2.09% 29.8 1380s 349203 16484 327.76579 67 50 330.00000 323.22954 2.05% 29.7 1385s 351009 15989 325.83364 77 47 330.00000 323.36464 2.01% 29.7 1390s 351220 15901 328.05077 68 60 330.00000 323.38716 2.00% 29.7 1396s 352576 15616 cutoff 80 330.00000 323.44256 1.99% 29.7 1400s 354440 15092 cutoff 67 330.00000 323.58416 1.94% 29.6 1405s 356341 14550 327.74308 68 72 330.00000 323.71953 1.90% 29.6 1410s 357168 14324 327.04467 72 58 330.00000 323.76847 1.89% 29.6 1418s 357798 14109 326.93087 77 75 330.00000 323.82326 1.87% 29.6 1420s 359673 13617 infeasible 80 330.00000 323.95613 1.83% 29.5 1425s 361599 13000 cutoff 68 330.00000 324.11224 1.78% 29.5 1430s 363530 12359 328.40314 69 67 330.00000 324.30113 1.73% 29.5 1435s 365582 11818 cutoff 77 330.00000 324.42671 1.69% 29.4 1440s 367554 11202 cutoff 62 330.00000 324.59862 1.64% 29.4 1445s 369619 10516 326.26721 76 41 330.00000 324.78109 1.58% 29.3 1450s 371677 9815 326.28058 70 81 330.00000 324.96288 1.53% 29.3 1455s 373700 9027 325.67449 80 52 330.00000 325.17449 1.46% 29.2 1460s 375814 8186 cutoff 74 330.00000 325.42449 1.39% 29.2 1465s 377947 7236 328.34913 74 54 330.00000 325.68378 1.31% 29.1 1470s 380143 6102 cutoff 84 330.00000 326.03529 1.20% 29.0 1475s 382423 4853 327.42449 75 55 330.00000 326.44133 1.08% 29.0 1480s 384890 3242 cutoff 68 330.00000 327.09009 0.88% 28.9 1485s 387967 787 cutoff 75 330.00000 328.42449 0.48% 28.8 1490s Cutting planes: Learned: 2 Gomory: 30 Cover: 422 Implied bound: 24 Clique: 15 MIR: 206 Flow cover: 20 GUB cover: 34 Zero half: 113 Explored 388787 nodes (11164726 simplex iterations) in 1490.85 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.300000000000e+02, best bound 3.300000000000e+02, gap 0.0%