Gurobi 5.0.1 (linux64) logging started Thu Dec 20 06:50:09 2012 Optimize a model with 7502 rows, 7320 columns and 32520 nonzeros Presolve removed 417 rows and 120 columns Presolve time: 0.12s Presolved: 7085 rows, 7200 columns, 31796 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.244765e+02, 8925 iterations, 0.89 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 324.47652 0 119 - 324.47652 - - 1s 0 0 369.07522 0 142 - 369.07522 - - 1s 0 0 390.04688 0 140 - 390.04688 - - 2s 0 0 405.07125 0 145 - 405.07125 - - 2s 0 0 412.05731 0 145 - 412.05731 - - 2s 0 0 419.92523 0 157 - 419.92523 - - 3s 0 0 420.79172 0 154 - 420.79172 - - 3s 0 0 421.67229 0 153 - 421.67229 - - 3s 0 0 421.96660 0 154 - 421.96660 - - 3s 0 0 423.97556 0 152 - 423.97556 - - 3s 0 0 424.04950 0 147 - 424.04950 - - 3s 0 0 424.08177 0 151 - 424.08177 - - 4s 0 0 424.08363 0 149 - 424.08363 - - 4s 0 0 424.08363 0 149 - 424.08363 - - 4s 0 0 424.08363 0 149 - 424.08363 - - 7s 0 2 424.08409 0 149 - 424.08409 - - 9s 2 4 427.82455 1 149 - 427.01700 - 516 10s 40 42 453.22849 29 129 - 427.01731 - 330 15s 96 88 429.58280 3 149 - 427.34932 - 304 20s 153 143 484.57666 45 128 - 427.35440 - 314 25s 225 194 494.33292 48 118 - 427.82516 - 304 30s 271 224 443.57946 20 131 - 427.83141 - 332 35s 316 267 492.76470 42 132 - 427.83141 - 345 40s 396 331 505.43002 81 123 - 427.83141 - 327 45s 501 404 438.21016 6 149 - 428.81614 - 302 50s 549 450 459.13250 36 131 - 428.81614 - 315 55s 601 492 448.93479 33 149 - 428.81614 - 317 60s 608 497 453.32784 47 168 - 428.81614 - 313 65s 615 501 439.64857 19 162 - 430.51616 - 310 73s 617 503 456.71429 52 162 - 430.51616 - 309 75s 618 505 431.58681 16 160 - 431.58681 - 337 80s 619 506 434.48660 16 161 - 431.58681 - 338 85s 631 510 441.54337 22 156 - 434.57466 - 341 90s 651 521 456.30147 32 127 - 434.57466 - 348 95s 668 523 450.58057 21 150 - 441.54376 - 363 100s 690 533 472.44395 32 143 - 441.54376 - 377 105s 711 547 463.46609 43 149 - 441.54376 - 386 110s 736 562 infeasible 55 - 441.54376 - 393 115s 764 567 475.97546 30 152 - 441.54779 - 398 120s 788 575 infeasible 42 - 441.54779 - 409 125s 817 584 469.93224 32 161 - 443.00447 - 414 130s 836 595 479.54391 39 136 - 443.00447 - 423 135s 883 622 infeasible 73 - 443.00447 - 414 140s 927 634 464.12278 31 126 - 443.14497 - 411 145s 949 647 487.87482 38 133 - 443.14497 - 422 150s 985 646 infeasible 27 - 443.86866 - 425 155s 1008 658 478.36305 35 140 - 443.86866 - 429 160s 1036 672 478.47851 38 130 - 443.86866 - 434 165s 1080 678 infeasible 47 - 443.86866 - 434 170s 1111 681 477.15663 38 138 - 443.90390 - 437 175s 1125 680 infeasible 42 - 443.90390 - 449 180s 1157 692 489.93792 42 128 - 444.45437 - 452 185s 1193 710 517.64807 61 112 - 444.45437 - 452 190s 1231 718 454.61859 24 136 - 444.48009 - 454 195s 1278 744 506.52894 62 132 - 444.48009 - 451 200s 1304 752 480.08284 29 152 - 444.82830 - 456 205s 1334 750 467.64824 26 162 - 444.89648 - 460 210s 1359 760 490.33987 38 155 - 444.89648 - 465 215s 1390 757 476.17996 32 130 - 446.20988 - 469 220s 1420 775 499.55826 51 126 - 446.20988 - 472 225s 1454 786 492.03529 29 143 - 446.62227 - 474 230s 1477 783 466.52960 24 142 - 447.30027 - 478 235s 1503 786 infeasible 35 - 447.30027 - 482 240s 1536 795 482.13696 37 140 - 447.30339 - 485 245s 1586 806 infeasible 30 - 447.32817 - 482 250s 1614 823 506.71456 40 123 - 447.32817 - 484 257s 1633 826 485.98779 30 137 - 447.40252 - 486 260s 1667 841 531.06202 44 118 - 447.40252 - 487 265s 1731 873 471.52618 41 148 - 447.42543 - 477 270s 1774 882 468.26676 32 147 - 447.83506 - 476 275s 1812 891 470.94590 25 156 - 447.83622 - 477 280s 1843 912 504.44386 38 112 - 447.83622 - 479 285s 1911 949 539.33224 69 83 - 447.83622 - 472 290s 1970 973 459.62982 22 167 - 448.08347 - 463 295s 1997 987 infeasible 34 - 448.08347 - 466 300s 2038 990 495.83095 36 145 - 448.20663 - 466 305s 2070 1007 525.82960 45 127 - 448.20663 - 467 310s 2130 1031 486.34389 25 160 - 448.43249 - 463 315s 2151 1040 infeasible 34 - 448.43249 - 467 320s 2173 1048 488.82486 28 153 - 448.47528 - 471 325s 2193 1054 452.55755 18 152 - 448.49772 - 475 330s 2232 1093 486.72385 36 113 - 448.49772 - 475 335s 2299 1144 465.03368 21 159 - 449.49208 - 467 340s 2323 1154 483.73808 34 155 - 449.75035 - 470 345s 2333 1151 infeasible 36 - 449.75035 - 474 350s 2352 1158 506.33008 33 167 - 450.19490 - 478 355s 2373 1169 485.16703 36 151 - 450.29929 - 480 360s 2398 1176 477.23616 34 145 - 450.42317 - 483 365s 2426 1192 539.07555 49 145 - 450.42317 - 485 370s 2454 1208 502.44517 39 138 - 450.42956 - 486 375s 2475 1229 499.21797 48 135 - 450.42956 - 488 380s 2513 1255 540.85096 60 101 - 450.42956 - 488 385s 2545 1277 493.25570 40 136 - 450.58115 - 489 390s 2590 1304 476.84376 28 155 - 450.59140 - 488 395s 2614 1328 501.16278 42 137 - 450.59140 - 490 400s 2668 1359 478.51358 27 164 - 450.59703 - 487 405s 2712 1387 infeasible 51 - 450.59703 - 487 410s 2745 1408 infeasible 49 - 451.00950 - 488 415s 2780 1421 473.95432 30 146 - 451.19587 - 488 420s 2804 1439 infeasible 45 - 451.19587 - 491 425s 2829 1462 530.62913 52 120 - 451.19587 - 493 430s 2864 1481 481.81807 30 151 - 451.21468 - 494 435s 2898 1507 infeasible 50 - 451.21468 - 495 440s 2921 1526 infeasible 29 - 451.63379 - 496 445s 2942 1536 infeasible 25 - 451.64037 - 499 450s 2968 1558 510.51911 38 136 - 451.75174 - 501 455s 3002 1570 476.22710 31 159 - 451.76413 - 501 460s 3034 1596 526.26289 44 126 - 451.76413 - 502 465s 3091 1645 infeasible 80 - 451.76413 - 497 470s 3129 1665 510.52149 33 128 - 452.22831 - 497 475s 3166 1696 infeasible 52 - 452.22831 - 498 480s 3199 1715 488.99155 39 155 - 452.25205 - 499 485s 3240 1740 501.20332 38 128 - 452.56751 - 499 490s 3280 1768 483.92031 32 138 - 452.62519 - 499 495s 3352 1826 556.35177 83 102 - 452.62519 - 492 500s 3386 1849 480.97628 27 132 - 452.64095 - 492 505s 3418 1879 527.37796 37 130 - 452.64095 - 493 510s 3479 1928 475.08240 26 141 - 452.64776 - 490 515s 3548 1977 469.26625 23 150 - 452.64906 - 486 520s 3583 2008 488.49439 28 146 - 452.64906 - 486 525s 3650 2049 471.19764 23 155 - 452.87491 - 483 530s 3697 2076 473.39970 30 148 - 453.12001 - 482 535s 3739 2098 482.35967 31 141 - 453.26729 - 482 540s 3753 2102 infeasible 37 - 453.26729 - 483 545s 3786 2131 510.02803 44 141 - 453.26794 - 484 550s 3824 2155 infeasible 36 - 453.30378 - 484 555s 3854 2177 505.32394 38 147 - 453.30886 - 486 560s 3879 2194 493.14757 30 158 - 453.30923 - 486 565s 3914 2209 496.15090 36 130 - 453.34013 - 487 570s 3981 2245 489.37298 34 144 - 453.44672 - 482 575s 4005 2253 infeasible 48 - 453.44672 - 482 580s 4024 2268 484.60205 30 130 - 453.78429 - 482 585s 4046 2288 496.45472 38 130 - 453.78429 - 482 590s 4081 2317 infeasible 60 - 453.78429 - 480 595s 4129 2354 545.89368 97 111 - 453.78429 - 476 600s 4177 2377 infeasible 51 - 453.79664 - 475 605s 4200 2389 507.51645 43 119 - 454.13294 - 476 610s 4232 2401 478.99703 30 150 - 454.16156 - 476 615s 4261 2422 infeasible 40 - 454.16156 - 477 620s 4277 2432 517.25449 37 135 - 454.28069 - 479 625s 4300 2447 492.58055 35 139 - 454.44646 - 481 630s 4331 2462 488.95733 29 156 - 454.62909 - 482 635s 4365 2494 534.91497 44 125 - 454.62909 - 482 640s 4401 2504 infeasible 35 - 454.62947 - 483 645s 4421 2516 infeasible 42 - 454.62947 - 485 650s 4459 2529 519.29389 38 126 - 454.75599 - 485 655s 4493 2553 503.21632 31 135 - 454.80327 - 485 660s 4546 2598 infeasible 70 - 454.80327 - 482 665s 4579 2621 514.00070 41 143 - 454.82272 - 483 670s 4640 2654 482.54060 30 132 - 454.82560 - 481 675s 4685 2683 459.99195 20 158 - 454.83600 - 480 680s 4708 2702 infeasible 28 - 454.83600 - 482 685s 4760 2740 499.61557 35 132 - 454.94962 - 481 690s 4799 2765 483.16965 31 133 - 454.97935 - 481 695s 4892 2835 infeasible 31 - 454.99092 - 475 700s 4919 2850 523.25696 36 131 - 455.27002 - 476 705s 4954 2871 560.20863 51 113 - 455.27002 - 477 710s 4991 2884 505.71546 42 135 - 455.29776 - 477 715s 5022 2905 536.36335 53 127 - 455.29776 - 478 720s 5059 2934 513.52125 44 115 - 455.35692 - 478 725s 5108 2978 553.08163 70 78 - 455.35692 - 478 730s 5150 3000 501.37710 35 137 - 455.40421 - 477 735s 5193 3023 502.20906 42 123 - 455.45108 - 477 740s 5242 3046 478.77930 29 145 - 455.50962 - 476 745s 5278 3076 515.65551 40 118 - 455.50962 - 477 750s 5319 3103 infeasible 52 - 455.55145 - 477 755s 5360 3138 506.71308 44 115 - 455.58450 - 477 760s 5398 3160 520.18952 42 129 - 455.76014 - 478 765s 5443 3189 487.92880 35 138 - 455.76469 - 476 770s 5472 3210 492.38041 35 136 - 455.98820 - 476 775s 5507 3223 471.70293 29 152 - 456.02114 - 475 780s 5533 3247 508.74803 47 139 - 456.02114 - 477 785s 5572 3260 488.21879 35 123 - 456.17743 - 477 790s 5637 3285 499.59778 33 137 - 456.18146 - 476 795s 5683 3299 487.52481 24 148 - 456.52018 - 476 800s 5705 3311 532.38757 34 137 - 456.52018 - 477 805s 5734 3322 504.67633 35 127 - 456.74815 - 478 810s 5761 3333 495.58302 37 115 - 456.75437 - 479 815s 5787 3339 504.56469 27 138 - 456.78882 - 481 820s 5816 3350 479.52950 26 152 - 456.98468 - 482 825s 5827 3357 508.01712 30 141 - 456.98468 - 485 830s 5857 3365 497.27166 26 165 - 457.27438 - 486 835s 5879 3370 522.05238 33 143 - 457.32424 - 486 841s 5896 3381 481.67790 29 145 - 457.43920 - 487 845s 5931 3414 511.47796 46 114 - 457.43920 - 487 850s 5986 3450 475.05225 26 139 - 457.48075 - 485 855s 6020 3480 506.14452 40 114 - 457.48075 - 486 860s 6093 3543 479.50248 29 140 - 457.53448 - 483 865s 6133 3581 511.65250 51 117 - 457.53448 - 483 870s 6221 3647 infeasible 40 - 457.58480 - 478 875s 6261 3675 517.03781 39 126 - 457.65196 - 478 880s 6336 3737 477.41168 23 130 - 457.73129 - 475 885s 6419 3818 548.60523 82 90 - 457.73129 - 472 890s 6496 3868 514.22076 43 152 - 457.75223 - 469 895s 6556 3912 infeasible 53 - 457.75223 - 467 900s 6609 3927 512.74534 44 114 - 457.77256 - 467 905s 6660 3948 494.52193 25 176 - 458.02948 - 466 910s 6685 3957 462.16018 23 152 - 458.06435 - 467 915s 6723 3993 505.10845 41 118 - 458.06435 - 468 920s 6799 4053 infeasible 91 - 458.06435 - 465 925s 6853 4077 477.92050 31 146 - 458.19873 - 464 930s 6887 4111 520.86566 44 110 - 458.19873 - 464 935s 6932 4142 514.26094 35 135 - 458.35787 - 464 940s 6979 4164 484.45806 33 153 - 458.39986 - 464 945s 7029 4194 495.07661 36 134 - 458.40764 - 463 950s 7076 4239 533.08524 64 113 - 458.40764 - 462 955s 7120 4265 525.10478 34 154 - 458.51625 - 462 960s 7177 4307 605.81448 77 121 - 458.51625 - 461 965s 7220 4338 518.99634 39 104 - 458.61194 - 461 970s 7288 4382 491.49005 26 142 - 458.62810 - 459 975s 7322 4404 489.33309 23 144 - 458.70697 - 459 980s 7373 4453 536.11353 49 97 - 458.70697 - 458 985s 7475 4533 495.72501 31 143 - 458.71843 - 454 990s 7512 4546 515.34046 30 121 - 459.04534 - 455 995s 7554 4565 504.46445 29 150 - 459.09772 - 455 1000s 7645 4641 603.82850 93 90 - 459.09772 - 452 1005s 7681 4660 483.98988 32 118 - 459.16745 - 452 1010s 7723 4688 489.66758 30 157 - 459.26543 - 452 1015s 7755 4706 478.30411 27 120 - 459.28582 - 453 1020s 7818 4768 509.44420 71 90 - 459.28582 - 451 1025s 7867 4804 502.94281 35 115 - 459.44815 - 451 1030s 7899 4816 487.79371 26 138 - 459.54882 - 452 1035s 7926 4821 497.02339 27 132 - 459.64248 - 453 1040s 7968 4851 463.08774 24 139 - 459.71414 - 452 1045s 8006 4887 513.16209 45 121 - 459.71414 - 451 1050s 8046 4909 489.18273 25 154 - 459.73969 - 451 1055s 8066 4927 519.01364 36 125 - 459.73969 - 451 1060s 8098 4939 484.98886 24 125 - 459.74514 - 451 1065s 8138 4969 486.22412 27 131 - 459.80082 - 451 1070s 8213 5018 556.41121 75 121 - 459.80082 - 449 1075s 8235 5031 511.48122 30 124 - 459.82479 - 450 1080s 8277 5071 infeasible 59 - 459.82479 - 449 1085s 8302 5080 478.82193 30 153 - 459.97664 - 449 1090s 8318 5094 505.45179 38 135 - 459.97664 - 449 1095s 8340 5098 471.43821 21 148 - 460.54968 - 450 1100s 8366 5122 527.12275 33 142 - 460.54968 - 450 1105s 8405 5135 489.51408 26 132 - 460.73232 - 451 1110s 8467 5189 564.09804 63 84 - 460.73232 - 450 1115s 8505 5203 477.84738 30 135 - 461.31104 - 450 1120s 8545 5229 486.67846 24 140 - 461.45378 - 450 1125s 8593 5251 492.45050 25 124 - 461.59399 - 450 1130s 8633 5269 476.26691 27 144 - 461.61184 - 450 1135s 8670 5306 536.04832 47 92 - 461.61184 - 451 1140s 8705 5325 513.11873 42 143 - 461.65428 - 451 1145s 8735 5339 524.84729 36 139 - 461.65475 - 452 1150s 8766 5356 497.99372 48 140 - 461.66461 - 453 1155s 8801 5383 493.45574 45 140 - 461.73958 - 453 1160s 8843 5413 503.04222 29 137 - 461.74839 - 453 1165s 8886 5434 513.39934 36 138 - 461.86086 - 453 1170s 8919 5445 504.66134 26 149 - 462.19419 - 454 1175s 8966 5482 537.25477 49 81 - 462.20104 - 454 1180s 9031 5513 501.70656 36 147 - 462.21548 - 452 1185s 9074 5533 475.02719 27 138 - 462.25816 - 452 1190s 9107 5562 512.41694 40 139 - 462.25816 - 453 1195s 9151 5596 503.86827 32 123 - 462.30865 - 453 1200s 9219 5632 493.89580 26 153 - 462.44454 - 452 1205s 9255 5652 493.57293 27 143 - 462.54908 - 452 1210s 9298 5667 469.95276 28 139 - 462.57290 - 452 1215s 9334 5687 infeasible 44 - 462.57290 - 453 1220s 9370 5721 516.61865 39 126 - 462.59178 - 453 1225s 9413 5750 490.06226 38 125 - 462.64163 - 453 1230s 9439 5774 544.57378 46 119 - 462.64163 - 454 1235s 9481 5802 583.73665 69 102 - 462.64163 - 454 1240s 9547 5852 502.44652 38 142 - 462.70923 - 453 1245s 9570 5861 infeasible 47 - 462.70923 - 454 1250s 9609 5884 484.26496 35 137 - 462.99277 - 454 1255s 9654 5921 481.98018 27 140 - 463.01172 - 454 1260s 9694 5941 infeasible 25 - 463.04401 - 454 1265s 9755 5988 526.40331 61 98 - 463.08095 - 454 1270s 9839 6058 488.62294 38 133 - 463.11230 - 451 1275s 9925 6140 534.94699 88 88 - 463.11230 - 449 1280s 9995 6183 479.16538 27 124 - 463.13964 - 448 1285s 10055 6227 498.67462 28 132 - 463.24256 - 447 1290s 10092 6242 513.48515 27 158 - 463.39514 - 447 1295s 10122 6264 500.92308 42 129 - 463.43731 - 448 1300s 10162 6278 489.53087 28 133 - 463.59371 - 448 1305s 10201 6305 536.33511 45 105 - 463.59371 - 448 1310s 10244 6330 infeasible 35 - 463.64696 - 449 1315s 10266 6332 488.96966 28 130 - 463.83581 - 449 1321s 10290 6352 infeasible 40 - 463.83581 - 449 1325s 10319 6357 478.24793 25 147 - 463.94140 - 450 1330s 10345 6367 506.96482 31 142 - 464.03207 - 451 1335s 10389 6394 490.26428 24 141 - 464.04808 - 451 1340s 10428 6419 494.87434 36 125 - 464.05154 - 452 1345s 10471 6460 526.50432 57 109 - 464.05154 - 451 1350s 10566 6532 488.06466 40 117 - 464.26761 - 449 1355s 10620 6556 495.88039 30 142 - 464.47068 - 448 1360s 10680 6614 533.80342 67 100 - 464.47068 - 448 1365s 10715 6623 488.26696 41 134 - 464.68023 - 448 1370s 10752 6650 501.99363 34 134 - 464.74166 - 448 1375s 10810 6696 infeasible 60 - 464.74166 - 448 1380s 10866 6742 493.13501 31 142 - 464.83336 - 447 1385s 10900 6776 529.57295 43 102 - 464.83336 - 447 1390s 10990 6842 498.93287 27 137 - 464.85616 - 446 1395s 11038 6888 532.16741 56 113 - 464.85616 - 445 1400s 11082 6924 518.87397 52 103 - 464.85998 - 445 1405s 11141 6969 515.52401 40 94 - 464.88510 - 445 1410s 11248 7061 586.23491 103 77 - 464.88510 - 442 1415s 11306 7103 526.63410 50 97 - 464.96754 - 441 1420s 11436 7189 481.35029 29 143 - 464.99647 - 438 1425s 11465 7216 infeasible 38 - 464.99647 - 438 1430s 11537 7262 486.54997 24 143 - 465.03047 - 437 1435s 11583 7308 529.31945 57 120 - 465.03047 - 437 1440s 11637 7336 517.69460 41 121 - 465.04288 - 437 1445s 11651 7332 infeasible 26 - 465.05844 - 439 1450s 11691 7366 520.73034 46 115 - 465.06516 - 439 1455s 11768 7430 507.44158 41 115 - 465.07307 - 437 1460s 11801 7459 532.07638 48 98 - 465.07307 - 438 1465s 11848 7489 501.27803 35 137 - 465.20394 - 438 1470s 11878 7503 493.53374 34 141 - 465.22511 - 438 1475s 11895 7512 534.90390 41 113 - 465.22511 - 438 1480s 11909 7509 513.41192 32 138 - 465.38834 - 439 1485s 11942 7533 infeasible 51 - 465.40065 - 439 1490s 12000 7562 518.27122 37 126 - 465.51018 - 438 1495s 12048 7606 558.79743 55 78 - 465.51018 - 438 1500s 12099 7630 483.45103 26 128 - 465.67082 - 438 1505s 12131 7662 513.98084 38 93 - 465.67082 - 438 1510s 12171 7688 infeasible 43 - 465.71616 - 438 1515s 12205 7704 infeasible 37 - 465.93805 - 439 1520s 12237 7722 502.19037 36 132 - 466.01914 - 439 1525s 12251 7728 517.86268 38 131 - 466.01914 - 440 1530s 12285 7744 499.53772 34 118 - 466.10416 - 441 1535s 12357 7816 548.42637 78 84 - 466.10416 - 439 1540s 12431 7872 505.30792 34 118 - 466.14299 - 438 1545s 12515 7946 511.57586 35 147 - 466.16370 - 436 1550s 12537 7956 497.39636 36 149 - 466.16793 - 437 1555s 12572 7975 492.08128 37 129 - 466.21672 - 438 1560s 12611 7996 493.21609 36 130 - 466.31184 - 438 1565s 12656 8019 infeasible 33 - 466.44243 - 438 1570s 12685 8036 510.52866 32 131 - 466.58428 - 439 1575s 12727 8062 490.10136 34 154 - 466.59073 - 439 1580s 12761 8084 493.31182 31 133 - 466.63345 - 439 1585s 12794 8103 469.03865 24 146 - 466.65815 - 440 1590s 12821 8128 515.41650 36 118 - 466.65815 - 441 1595s 12879 8180 563.94032 68 96 - 466.65815 - 440 1600s 12919 8206 506.31450 34 122 - 466.67933 - 440 1605s 12966 8253 569.72165 52 103 - 466.67933 - 440 1610s 13014 8293 511.68098 36 100 - 466.73046 - 440 1615s 13090 8349 infeasible 39 - 466.77104 - 439 1620s 13123 8374 502.00333 35 124 - 466.81901 - 439 1625s 13174 8408 488.87188 27 121 - 466.91410 - 439 1630s 13224 8442 475.12608 29 145 - 467.00163 - 439 1635s 13251 8469 503.05029 36 124 - 467.00163 - 440 1640s 13304 8514 488.64995 31 147 - 467.02718 - 439 1645s 13347 8555 538.60353 51 113 - 467.02718 - 439 1650s 13430 8614 484.66053 29 144 - 467.08345 - 438 1655s 13465 8633 505.03240 29 128 - 467.16996 - 438 1660s 13506 8654 533.42731 33 126 - 467.24975 - 439 1665s 13580 8689 491.19194 38 143 - 467.34005 - 438 1670s 13615 8698 479.22226 27 151 - 467.36233 - 438 1675s 13659 8738 528.70504 43 108 - 467.36233 - 438 1680s 13719 8778 496.08459 33 130 - 467.57492 - 437 1685s 13760 8807 infeasible 49 - 467.57492 - 438 1690s 13796 8827 548.29258 38 124 - 467.59079 - 438 1695s 13847 8844 473.76677 27 149 - 467.84455 - 438 1700s 13879 8872 infeasible 39 - 467.84455 - 439 1705s 13939 8902 488.74814 29 130 - 467.85673 - 438 1710s 13993 8930 476.07933 27 147 - 467.96106 - 438 1715s 14025 8960 510.04703 35 116 - 467.96106 - 438 1720s 14084 9001 502.48504 39 115 - 467.97816 - 438 1725s 14160 9017 491.43473 26 154 - 467.99925 - 437 1730s 14197 9032 infeasible 41 - 467.99925 - 438 1735s 14223 9048 505.67407 38 121 - 468.04538 - 438 1740s 14258 9059 514.62705 33 112 - 468.09152 - 439 1745s 14305 9092 511.01322 38 104 - 468.13095 - 439 1750s 14336 9105 485.70778 31 124 - 468.21586 - 439 1755s 14383 9136 499.32521 30 133 - 468.22733 - 439 1760s 14490 9226 infeasible 95 - 468.22733 - 437 1765s 14522 9244 509.55858 37 110 - 468.31955 - 438 1770s 14586 9298 573.18787 77 86 - 468.31955 - 437 1775s 14657 9336 493.72447 38 126 - 468.37173 - 437 1780s 14686 9357 533.91070 44 113 - 468.40292 - 437 1785s 14758 9423 infeasible 83 - 468.40292 - 436 1790s 14813 9449 503.62923 39 129 - 468.51276 - 436 1795s 14846 9444 493.45709 27 127 - 468.66363 - 437 1800s 14870 9452 509.71385 35 123 - 468.67900 - 437 1805s 14916 9482 infeasible 39 - 468.75967 - 438 1810s 14962 9508 478.64442 35 131 - 468.85939 - 438 1815s 15002 9536 525.30226 50 96 - 468.85939 - 438 1820s 15085 9587 499.28948 33 139 - 468.86382 - 437 1825s 15132 9618 496.85862 25 143 - 468.88143 - 437 1830s 15198 9678 575.58719 61 84 - 468.88143 - 436 1835s 15264 9722 500.08282 31 113 - 468.96393 - 436 1840s 15317 9765 486.52842 27 145 - 469.03148 - 436 1845s 15346 9774 infeasible 33 - 469.03148 - 436 1850s 15386 9806 548.16428 44 105 - 469.04683 - 436 1855s 15447 9846 infeasible 23 - 469.06667 - 436 1860s 15479 9864 481.09943 29 136 - 469.11521 - 436 1865s 15515 9886 496.74946 26 149 - 469.12116 - 437 1870s 15545 9906 510.76171 41 100 - 469.12903 - 437 1875s 15598 9941 553.21358 62 81 - 469.12903 - 437 1880s 15654 9969 505.70822 35 109 - 469.20043 - 437 1885s 15674 9975 infeasible 42 - 469.20043 - 438 1890s 15718 9999 491.31800 31 119 - 469.23292 - 438 1895s 15780 10047 503.45984 39 101 - 469.23490 - 438 1900s 15848 10098 497.41168 34 127 - 469.25431 - 437 1905s 15897 10137 556.50041 56 110 - 469.25431 - 437 1911s 15935 10149 474.23498 25 142 - 469.27027 - 437 1915s 15978 10172 infeasible 49 - 469.27027 - 437 1920s 16013 10189 494.04478 32 127 - 469.34180 - 438 1925s 16052 10208 495.57620 38 122 - 469.45688 - 438 1930s 16071 10211 491.70587 34 145 - 469.49597 - 438 1935s 16103 10217 504.63376 33 130 - 469.52200 - 439 1940s 16131 10241 541.17699 44 103 - 469.52200 - 439 1945s 16198 10298 499.46012 31 125 - 469.55204 - 439 1950s 16236 10322 507.77233 36 118 - 469.57240 - 439 1955s 16270 10334 infeasible 47 - 469.60270 - 439 1960s 16303 10365 531.47240 44 115 - 469.64674 - 439 1965s 16358 10398 481.04794 32 146 - 469.77036 - 439 1970s 16385 10423 528.20692 40 104 - 469.77036 - 440 1975s 16417 10449 557.98333 47 102 - 469.77036 - 440 1980s 16503 10512 517.65761 36 130 - 469.77913 - 439 1985s 16540 10549 564.89870 50 78 - 469.77913 - 439 1990s 16630 10619 infeasible 32 - 469.77932 - 438 1995s 16644 10617 infeasible 29 - 469.86544 - 439 2000s 16686 10641 infeasible 27 - 469.90985 - 439 2005s 16719 10655 501.36479 36 151 - 470.02273 - 439 2010s 16746 10662 infeasible 41 - 470.15758 - 440 2015s 16783 10695 529.32702 49 124 - 470.15758 - 440 2020s 16814 10696 infeasible 50 - 470.15758 - 440 2025s 16852 10720 527.63934 38 115 - 470.17919 - 440 2030s 16891 10745 506.79800 40 117 - 470.20104 - 440 2035s 16945 10781 476.46740 29 154 - 470.22756 - 440 2040s 16974 10808 infeasible 45 - 470.22756 - 441 2045s 17017 10849 540.01452 57 82 - 470.22756 - 441 2050s 17069 10871 infeasible 41 - 470.24734 - 440 2055s 17085 10885 504.66324 31 131 - 470.36484 - 440 2060s 17119 10901 infeasible 32 - 470.40169 - 441 2065s 17163 10927 503.45728 36 128 - 470.48142 - 441 2070s 17214 10946 477.81833 27 139 - 470.50037 - 440 2075s 17240 10972 526.38508 37 130 - 470.50037 - 441 2080s 17291 10993 505.08057 37 151 - 470.56052 - 441 2085s 17314 10994 495.23054 28 129 - 470.65792 - 442 2090s 17356 11010 infeasible 38 - 470.69821 - 442 2095s 17394 11028 infeasible 36 - 470.73793 - 442 2100s 17446 11064 528.32054 40 89 - 470.82628 - 442 2105s 17486 11072 infeasible 24 - 470.83048 - 442 2110s 17524 11086 506.57233 32 134 - 470.94830 - 442 2115s 17592 11151 556.32987 72 71 - 470.94830 - 442 2120s 17648 11175 490.62805 31 113 - 471.16541 - 441 2125s 17692 11201 505.26979 34 139 - 471.20641 - 442 2130s 17726 11217 521.66367 35 137 - 471.21985 - 442 2135s 17787 11253 506.50302 31 125 - 471.22273 - 441 2140s 17821 11269 496.21445 32 115 - 471.25014 - 441 2145s 17896 11325 574.26845 68 96 - 471.25014 - 441 2150s 17939 11353 513.83987 38 113 - 471.28518 - 441 2155s 18065 11446 478.98206 21 161 - 471.34230 - 438 2160s 18108 11451 infeasible 28 - 471.36069 - 439 2165s 18137 11462 482.83253 25 138 - 471.39820 - 439 2170s 18183 11494 493.63805 35 121 - 471.41465 - 439 2175s 18241 11548 550.62130 62 61 - 471.41465 - 439 2180s 18350 11631 499.76019 34 125 - 471.42072 - 437 2185s 18380 11649 infeasible 36 - 471.43138 - 438 2190s 18425 11676 506.14007 40 119 - 471.47514 - 438 2195s 18534 11761 474.60795 27 139 - 471.52528 - 436 2200s 18591 11794 487.58867 34 134 - 471.56903 - 436 2205s 18643 11840 515.63304 46 110 - 471.56903 - 436 2210s 18725 11914 544.46514 68 98 - 471.56903 - 435 2215s 18837 11979 501.71207 34 135 - 471.56908 - 433 2220s 18870 11984 484.72090 28 114 - 471.61520 - 434 2225s 18915 12003 infeasible 38 - 471.70832 - 434 2230s 18974 12026 infeasible 48 - 471.73007 - 434 2235s 18998 12030 493.84806 28 140 - 471.80570 - 434 2240s 19025 12043 526.23475 36 137 - 471.80570 - 434 2245s 19056 12046 494.54192 34 120 - 471.95530 - 434 2250s 19095 12067 488.24145 32 132 - 471.97288 - 434 2255s 19116 12086 511.34702 43 120 - 471.97288 - 434 2260s 19137 12087 infeasible 26 - 472.00094 - 434 2265s 19158 12096 493.57119 37 126 - 472.06591 - 435 2270s 19194 12106 infeasible 51 - 472.06591 - 435 2275s 19241 12115 486.23206 28 137 - 472.27431 - 435 2280s 19283 12149 526.51932 49 112 - 472.29653 - 435 2285s 19328 12158 497.39470 33 119 - 472.31017 - 435 2290s 19365 12177 539.27486 37 136 - 472.31218 - 436 2295s 19402 12192 infeasible 46 - 472.33037 - 436 2300s 19443 12205 507.93268 35 121 - 472.34736 - 436 2305s 19514 12244 infeasible 40 - 472.36153 - 436 2310s 19545 12247 512.88348 38 134 - 472.44757 - 436 2315s 19594 12246 infeasible 42 - 472.45161 - 436 2320s 19630 12266 500.57933 37 127 - 472.47720 - 436 2325s 19677 12289 484.16534 29 127 - 472.49758 - 436 2330s 19719 12313 503.85957 34 109 - 472.49807 - 436 2335s 19771 12347 515.03941 40 126 - 472.50625 - 437 2340s 19803 12359 493.70403 37 129 - 472.51117 - 437 2345s 19831 12367 484.79740 33 152 - 472.51914 - 437 2350s 19851 12387 516.65145 41 102 - 472.51914 - 437 2355s 19879 12413 541.51694 48 87 - 472.51914 - 437 2360s 19925 12444 522.21442 30 143 - 472.52038 - 436 2365s 19962 12471 582.76208 45 112 - 472.52038 - 436 2370s 20002 12491 508.38442 38 116 - 472.52740 - 436 2375s 20034 12521 527.25729 49 85 - 472.52740 - 436 2380s 20108 12571 infeasible 28 - 472.54182 - 435 2385s 20157 12588 487.38246 34 114 - 472.56022 - 435 2390s 20219 12634 509.53845 35 125 - 472.56031 - 435 2395s 20264 12669 520.24330 42 105 - 472.56230 - 435 2400s 20379 12749 608.90060 118 82 - 472.56230 - 434 2405s 20414 12770 494.79650 30 140 - 472.57307 - 433 2410s 20437 12779 509.53478 41 121 - 472.57307 - 434 2415s 20474 12780 506.11372 30 139 - 472.60530 - 433 2420s 20529 12799 473.29845 28 133 - 472.69366 - 433 2425s 20567 12817 infeasible 32 - 472.71058 - 434 2430s 20610 12856 551.21019 57 87 - 472.71058 - 434 2435s 20662 12872 infeasible 58 - 472.80599 - 434 2440s 20687 12885 510.10257 33 90 - 472.87297 - 434 2445s 20710 12908 520.38684 40 93 - 472.87297 - 434 2450s 20783 12975 559.10166 96 75 - 472.87297 - 433 2455s 20815 12977 infeasible 32 - 472.90321 - 433 2460s 20840 12998 522.65235 35 123 - 472.93394 - 433 2465s 20862 13002 513.58423 32 146 - 472.95909 - 433 2470s 20894 13016 494.64401 30 121 - 472.96025 - 433 2475s 20943 13031 474.23552 37 142 - 473.06854 - 434 2480s 20974 13052 510.84180 35 125 - 473.10160 - 434 2485s 21041 13119 557.39380 68 83 - 473.10160 - 434 2490s 21125 13173 515.07560 38 108 - 473.12185 - 433 2495s 21157 13179 infeasible 28 - 473.15408 - 433 2500s 21189 13183 484.57167 25 152 - 473.25926 - 433 2505s 21223 13195 infeasible 37 - 473.26162 - 434 2510s 21257 13205 567.16540 43 124 - 473.26361 - 434 2515s 21316 13258 615.47437 79 80 - 473.26361 - 434 2520s 21391 13305 534.14720 37 129 - 473.28948 - 433 2525s 21468 13352 493.45242 34 135 - 473.29023 - 432 2530s 21512 13380 550.63940 44 103 - 473.34336 - 432 2535s 21577 13415 502.26217 36 142 - 473.47268 - 432 2540s 21614 13434 503.58081 33 123 - 473.47641 - 432 2545s 21692 13510 550.76412 80 103 - 473.47641 - 432 2550s 21780 13546 infeasible 32 - 473.49127 - 431 2555s 21824 13574 505.67109 36 121 - 473.49411 - 431 2560s 21862 13590 498.87678 34 151 - 473.51704 - 431 2565s 21895 13603 492.97511 35 118 - 473.52532 - 431 2570s 21918 13622 520.94760 43 110 - 473.52532 - 431 2575s 21953 13651 541.20094 63 92 - 473.52532 - 431 2580s 22021 13703 482.54070 29 133 - 473.53063 - 430 2585s 22049 13721 infeasible 43 - 473.53063 - 430 2590s 22066 13728 506.41208 36 133 - 473.57471 - 431 2595s 22074 13734 522.94966 40 121 - 473.57471 - 431 2601s 22094 13748 564.02150 47 115 - 473.57471 - 431 2605s 22157 13807 606.19999 85 80 - 473.57471 - 430 2610s 22236 13849 infeasible 43 - 473.57583 - 430 2615s 22275 13858 infeasible 37 - 473.59964 - 430 2620s 22324 13883 497.57758 37 123 - 473.63552 - 430 2625s 22397 13942 573.14500 69 93 - 473.63552 - 430 2630s 22473 13990 515.50198 44 122 - 473.67644 - 429 2635s 22509 14018 534.68306 50 108 - 473.67644 - 429 2640s 22574 14039 infeasible 46 - 473.67673 - 429 2645s 22627 14054 504.99134 32 107 - 473.71868 - 429 2650s 22676 14083 516.65790 38 97 - 473.71917 - 429 2655s 22767 14159 519.18391 36 103 - 473.72855 - 428 2660s 22853 14210 505.31409 30 124 - 473.73475 - 428 2665s 22886 14231 494.85688 34 130 - 473.77492 - 428 2670s 22925 14238 infeasible 35 - 473.78053 - 428 2675s 22953 14242 504.38768 43 123 - 473.82377 - 428 2680s 23003 14254 infeasible 36 - 473.87210 - 428 2685s 23049 14276 491.10545 33 124 - 473.91735 - 428 2690s 23102 14297 490.53027 31 127 - 473.94409 - 428 2695s 23131 14308 482.19872 35 143 - 474.01349 - 429 2700s 23173 14312 500.66729 31 137 - 474.05367 - 429 2705s 23216 14339 528.88357 41 108 - 474.05447 - 429 2710s 23247 14359 594.33075 56 93 - 474.05447 - 429 2715s 23321 14405 infeasible 41 - 474.07131 - 429 2720s 23360 14422 509.68473 38 106 - 474.07545 - 429 2725s 23405 14461 541.32362 62 92 - 474.07545 - 429 2730s 23477 14515 494.70122 30 146 - 474.08231 - 428 2735s 23524 14544 infeasible 36 - 474.09167 - 428 2740s 23566 14564 520.64708 35 119 - 474.10761 - 428 2745s 23603 14578 505.87910 33 134 - 474.16175 - 429 2750s 23645 14596 478.17664 28 136 - 474.21465 - 429 2755s 23693 14632 512.60017 40 105 - 474.22020 - 429 2760s 23769 14666 infeasible 38 - 474.23687 - 428 2765s 23814 14687 560.15560 43 107 - 474.29919 - 428 2770s 23879 14736 560.54482 60 97 - 474.30989 - 428 2775s 23924 14756 485.39988 27 127 - 474.40404 - 428 2780s 23958 14774 529.48972 40 122 - 474.48072 - 428 2785s 24049 14845 625.11471 91 93 - 474.48072 - 427 2790s 24099 14855 infeasible 31 - 474.49268 - 427 2795s 24155 14875 520.58268 39 107 - 474.51603 - 427 2800s 24220 14918 527.30068 37 96 - 474.52046 - 427 2805s 24255 14923 482.89368 31 138 - 474.53691 - 427 2810s 24300 14948 496.13972 30 125 - 474.56147 - 427 2815s 24347 14975 infeasible 39 - 474.56147 - 428 2820s 24376 14980 531.35747 38 137 - 474.59413 - 428 2825s 24416 14982 500.99946 38 121 - 474.62785 - 428 2830s 24442 14982 481.94591 27 144 - 474.70537 - 429 2835s 24482 15022 529.78765 48 93 - 474.70537 - 429 2840s 24572 15091 infeasible 119 - 474.70537 - 428 2845s 24627 15119 537.97469 57 102 - 474.73179 - 428 2850s 24674 15130 infeasible 30 - 474.74025 - 428 2855s 24716 15152 519.76715 40 115 - 474.80150 - 428 2860s 24753 15175 521.93557 39 133 - 474.81906 - 428 2865s 24784 15180 515.52596 34 126 - 474.83058 - 429 2870s 24824 15204 496.24363 31 122 - 474.84540 - 429 2875s 24879 15229 516.27905 38 116 - 474.87494 - 429 2880s 24916 15236 infeasible 41 - 474.88798 - 429 2885s 24998 15300 500.94148 38 138 - 474.89300 - 428 2890s 25043 15317 infeasible 38 - 474.92147 - 428 2895s 25078 15340 537.31046 44 93 - 474.93786 - 429 2900s 25164 15392 infeasible 39 - 474.97931 - 428 2905s 25198 15412 infeasible 28 - 474.99412 - 428 2910s 25237 15435 562.03909 36 109 - 474.99412 - 429 2915s 25303 15497 infeasible 51 - 474.99412 - 428 2920s 25350 15514 483.22454 30 142 - 475.03844 - 429 2925s 25402 15542 524.82599 50 97 - 475.03999 - 429 2930s 25446 15564 515.92755 39 136 - 475.06677 - 429 2935s 25478 15580 501.16603 32 136 - 475.07073 - 429 2940s 25522 15610 504.04872 30 142 - 475.10348 - 429 2945s 25565 15623 540.67704 38 122 - 475.11541 - 429 2950s 25668 15697 488.77391 29 136 - 475.14096 - 428 2955s 25699 15722 522.36849 38 89 - 475.14096 - 429 2960s 25752 15743 528.93985 42 93 - 475.14690 - 429 2965s 25789 15750 525.70882 37 141 - 475.17505 - 429 2970s 25844 15803 554.46778 64 94 - 475.17505 - 429 2975s 25907 15848 500.62864 32 112 - 475.17756 - 428 2980s 25931 15858 492.29133 31 152 - 475.19796 - 429 2985s 25958 15869 513.03095 36 108 - 475.21252 - 429 2990s 25984 15875 495.65333 34 148 - 475.23305 - 430 2995s 26034 15921 565.14968 54 88 - 475.23305 - 430 3000s 26156 16004 infeasible 32 - 475.23383 - 429 3005s 26249 16091 574.60939 89 71 - 475.23383 - 428 3010s 26339 16123 524.39280 35 127 - 475.38282 - 427 3015s 26387 16151 504.28070 39 118 - 475.38903 - 427 3020s 26436 16180 infeasible 38 - 475.40241 - 427 3025s 26483 16207 519.44660 35 101 - 475.43608 - 428 3030s 26527 16243 506.67578 37 128 - 475.44939 - 428 3035s 26562 16270 527.85272 46 120 - 475.44939 - 428 3040s 26618 16300 513.51860 42 125 - 475.45788 - 428 3045s 26662 16324 534.09686 37 139 - 475.46686 - 428 3050s 26695 16331 501.27778 36 155 - 475.46933 - 428 3055s 26727 16347 509.26552 34 112 - 475.47826 - 428 3060s 26792 16400 550.42966 71 53 - 475.47826 - 428 3065s 26861 16442 516.18382 34 116 - 475.50954 - 428 3070s 26903 16462 513.22405 34 114 - 475.53417 - 428 3075s 26936 16479 508.44866 33 111 - 475.53717 - 428 3080s 26979 16474 infeasible 37 - 475.57612 - 428 3085s 27019 16484 488.33839 31 129 - 475.61389 - 428 3090s 27056 16509 497.89499 34 142 - 475.63602 - 429 3095s 27094 16513 481.82860 30 131 - 475.63849 - 429 3100s 27121 16536 513.31346 39 106 - 475.63849 - 429 3105s 27156 16555 507.27105 33 107 - 475.65004 - 430 3110s 27209 16600 559.86920 60 78 - 475.65004 - 429 3115s 27276 16627 infeasible 39 - 475.67611 - 429 3120s 27314 16645 514.62998 36 132 - 475.70182 - 429 3125s 27363 16670 493.12279 39 130 - 475.72215 - 429 3130s 27429 16706 494.91117 36 131 - 475.78808 - 429 3135s 27476 16728 infeasible 44 - 475.80478 - 429 3140s 27513 16747 infeasible 42 - 475.85846 - 429 3145s 27542 16760 516.51373 40 109 - 475.87940 - 429 3150s 27576 16774 548.45339 39 114 - 475.88176 - 429 3155s 27607 16787 512.57154 34 116 - 475.89296 - 429 3160s 27635 16801 512.02401 34 118 - 475.90673 - 429 3165s 27722 16874 553.04713 95 78 - 475.90673 - 428 3170s 27770 16896 511.73951 31 124 - 475.94183 - 428 3175s 27803 16909 492.39749 30 129 - 475.94432 - 428 3180s 27839 16929 infeasible 47 - 475.94432 - 428 3185s 27857 16927 infeasible 36 - 475.98849 - 428 3190s 27880 16936 506.82565 27 130 - 476.02100 - 429 3195s 27915 16939 506.91204 29 134 - 476.02100 - 429 3200s 27966 16934 526.19457 33 102 - 476.02100 - 428 3205s 27987 16933 508.42355 45 117 - 476.02824 - 428 3212s 27999 16933 485.73227 30 115 - 476.04498 - 428 3215s 28023 16957 497.06181 33 102 - 476.04498 - 429 3220s 28047 16961 486.59740 35 137 - 476.05821 - 429 3225s 28069 16973 566.29604 45 97 - 476.05821 - 429 3230s 28108 17008 588.99097 59 106 - 476.05821 - 429 3235s 28188 17079 644.71328 100 87 - 476.05821 - 428 3240s 28227 17074 508.94662 37 127 - 476.08242 - 428 3245s 28248 17075 517.30837 29 142 - 476.10248 - 428 3250s 28270 17079 498.25873 35 117 - 476.13243 - 428 3255s 28288 17095 513.89808 39 111 - 476.13243 - 428 3260s 28334 17135 infeasible 66 - 476.13243 - 428 3265s 28389 17162 537.68161 43 120 - 476.14851 - 428 3270s 28438 17190 497.54146 36 126 - 476.15609 - 428 3275s 28490 17228 503.07256 30 135 - 476.15631 - 428 3280s 28529 17255 498.67836 36 124 - 476.17666 - 428 3285s 28563 17257 503.13938 35 144 - 476.22873 - 428 3290s 28601 17291 536.99094 49 101 - 476.22873 - 428 3295s 28673 17333 517.48304 32 117 - 476.27421 - 428 3300s 28730 17366 494.57249 32 128 - 476.34676 - 428 3305s 28759 17395 525.70436 43 111 - 476.34676 - 428 3310s 28815 17437 575.17285 65 92 - 476.34676 - 428 3315s 28880 17484 infeasible 37 - 476.36234 - 428 3320s 28940 17512 infeasible 70 - 476.36234 - 427 3325s 28964 17530 515.63172 38 114 - 476.38521 - 427 3330s 28987 17541 538.14013 42 109 - 476.38521 - 427 3335s 29014 17546 528.09919 34 117 - 476.41344 - 428 3340s 29050 17565 519.69647 36 110 - 476.42294 - 428 3345s 29093 17584 511.24754 38 112 - 476.43524 - 428 3350s 29174 17663 557.81254 89 83 - 476.43524 - 427 3355s 29237 17695 512.40362 34 139 - 476.43971 - 427 3360s 29280 17736 581.75450 52 65 - 476.43971 - 427 3365s 29413 17821 592.41063 50 128 - 476.44339 - 426 3370s 29447 17817 infeasible 34 - 476.47514 - 426 3375s 29480 17832 509.96084 42 119 - 476.53619 - 426 3380s 29520 17853 490.29082 32 145 - 476.54748 - 426 3385s 29538 17871 521.65962 41 98 - 476.54748 - 426 3390s 29645 17966 582.23234 114 82 - 476.54748 - 425 3395s 29684 17977 infeasible 36 - 476.55442 - 425 3400s 29737 18007 529.37712 45 102 - 476.55853 - 425 3405s 29862 18092 514.03959 35 124 - 476.58070 - 424 3410s 29943 18145 510.21200 35 130 - 476.68102 - 423 3415s 29985 18169 540.02006 41 125 - 476.68892 - 423 3420s 30086 18230 infeasible 32 - 476.73065 - 422 3425s 30116 18252 550.19691 46 98 - 476.73547 - 423 3430s 30168 18296 588.08023 72 79 - 476.73547 - 423 3435s 30258 18356 570.60715 72 88 - 476.78447 - 422 3440s 30344 18400 538.51749 41 92 - 476.79637 - 422 3445s 30416 18429 536.54845 41 102 - 476.84341 - 421 3450s 30485 18474 548.77500 45 108 - 476.84647 - 421 3455s 30537 18506 546.37406 42 111 - 476.84976 - 421 3460s 30587 18537 513.90444 32 124 - 476.85148 - 421 3465s 30616 18554 504.32270 33 125 - 476.85221 - 421 3470s 30649 18585 infeasible 43 - 476.85221 - 421 3475s 30706 18623 534.36367 38 117 - 476.85857 - 421 3480s 30776 18669 515.78948 29 153 - 476.87338 - 421 3485s 30812 18687 492.90852 35 121 - 476.88527 - 421 3490s 30852 18701 505.11129 35 119 - 476.91811 - 421 3495s 30903 18740 531.56478 47 74 - 476.91811 - 421 3500s 30959 18788 555.51852 62 66 - 476.91811 - 421 3505s 31038 18830 516.63685 33 123 - 476.92568 - 421 3510s 31078 18852 500.67783 30 125 - 476.93132 - 421 3515s 31119 18865 502.23657 28 139 - 476.93734 - 421 3520s 31158 18876 infeasible 36 - 476.96736 - 421 3525s 31212 18916 561.77333 60 108 - 476.96736 - 421 3530s 31265 18939 502.43412 31 144 - 476.99396 - 421 3535s 31314 18974 582.94006 53 109 - 476.99396 - 421 3540s 31362 18996 infeasible 48 - 476.99766 - 421 3545s 31402 19024 532.49843 43 114 - 477.05194 - 421 3550s 31447 19037 494.88046 29 135 - 477.06172 - 421 3555s 31489 19065 520.10342 37 126 - 477.07129 - 422 3560s 31522 19068 529.00913 31 133 - 477.09614 - 422 3565s 31553 19089 500.18623 31 126 - 477.10542 - 422 3570s 31594 19088 infeasible 32 - 477.10542 - 422 3575s 31636 19114 539.37445 37 110 - 477.10542 - 422 3580s 31670 19144 542.33057 39 119 - 477.10542 - 423 3585s 31715 19177 infeasible 43 - 477.10542 - 423 3590s 31756 19174 495.54383 30 132 - 477.11481 - 423 3595s Cutting planes: Gomory: 42 Cover: 216 Implied bound: 75 Flow cover: 157 GUB cover: 24 Explored 31807 nodes (13472368 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.780000000000e+02, gap -