Gurobi 5.0.1 (linux64) logging started Mon Dec 24 22:10:26 2012 Optimize a model with 40402 rows, 40401 columns and 181922 nonzeros Presolve removed 38069 rows and 20565 columns Presolve time: 0.43s Presolved: 2333 rows, 19836 columns, 45100 nonzeros Variable types: 193 continuous, 19643 integer (19643 binary) Root relaxation: objective 8.878795e+02, 1065 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 887.87949 0 294 - 887.87949 - - 0s 0 0 938.29873 0 357 - 938.29873 - - 0s 0 0 944.42359 0 377 - 944.42359 - - 0s 0 0 948.04167 0 376 - 948.04167 - - 1s 0 0 949.36806 0 383 - 949.36806 - - 1s 0 0 950.58810 0 408 - 950.58810 - - 1s 0 0 951.50000 0 394 - 951.50000 - - 1s 0 0 952.58333 0 398 - 952.58333 - - 1s 0 0 953.82593 0 395 - 953.82593 - - 1s 0 0 954.60826 0 401 - 954.60826 - - 1s 0 0 955.40729 0 418 - 955.40729 - - 1s 0 0 956.01344 0 424 - 956.01344 - - 1s 0 0 956.01344 0 371 - 956.01344 - - 1s 0 2 956.43452 0 371 - 956.43452 - - 3s 474 381 992.30685 45 156 - 960.32594 - 14.8 5s 603 455 985.70253 23 341 - 960.32594 - 14.3 15s 604 456 986.43235 28 241 - 964.82384 - 14.3 21s 605 457 986.43235 28 213 - 974.37550 - 14.2 25s 606 457 1004.67844 63 190 - 977.08790 - 14.2 30s 607 458 1007.32627 64 270 - 978.46997 - 14.2 39s 608 459 985.70253 23 234 - 979.36327 - 14.2 43s 609 459 991.18917 32 287 - 980.19407 - 14.1 51s 610 460 1006.77565 63 291 - 981.81982 - 14.1 59s 611 461 982.51447 24 205 - 982.51447 - 14.1 63s 612 461 990.35346 43 229 - 984.30307 - 14.1 67s 613 462 986.16423 24 277 - 984.52338 - 14.0 73s 614 463 991.77113 45 291 - 985.24584 - 14.0 81s 615 463 986.43235 28 184 - 986.02013 - 14.0 85s 616 464 987.19899 24 273 - 987.19899 - 14.0 92s 617 465 1000.78953 30 154 - 989.36355 - 14.0 95s 618 465 1006.77565 63 258 - 989.89734 - 13.9 103s 619 466 990.12870 23 162 - 990.12870 - 13.9 107s 620 467 1004.67844 63 165 - 990.28753 - 13.9 111s 621 467 1026.22963 64 204 - 990.99394 - 13.9 115s 623 469 992.51570 28 320 - 992.51570 - 13.8 126s 624 469 1004.67844 63 252 - 992.77265 - 13.8 130s 625 470 1007.32627 64 355 - 992.90901 - 13.8 138s 626 471 993.43221 24 209 - 993.43221 - 13.8 144s 627 471 993.53646 29 173 - 993.53646 - 13.7 148s 628 472 994.58301 23 224 - 994.58301 - 13.7 153s 630 473 994.59332 15 189 - 994.59332 - 13.7 157s 633 476 1000.78953 30 371 - 1000.59332 - 31.7 162s 635 477 1000.59332 28 337 - 1000.59332 - 31.6 171s 636 478 1000.59332 11 228 - 1000.59332 - 31.5 176s 637 479 1000.78953 30 222 - 1000.59332 - 31.5 181s 639 480 1000.96669 61 181 - 1000.96669 - 31.4 187s 640 481 1001.02253 24 175 - 1001.02253 - 31.3 191s 642 482 1006.77565 63 170 - 1001.02298 - 31.2 195s 643 483 1001.02298 11 170 - 1001.02298 - 31.2 200s 746 553 1013.06036 71 110 - 1001.13187 - 36.4 205s 1034 642 1020.79021 96 203 - 1001.26299 - 35.9 210s 1417 836 1034.40549 100 19 - 1001.79741 - 33.3 215s 1901 1030 1015.22597 53 371 - 1001.86071 - 30.3 220s 1904 1032 1035.21076 80 154 - 1001.86071 - 30.2 226s 1905 1033 1019.18987 71 188 - 1001.86071 - 30.2 232s 1906 1033 1006.79127 41 163 - 1001.86071 - 30.2 235s 1908 1035 1018.57437 68 285 - 1001.86071 - 30.2 242s 1909 1035 1022.03078 79 285 - 1001.86071 - 30.1 245s 2086 1132 1008.81477 64 172 - 1002.23309 - 31.9 250s 2543 1334 1020.04020 90 138 - 1004.19827 - 31.5 255s 3178 1645 infeasible 156 - 1004.84463 - 29.8 260s 3798 1945 1024.19954 70 114 - 1005.49234 - 28.9 265s 4527 2227 1037.79419 131 46 - 1006.65822 - 28.1 270s 4605 2252 1017.56905 51 111 - 1006.68891 - 27.9 276s 4606 2252 1017.21926 60 166 - 1006.68891 - 27.9 280s 4609 2254 1021.90598 71 157 - 1006.68891 - 27.9 285s 4653 2286 1015.98482 64 135 - 1006.68891 - 28.7 290s 5236 2509 1025.76095 81 130 - 1006.68891 - 28.5 295s 6001 2812 1020.17464 67 82 - 1007.09308 - 28.0 300s 6825 3214 1017.41667 87 53 - 1007.61950 - 26.9 305s 7706 3638 1034.97517 148 118 - 1008.08363 - 26.1 310s 8588 3999 1041.37511 89 105 - 1008.16296 - 25.6 315s 9454 4385 1024.27778 120 49 - 1008.44998 - 25.5 320s 10409 4797 1032.05831 132 147 - 1008.69295 - 25.2 325s 11441 5284 1019.55390 93 104 - 1008.86328 - 24.8 330s 12404 6033 1019.08485 78 140 - 1008.92397 - 24.7 335s 13315 6753 1023.59967 133 58 - 1008.98485 - 24.7 340s 14237 7439 1028.13729 63 147 - 1009.08694 - 24.7 345s 15183 8144 1012.60752 52 142 - 1009.21245 - 24.7 350s 16197 8967 infeasible 159 - 1009.28100 - 24.4 355s 17089 9603 1016.10308 68 81 - 1009.36205 - 24.3 360s 17935 10163 infeasible 56 - 1009.46212 - 24.4 365s 18733 10702 infeasible 62 - 1009.52419 - 24.6 370s 19660 11425 1015.36256 69 119 - 1009.58998 - 24.6 375s 20408 12015 1057.32279 138 109 - 1009.64729 - 24.6 380s 21272 12609 1012.82038 58 129 - 1009.73360 - 24.7 385s 22032 13093 1036.82227 120 125 - 1009.80752 - 24.7 390s 22939 13811 1018.88288 108 53 - 1009.86114 - 24.6 395s 23808 14456 1022.40957 75 129 - 1009.90822 - 24.6 400s 24739 15179 1015.96905 61 104 - 1009.96943 - 24.5 405s 25606 15856 1017.71424 67 80 - 1009.98530 - 24.5 410s 26323 16353 1018.18388 61 98 - 1010.03799 - 24.5 415s 27165 17000 1015.69533 62 98 - 1010.08694 - 24.4 420s *27836 9184 111 1024.0000000 1010.10197 1.36% 24.3 424s H28000 8232 1023.0000000 1010.12103 1.26% 24.3 425s 28001 8233 1021.69677 73 371 1023.00000 1010.12103 1.26% 24.3 442s 28011 8240 1018.99778 124 271 1023.00000 1010.12103 1.26% 24.3 445s 28709 8505 1011.51105 71 134 1023.00000 1010.12103 1.26% 24.6 450s H28870 8099 1021.0000000 1010.12103 1.07% 24.6 451s 29453 8193 cutoff 90 1021.00000 1010.12103 1.07% 24.8 455s 30384 8372 1018.56809 74 91 1021.00000 1010.12103 1.07% 24.9 460s 31088 8468 1010.38361 61 114 1021.00000 1010.12103 1.07% 25.1 465s 32088 8630 1010.12103 68 155 1021.00000 1010.12103 1.07% 25.1 470s 33061 8795 1015.83752 70 260 1021.00000 1010.12103 1.07% 25.2 475s 33877 8845 1019.23966 78 69 1021.00000 1010.12103 1.07% 25.2 480s 34895 8860 1012.80666 72 131 1021.00000 1010.20919 1.06% 25.3 485s 35880 8899 1014.53351 73 101 1021.00000 1010.41142 1.04% 25.4 490s 36894 8942 1018.36487 63 271 1021.00000 1010.69007 1.01% 25.4 495s 37744 8972 1016.45077 76 95 1021.00000 1010.90144 0.99% 25.4 500s 38727 8992 1012.86336 68 109 1021.00000 1011.14000 0.97% 25.5 505s 39735 8965 1016.46333 68 126 1021.00000 1011.29688 0.95% 25.6 510s 40694 9042 1018.05666 81 109 1021.00000 1011.42827 0.94% 25.6 515s 41399 9129 1019.67532 102 29 1021.00000 1011.50228 0.93% 25.7 520s 42411 9130 1016.23142 65 286 1021.00000 1011.65443 0.92% 25.7 525s 43381 9187 1019.22916 85 82 1021.00000 1011.75970 0.91% 25.8 530s 44383 9270 1019.05666 71 112 1021.00000 1011.84913 0.90% 25.8 535s H45300 8455 1020.0000000 1011.98990 0.79% 25.9 542s 45835 8452 1019.00000 105 20 1020.00000 1012.07018 0.78% 25.9 545s 46871 8444 1017.02185 80 106 1020.00000 1012.19354 0.77% 25.9 550s 47881 8403 1016.94286 84 40 1020.00000 1012.29083 0.76% 25.9 555s 48903 8378 1015.55216 79 118 1020.00000 1012.37809 0.75% 26.0 560s 49874 8408 1014.66768 68 125 1020.00000 1012.43762 0.74% 26.0 565s 50876 8646 1016.19995 88 42 1020.00000 1012.50895 0.73% 26.0 570s 51880 8965 cutoff 87 1020.00000 1012.56690 0.73% 26.0 575s 52906 9280 1018.54464 85 71 1020.00000 1012.65438 0.72% 26.1 580s 53560 9466 1014.11439 68 153 1020.00000 1012.74104 0.71% 26.0 586s 54372 9674 1014.54533 82 61 1020.00000 1012.81342 0.70% 26.0 590s 55541 10030 1016.08223 84 102 1020.00000 1012.90406 0.70% 26.0 595s 56716 10337 1017.36046 82 64 1020.00000 1012.99088 0.69% 26.0 600s 57659 10592 1017.15542 69 81 1020.00000 1013.04552 0.68% 26.0 605s 58723 10903 1014.94572 86 83 1020.00000 1013.08263 0.68% 26.0 610s 59924 11264 1017.89223 78 95 1020.00000 1013.12751 0.67% 25.9 615s 61118 11669 1016.98535 92 91 1020.00000 1013.16667 0.67% 25.9 620s 61206 11675 1014.57647 87 56 1020.00000 1013.17673 0.67% 25.9 632s 61764 11842 1015.91923 82 80 1020.00000 1013.19659 0.67% 25.9 635s 62983 12223 1014.02712 78 80 1020.00000 1013.23990 0.66% 25.9 640s 64177 12570 cutoff 87 1020.00000 1013.29614 0.66% 25.9 645s 65479 12903 1018.06714 76 90 1020.00000 1013.35969 0.65% 25.8 650s 66702 13243 1014.98062 87 66 1020.00000 1013.40415 0.65% 25.8 655s 67906 13577 1014.15542 78 103 1020.00000 1013.43379 0.64% 25.8 660s 69143 13928 cutoff 73 1020.00000 1013.46678 0.64% 25.8 665s 70311 14178 1013.70332 85 84 1020.00000 1013.50721 0.64% 25.8 670s 71463 14455 cutoff 89 1020.00000 1013.53644 0.63% 25.8 675s 72627 14780 1017.06714 73 107 1020.00000 1013.55666 0.63% 25.8 680s 73745 15029 1014.00952 86 66 1020.00000 1013.58295 0.63% 25.8 685s 74889 15342 1014.49568 85 56 1020.00000 1013.60952 0.63% 25.8 690s 76139 15707 1017.94286 86 60 1020.00000 1013.63857 0.62% 25.8 695s 77352 16007 1014.94080 66 149 1020.00000 1013.67814 0.62% 25.8 700s 78543 16246 1016.37360 83 91 1020.00000 1013.70332 0.62% 25.8 705s 79713 16469 1016.72144 75 81 1020.00000 1013.75367 0.61% 25.8 710s 80897 16747 1015.84232 70 86 1020.00000 1013.80898 0.61% 25.8 715s 82065 17047 1018.24268 82 98 1020.00000 1013.85219 0.60% 25.8 720s 83298 17346 infeasible 72 1020.00000 1013.88210 0.60% 25.8 725s 84580 17731 1017.86026 74 110 1020.00000 1013.92183 0.60% 25.8 730s 85898 18132 1016.94286 88 80 1020.00000 1013.95371 0.59% 25.7 735s 87109 18364 1018.33803 93 41 1020.00000 1013.99691 0.59% 25.7 740s 88369 18641 1015.04257 76 63 1020.00000 1014.02773 0.59% 25.7 746s 89327 18911 1015.00469 81 57 1020.00000 1014.04292 0.58% 25.7 750s 90587 19243 1014.88729 76 90 1020.00000 1014.05666 0.58% 25.7 755s 91803 19517 cutoff 96 1020.00000 1014.08108 0.58% 25.7 760s 92936 19817 1014.74969 75 62 1020.00000 1014.11089 0.58% 25.7 765s 94213 20004 1018.54654 90 108 1020.00000 1014.13383 0.58% 25.6 770s 95487 20278 1018.94286 97 43 1020.00000 1014.16434 0.57% 25.6 775s 96225 20378 1016.28571 84 70 1020.00000 1014.18089 0.57% 25.6 781s 97292 20600 1015.42990 75 70 1020.00000 1014.19955 0.57% 25.6 785s 98636 20908 1018.42962 82 98 1020.00000 1014.22626 0.57% 25.6 790s 100012 21320 1016.74695 81 172 1020.00000 1014.24054 0.56% 25.5 795s 101406 21645 1016.11111 85 64 1020.00000 1014.26575 0.56% 25.5 800s 102625 21898 cutoff 91 1020.00000 1014.29302 0.56% 25.5 805s 103847 22119 cutoff 85 1020.00000 1014.32124 0.56% 25.5 810s 105031 22331 1014.88851 79 140 1020.00000 1014.35389 0.55% 25.5 815s 106409 22659 1018.00000 81 27 1020.00000 1014.38036 0.55% 25.5 820s 107751 22923 1017.82244 74 138 1020.00000 1014.40488 0.55% 25.5 825s 109024 23198 1015.77607 69 154 1020.00000 1014.43250 0.55% 25.5 830s 110289 23418 1015.12570 80 95 1020.00000 1014.45467 0.54% 25.5 835s 111598 23646 1018.22067 99 56 1020.00000 1014.48576 0.54% 25.4 840s 112808 23803 1014.94286 78 51 1020.00000 1014.51435 0.54% 25.4 845s 114128 24054 1017.21516 89 118 1020.00000 1014.54346 0.53% 25.4 850s 115323 24258 1017.22000 93 41 1020.00000 1014.56928 0.53% 25.4 855s 116651 24486 1015.54082 82 57 1020.00000 1014.59474 0.53% 25.4 860s 118169 24829 1018.00952 81 57 1020.00000 1014.60952 0.53% 25.3 865s 119782 25267 1018.44286 78 87 1020.00000 1014.61273 0.53% 25.2 870s 121219 25572 1018.39916 96 55 1020.00000 1014.63051 0.53% 25.2 875s 122603 25724 1014.83709 84 97 1020.00000 1014.65434 0.52% 25.1 880s 123109 25810 1015.96870 74 74 1020.00000 1014.66430 0.52% 25.1 885s 124761 25975 cutoff 91 1020.00000 1014.66667 0.52% 25.1 890s 126180 26233 1018.69906 87 91 1020.00000 1014.68664 0.52% 25.0 895s 127441 26388 1016.12570 78 91 1020.00000 1014.71172 0.52% 25.0 900s 128672 26493 1016.93639 75 90 1020.00000 1014.73990 0.52% 25.0 905s 130046 26659 infeasible 87 1020.00000 1014.76752 0.51% 25.0 910s 131394 26832 infeasible 83 1020.00000 1014.80029 0.51% 25.0 915s 132655 27060 1015.77492 77 87 1020.00000 1014.82930 0.51% 25.0 920s 133965 27257 cutoff 82 1020.00000 1014.85875 0.50% 25.0 925s 135327 27493 1016.94286 80 55 1020.00000 1014.87801 0.50% 25.0 930s 136614 27676 1015.20819 77 115 1020.00000 1014.89582 0.50% 25.0 935s 138004 27985 infeasible 86 1020.00000 1014.91358 0.50% 25.0 940s 139241 28135 cutoff 81 1020.00000 1014.93353 0.50% 25.0 945s 140886 28535 1017.44286 80 68 1020.00000 1014.94286 0.50% 24.9 950s 142573 28987 1015.00000 82 41 1020.00000 1014.94286 0.50% 24.8 955s 144252 29424 1016.37346 86 98 1020.00000 1014.94443 0.50% 24.7 960s 145638 29605 1015.57444 86 55 1020.00000 1014.96187 0.49% 24.7 965s 147052 29862 1016.33395 80 43 1020.00000 1014.98653 0.49% 24.7 970s 148437 29969 infeasible 79 1020.00000 1015.00000 0.49% 24.7 975s 150156 30138 1015.58016 88 61 1020.00000 1015.00000 0.49% 24.6 980s 150933 30229 1017.27346 72 111 1020.00000 1015.00318 0.49% 24.6 985s 152174 30299 1015.08602 89 36 1020.00000 1015.02888 0.49% 24.6 990s 153282 30428 1016.10401 83 71 1020.00000 1015.04608 0.49% 24.6 995s 154311 30592 1015.20219 73 108 1020.00000 1015.05666 0.48% 24.5 1000s 155610 30854 1015.42388 81 143 1020.00000 1015.06714 0.48% 24.5 1005s 156934 31010 1015.66861 71 96 1020.00000 1015.07784 0.48% 24.5 1010s 158303 31123 1015.29121 75 110 1020.00000 1015.09240 0.48% 24.5 1015s 159570 31348 cutoff 84 1020.00000 1015.10718 0.48% 24.5 1020s 161008 31634 1015.37283 87 94 1020.00000 1015.11600 0.48% 24.5 1025s 162322 31793 cutoff 95 1020.00000 1015.12760 0.48% 24.5 1030s 163601 31953 1015.88729 92 65 1020.00000 1015.13926 0.48% 24.5 1035s 164943 32064 1016.75238 80 74 1020.00000 1015.15113 0.48% 24.5 1040s 166346 32355 1017.42726 72 115 1020.00000 1015.16196 0.47% 24.5 1045s 167703 32659 1018.01429 84 62 1020.00000 1015.17147 0.47% 24.4 1050s 169001 32854 1018.86423 75 81 1020.00000 1015.18315 0.47% 24.4 1055s 170349 33073 1015.44090 86 113 1020.00000 1015.19289 0.47% 24.4 1060s 171706 33257 cutoff 77 1020.00000 1015.20792 0.47% 24.4 1065s 173194 33584 1015.48089 89 62 1020.00000 1015.21184 0.47% 24.4 1070s 174628 33850 1016.29121 76 110 1020.00000 1015.22077 0.47% 24.4 1075s 176069 34077 infeasible 81 1020.00000 1015.23502 0.47% 24.4 1080s 177402 34226 1015.28477 79 64 1020.00000 1015.24645 0.47% 24.4 1085s 178798 34346 cutoff 88 1020.00000 1015.26239 0.46% 24.3 1090s 180165 34541 1018.18605 86 29 1020.00000 1015.27788 0.46% 24.3 1097s 180843 34628 1018.18182 87 36 1020.00000 1015.28410 0.46% 24.3 1100s 182248 34769 1018.94286 76 69 1020.00000 1015.29783 0.46% 24.3 1105s 183591 34854 1017.55717 86 78 1020.00000 1015.31363 0.46% 24.3 1110s 184874 34975 1016.58477 80 70 1020.00000 1015.33014 0.46% 24.3 1115s 186245 34933 1016.00301 83 64 1020.00000 1015.35014 0.46% 24.3 1120s 187516 34986 1017.16097 85 68 1020.00000 1015.36590 0.45% 24.3 1125s 188888 35183 1019.00000 91 23 1020.00000 1015.37625 0.45% 24.3 1130s 190311 35334 1016.88667 87 44 1020.00000 1015.38667 0.45% 24.3 1135s 191812 35401 cutoff 85 1020.00000 1015.40019 0.45% 24.3 1140s 193149 35495 1015.67256 75 151 1020.00000 1015.41733 0.45% 24.3 1145s 194415 35584 1019.00000 95 24 1020.00000 1015.43379 0.45% 24.3 1150s 195934 35847 cutoff 79 1020.00000 1015.44422 0.45% 24.2 1155s 197431 36013 1018.00000 87 39 1020.00000 1015.46333 0.44% 24.2 1160s 198757 36016 1016.39318 85 75 1020.00000 1015.48576 0.44% 24.2 1165s 200132 35981 1017.62760 92 55 1020.00000 1015.50811 0.44% 24.2 1170s 201578 36108 1017.23452 88 66 1020.00000 1015.52344 0.44% 24.2 1175s 202988 36045 1019.00000 87 20 1020.00000 1015.54286 0.44% 24.2 1180s 204268 36039 cutoff 71 1020.00000 1015.55666 0.44% 24.2 1185s 205043 36033 1017.00000 81 33 1020.00000 1015.56660 0.43% 24.2 1190s 206206 36125 1016.94286 86 72 1020.00000 1015.57688 0.43% 24.2 1195s 207598 36198 1017.85922 76 50 1020.00000 1015.59110 0.43% 24.2 1200s 209058 36295 1016.87457 91 70 1020.00000 1015.60193 0.43% 24.1 1205s 210620 36543 1016.87038 83 62 1020.00000 1015.60952 0.43% 24.1 1210s 212311 36879 1018.94286 85 39 1020.00000 1015.60952 0.43% 24.0 1215s 213762 36990 1017.61867 86 80 1020.00000 1015.61824 0.43% 24.0 1220s 215189 37149 1018.02776 84 98 1020.00000 1015.63000 0.43% 24.0 1225s 216598 37196 1016.16224 90 43 1020.00000 1015.64968 0.43% 24.0 1230s 218066 37301 1018.19608 79 51 1020.00000 1015.66667 0.42% 24.0 1235s 219703 37303 1018.34328 76 47 1020.00000 1015.66667 0.42% 24.0 1240s 221166 37315 cutoff 82 1020.00000 1015.68095 0.42% 23.9 1245s 222593 37337 cutoff 88 1020.00000 1015.70203 0.42% 23.9 1250s 224016 37306 infeasible 93 1020.00000 1015.72000 0.42% 23.9 1255s 225346 37349 1018.35271 88 92 1020.00000 1015.73911 0.42% 23.9 1260s 226585 37257 1018.21740 86 65 1020.00000 1015.76094 0.42% 23.9 1265s 228061 37245 1016.20841 80 70 1020.00000 1015.78470 0.41% 23.9 1270s 229419 37263 1018.22222 84 29 1020.00000 1015.80362 0.41% 23.9 1275s 230755 37212 infeasible 78 1020.00000 1015.82057 0.41% 23.9 1280s 231587 37301 1016.28763 81 115 1020.00000 1015.82938 0.41% 23.9 1285s 232781 37313 cutoff 99 1020.00000 1015.84474 0.41% 23.9 1290s 234186 37350 cutoff 77 1020.00000 1015.85946 0.41% 23.9 1295s 235491 37505 1017.58873 83 60 1020.00000 1015.86372 0.41% 23.9 1300s 236871 37669 1016.46309 73 58 1020.00000 1015.87740 0.40% 23.9 1305s 238197 37721 1016.63131 84 56 1020.00000 1015.88641 0.40% 23.9 1310s 239501 37868 1018.08469 91 62 1020.00000 1015.89265 0.40% 23.9 1315s 241060 38150 1017.87097 87 49 1020.00000 1015.89759 0.40% 23.9 1320s 242012 38208 1016.85946 79 88 1020.00000 1015.90514 0.40% 23.9 1325s 243402 38328 1018.05714 91 48 1020.00000 1015.91740 0.40% 23.9 1330s 244736 38327 infeasible 82 1020.00000 1015.93171 0.40% 23.9 1335s 246179 38416 1018.85714 94 35 1020.00000 1015.94286 0.40% 23.8 1340s 247937 38743 1016.00000 91 28 1020.00000 1015.94286 0.40% 23.8 1345s 249663 39016 cutoff 98 1020.00000 1015.94286 0.40% 23.7 1350s 251356 39329 1016.21429 91 37 1020.00000 1015.94286 0.40% 23.7 1355s 252960 39547 1015.94748 94 37 1020.00000 1015.94286 0.40% 23.7 1360s 254523 39822 1017.19286 89 46 1020.00000 1015.94286 0.40% 23.6 1365s 255902 40052 1015.94299 82 371 1020.00000 1015.94286 0.40% 23.6 1404s 255906 40055 1016.05912 95 272 1020.00000 1015.94286 0.40% 23.6 1405s 256342 40185 cutoff 77 1020.00000 1015.94286 0.40% 23.7 1410s 257021 40251 1015.94286 77 151 1020.00000 1015.94286 0.40% 23.7 1415s 257825 40237 1018.21175 88 66 1020.00000 1015.94286 0.40% 23.7 1420s 258777 40247 1015.94286 80 105 1020.00000 1015.94286 0.40% 23.7 1425s 259487 40192 1015.94286 77 85 1020.00000 1015.94286 0.40% 23.8 1430s 260295 40089 1016.94286 80 89 1020.00000 1015.94286 0.40% 23.8 1435s 261151 39938 1015.94286 71 138 1020.00000 1015.94286 0.40% 23.9 1440s 261996 39778 1015.94286 78 143 1020.00000 1015.94286 0.40% 23.9 1445s 262716 39707 1015.94286 77 138 1020.00000 1015.94286 0.40% 23.9 1450s 263546 39621 cutoff 80 1020.00000 1015.94286 0.40% 24.0 1455s 264607 39484 1018.45077 71 301 1020.00000 1015.94286 0.40% 24.0 1460s 265661 39398 1016.27619 86 102 1020.00000 1015.94286 0.40% 24.0 1465s 266577 39183 cutoff 94 1020.00000 1015.94286 0.40% 24.0 1470s 267563 39025 cutoff 90 1020.00000 1015.94286 0.40% 24.1 1475s 268642 38903 1015.94286 80 79 1020.00000 1015.94286 0.40% 24.1 1480s 269691 38765 cutoff 80 1020.00000 1015.94286 0.40% 24.1 1485s 270778 38635 1015.94286 82 119 1020.00000 1015.94286 0.40% 24.1 1490s 271800 38502 1015.94286 80 70 1020.00000 1015.94286 0.40% 24.2 1495s 272764 38463 1015.94286 76 80 1020.00000 1015.94286 0.40% 24.2 1502s 273284 38323 cutoff 80 1020.00000 1015.94286 0.40% 24.2 1505s 274447 38130 cutoff 78 1020.00000 1015.94286 0.40% 24.2 1510s 275687 38030 1015.94286 86 95 1020.00000 1015.94286 0.40% 24.2 1515s 276831 37886 1018.32500 91 48 1020.00000 1015.94286 0.40% 24.2 1520s 277937 37535 1016.86662 89 107 1020.00000 1015.94286 0.40% 24.2 1525s 279093 37314 1015.94286 81 109 1020.00000 1015.94286 0.40% 24.2 1530s 280238 37104 1016.98919 87 90 1020.00000 1015.94286 0.40% 24.2 1535s 281499 36937 1017.58333 85 85 1020.00000 1015.94286 0.40% 24.2 1540s 282718 36661 1016.73512 83 128 1020.00000 1015.94286 0.40% 24.2 1545s 284024 36328 cutoff 78 1020.00000 1015.94286 0.40% 24.2 1550s 285279 36064 1015.94286 80 105 1020.00000 1015.94286 0.40% 24.2 1555s 286570 35788 1016.62913 86 125 1020.00000 1015.94286 0.40% 24.2 1560s 287916 35544 1017.23077 96 78 1020.00000 1015.94286 0.40% 24.2 1565s 289532 35457 1016.60000 93 71 1020.00000 1015.94286 0.40% 24.1 1570s 291166 35359 1018.94286 85 116 1020.00000 1015.94286 0.40% 24.1 1575s 292736 35073 infeasible 89 1020.00000 1015.97753 0.39% 24.1 1580s 293736 34769 1016.00000 91 47 1020.00000 1016.00000 0.39% 24.1 1585s 295144 34358 1017.58333 81 66 1020.00000 1016.00000 0.39% 24.1 1590s 296415 33981 1017.58333 83 61 1020.00000 1016.00000 0.39% 24.1 1597s 297005 33765 cutoff 89 1020.00000 1016.00000 0.39% 24.1 1600s 298416 33321 cutoff 93 1020.00000 1016.00000 0.39% 24.0 1605s 299860 32867 1017.78052 88 81 1020.00000 1016.00000 0.39% 24.0 1610s 301235 32432 cutoff 71 1020.00000 1016.04889 0.39% 24.0 1615s 302528 31972 cutoff 93 1020.00000 1016.15499 0.38% 24.0 1620s 303769 31496 1018.56391 84 109 1020.00000 1016.23333 0.37% 24.1 1625s 305128 31099 cutoff 83 1020.00000 1016.29345 0.36% 24.1 1630s 306512 30585 1017.62270 78 111 1020.00000 1016.35884 0.36% 24.1 1635s 307911 30194 1018.12500 91 64 1020.00000 1016.44286 0.35% 24.0 1640s 309329 29704 cutoff 83 1020.00000 1016.54702 0.34% 24.0 1645s 310857 29459 1017.30649 85 109 1020.00000 1016.60952 0.33% 24.0 1650s 312344 29181 1017.84045 87 91 1020.00000 1016.70722 0.32% 24.0 1655s 313839 28818 1018.75000 95 64 1020.00000 1016.81533 0.31% 24.0 1660s 315285 28387 1016.98919 85 77 1020.00000 1016.94286 0.30% 24.0 1665s 316722 28082 1017.12500 87 70 1020.00000 1016.94286 0.30% 24.0 1670s 318136 27831 infeasible 90 1020.00000 1016.94286 0.30% 24.0 1675s 319618 27608 cutoff 97 1020.00000 1016.94286 0.30% 23.9 1680s 321107 27343 cutoff 94 1020.00000 1016.94286 0.30% 23.9 1685s 322618 27110 1016.95000 88 84 1020.00000 1016.94286 0.30% 23.9 1690s 324099 26745 1017.29358 94 60 1020.00000 1016.96226 0.30% 23.9 1695s 325534 26186 1017.60000 83 82 1020.00000 1016.97753 0.30% 23.9 1700s 326894 25427 cutoff 99 1020.00000 1017.00000 0.29% 23.9 1705s 328186 24761 cutoff 95 1020.00000 1017.00000 0.29% 23.9 1710s 329300 24265 1017.08451 84 66 1020.00000 1017.00000 0.29% 23.9 1718s 329704 24045 cutoff 94 1020.00000 1017.00000 0.29% 23.9 1720s 330954 23429 1018.66667 84 78 1020.00000 1017.00000 0.29% 23.9 1725s 332283 22751 1017.50000 97 77 1020.00000 1017.00000 0.29% 23.9 1730s 333607 22095 cutoff 97 1020.00000 1017.00000 0.29% 23.9 1735s 334955 21464 1017.27654 92 96 1020.00000 1017.00000 0.29% 24.0 1740s 336388 20717 cutoff 78 1020.00000 1017.04232 0.29% 23.9 1745s 337899 20148 cutoff 103 1020.00000 1017.12963 0.28% 23.9 1750s 339288 19376 cutoff 92 1020.00000 1017.27273 0.27% 23.9 1755s 340732 18550 cutoff 90 1020.00000 1017.37143 0.26% 23.9 1760s 342331 18065 cutoff 95 1020.00000 1017.44286 0.25% 23.9 1765s 343897 17286 infeasible 92 1020.00000 1017.58333 0.24% 23.9 1770s 345469 16495 1018.00000 89 65 1020.00000 1017.86592 0.21% 23.9 1775s 347131 15961 1018.28261 88 63 1020.00000 1017.94286 0.20% 23.9 1780s 348834 15440 1018.32500 90 67 1020.00000 1017.94286 0.20% 23.8 1785s 350519 14922 1018.27273 92 51 1020.00000 1017.94286 0.20% 23.8 1790s 352167 14496 1018.23817 89 71 1020.00000 1017.94286 0.20% 23.8 1795s 353958 14075 1017.95402 90 114 1020.00000 1017.94286 0.20% 23.7 1800s 355744 13623 cutoff 91 1020.00000 1017.94286 0.20% 23.7 1805s 357505 13144 1018.12500 89 66 1020.00000 1017.94288 0.20% 23.6 1810s 358961 12097 1018.00000 89 51 1020.00000 1017.97143 0.20% 23.7 1815s 360052 11255 1018.13051 91 63 1020.00000 1018.00000 0.20% 23.7 1820s 360721 10745 1018.00000 92 57 1020.00000 1018.00000 0.20% 23.7 1825s 362004 9660 cutoff 94 1020.00000 1018.00000 0.20% 23.7 1830s 363229 8602 1018.15000 98 74 1020.00000 1018.00000 0.20% 23.7 1835s 364502 7588 1018.50000 91 59 1020.00000 1018.00000 0.20% 23.8 1840s 365835 6407 1018.12500 90 58 1020.00000 1018.05405 0.19% 23.8 1845s 367161 5415 1019.00000 94 64 1020.00000 1018.44286 0.15% 23.7 1852s 368292 4715 cutoff 89 1020.00000 1018.50000 0.15% 23.7 1855s 370284 3420 cutoff 86 1020.00000 1018.94286 0.10% 23.7 1860s 372478 2059 1019.00000 98 32 1020.00000 1019.00000 0.10% 23.6 1865s Cutting planes: Learned: 10 Gomory: 71 Cover: 218 Implied bound: 272 Clique: 42 MIR: 361 GUB cover: 28 Zero half: 119 Explored 374651 nodes (8807186 simplex iterations) in 1869.05 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 1.020000000000e+03, best bound 1.020000000000e+03, gap 0.0%