Gurobi 5.0.1 (linux64) logging started Wed Dec 26 03:02:19 2012 Optimize a model with 3402 rows, 3280 columns and 14196 nonzeros Presolve removed 550 rows and 80 columns Presolve time: 0.11s Presolved: 2852 rows, 3200 columns, 13450 nonzeros Variable types: 1560 continuous, 1640 integer (1640 binary) Root relaxation: objective 2.183858e+02, 3119 iterations, 0.17 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 218.38581 0 72 - 218.38581 - - 0s 0 0 229.59296 0 86 - 229.59296 - - 0s 0 0 237.11613 0 94 - 237.11613 - - 0s 0 0 240.90287 0 85 - 240.90287 - - 0s 0 0 241.65152 0 80 - 241.65152 - - 0s 0 0 243.74281 0 86 - 243.74281 - - 0s 0 0 244.52070 0 92 - 244.52070 - - 0s 0 0 246.02861 0 88 - 246.02861 - - 0s 0 0 246.32064 0 87 - 246.32064 - - 0s 0 0 246.36181 0 89 - 246.36181 - - 0s 0 0 246.36193 0 84 - 246.36193 - - 0s 0 0 246.37833 0 87 - 246.37833 - - 0s 0 0 246.37833 0 87 - 246.37833 - - 1s 0 2 246.38424 0 87 - 246.38424 - - 2s 151 132 infeasible 10 - 248.36495 - 88.5 5s 497 406 312.55515 76 73 - 249.52829 - 111 10s 618 493 294.14745 113 102 - 251.87682 - 114 15s 638 509 267.10676 24 81 - 255.03898 - 129 20s 806 587 306.33148 68 59 - 256.80328 - 137 25s 997 672 309.27479 92 69 - 257.46816 - 145 30s 1281 798 326.92283 134 68 - 259.49350 - 138 35s 1633 970 298.21492 44 72 - 259.75260 - 130 40s 1970 1085 296.96213 108 57 - 260.14541 - 129 45s 2244 1263 318.74740 58 78 - 260.60552 - 129 50s 2607 1485 301.45708 41 80 - 262.75424 - 128 55s 3056 1860 289.72008 44 81 - 263.37242 - 122 60s 3459 2140 infeasible 83 - 263.95546 - 121 65s 3798 2386 infeasible 25 - 264.46891 - 121 70s 4099 2621 infeasible 92 - 264.61092 - 123 75s 4358 2814 389.01182 59 59 - 264.63288 - 125 80s 4678 3004 infeasible 28 - 265.56700 - 126 85s 4927 3169 363.33260 39 79 - 265.98459 - 128 90s 5186 3347 294.54550 36 77 - 266.13294 - 130 95s 5573 3630 271.81497 25 93 - 266.43894 - 129 100s 5854 3831 302.00807 41 81 - 266.50947 - 130 105s 6187 4073 326.31896 40 75 - 266.91634 - 131 110s 6555 4338 288.69871 41 67 - 267.06177 - 131 115s 6896 4604 321.41944 44 55 - 267.15177 - 131 120s 7215 4860 317.96756 29 81 - 267.21614 - 131 125s 7359 4962 345.12516 50 71 - 267.36214 - 134 130s 7699 5225 360.78105 79 43 - 267.38886 - 134 135s 7970 5380 314.67782 44 76 - 267.58015 - 134 140s 8265 5588 293.70429 41 81 - 267.63701 - 134 145s 8542 5756 349.89515 49 63 - 267.90632 - 135 150s 8850 5963 304.18054 40 74 - 268.04587 - 136 155s 9153 6132 349.63961 54 59 - 268.17795 - 136 160s 9380 6268 318.67385 36 85 - 268.37716 - 138 165s 9677 6466 278.75280 25 80 - 268.64250 - 139 170s 9963 6670 354.32685 43 80 - 268.83602 - 139 175s 10266 6869 392.13915 63 61 - 268.85608 - 139 180s 10562 7065 352.97920 39 91 - 269.23627 - 140 185s 10829 7202 323.99220 29 78 - 269.31113 - 141 190s 11141 7431 337.13507 63 54 - 269.38773 - 141 195s 11463 7632 infeasible 57 - 269.43511 - 141 200s 11763 7829 361.91325 58 54 - 269.57723 - 141 205s 12046 7995 infeasible 81 - 269.67320 - 141 210s 12373 8246 328.86699 73 76 - 269.82740 - 141 215s 12655 8407 337.61299 51 64 - 270.22775 - 142 220s 12968 8660 369.05775 69 43 - 270.28492 - 141 225s 13249 8812 327.33339 53 78 - 270.59172 - 142 230s 13647 9090 464.76358 78 56 - 270.68611 - 141 235s 13943 9254 327.10425 52 57 - 270.96233 - 141 240s 14295 9456 278.13816 21 96 - 271.32698 - 141 245s 14559 9621 381.79926 64 51 - 271.34631 - 141 250s 14831 9780 396.51811 60 50 - 271.54806 - 142 255s 15175 10012 307.52666 57 79 - 271.61920 - 142 260s 15462 10184 324.10293 41 61 - 271.71778 - 142 265s 15812 10413 357.03925 73 53 - 271.84170 - 142 270s 16143 10628 382.90738 50 72 - 272.08434 - 142 275s 16491 10864 368.71948 48 60 - 272.15904 - 142 280s 16741 11002 420.19765 47 57 - 272.32283 - 143 285s 17001 11117 infeasible 40 - 272.38351 - 143 290s 17306 11300 289.42428 60 74 - 272.53685 - 143 295s 17618 11524 366.61093 55 68 - 272.59375 - 143 300s 17899 11712 445.54654 104 57 - 272.84243 - 143 305s 18162 11864 316.02270 30 65 - 273.14568 - 144 310s 18431 12027 315.94593 48 67 - 273.39195 - 144 315s 18700 12201 284.19539 44 86 - 273.50622 - 144 320s 19013 12411 428.93231 81 56 - 273.73164 - 144 325s 19301 12570 infeasible 45 - 273.97567 - 144 330s 19567 12746 infeasible 107 - 274.02177 - 144 335s 19817 12911 infeasible 47 - 274.04720 - 145 340s 20228 13165 336.50604 39 67 - 274.13433 - 144 345s 20545 13359 340.63698 45 64 - 274.21485 - 144 350s 20906 13609 337.44984 37 59 - 274.32784 - 144 355s 21255 13855 395.41565 41 49 - 274.56382 - 143 360s 21547 14036 403.64018 70 54 - 274.67691 - 144 365s 21871 14262 459.40592 102 52 - 274.71097 - 144 370s 22223 14491 381.07806 105 46 - 274.81933 - 144 375s 22581 14745 422.65767 94 51 - 274.96124 - 144 380s 23003 15047 298.01576 73 73 - 275.03722 - 143 385s 23243 15205 infeasible 43 - 275.08270 - 143 390s 23578 15417 303.16811 70 75 - 275.19802 - 143 395s 23888 15604 329.98585 49 67 - 275.37608 - 143 400s 24204 15817 347.39354 59 67 - 275.40852 - 143 405s 24563 16055 324.32938 35 83 - 275.49393 - 143 410s 24889 16294 340.15807 37 54 - 275.67773 - 143 415s 25170 16487 341.78742 63 63 - 275.88908 - 143 420s 25551 16745 314.41883 43 76 - 276.01255 - 143 425s 25899 17008 372.91806 93 27 - 276.10882 - 142 430s 26288 17281 307.36868 32 75 - 276.14111 - 142 435s 26584 17486 infeasible 53 - 276.17600 - 142 440s 26895 17708 infeasible 65 - 276.23094 - 142 445s 27223 17921 383.87428 76 64 - 276.33482 - 142 450s 27474 18060 396.46698 56 52 - 276.46582 - 142 455s 27855 18348 366.21754 107 35 - 276.52987 - 142 460s 28212 18601 infeasible 71 - 276.63082 - 142 465s 28596 18823 332.54840 76 65 - 276.80678 - 141 470s 28984 19057 297.56913 22 82 - 277.06217 - 141 475s 29374 19340 345.78176 49 69 - 277.21757 - 140 480s 29763 19620 318.02991 30 72 - 277.38746 - 140 485s 30002 19784 400.34942 114 57 - 277.65258 - 140 490s 30370 19991 371.47685 87 41 - 277.81520 - 140 495s 30675 20188 352.50982 86 60 - 278.02764 - 140 500s 30940 20349 305.86384 27 76 - 278.14820 - 141 505s 31268 20584 325.54983 49 71 - 278.23379 - 141 510s 31624 20795 298.93633 68 68 - 278.33604 - 140 515s 31924 21007 457.77077 78 52 - 278.42053 - 141 520s 32272 21237 302.67322 50 75 - 278.54793 - 141 525s 32625 21478 347.20597 49 71 - 278.64676 - 140 530s 32990 21723 354.37082 46 60 - 278.78918 - 140 535s 33412 22046 364.37779 115 46 - 278.96247 - 140 540s 33709 22211 360.82622 94 63 - 279.16452 - 140 545s 34002 22377 394.63270 31 64 - 279.30222 - 140 550s 34346 22598 infeasible 133 - 279.35971 - 140 555s 34654 22795 377.23036 45 62 - 279.64961 - 140 560s 35027 23045 333.88198 44 64 - 279.83585 - 140 565s 35349 23275 368.88775 90 50 - 279.95501 - 140 570s 35658 23459 335.60358 36 76 - 279.97120 - 140 575s 36084 23781 399.86073 79 54 - 280.08856 - 140 580s 36494 24098 376.18659 92 18 - 280.20139 - 140 585s 36872 24372 330.84665 40 69 - 280.31600 - 139 590s 37398 24779 infeasible 52 - 280.37477 - 138 595s 37728 24964 290.66183 52 72 - 280.56718 - 138 600s 38053 25176 339.73993 44 57 - 280.78798 - 138 605s 38477 25481 296.42219 80 65 - 281.04626 - 138 610s 38883 25771 378.06077 62 51 - 281.13200 - 138 615s 39352 26113 338.88958 39 79 - 281.26744 - 137 620s 39756 26363 313.27526 32 69 - 281.41193 - 137 625s 40152 26648 324.43429 85 29 - 281.57658 - 137 630s 40602 26963 354.92886 78 49 - 281.60559 - 136 635s 40804 27091 342.72396 69 59 - 281.61600 - 136 663s 40900 27163 388.95121 75 54 - 281.62159 - 136 665s 41262 27370 324.52978 39 64 - 281.69617 - 136 670s 41636 27629 422.71411 74 54 - 281.78452 - 136 675s 41937 27834 298.90631 25 88 - 281.93258 - 136 680s 42266 28070 321.68643 68 63 - 282.00801 - 136 685s 42648 28347 infeasible 84 - 282.12713 - 136 690s 42874 28492 363.43747 73 68 - 282.12713 - 136 695s 43151 28654 384.75230 98 60 - 282.22536 - 136 700s 43448 28849 351.28132 75 52 - 282.32454 - 136 705s 43798 29096 284.75684 24 82 - 282.38164 - 136 710s 44164 29356 365.36944 59 52 - 282.42880 - 136 715s 44620 29694 299.68416 50 75 - 282.55335 - 136 720s 45038 29944 313.75437 31 79 - 282.67923 - 136 725s 45436 30253 395.96947 98 57 - 282.74180 - 135 730s 45827 30502 305.41434 25 81 - 282.82607 - 135 735s 46173 30725 370.99340 41 60 - 282.91110 - 135 740s 46566 30986 286.40826 29 78 - 283.04105 - 135 745s 46904 31227 324.42293 46 76 - 283.13130 - 135 750s 47237 31499 370.17208 94 51 - 283.16913 - 135 755s 47716 31829 399.11251 109 28 - 283.24651 - 135 760s 48116 32087 389.87225 78 57 - 283.31792 - 134 765s 48530 32351 369.28043 97 62 - 283.42474 - 134 770s 48975 32653 infeasible 67 - 283.51129 - 134 775s 49435 32975 308.92296 81 82 - 283.57780 - 133 780s 49802 33191 313.00823 33 82 - 283.67954 - 133 785s 50176 33441 370.00228 89 72 - 283.77967 - 133 790s 50532 33717 312.35477 39 75 - 283.85923 - 133 795s 50943 34006 infeasible 72 - 283.98134 - 133 800s 51316 34249 371.47748 83 69 - 284.07877 - 133 805s 51675 34482 323.64826 46 52 - 284.18646 - 133 810s 52104 34753 391.32820 72 46 - 284.26016 - 133 815s 52452 34992 340.90973 29 77 - 284.27509 - 133 820s 52841 35268 331.37484 31 73 - 284.35674 - 133 825s 53271 35564 infeasible 71 - 284.44017 - 132 830s 53651 35777 374.83252 54 55 - 284.54245 - 132 835s 53928 35970 383.24508 60 74 - 284.63382 - 132 840s 54371 36287 infeasible 109 - 284.74285 - 132 845s 54666 36430 354.52550 73 61 - 284.86378 - 132 850s 55048 36702 370.76552 82 54 - 284.94718 - 132 855s 55331 36889 383.26215 36 49 - 285.00074 - 132 860s 55627 37083 425.06656 54 66 - 285.05146 - 132 865s 56042 37387 311.26212 42 57 - 285.11482 - 132 870s 56453 37656 333.99245 34 63 - 285.22165 - 132 875s 56835 37922 354.56200 71 63 - 285.28411 - 132 880s 57206 38147 infeasible 69 - 285.36888 - 132 885s 57563 38385 299.02147 42 84 - 285.44985 - 132 890s 57863 38598 infeasible 44 - 285.53899 - 132 895s 58235 38841 348.57140 53 55 - 285.62078 - 132 900s 58694 39223 461.54662 181 27 - 285.63784 - 131 905s 59154 39575 379.86503 106 50 - 285.68522 - 131 910s 59605 39910 371.34144 66 54 - 285.75740 - 131 915s 60102 40263 322.16840 86 61 - 285.86984 - 130 920s 60407 40470 405.92511 75 65 - 285.86984 - 130 925s 60742 40674 372.34113 74 45 - 285.93527 - 130 930s 61092 40879 304.97703 28 84 - 286.02652 - 130 935s 61480 41158 infeasible 65 - 286.09937 - 130 940s 61796 41372 369.20908 104 71 - 286.14332 - 130 945s 62131 41572 388.74921 56 73 - 286.26392 - 130 950s 62551 41863 380.72494 54 57 - 286.36019 - 130 955s 62911 42110 309.15140 41 58 - 286.44544 - 130 960s 63297 42379 395.34280 85 61 - 286.52950 - 130 965s 63676 42630 infeasible 81 - 286.61389 - 130 970s 64073 42924 infeasible 72 - 286.65085 - 130 975s 64480 43197 350.90696 40 55 - 286.72588 - 130 980s 64870 43428 infeasible 104 - 286.79878 - 129 985s 65303 43727 335.66874 35 78 - 286.85574 - 129 990s 65678 43926 infeasible 58 - 286.99471 - 129 995s 66094 44200 346.86969 53 48 - 287.02911 - 129 1000s 66571 44513 304.43889 32 68 - 287.13467 - 129 1005s 66900 44761 361.71782 50 70 - 287.13923 - 129 1010s 67281 45029 328.55617 68 73 - 287.20714 - 129 1015s 67683 45311 359.36642 89 56 - 287.29472 - 129 1020s 68039 45540 313.69727 40 66 - 287.37441 - 129 1025s 68414 45778 301.95295 32 73 - 287.47836 - 129 1030s 68804 46029 370.11201 63 57 - 287.55986 - 129 1035s 69206 46285 401.20930 113 38 - 287.65258 - 129 1040s 69666 46604 infeasible 58 - 287.69332 - 128 1045s 70018 46844 365.49551 48 54 - 287.71916 - 128 1050s 70252 46992 404.36843 133 52 - 287.76934 - 129 1055s 70635 47249 341.22041 47 75 - 287.85712 - 128 1060s 71040 47516 376.30436 75 62 - 287.90184 - 128 1065s 71414 47779 310.48418 44 62 - 287.98524 - 128 1070s 71893 48119 infeasible 91 - 288.04118 - 128 1075s 72272 48319 366.22676 51 71 - 288.09897 - 128 1080s 72732 48628 320.73599 36 61 - 288.15391 - 128 1085s 73131 48892 310.56780 46 76 - 288.21988 - 128 1090s 73509 49160 291.47231 54 81 - 288.28165 - 128 1095s 73932 49457 364.53186 77 55 - 288.31214 - 127 1100s 74340 49714 325.18950 37 58 - 288.37938 - 127 1105s 74688 49952 354.97432 96 59 - 288.41766 - 127 1110s 75080 50211 338.88373 78 58 - 288.46382 - 127 1115s 75524 50521 340.93352 39 63 - 288.52022 - 127 1120s 75980 50837 303.47818 27 69 - 288.59645 - 127 1125s 76474 51181 348.69016 84 60 - 288.66287 - 126 1130s 76926 51498 infeasible 52 - 288.72386 - 126 1135s 77297 51760 infeasible 79 - 288.75536 - 126 1140s 77714 52031 347.68384 89 56 - 288.80654 - 126 1145s 78142 52323 339.39331 69 49 - 288.84839 - 126 1150s 78482 52589 361.17126 78 68 - 288.86580 - 126 1155s 78774 52785 375.77608 107 72 - 288.88291 - 126 1160s 79163 53046 infeasible 57 - 288.92210 - 126 1165s 79432 53216 351.66555 70 70 - 289.03718 - 126 1170s 79873 53548 320.77979 37 61 - 289.06431 - 126 1175s 80237 53787 365.38624 93 53 - 289.12158 - 126 1180s 80610 54053 422.79099 80 49 - 289.18050 - 126 1185s 80962 54292 362.73470 42 68 - 289.20521 - 126 1190s 81383 54592 312.58178 62 63 - 289.28693 - 126 1195s 81823 54886 332.70613 49 63 - 289.31895 - 126 1200s 82225 55151 372.24074 57 76 - 289.34805 - 126 1205s 82676 55468 368.29177 74 35 - 289.40656 - 126 1210s 83160 55774 292.38067 45 75 - 289.48979 - 125 1215s 83559 56040 infeasible 45 - 289.56235 - 125 1220s 83984 56306 infeasible 48 - 289.64761 - 125 1225s 84365 56495 325.34068 49 66 - 289.70945 - 125 1230s 84736 56756 374.87005 62 75 - 289.75666 - 125 1235s 85077 56990 317.09700 36 83 - 289.77865 - 125 1240s 85462 57273 356.71322 31 65 - 289.80692 - 125 1245s 85861 57542 313.46476 40 74 - 289.86951 - 125 1250s 86227 57750 328.34640 75 84 - 289.93383 - 125 1255s 86578 57986 infeasible 76 - 289.97657 - 125 1260s 86949 58218 infeasible 89 - 290.00352 - 125 1265s 87354 58496 421.19931 65 57 - 290.05775 - 125 1270s 87702 58716 infeasible 98 - 290.11056 - 125 1275s 88058 58958 324.02872 37 59 - 290.15950 - 125 1280s 88463 59230 317.43924 35 74 - 290.20625 - 125 1285s 88867 59520 371.85168 83 63 - 290.27169 - 125 1290s 89266 59773 306.17393 38 59 - 290.33375 - 125 1295s 89668 60037 294.79140 32 73 - 290.37192 - 125 1300s 90056 60327 infeasible 101 - 290.41727 - 125 1305s 90437 60597 302.90035 32 62 - 290.46612 - 125 1310s 90874 60920 infeasible 63 - 290.51359 - 125 1315s 91242 61132 378.61462 50 70 - 290.57092 - 125 1320s 91595 61340 infeasible 43 - 290.59649 - 125 1325s 91997 61599 319.78830 41 64 - 290.65305 - 125 1330s 92458 61959 419.73221 79 57 - 290.67739 - 124 1335s 92700 62103 410.90024 102 43 - 290.70225 - 124 1340s 92966 62263 317.97503 96 79 - 290.70880 - 124 1345s 93401 62535 454.29982 54 62 - 290.76908 - 124 1350s 93851 62842 infeasible 44 - 290.82327 - 124 1355s 94233 63086 411.49773 107 50 - 290.87444 - 124 1360s 94621 63342 321.51705 44 66 - 290.91860 - 124 1365s 95069 63630 435.10865 106 53 - 290.94134 - 124 1370s 95388 63802 337.17787 83 57 - 290.96718 - 124 1375s 95799 64097 401.28251 83 67 - 290.99474 - 124 1380s 96262 64406 300.28216 26 66 - 291.07882 - 124 1385s 96621 64658 340.64051 49 43 - 291.11675 - 124 1390s 97064 64980 335.57096 58 74 - 291.14668 - 124 1395s 97419 65241 330.08566 26 73 - 291.17244 - 124 1400s 97777 65497 318.78402 51 70 - 291.20098 - 124 1405s 98201 65785 372.91964 36 62 - 291.22548 - 124 1410s 98587 66079 424.90461 97 52 - 291.25076 - 124 1415s 98965 66324 355.05793 70 50 - 291.29226 - 124 1420s 99355 66606 345.99385 51 48 - 291.30355 - 124 1425s 99796 66914 350.63461 45 63 - 291.33595 - 124 1430s 100202 67203 367.35981 88 52 - 291.36695 - 123 1435s 100590 67455 355.11202 64 38 - 291.40046 - 123 1440s 100902 67686 371.79530 47 62 - 291.42361 - 124 1445s 101294 67921 355.27179 72 57 - 291.46059 - 123 1450s 101642 68146 316.98920 38 64 - 291.50931 - 124 1455s 101991 68385 337.33983 68 70 - 291.56452 - 124 1460s 102368 68641 415.41314 78 65 - 291.59856 - 124 1465s 102768 68895 359.50261 114 80 - 291.66477 - 123 1470s 103172 69163 418.14931 75 40 - 291.73584 - 123 1475s 103586 69424 334.63695 45 67 - 291.79756 - 123 1480s 104014 69704 354.63849 51 66 - 291.81236 - 123 1485s 104366 69914 337.35695 22 71 - 291.85125 - 123 1490s 104794 70228 infeasible 96 - 291.88515 - 123 1495s 105222 70529 339.55647 46 76 - 291.90547 - 123 1500s 105662 70836 332.97091 90 79 - 291.94895 - 123 1505s 105988 71031 367.51807 76 40 - 292.06721 - 123 1510s 106463 71388 416.70765 121 44 - 292.09203 - 123 1515s 106939 71683 infeasible 67 - 292.17226 - 123 1520s 107440 72022 infeasible 98 - 292.24453 - 123 1525s 107871 72301 infeasible 132 - 292.29842 - 123 1530s 108285 72552 333.57151 58 45 - 292.32826 - 123 1535s 108688 72821 301.95039 44 62 - 292.40734 - 122 1540s 109050 73061 314.57723 80 70 - 292.45734 - 122 1545s 109546 73418 infeasible 53 - 292.51061 - 122 1550s 110046 73788 343.21190 51 74 - 292.54078 - 122 1555s 110417 74060 310.47177 49 58 - 292.58521 - 122 1560s 110775 74284 339.85887 43 61 - 292.65250 - 122 1565s 111242 74608 340.23565 49 78 - 292.69806 - 122 1570s 111663 74900 374.00524 83 46 - 292.73097 - 122 1575s 112048 75120 340.29774 95 58 - 292.79550 - 122 1580s 112426 75384 359.50668 48 73 - 292.87371 - 122 1585s 112768 75638 376.17277 81 60 - 292.91005 - 122 1590s 113099 75817 401.39786 76 56 - 292.95795 - 122 1595s 113475 76056 438.71914 106 56 - 293.05055 - 122 1600s 113935 76383 302.04622 44 78 - 293.15458 - 122 1605s 114210 76559 381.23294 80 69 - 293.18875 - 122 1610s 114634 76853 325.19893 31 65 - 293.22806 - 122 1615s 115005 77069 319.91824 61 64 - 293.29951 - 122 1620s 115395 77349 380.59993 62 56 - 293.31688 - 122 1625s 115802 77621 371.51030 82 65 - 293.37124 - 122 1630s 116237 77931 387.27624 70 40 - 293.39388 - 122 1635s 116597 78188 384.56496 98 30 - 293.42426 - 122 1640s 116970 78451 307.53687 34 85 - 293.45213 - 122 1645s 117327 78677 350.06180 37 73 - 293.49725 - 122 1650s 117739 78957 305.27367 44 76 - 293.53284 - 122 1655s 118038 79142 312.73426 40 63 - 293.57022 - 122 1660s 118410 79417 infeasible 148 - 293.59032 - 122 1665s 118776 79670 315.31678 45 81 - 293.63107 - 122 1670s 119153 79944 371.31755 53 67 - 293.66413 - 122 1675s 119541 80214 402.15013 66 58 - 293.68539 - 122 1680s 119935 80496 325.19243 77 53 - 293.71474 - 122 1685s 120369 80788 476.40474 99 47 - 293.74092 - 122 1690s 120804 81077 325.99581 45 66 - 293.78403 - 122 1695s 121184 81321 381.56972 50 69 - 293.81309 - 122 1700s 121595 81624 307.01410 37 75 - 293.84774 - 122 1705s 122018 81947 infeasible 77 - 293.86348 - 122 1710s 122432 82220 infeasible 40 - 293.92423 - 122 1715s 122809 82479 377.43783 86 45 - 293.98547 - 122 1720s 123155 82706 314.55482 35 75 - 294.04360 - 122 1725s 123658 83106 337.04732 111 56 - 294.05630 - 122 1730s 124007 83327 366.94066 50 42 - 294.14042 - 122 1735s 124467 83641 infeasible 28 - 294.15861 - 122 1740s 124894 83906 386.57953 54 33 - 294.19682 - 122 1745s 125280 84187 358.92362 47 78 - 294.22466 - 122 1750s 125649 84428 infeasible 101 - 294.25514 - 122 1755s 125895 84571 327.45460 51 58 - 294.28806 - 122 1760s 126420 84901 infeasible 88 - 294.34179 - 122 1765s 126860 85183 308.81435 25 63 - 294.38086 - 122 1770s 127281 85490 383.31090 54 69 - 294.39790 - 122 1775s 127702 85762 342.11188 44 74 - 294.44890 - 121 1780s 128137 86109 336.44268 74 45 - 294.46839 - 121 1785s 128491 86325 314.78153 48 75 - 294.49585 - 122 1790s 128874 86582 330.64638 39 53 - 294.50494 - 122 1795s 129318 86869 299.59853 63 81 - 294.58779 - 121 1800s 129751 87207 331.79474 66 45 - 294.62394 - 121 1805s 130137 87475 360.18704 61 59 - 294.66425 - 121 1810s 130463 87672 384.92637 75 59 - 294.71358 - 121 1815s 130788 87860 infeasible 72 - 294.77831 - 121 1820s 131110 88073 314.40853 38 79 - 294.83315 - 122 1825s 131407 88268 381.06516 82 59 - 294.87400 - 122 1830s 131790 88538 344.35961 42 64 - 294.88349 - 122 1835s 132213 88857 infeasible 94 - 294.90268 - 122 1840s 132554 89123 infeasible 74 - 294.91979 - 122 1845s 132925 89385 369.26201 67 55 - 294.94878 - 122 1850s 133283 89617 infeasible 129 - 295.00546 - 122 1855s 133657 89843 337.53893 42 59 - 295.05862 - 122 1860s 134037 90079 399.44105 55 66 - 295.10047 - 122 1865s 134363 90272 362.73421 41 44 - 295.17245 - 122 1870s 134697 90501 338.56769 45 82 - 295.20356 - 122 1875s 135298 91008 infeasible 89 - 295.20521 - 122 1880s 135771 91380 infeasible 97 - 295.23273 - 121 1885s 136176 91659 374.78647 52 68 - 295.27142 - 121 1890s 136610 91985 335.74231 95 55 - 295.31639 - 121 1895s 137057 92291 infeasible 94 - 295.35523 - 121 1900s 137478 92599 320.91217 31 49 - 295.38399 - 121 1905s 137870 92857 385.25755 64 63 - 295.45740 - 121 1910s 138232 93086 373.14327 48 65 - 295.49047 - 121 1915s 138600 93302 370.88456 50 60 - 295.58069 - 121 1920s 139076 93638 365.42609 96 57 - 295.61745 - 121 1925s 139443 93873 infeasible 43 - 295.63042 - 121 1930s 139812 94147 411.76229 61 29 - 295.65699 - 121 1935s 140244 94451 378.11634 61 63 - 295.67521 - 121 1940s 140604 94703 351.12690 57 54 - 295.70145 - 121 1945s 141008 95004 infeasible 103 - 295.72586 - 121 1950s 141495 95335 infeasible 74 - 295.76394 - 121 1955s 141918 95643 361.35303 78 60 - 295.79325 - 121 1960s 142236 95847 361.28175 77 63 - 295.85409 - 121 1965s 142716 96221 348.27194 40 59 - 295.87076 - 121 1970s 143165 96549 364.06155 82 47 - 295.92720 - 121 1975s 143639 96909 390.42770 48 56 - 295.95582 - 121 1980s 144040 97179 312.12908 35 69 - 295.97323 - 121 1985s H144045 78000 392.0000000 295.97323 24.5% 121 1985s H144200 64405 375.0000000 295.98466 21.1% 121 1986s 144201 64406 303.94612 44 87 375.00000 295.98466 21.1% 121 2245s 144218 64419 295.98466 34 83 375.00000 295.98466 21.1% 121 2250s H144274 61234 374.0000000 295.98466 20.9% 121 2254s 144287 61243 357.47803 68 65 374.00000 295.98466 20.9% 121 2255s 144441 61293 319.81559 47 73 374.00000 295.98466 20.9% 121 2260s 144594 61350 334.65082 111 58 374.00000 295.98466 20.9% 121 2265s 144881 61411 322.21267 40 68 374.00000 295.98466 20.9% 121 2270s 145189 61546 318.68565 38 75 374.00000 295.98466 20.9% 121 2275s H145285 58465 364.0000000 295.98466 18.7% 121 2276s 145524 58531 325.79977 60 60 364.00000 295.98466 18.7% 121 2280s 146049 58654 329.70070 47 56 364.00000 295.98466 18.7% 121 2285s H146342 55747 358.0000000 296.86854 17.1% 121 2287s 146579 55830 323.22663 102 59 358.00000 297.19082 17.0% 121 2290s H146885 53105 354.0000000 297.96679 15.8% 121 2292s 147169 53199 318.04963 52 54 354.00000 298.67885 15.6% 121 2295s 147748 53335 323.11563 56 69 354.00000 299.82041 15.3% 121 2300s 148396 53533 351.74647 60 67 354.00000 300.77061 15.0% 120 2305s 149029 53652 348.41139 56 58 354.00000 302.11856 14.7% 120 2310s 149746 53837 329.06175 42 63 354.00000 303.20115 14.3% 120 2315s H150150 51026 347.0000000 303.68329 12.5% 120 2318s 150352 51053 329.67386 103 39 347.00000 303.99310 12.4% 120 2320s 150971 51156 331.20413 101 37 347.00000 305.24948 12.0% 120 2325s 151846 51337 327.21028 42 56 347.00000 305.95846 11.8% 120 2330s 152493 51439 328.24715 42 53 347.00000 306.54271 11.7% 120 2335s H152807 48922 345.0000000 306.74201 11.1% 120 2337s H153026 46523 344.0000000 306.98289 10.8% 120 2338s 153182 46531 334.40967 56 68 344.00000 307.25032 10.7% 120 2340s 153948 46595 cutoff 47 344.00000 308.00618 10.5% 120 2345s 154670 46685 309.85763 40 60 344.00000 308.61943 10.3% 120 2350s 155620 46863 330.93974 49 69 344.00000 309.13848 10.1% 119 2355s 156267 46911 319.22503 85 67 344.00000 309.73462 10.0% 119 2360s 157030 46954 333.59250 70 43 344.00000 310.13121 9.85% 119 2365s 157859 47044 341.41941 44 50 344.00000 310.63974 9.70% 119 2370s 158717 47103 327.45294 40 62 344.00000 311.16587 9.54% 119 2375s 159485 47117 320.31449 40 72 344.00000 311.66313 9.40% 119 2380s 160333 47192 329.25869 61 66 344.00000 312.10490 9.27% 119 2385s 161062 47221 cutoff 49 344.00000 312.48265 9.16% 118 2390s 161907 47241 cutoff 53 344.00000 312.99224 9.01% 118 2395s 162686 47235 cutoff 48 344.00000 313.40138 8.89% 118 2400s 163678 47273 316.09090 45 49 344.00000 313.82741 8.77% 118 2405s 164547 47240 cutoff 63 344.00000 314.23451 8.65% 118 2410s 165392 47197 328.60450 80 80 344.00000 314.54654 8.56% 118 2415s 166057 47125 cutoff 55 344.00000 314.87519 8.47% 118 2420s 166824 47109 324.85205 67 59 344.00000 315.17949 8.38% 117 2425s 167780 47009 322.67506 45 69 344.00000 315.55386 8.27% 117 2430s 168856 46984 cutoff 46 344.00000 315.95875 8.15% 117 2435s 170002 47028 331.00890 39 73 344.00000 316.22550 8.07% 117 2440s 170993 46974 cutoff 47 344.00000 316.57281 7.97% 116 2445s 171936 46952 324.75814 39 78 344.00000 316.82752 7.90% 116 2450s 172934 46990 cutoff 47 344.00000 317.07842 7.83% 116 2455s 173726 46959 320.63014 47 67 344.00000 317.32232 7.76% 116 2460s 174662 46893 320.42278 92 69 344.00000 317.66499 7.66% 116 2465s 175724 46877 337.41226 52 66 344.00000 318.00973 7.56% 115 2470s 176711 46844 336.56562 42 59 344.00000 318.21560 7.50% 115 2475s 177441 46744 332.68640 46 55 344.00000 318.49022 7.42% 115 2480s 178546 46711 338.21030 88 61 344.00000 318.75516 7.34% 115 2485s 179680 46725 339.60205 70 33 344.00000 318.98616 7.27% 115 2490s 180779 46623 330.32322 63 50 344.00000 319.30498 7.18% 114 2495s 181794 46399 cutoff 49 344.00000 319.60210 7.09% 114 2500s 182984 46346 342.06427 54 61 344.00000 319.93606 7.00% 114 2505s 183918 46226 323.41487 61 63 344.00000 320.17409 6.93% 114 2510s 185128 46161 336.25024 42 68 344.00000 320.54702 6.82% 113 2515s 186031 46081 cutoff 56 344.00000 320.80058 6.74% 113 2520s 187035 45910 327.05124 46 66 344.00000 321.05579 6.67% 113 2525s 188161 45732 cutoff 56 344.00000 321.31159 6.60% 113 2530s 189350 45609 330.29464 40 77 344.00000 321.55460 6.52% 113 2535s 190331 45494 338.94919 71 48 344.00000 321.75933 6.47% 112 2540s 191485 45270 341.58211 41 73 344.00000 322.00121 6.39% 112 2545s 192695 45089 330.44936 75 61 344.00000 322.25185 6.32% 112 2550s 194024 44967 cutoff 63 344.00000 322.49507 6.25% 111 2555s 195112 44853 cutoff 52 344.00000 322.72262 6.19% 111 2560s 196367 44689 332.91714 47 63 344.00000 322.96544 6.11% 111 2565s 197693 44581 338.85096 49 66 344.00000 323.22504 6.04% 111 2570s 198955 44468 cutoff 63 344.00000 323.46519 5.97% 110 2575s 200264 44289 332.07458 62 58 344.00000 323.75861 5.88% 110 2580s 201652 44087 cutoff 58 344.00000 323.95163 5.83% 110 2585s 202656 43875 332.66155 60 75 344.00000 324.14674 5.77% 109 2590s 204141 43739 328.25563 54 47 344.00000 324.36916 5.71% 109 2595s 205369 43461 336.17066 50 71 344.00000 324.60824 5.64% 109 2600s 206837 43231 337.87500 65 42 344.00000 324.87152 5.56% 108 2605s 208156 43006 342.21142 54 59 344.00000 325.08467 5.50% 108 2610s 209625 42820 341.99883 40 81 344.00000 325.32867 5.43% 108 2615s 210918 42486 cutoff 60 344.00000 325.58565 5.35% 108 2620s 212473 42254 cutoff 54 344.00000 325.79616 5.29% 107 2625s 213913 42050 336.14766 54 57 344.00000 326.00303 5.23% 107 2630s 215377 41805 337.47235 58 59 344.00000 326.23229 5.17% 107 2635s 216942 41686 336.10944 62 50 344.00000 326.42329 5.11% 106 2640s 218464 41431 336.15436 67 53 344.00000 326.64884 5.04% 106 2645s 219915 41145 cutoff 48 344.00000 326.86292 4.98% 105 2650s 221324 40768 cutoff 57 344.00000 327.08029 4.92% 105 2655s 222797 40404 338.26411 67 29 344.00000 327.33109 4.85% 105 2660s 224661 40101 339.62374 44 36 344.00000 327.55792 4.78% 104 2665s 226234 39751 337.51058 69 53 344.00000 327.76252 4.72% 104 2670s 227988 39559 cutoff 51 344.00000 327.95946 4.66% 104 2675s 229499 39160 335.03158 43 53 344.00000 328.18476 4.60% 103 2680s 231120 38791 338.25796 81 32 344.00000 328.37739 4.54% 103 2685s 232702 38413 336.23584 68 55 344.00000 328.57404 4.48% 102 2690s 234414 38104 cutoff 68 344.00000 328.79624 4.42% 102 2695s 236115 37601 332.85171 51 74 344.00000 329.00972 4.36% 102 2700s 238019 37206 338.93922 78 60 344.00000 329.24489 4.29% 101 2705s 239604 36787 331.78432 60 56 344.00000 329.41939 4.24% 101 2710s 241444 36118 cutoff 64 344.00000 329.67736 4.16% 101 2715s 243103 35616 340.13939 65 43 344.00000 329.87511 4.11% 100 2720s 244963 34992 cutoff 72 344.00000 330.11053 4.04% 100 2725s 246726 34382 cutoff 56 344.00000 330.30706 3.98% 99.4 2730s 248554 33869 340.28212 40 64 344.00000 330.51130 3.92% 99.0 2735s 250422 33193 cutoff 50 344.00000 330.73418 3.86% 98.6 2740s 252406 32522 341.71579 58 57 344.00000 330.97332 3.79% 98.2 2745s 254087 31419 cutoff 84 344.00000 331.29771 3.69% 97.8 2750s 255873 30200 cutoff 84 344.00000 331.65675 3.59% 97.5 2755s 257684 28921 cutoff 46 344.00000 332.02418 3.48% 97.1 2760s 259443 27560 336.79190 63 37 344.00000 332.40219 3.37% 96.8 2765s 261327 26000 342.28143 51 60 344.00000 332.83260 3.25% 96.4 2770s 263419 24203 338.05173 73 51 344.00000 333.31822 3.11% 96.0 2775s 265687 22045 cutoff 73 344.00000 333.91580 2.93% 95.5 2780s 267841 19889 cutoff 65 344.00000 334.51280 2.76% 95.0 2785s 270293 17448 cutoff 50 344.00000 335.19299 2.56% 94.4 2790s 273117 14748 cutoff 55 344.00000 335.93454 2.34% 93.8 2795s 276126 11647 342.71828 83 30 344.00000 336.74923 2.11% 93.0 2800s 279580 8165 cutoff 87 344.00000 337.66001 1.84% 92.1 2805s 284139 4293 cutoff 89 344.00000 339.22117 1.39% 90.9 2810s Cutting planes: Gomory: 12 Cover: 1 Implied bound: 10 Flow cover: 21 GUB cover: 1 Zero half: 2 Explored 288657 nodes (25873837 simplex iterations) in 2814.15 seconds Thread count was 1 (of 16 available processors) Optimal solution found (tolerance 1.00e-04) Best objective 3.440000000000e+02, best bound 3.440000000000e+02, gap 0.0%