Gurobi 5.0.1 (linux64) logging started Thu Dec 20 10:42:05 2012 Optimize a model with 7502 rows, 7320 columns and 32218 nonzeros Presolve removed 712 rows and 120 columns Presolve time: 0.11s Presolved: 6790 rows, 7200 columns, 31201 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.002366e+02, 9181 iterations, 1.09 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 300.23663 0 113 - 300.23663 - - 1s 0 0 318.61313 0 130 - 318.61313 - - 1s 0 0 323.66750 0 143 - 323.66750 - - 2s 0 0 326.54203 0 144 - 326.54203 - - 2s 0 0 328.88938 0 148 - 328.88938 - - 2s 0 0 329.86040 0 144 - 329.86040 - - 3s 0 0 330.13726 0 143 - 330.13726 - - 3s 0 0 330.21064 0 142 - 330.21064 - - 3s 0 0 330.34545 0 143 - 330.34545 - - 3s 0 0 330.36999 0 144 - 330.36999 - - 3s 0 0 330.36999 0 143 - 330.36999 - - 3s 0 0 330.36999 0 142 - 330.36999 - - 3s 0 0 330.36999 0 142 - 330.36999 - - 4s 0 0 330.36999 0 142 - 330.36999 - - 7s 0 2 330.37250 0 142 - 330.37250 - - 9s 4 6 333.46168 3 137 - 331.81263 - 582 10s 34 34 352.43057 23 130 - 331.81263 - 562 15s 87 79 358.48114 64 128 - 331.81263 - 438 20s 159 151 389.68991 125 122 - 331.81263 - 347 25s 212 173 343.45446 1 133 - 333.46333 - 367 30s 289 222 infeasible 20 - 333.47843 - 350 35s 342 275 366.59146 63 125 - 333.47843 - 352 40s 429 344 infeasible 11 - 333.54224 - 333 45s 475 372 364.28342 41 134 - 333.54224 - 340 50s 541 430 380.72686 86 109 - 333.54224 - 340 55s 603 486 343.57111 2 113 - 333.54224 - 330 61s 609 490 359.60617 54 161 - 333.82833 - 327 65s 618 496 343.57111 2 160 - 337.97151 - 322 70s 621 498 387.60253 8 160 - 337.97379 - 321 79s 622 501 339.16216 10 158 - 339.16216 - 350 83s 623 502 345.08859 10 155 - 339.16216 - 350 87s 624 502 340.98742 11 152 - 340.36413 - 351 90s 635 510 363.37016 16 147 - 341.53884 - 360 95s 649 519 374.46098 23 123 - 341.53884 - 372 100s 682 535 379.38685 40 138 - 341.53884 - 375 105s 723 540 395.95865 60 130 - 341.53884 - 379 110s 767 562 425.60469 82 128 - 341.53884 - 382 115s 829 581 436.33904 113 108 - 341.53884 - 376 120s 909 594 363.46515 14 117 - 343.66288 - 365 125s 933 604 373.70352 26 127 - 345.20976 - 377 130s 956 606 369.62979 38 139 - 345.20976 - 389 135s 985 625 384.45939 52 117 - 345.20976 - 396 140s 1016 642 414.75687 68 108 - 345.20976 - 405 145s 1062 645 363.93543 14 145 - 346.94382 - 409 150s 1080 657 364.27784 23 147 - 346.94382 - 420 155s 1105 670 389.30794 35 121 - 346.94382 - 427 160s 1134 673 357.74635 23 144 - 347.58572 - 433 165s 1154 687 393.81358 31 126 - 347.58572 - 444 170s 1180 702 418.02661 42 118 - 347.58572 - 452 175s 1240 737 443.09081 85 98 - 347.58572 - 442 180s 1276 752 393.35405 31 121 - 347.58957 - 444 185s 1320 768 418.66690 56 112 - 347.58957 - 446 190s 1358 775 392.73366 16 135 - 348.55585 - 449 195s 1402 798 411.42899 43 104 - 348.55585 - 450 200s 1446 807 375.85839 16 144 - 349.70852 - 450 205s 1478 823 infeasible 28 - 349.70852 - 455 210s 1495 826 396.27422 18 137 - 350.20017 - 462 215s 1553 859 457.36362 53 91 - 350.20017 - 459 220s 1596 873 403.12328 16 122 - 354.37818 - 462 225s 1651 896 447.03122 54 113 - 354.37818 - 460 230s 1689 907 393.73196 23 122 - 354.53665 - 462 235s 1728 929 430.71897 49 117 - 354.53665 - 465 240s 1770 953 455.47172 71 113 - 354.53665 - 464 245s 1844 979 infeasible 112 - 354.53665 - 455 250s 1885 984 468.10158 36 127 - 354.63746 - 456 255s 1927 1000 404.77100 35 117 - 354.78081 - 458 260s 1988 1024 389.93600 20 134 - 354.82138 - 454 265s 2025 1044 410.23089 46 108 - 354.82138 - 456 270s 2067 1052 400.37934 19 138 - 355.08887 - 459 275s 2100 1074 416.61499 37 117 - 355.08887 - 461 280s 2134 1089 379.13018 18 140 - 357.29594 - 461 285s 2166 1117 infeasible 41 - 357.29594 - 460 290s 2190 1135 442.79551 54 116 - 357.29594 - 460 295s 2217 1152 infeasible 65 - 357.29594 - 461 300s 2236 1165 393.27487 25 122 - 357.34996 - 463 305s 2259 1188 410.15648 35 121 - 357.34996 - 468 310s 2300 1224 444.04871 59 111 - 357.34996 - 469 315s 2370 1268 378.81020 19 144 - 357.36704 - 464 320s 2389 1273 388.83783 19 142 - 358.68834 - 469 325s 2421 1301 416.50821 37 123 - 358.68834 - 471 330s 2467 1339 449.31445 58 102 - 358.68834 - 472 335s 2573 1438 476.83487 144 79 - 358.68834 - 458 340s 2610 1457 433.77633 47 116 - 358.76656 - 460 345s 2634 1481 440.86461 55 117 - 358.76656 - 465 350s 2691 1525 infeasible 87 - 358.76656 - 464 355s 2719 1536 442.10982 22 139 - 359.76303 - 466 360s 2744 1549 395.34664 21 129 - 360.32474 - 469 365s 2792 1589 429.48359 50 103 - 360.32474 - 469 370s 2847 1624 407.24881 31 118 - 362.69194 - 468 375s 2894 1649 395.20915 16 140 - 363.38769 - 470 380s 2923 1674 423.92808 30 109 - 363.38769 - 474 385s 2966 1701 432.37416 22 141 - 363.43961 - 474 390s 2992 1723 512.00613 30 135 - 363.43961 - 476 395s 3039 1744 infeasible 39 - 363.58032 - 476 400s 3070 1762 421.71780 21 135 - 363.64456 - 478 405s 3105 1777 396.10624 41 120 - 363.70363 - 479 410s 3139 1811 421.68339 58 106 - 363.70363 - 482 415s 3199 1845 389.00457 17 147 - 363.94965 - 481 420s 3232 1878 416.36927 37 113 - 363.94965 - 483 425s 3274 1909 421.74395 16 140 - 364.00235 - 483 430s 3301 1924 397.94022 21 127 - 364.31089 - 486 435s 3348 1965 434.66881 52 124 - 364.31089 - 486 440s 3431 2020 infeasible 98 - 364.31089 - 481 445s 3441 2016 439.61356 31 141 - 365.62263 - 483 450s 3483 2036 420.18244 16 141 - 365.63150 - 483 455s 3517 2059 429.05201 21 133 - 366.00352 - 485 460s 3536 2058 429.12042 19 140 - 366.82347 - 489 465s 3556 2076 461.33563 28 133 - 366.82347 - 491 470s 3590 2090 453.81253 34 131 - 367.20511 - 491 475s 3612 2091 459.42486 19 140 - 367.70437 - 494 480s 3637 2102 infeasible 25 - 367.89843 - 495 485s 3664 2115 479.72244 30 145 - 368.15791 - 497 490s 3682 2121 454.30690 31 137 - 368.16007 - 500 495s 3710 2128 371.33449 23 137 - 368.81263 - 502 500s 3732 2146 453.28845 37 132 - 368.81263 - 504 505s 3764 2150 403.48384 46 115 - 369.89594 - 506 510s 3793 2163 447.68433 57 108 - 369.89594 - 508 515s 3831 2186 412.46189 51 112 - 369.89711 - 510 520s 3866 2207 393.86951 18 129 - 370.03966 - 511 525s 3893 2219 414.12555 19 130 - 370.45944 - 512 530s 3932 2256 447.18533 47 128 - 370.45944 - 513 535s 3973 2273 485.47513 29 125 - 370.46075 - 513 540s 4005 2282 510.99824 37 130 - 370.46852 - 514 545s 4041 2294 428.13494 21 136 - 370.65222 - 515 550s 4077 2310 409.92013 20 130 - 371.34178 - 516 555s 4123 2354 434.25538 48 117 - 371.34178 - 516 560s 4219 2413 397.40039 16 118 - 371.35534 - 508 565s 4255 2435 450.46587 33 111 - 371.35534 - 509 570s 4287 2447 402.52718 19 116 - 371.50532 - 511 575s 4313 2473 418.09065 37 121 - 371.50532 - 512 580s 4341 2501 435.94535 47 121 - 371.50532 - 515 585s 4402 2552 463.69312 85 105 - 371.50532 - 512 590s 4473 2610 440.66739 33 124 - 371.53187 - 509 595s 4498 2621 462.27467 45 140 - 371.53187 - 511 600s 4530 2637 437.00468 30 129 - 371.57420 - 512 605s 4561 2652 infeasible 42 - 371.57420 - 513 610s 4588 2679 415.30595 34 122 - 371.70030 - 515 615s 4650 2721 436.11091 40 135 - 371.71842 - 513 620s 4678 2737 415.34045 30 121 - 371.81514 - 514 625s 4714 2759 420.24817 33 130 - 372.47257 - 515 630s 4768 2787 infeasible 45 - 372.47257 - 514 635s 4788 2789 infeasible 45 - 372.75328 - 516 640s 4821 2814 infeasible 34 - 372.90180 - 517 645s 4868 2839 425.50238 47 105 - 373.10934 - 517 650s 4904 2841 398.49604 17 139 - 373.82433 - 518 656s 4926 2863 416.20779 30 113 - 373.82433 - 518 660s 4967 2898 447.38833 55 112 - 373.82433 - 519 665s 5002 2913 457.56759 32 135 - 373.86954 - 520 670s 5023 2924 456.98353 20 134 - 374.02665 - 522 675s 5061 2935 517.62706 35 131 - 374.02665 - 521 680s 5087 2945 494.12993 40 137 - 374.03522 - 523 685s 5125 2951 425.46630 17 139 - 375.47871 - 523 690s 5149 2959 404.31836 18 139 - 375.63681 - 524 695s 5170 2976 419.65610 27 137 - 375.63681 - 526 700s 5196 3000 infeasible 37 - 375.63681 - 527 705s 5227 3027 479.20998 52 101 - 375.63681 - 528 710s 5301 3074 445.76180 45 123 - 375.65090 - 525 715s 5344 3097 416.10542 28 121 - 375.67528 - 525 720s 5388 3133 455.42791 53 105 - 375.67528 - 525 725s 5434 3162 440.78161 32 106 - 375.74570 - 525 730s 5474 3184 infeasible 56 - 375.80376 - 525 735s 5504 3206 417.86476 31 118 - 375.95333 - 526 740s 5548 3242 451.68577 59 117 - 375.95333 - 526 745s 5585 3262 408.66834 22 113 - 375.97604 - 526 750s 5622 3293 448.40072 46 111 - 375.97604 - 527 755s 5672 3323 410.82729 22 112 - 376.02485 - 526 760s 5697 3348 426.60558 37 127 - 376.02485 - 528 765s 5751 3383 422.65855 17 133 - 376.06306 - 527 770s 5782 3393 407.87416 23 124 - 376.12418 - 528 775s 5822 3431 444.69135 46 126 - 376.12418 - 528 780s 5864 3461 infeasible 69 - 376.12418 - 528 785s 5903 3490 424.45480 40 128 - 376.65992 - 529 790s 5947 3511 389.76278 26 134 - 376.68407 - 529 795s 5987 3545 418.23676 49 108 - 376.68407 - 529 800s 6022 3563 467.80433 47 110 - 376.69987 - 530 805s 6065 3580 425.65488 16 140 - 377.19337 - 530 810s 6094 3587 439.43798 18 129 - 377.25739 - 531 815s 6119 3606 497.16553 36 131 - 377.25739 - 533 820s 6143 3614 470.32970 54 113 - 377.26409 - 534 825s 6179 3622 infeasible 60 - 377.52935 - 535 830s 6209 3637 479.95928 53 116 - 377.79298 - 536 835s 6248 3648 413.09299 20 113 - 378.44484 - 537 840s 6283 3677 infeasible 38 - 378.44484 - 538 845s 6342 3702 infeasible 28 - 378.72099 - 536 850s 6381 3719 388.94167 20 134 - 379.13714 - 536 855s 6418 3752 433.45300 43 115 - 379.13714 - 536 860s 6465 3787 475.73574 67 94 - 379.13714 - 536 865s 6507 3811 431.87130 38 130 - 379.58184 - 536 870s 6545 3835 infeasible 54 - 379.58184 - 536 875s 6592 3849 460.90099 44 121 - 380.04653 - 536 880s 6626 3861 infeasible 54 - 380.13215 - 537 885s 6671 3876 486.92395 35 127 - 380.55983 - 537 890s 6713 3882 454.60929 35 138 - 380.68276 - 537 895s 6740 3895 429.37778 32 126 - 380.98169 - 537 900s 6764 3911 493.05747 20 147 - 381.11958 - 537 905s 6786 3919 532.15905 26 134 - 381.93313 - 539 910s 6807 3918 420.15195 40 129 - 382.34756 - 541 915s 6839 3946 infeasible 58 - 382.34756 - 541 920s 6910 3985 infeasible 101 - 382.34756 - 539 925s 6941 3992 411.86901 26 113 - 382.60658 - 540 930s 6977 4024 434.42185 48 96 - 382.60658 - 540 935s 7013 4042 infeasible 64 - 382.60658 - 541 940s 7051 4062 416.87986 31 115 - 382.70531 - 541 945s 7089 4084 infeasible 43 - 382.70531 - 542 950s 7125 4112 infeasible 56 - 382.70531 - 542 955s 7194 4112 456.55162 53 121 - 383.55156 - 541 961s 7205 4114 infeasible 57 - 383.55156 - 541 965s 7230 4119 478.57531 23 142 - 383.65078 - 542 970s 7261 4132 469.79212 22 151 - 383.86960 - 542 975s 7270 4131 infeasible 24 - 383.86960 - 544 980s 7294 4144 441.87189 32 111 - 384.31392 - 545 985s 7362 4202 471.13459 78 110 - 384.31392 - 543 990s 7400 4212 456.43669 27 142 - 384.46280 - 543 995s 7426 4214 infeasible 60 - 384.77166 - 544 1000s 7451 4215 infeasible 28 - 385.19446 - 545 1005s 7478 4226 401.35160 23 110 - 385.22663 - 546 1010s 7514 4260 424.84156 42 111 - 385.22663 - 546 1015s 7555 4281 410.57991 24 133 - 385.34168 - 547 1020s 7606 4328 459.37609 49 103 - 385.34168 - 546 1025s 7644 4348 435.57343 30 142 - 385.43128 - 546 1030s 7672 4352 471.02759 59 132 - 385.45508 - 547 1035s 7713 4357 464.12780 51 124 - 385.61530 - 547 1040s 7759 4385 434.91863 36 120 - 385.62515 - 546 1045s 7816 4425 infeasible 69 - 385.62515 - 545 1050s 7852 4455 418.21889 33 101 - 385.63240 - 545 1055s 7899 4477 403.44291 22 115 - 385.72503 - 545 1060s 7952 4524 451.50714 51 114 - 385.72503 - 544 1065s 7982 4528 462.25595 32 127 - 385.95945 - 545 1070s 8026 4570 456.98084 65 123 - 385.95945 - 545 1075s 8077 4600 487.35734 95 118 - 385.95945 - 544 1080s 8114 4623 413.16862 35 126 - 385.97591 - 544 1085s 8164 4671 446.90325 68 113 - 385.97591 - 544 1090s 8235 4704 infeasible 18 - 385.98293 - 542 1095s 8276 4729 431.04244 35 119 - 386.01980 - 541 1100s 8337 4765 468.79314 54 103 - 386.10570 - 540 1105s 8362 4777 411.55367 24 122 - 386.12064 - 541 1110s 8397 4806 449.96079 42 116 - 386.12064 - 542 1115s 8450 4847 432.17327 33 115 - 386.16179 - 541 1120s 8518 4895 533.57608 73 116 - 386.16179 - 539 1125s 8555 4904 infeasible 32 - 386.18958 - 540 1130s 8581 4916 402.01946 31 129 - 386.27052 - 541 1135s 8641 4968 438.38541 70 93 - 386.27052 - 539 1140s 8706 5012 413.71534 25 126 - 386.30273 - 538 1145s 8752 5046 infeasible 44 - 386.30273 - 538 1150s 8776 5058 484.63129 28 120 - 386.36737 - 539 1155s 8807 5087 500.29535 47 108 - 386.36737 - 540 1160s 8876 5110 397.04975 31 130 - 386.49312 - 538 1165s 8923 5139 460.62580 39 99 - 386.52978 - 538 1170s 8962 5150 413.83444 16 144 - 386.75259 - 538 1175s 8998 5178 468.51682 37 117 - 386.75259 - 538 1180s 9042 5200 471.13633 56 116 - 386.83401 - 538 1185s 9073 5207 559.22608 43 133 - 386.87815 - 539 1190s 9112 5224 409.72031 53 121 - 387.09163 - 539 1195s 9184 5284 480.55781 95 89 - 387.09163 - 538 1200s 9250 5338 403.23849 32 124 - 387.10709 - 536 1205s 9296 5372 infeasible 61 - 387.10709 - 536 1210s 9329 5389 409.23715 22 141 - 387.11117 - 536 1215s 9365 5425 450.32879 45 132 - 387.11117 - 537 1220s 9428 5462 407.78962 37 122 - 387.12188 - 535 1225s 9462 5484 407.00122 26 123 - 387.20450 - 536 1230s 9497 5509 447.13312 42 118 - 387.20450 - 536 1235s 9542 5520 401.61504 21 108 - 387.30059 - 536 1240s 9570 5544 415.74031 34 118 - 387.30059 - 537 1245s 9610 5562 396.44830 21 118 - 387.30331 - 538 1250s 9647 5599 425.04254 41 104 - 387.30331 - 538 1255s 9687 5621 395.76930 22 132 - 387.39753 - 539 1260s 9737 5663 464.22941 54 134 - 387.39753 - 538 1265s 9789 5692 infeasible 44 - 387.49235 - 537 1270s 9826 5713 412.25206 31 127 - 387.49704 - 537 1275s 9890 5759 infeasible 56 - 387.49704 - 536 1280s 9956 5783 438.69521 51 125 - 387.61377 - 535 1285s 10002 5811 444.83668 37 96 - 387.67555 - 535 1290s 10072 5873 486.93804 46 113 - 387.67555 - 533 1296s 10102 5897 511.30612 61 112 - 387.67555 - 533 1300s 10172 5951 435.67973 34 122 - 387.72861 - 532 1305s 10203 5958 infeasible 58 - 387.73156 - 532 1310s 10235 5978 418.62826 39 110 - 388.07389 - 533 1315s 10284 6011 409.67425 47 115 - 388.10036 - 533 1320s 10316 6037 442.69803 71 117 - 388.10036 - 533 1325s 10416 6129 486.30880 134 71 - 388.10036 - 530 1330s 10501 6178 405.87972 23 118 - 388.20637 - 528 1335s 10555 6226 431.23391 47 106 - 388.20637 - 527 1340s 10603 6256 407.31399 27 130 - 388.33059 - 527 1345s 10641 6282 400.81643 39 130 - 388.33862 - 527 1350s 10677 6314 423.55706 61 110 - 388.33862 - 528 1355s 10723 6336 infeasible 30 - 388.42191 - 528 1360s 10768 6353 412.02342 28 117 - 388.52398 - 528 1365s 10807 6382 445.41117 52 106 - 388.52398 - 528 1370s 10850 6413 infeasible 76 - 388.52398 - 528 1375s 10899 6446 429.01637 43 118 - 388.67113 - 527 1380s 10925 6464 486.37459 54 116 - 388.67113 - 528 1385s 10950 6481 480.11051 66 109 - 388.67113 - 529 1390s 10984 6498 402.23260 24 106 - 388.70363 - 529 1395s 11042 6530 393.57689 19 134 - 388.70532 - 529 1400s 11077 6555 425.39861 38 103 - 388.70532 - 529 1405s 11115 6580 449.77451 56 80 - 388.70532 - 529 1410s 11154 6609 423.73849 42 101 - 388.85803 - 530 1415s 11195 6630 412.77953 21 123 - 389.03414 - 530 1420s 11251 6666 infeasible 53 - 389.03414 - 529 1425s 11293 6687 404.14153 38 109 - 389.18970 - 529 1430s 11349 6731 429.40571 69 109 - 389.18970 - 529 1435s 11416 6769 422.06039 41 122 - 389.19350 - 527 1440s 11461 6801 463.83886 64 120 - 389.19350 - 527 1445s 11503 6830 413.70134 45 118 - 389.20220 - 527 1450s 11550 6871 442.88131 71 106 - 389.20220 - 527 1455s 11605 6922 468.87701 100 78 - 389.20220 - 526 1460s 11678 6973 429.46402 29 119 - 389.29894 - 524 1465s 11733 7000 407.56042 27 113 - 389.31852 - 524 1470s 11793 7048 452.59934 52 97 - 389.31852 - 523 1475s 11836 7081 436.69307 30 110 - 389.35173 - 523 1480s 11917 7140 infeasible 37 - 389.36243 - 522 1485s 11961 7164 409.50707 38 104 - 389.48212 - 522 1490s 12014 7201 428.21900 42 131 - 389.52546 - 521 1495s 12048 7227 infeasible 62 - 389.52546 - 522 1500s 12121 7247 464.85851 60 109 - 389.63288 - 520 1505s 12160 7271 426.58667 31 110 - 389.78279 - 521 1510s 12198 7297 infeasible 47 - 389.78279 - 521 1515s 12235 7318 429.51164 40 103 - 389.78910 - 521 1520s 12277 7350 427.24098 36 116 - 389.82175 - 521 1525s 12335 7388 422.77488 42 107 - 389.84333 - 521 1530s 12387 7434 453.54460 74 107 - 389.84333 - 521 1535s 12427 7446 462.42211 21 131 - 389.91613 - 521 1540s 12460 7469 418.51996 37 118 - 389.91613 - 521 1545s 12499 7492 411.89798 37 108 - 390.00239 - 521 1550s 12541 7514 408.02898 20 120 - 390.05071 - 522 1555s 12564 7535 476.40283 31 122 - 390.05071 - 523 1560s 12605 7554 449.39991 35 127 - 390.09949 - 523 1565s 12662 7579 452.85413 33 135 - 390.10967 - 522 1570s 12706 7603 416.07128 40 109 - 390.14385 - 522 1575s 12750 7637 infeasible 62 - 390.14385 - 522 1580s 12799 7670 418.93011 38 127 - 390.14508 - 522 1585s 12855 7706 417.75040 27 127 - 390.15807 - 521 1590s 12906 7743 522.98675 54 115 - 390.15807 - 521 1595s 12975 7800 394.36367 19 124 - 390.19724 - 520 1600s 13015 7840 421.40346 39 114 - 390.19724 - 520 1605s 13071 7883 432.87306 28 118 - 390.20335 - 520 1610s 13118 7914 482.61647 54 116 - 390.20335 - 520 1615s 13170 7948 437.72577 51 117 - 390.21619 - 519 1620s 13226 7980 404.59434 21 125 - 390.29883 - 519 1625s 13262 8016 423.74410 38 118 - 390.29883 - 519 1630s 13323 8059 443.77943 37 109 - 390.40100 - 519 1635s 13413 8123 396.73303 22 140 - 390.40264 - 517 1640s 13457 8153 394.98009 16 141 - 390.43313 - 517 1645s 13499 8191 infeasible 43 - 390.43313 - 517 1650s 13540 8214 430.67616 35 116 - 390.45683 - 517 1655s 13581 8235 394.89618 23 148 - 390.46395 - 517 1660s 13619 8257 infeasible 20 - 390.48148 - 517 1665s 13655 8293 435.25879 46 97 - 390.48303 - 517 1670s 13725 8345 439.68838 40 97 - 390.53740 - 517 1675s 13829 8416 infeasible 60 - 390.58347 - 514 1680s 13872 8437 421.20376 35 126 - 390.65747 - 514 1685s 13905 8464 443.25670 49 113 - 390.65747 - 515 1690s 13961 8497 509.99099 63 107 - 390.69335 - 515 1695s 13999 8505 404.67650 57 117 - 390.89565 - 514 1700s 14042 8516 400.66633 24 136 - 390.93613 - 515 1705s 14076 8546 440.70013 40 122 - 390.93613 - 515 1710s 14131 8581 411.98264 26 116 - 390.94992 - 515 1715s 14165 8605 425.51807 27 123 - 390.96835 - 515 1720s 14211 8631 417.98336 21 129 - 391.07017 - 515 1725s 14278 8684 474.83204 58 114 - 391.07017 - 514 1730s 14322 8706 443.11609 41 116 - 391.24581 - 515 1735s 14374 8732 433.72681 32 118 - 391.24741 - 514 1740s 14417 8761 423.10196 33 121 - 391.31749 - 514 1745s 14462 8796 474.37052 59 115 - 391.31749 - 514 1752s 14492 8797 414.28310 16 133 - 391.43759 - 514 1755s 14578 8873 481.30036 79 89 - 391.43759 - 513 1760s 14647 8907 403.94491 19 125 - 391.51039 - 512 1765s 14687 8945 431.34249 46 130 - 391.51039 - 512 1770s 14765 8984 429.48778 26 121 - 391.57415 - 511 1775s 14822 9021 438.00246 38 126 - 391.58388 - 510 1780s 14866 9035 408.34087 27 138 - 391.75821 - 510 1785s 14896 9059 444.38201 42 121 - 391.75821 - 511 1790s 14929 9083 487.11150 56 116 - 391.75821 - 511 1795s 14968 9100 429.17140 40 126 - 391.80154 - 511 1800s 15058 9172 398.50384 24 117 - 391.80199 - 510 1805s 15106 9212 396.66548 20 126 - 391.82887 - 510 1810s 15143 9239 infeasible 43 - 391.82887 - 510 1815s 15181 9275 428.53829 57 117 - 391.88754 - 510 1820s 15218 9296 403.85626 20 130 - 391.90634 - 510 1825s 15259 9333 infeasible 44 - 391.90634 - 510 1830s 15308 9364 432.62470 48 134 - 391.93190 - 510 1835s 15350 9380 407.62689 27 107 - 392.01436 - 510 1840s 15416 9440 481.56679 69 95 - 392.01436 - 509 1845s 15481 9477 415.60879 26 111 - 392.10546 - 509 1850s 15520 9500 402.18587 24 119 - 392.11562 - 509 1855s 15556 9516 397.68550 23 113 - 392.15390 - 509 1860s 15576 9534 419.40862 32 100 - 392.15390 - 510 1865s 15647 9575 395.55120 20 130 - 392.18041 - 509 1870s 15680 9602 438.26175 36 114 - 392.18041 - 510 1875s 15770 9658 398.25764 19 119 - 392.19972 - 508 1880s 15812 9694 429.53844 41 104 - 392.19972 - 508 1885s 15844 9708 410.05242 33 102 - 392.24799 - 509 1890s 15890 9744 infeasible 57 - 392.24799 - 509 1895s 15931 9771 411.13619 34 109 - 392.26062 - 509 1900s 15969 9790 405.29601 31 130 - 392.26444 - 509 1905s 16006 9807 408.12759 25 112 - 392.28706 - 510 1910s 16045 9844 458.47243 43 104 - 392.28706 - 510 1915s 16106 9869 405.73709 29 123 - 392.38669 - 509 1920s 16149 9899 452.98583 50 114 - 392.38669 - 509 1925s 16206 9917 419.28100 24 127 - 392.40136 - 509 1930s 16244 9937 423.71201 20 109 - 392.42084 - 509 1935s 16276 9965 454.83591 36 101 - 392.42084 - 510 1940s 16329 10004 infeasible 23 - 392.45467 - 510 1945s 16378 10015 infeasible 28 - 392.46718 - 510 1950s 16420 10049 442.79767 41 115 - 392.53676 - 510 1955s 16450 10065 410.56807 47 96 - 392.54047 - 511 1960s 16482 10077 infeasible 34 - 392.59193 - 511 1965s 16503 10078 555.61694 42 134 - 392.59193 - 512 1970s 16547 10101 infeasible 29 - 392.61717 - 511 1975s 16582 10132 432.40889 46 127 - 392.61717 - 512 1980s 16628 10172 474.61706 76 106 - 392.61717 - 512 1985s 16695 10219 426.68127 34 128 - 392.62348 - 511 1990s 16729 10235 425.90386 37 117 - 392.63509 - 511 1995s 16773 10263 469.01413 60 104 - 392.63535 - 511 2000s 16820 10299 446.76300 43 122 - 392.65137 - 511 2005s 16869 10330 428.82227 47 120 - 392.65526 - 511 2010s 16911 10350 427.27474 27 108 - 392.67485 - 511 2015s 16958 10375 420.15445 24 131 - 392.68605 - 511 2020s 17013 10404 469.16307 58 117 - 392.68605 - 511 2025s 17074 10425 446.59689 33 118 - 392.75545 - 510 2030s 17120 10463 490.53139 60 103 - 392.75545 - 510 2035s 17167 10500 423.12757 34 117 - 392.78537 - 510 2040s 17230 10543 427.37752 21 126 - 392.80222 - 510 2045s 17263 10558 455.25965 31 117 - 392.82997 - 510 2050s 17312 10597 422.57141 27 135 - 392.84512 - 510 2055s 17347 10626 440.15850 47 120 - 392.84512 - 510 2060s 17388 10640 408.68522 42 125 - 392.91663 - 510 2065s 17429 10671 458.78260 62 112 - 392.91663 - 511 2070s 17464 10692 413.51269 32 102 - 392.96087 - 511 2075s 17533 10757 458.97178 71 92 - 392.96087 - 510 2080s 17569 10775 infeasible 38 - 392.98488 - 511 2085s 17632 10814 491.27646 58 106 - 393.05163 - 510 2090s 17675 10831 412.36363 46 122 - 393.06824 - 510 2095s 17731 10871 400.14289 21 117 - 393.07853 - 510 2100s 17770 10900 445.52376 47 117 - 393.07853 - 510 2105s 17821 10911 417.13589 42 128 - 393.21045 - 510 2110s 17856 10940 471.57910 61 110 - 393.21045 - 511 2115s 17928 10992 399.98388 18 139 - 393.31456 - 510 2120s 17966 11020 439.62020 40 110 - 393.31456 - 510 2125s 18022 11058 510.67363 71 112 - 393.35543 - 510 2130s 18093 11106 425.54531 21 116 - 393.42759 - 509 2135s 18157 11160 431.63569 25 114 - 393.44133 - 509 2140s 18221 11206 infeasible 35 - 393.44133 - 509 2145s 18266 11219 411.22886 35 126 - 393.44658 - 509 2152s 18295 11226 405.31810 27 118 - 393.45284 - 508 2155s 18343 11258 450.20117 40 135 - 393.46281 - 508 2160s 18382 11281 418.65932 36 109 - 393.53676 - 509 2165s 18502 11399 474.45106 140 48 - 393.53676 - 506 2170s 18592 11457 410.85311 48 112 - 393.57567 - 504 2175s 18631 11480 430.28154 38 119 - 393.58451 - 505 2180s 18697 11522 413.89057 37 129 - 393.61255 - 504 2185s 18739 11548 infeasible 49 - 393.61596 - 504 2190s 18765 11563 473.57487 65 111 - 393.61596 - 505 2195s 18799 11587 414.12099 44 120 - 393.61873 - 505 2200s 18829 11597 463.74246 27 115 - 393.64792 - 506 2205s 18877 11639 482.37097 61 94 - 393.64792 - 505 2210s 18921 11663 408.53872 39 117 - 393.64792 - 506 2215s 18979 11713 455.27099 74 101 - 393.64792 - 505 2220s 19047 11747 411.29936 40 130 - 393.64799 - 505 2225s 19103 11771 infeasible 36 - 393.67485 - 504 2230s 19148 11810 infeasible 48 - 393.70530 - 505 2235s 19187 11825 410.80953 27 127 - 393.72323 - 505 2240s 19238 11848 400.09196 26 121 - 393.74100 - 505 2245s 19268 11876 426.64815 43 112 - 393.74100 - 505 2250s 19337 11923 406.12372 30 130 - 393.75530 - 504 2255s 19369 11951 450.31170 42 120 - 393.75530 - 505 2260s 19425 11991 440.74550 34 122 - 393.79205 - 505 2265s 19462 12012 424.84060 39 119 - 393.81499 - 505 2270s 19507 12046 432.13737 37 120 - 393.82909 - 505 2275s 19543 12064 407.07523 29 111 - 393.86076 - 505 2280s 19590 12091 412.54680 29 133 - 393.96629 - 505 2285s 19618 12107 396.61243 19 124 - 393.96740 - 506 2290s 19662 12145 516.37663 50 120 - 393.96740 - 506 2295s 19704 12171 411.46337 34 126 - 394.03351 - 505 2300s 19733 12183 infeasible 54 - 394.03351 - 506 2305s 19767 12204 484.83018 67 88 - 394.03351 - 506 2310s 19813 12226 425.04566 36 123 - 394.06060 - 506 2315s 19877 12278 476.59160 57 104 - 394.06546 - 505 2320s 19937 12326 442.20122 41 132 - 394.07838 - 505 2325s 19988 12361 454.49808 42 119 - 394.09430 - 505 2330s 20027 12388 infeasible 65 - 394.09430 - 505 2335s 20073 12400 infeasible 25 - 394.11170 - 505 2340s 20110 12421 419.38095 24 121 - 394.12018 - 505 2345s 20133 12426 444.24355 18 136 - 394.14185 - 506 2350s 20157 12436 513.29538 30 134 - 394.14185 - 506 2355s 20187 12458 411.53257 35 117 - 394.17183 - 506 2360s 20221 12477 436.22447 30 120 - 394.19671 - 507 2365s 20256 12512 451.62161 37 108 - 394.19671 - 507 2370s 20285 12537 451.99490 39 120 - 394.19671 - 507 2375s 20339 12587 493.04190 68 112 - 394.19671 - 507 2380s 20398 12646 509.17690 95 99 - 394.19671 - 506 2385s 20441 12667 416.93779 40 87 - 394.21866 - 506 2390s 20498 12706 422.94577 15 148 - 394.22731 - 506 2395s 20541 12725 infeasible 43 - 394.23019 - 506 2400s 20574 12738 425.90980 18 104 - 394.24320 - 507 2405s 20676 12831 485.24663 83 75 - 394.24320 - 505 2410s 20755 12871 434.73005 26 115 - 394.27163 - 504 2415s 20808 12898 423.43031 18 149 - 394.35462 - 504 2420s 20839 12923 447.51324 33 120 - 394.36084 - 505 2425s 20893 12967 infeasible 56 - 394.36084 - 504 2430s 20937 12995 infeasible 44 - 394.36367 - 504 2435s 20971 13019 476.22398 63 110 - 394.36367 - 505 2440s 21008 13039 403.25829 20 121 - 394.36700 - 505 2445s 21039 13066 438.40254 36 122 - 394.36700 - 505 2450s 21077 13094 454.03901 38 111 - 394.38788 - 505 2455s 21124 13124 429.80685 37 121 - 394.40007 - 505 2460s 21188 13174 440.85379 55 88 - 394.40740 - 505 2465s 21256 13202 418.70956 28 129 - 394.44518 - 505 2470s 21311 13233 414.73378 28 127 - 394.48821 - 504 2475s 21364 13274 429.83007 39 114 - 394.50318 - 504 2480s 21402 13296 438.86230 42 110 - 394.63862 - 504 2485s 21459 13343 430.88492 43 118 - 394.65738 - 504 2490s 21537 13389 443.78889 47 115 - 394.67247 - 503 2495s 21574 13410 455.57593 30 120 - 394.68924 - 504 2500s 21621 13437 infeasible 19 - 394.75528 - 504 2505s 21649 13443 428.77610 44 116 - 394.79953 - 504 2510s 21694 13478 505.91388 60 108 - 394.79953 - 504 2515s 21741 13499 infeasible 54 - 394.83134 - 504 2520s 21785 13537 460.16562 49 102 - 394.88036 - 504 2525s 21842 13573 infeasible 40 - 394.90788 - 504 2530s 21914 13623 425.84217 31 114 - 394.93459 - 504 2535s 21976 13681 468.04514 71 83 - 394.93459 - 503 2540s 22027 13704 413.04359 41 94 - 395.04564 - 503 2545s 22090 13751 401.14463 21 125 - 395.07339 - 503 2550s 22116 13777 429.75720 39 130 - 395.07339 - 503 2555s 22150 13797 438.16871 40 130 - 395.07471 - 504 2560s 22215 13842 infeasible 46 - 395.13962 - 503 2565s 22270 13875 infeasible 50 - 395.19343 - 503 2570s 22321 13916 443.97488 50 95 - 395.20939 - 503 2575s 22394 13960 482.45655 56 122 - 395.22536 - 502 2580s 22437 13992 431.41678 35 120 - 395.23084 - 502 2585s 22485 14028 501.88126 71 116 - 395.23084 - 502 2590s 22524 14057 441.73450 46 119 - 395.26961 - 502 2595s 22562 14071 419.69655 38 123 - 395.27154 - 503 2600s 22605 14106 infeasible 61 - 395.27154 - 503 2605s 22643 14124 infeasible 32 - 395.27490 - 503 2610s 22694 14159 414.10827 31 126 - 395.28043 - 503 2615s 22726 14191 467.62310 52 133 - 395.28043 - 503 2620s 22773 14212 405.51576 29 115 - 395.30683 - 503 2625s 22841 14256 461.89053 57 112 - 395.30683 - 502 2630s 22926 14291 446.36153 51 110 - 395.32408 - 502 2635s 23015 14356 419.96394 24 121 - 395.32982 - 501 2640s 23061 14398 461.11283 44 113 - 395.32982 - 501 2645s 23108 14421 402.23674 18 143 - 395.33817 - 501 2650s 23144 14453 469.18193 36 122 - 395.33817 - 501 2655s 23199 14493 421.90800 29 122 - 395.34942 - 501 2660s 23247 14519 410.57665 40 114 - 395.35439 - 501 2665s 23296 14542 419.19162 30 119 - 395.38323 - 501 2670s 23364 14586 495.70488 67 120 - 395.40020 - 500 2675s 23418 14600 442.60335 34 116 - 395.43146 - 500 2680s 23489 14641 410.42851 26 116 - 395.50000 - 500 2685s 23518 14662 460.55803 37 103 - 395.50000 - 500 2690s 23562 14680 413.84959 37 121 - 395.56621 - 500 2695s 23601 14707 447.77012 57 104 - 395.56621 - 500 2700s 23665 14747 441.49034 59 111 - 395.57382 - 500 2705s 23699 14764 438.96208 26 134 - 395.60857 - 500 2710s 23723 14774 525.09758 38 131 - 395.60857 - 500 2715s 23756 14793 431.50654 30 110 - 395.66135 - 501 2720s 23811 14837 476.61266 62 86 - 395.66135 - 501 2725s 23854 14861 433.00518 36 108 - 395.70765 - 501 2730s 23906 14891 424.09460 31 117 - 395.76020 - 501 2735s 23952 14925 424.89910 29 96 - 395.82883 - 501 2740s 23994 14945 402.82201 39 121 - 395.83657 - 501 2745s 24042 14975 437.90597 47 111 - 395.84307 - 501 2750s 24090 15011 487.74946 66 96 - 395.84307 - 501 2755s 24137 15044 446.01660 38 126 - 395.85257 - 501 2760s 24169 15060 409.31611 41 118 - 395.92462 - 501 2765s 24215 15084 infeasible 66 - 395.92462 - 502 2770s 24270 15123 432.63699 49 93 - 395.94424 - 501 2775s 24316 15149 430.67351 48 103 - 395.94763 - 502 2780s 24349 15180 457.03791 62 94 - 395.94763 - 502 2785s 24404 15217 430.79369 48 102 - 395.95295 - 502 2790s 24450 15243 433.99798 38 121 - 395.95382 - 502 2795s 24506 15275 469.00134 49 121 - 395.96358 - 502 2800s 24543 15312 520.37686 74 123 - 395.96358 - 502 2805s 24588 15329 infeasible 70 - 395.98676 - 502 2810s 24630 15357 416.36619 31 118 - 396.00307 - 502 2815s 24670 15375 infeasible 32 - 396.07471 - 502 2820s 24731 15412 infeasible 51 - 396.10211 - 502 2825s 24768 15439 424.24038 26 111 - 396.11943 - 502 2830s 24819 15480 439.74900 34 112 - 396.11943 - 502 2835s 24891 15511 422.54456 24 132 - 396.11985 - 501 2840s 24933 15539 429.88332 45 103 - 396.12053 - 501 2845s 24984 15576 437.91236 24 120 - 396.12419 - 501 2850s 25019 15605 465.92114 51 138 - 396.12419 - 501 2855s 25069 15629 infeasible 27 - 396.14171 - 501 2860s 25104 15662 474.50433 51 120 - 396.14171 - 501 2865s 25141 15679 412.38092 29 118 - 396.14184 - 502 2870s 25189 15711 402.77186 20 108 - 396.14807 - 502 2875s 25241 15747 445.05519 48 121 - 396.15660 - 502 2880s 25297 15787 494.74660 56 132 - 396.16744 - 501 2885s 25342 15808 417.17888 29 122 - 396.17747 - 501 2890s 25382 15840 465.53258 50 123 - 396.17747 - 501 2895s 25435 15873 501.67725 84 124 - 396.17747 - 501 2900s 25503 15901 431.19226 31 122 - 396.17989 - 501 2905s 25578 15968 474.60446 71 83 - 396.17989 - 500 2910s 25669 16034 419.46359 23 128 - 396.21140 - 500 2915s 25709 16050 414.15513 32 111 - 396.23220 - 500 2920s 25780 16097 427.41193 36 126 - 396.25374 - 499 2925s 25829 16126 439.32232 54 99 - 396.25969 - 499 2930s 25874 16157 439.35065 45 125 - 396.26854 - 499 2935s 25922 16195 413.84408 30 121 - 396.27224 - 499 2940s 25988 16228 439.58078 34 115 - 396.27902 - 499 2945s 26058 16274 417.91952 23 121 - 396.28301 - 499 2950s 26110 16318 441.19977 46 127 - 396.28301 - 498 2955s 26180 16326 430.65321 32 124 - 396.28823 - 498 2960s 26204 16346 473.35250 49 131 - 396.28823 - 498 2965s 26233 16359 407.31839 39 111 - 396.32474 - 498 2970s 26265 16379 445.58050 54 125 - 396.32474 - 498 2975s 26318 16415 441.82990 49 105 - 396.32742 - 497 2980s 26367 16449 414.71632 36 121 - 396.32982 - 498 2985s 26418 16486 472.74547 65 100 - 396.32982 - 497 2990s 26471 16521 426.17044 50 120 - 396.33351 - 497 2995s 26516 16533 402.32330 18 146 - 396.35847 - 497 3000s 26557 16560 500.70714 44 129 - 396.35847 - 498 3005s 26594 16589 443.19438 44 116 - 396.36356 - 498 3010s 26635 16612 426.93384 30 134 - 396.37687 - 498 3015s 26681 16630 infeasible 49 - 396.39531 - 498 3020s 26727 16662 452.38808 54 124 - 396.48854 - 498 3025s 26819 16745 523.36800 113 88 - 396.48854 - 497 3030s 26884 16789 466.18707 59 105 - 396.49359 - 497 3035s 26944 16837 485.85756 50 119 - 396.51101 - 496 3040s 27050 16909 411.02476 22 128 - 396.51101 - 495 3045s 27084 16929 472.80693 36 134 - 396.51101 - 495 3050s 27131 16958 infeasible 35 - 396.52774 - 495 3055s 27182 16987 427.18004 30 135 - 396.56062 - 495 3060s 27227 17012 410.82967 30 99 - 396.57651 - 495 3065s 27283 17052 422.37309 44 119 - 396.59846 - 495 3070s 27323 17056 405.14580 25 121 - 396.65649 - 496 3075s 27374 17095 infeasible 54 - 396.65649 - 495 3080s 27441 17132 422.88862 48 106 - 396.69894 - 495 3085s 27487 17174 450.01916 76 93 - 396.69894 - 495 3090s 27547 17214 422.75572 30 115 - 396.72566 - 495 3095s 27602 17239 402.91217 21 115 - 396.74158 - 495 3100s 27654 17267 397.72923 22 127 - 396.74736 - 495 3105s 27688 17289 434.29279 21 127 - 396.75156 - 495 3110s 27738 17331 415.23391 44 120 - 396.75220 - 495 3115s 27825 17389 400.61207 26 123 - 396.78168 - 494 3120s 27856 17420 430.56700 41 119 - 396.78168 - 495 3125s 27911 17475 473.96464 74 104 - 396.78168 - 494 3130s 27985 17525 429.86982 47 111 - 396.79583 - 494 3135s 28048 17572 452.19069 45 119 - 396.80629 - 494 3140s 28111 17611 458.64104 49 121 - 396.81130 - 493 3145s 28162 17636 434.27395 48 127 - 396.82533 - 493 3150s 28188 17636 infeasible 24 - 396.83001 - 494 3155s 28229 17659 461.55109 47 124 - 396.85098 - 494 3160s 28275 17687 449.12946 43 111 - 396.85643 - 494 3165s 28321 17703 406.60364 25 125 - 396.87788 - 494 3170s 28359 17731 443.83866 43 121 - 396.87788 - 494 3175s 28418 17788 474.10540 78 88 - 396.87788 - 494 3180s 28495 17833 427.52766 29 114 - 396.87932 - 493 3185s 28556 17886 469.60677 67 112 - 396.87932 - 493 3190s 28632 17932 433.20284 27 113 - 396.89242 - 493 3195s 28681 17971 infeasible 50 - 396.89242 - 493 3200s 28745 18017 478.72581 49 125 - 396.90124 - 493 3205s 28800 18050 infeasible 37 - 396.91183 - 492 3210s 28838 18072 447.54682 51 120 - 396.92677 - 493 3215s 28930 18145 infeasible 58 - 396.94424 - 492 3220s 28966 18167 454.13378 51 99 - 396.94763 - 492 3225s 29008 18181 449.17412 51 104 - 396.95546 - 492 3230s 29053 18210 infeasible 71 - 396.95546 - 492 3235s 29104 18239 482.08909 70 139 - 396.98976 - 492 3240s 29153 18271 486.42133 46 111 - 396.99018 - 492 3245s 29208 18310 444.63371 51 107 - 397.00757 - 492 3250s 29257 18337 441.80957 45 119 - 397.04006 - 492 3255s 29310 18356 402.06315 23 120 - 397.05566 - 492 3260s 29344 18384 432.62062 43 130 - 397.05566 - 492 3265s 29408 18440 infeasible 88 - 397.05566 - 492 3270s 29471 18485 439.57566 33 116 - 397.05829 - 492 3275s 29511 18509 417.81596 28 116 - 397.07694 - 492 3280s 29568 18552 417.53893 40 131 - 397.07871 - 492 3285s 29614 18586 494.88862 64 99 - 397.07871 - 492 3290s 29655 18601 403.98725 21 141 - 397.08586 - 492 3295s 29695 18639 434.15283 50 124 - 397.08586 - 492 3300s 29764 18662 419.15175 28 123 - 397.10101 - 492 3305s 29843 18729 401.22722 23 122 - 397.11269 - 491 3310s 29892 18778 437.77191 49 104 - 397.11269 - 491 3315s 29951 18819 423.02264 33 128 - 397.11649 - 491 3320s 29999 18846 412.13037 40 99 - 397.13170 - 491 3325s 30047 18876 465.16380 37 122 - 397.15395 - 491 3330s 30073 18894 501.91124 49 118 - 397.15395 - 491 3335s 30107 18918 441.56140 39 124 - 397.15643 - 491 3340s 30154 18943 477.91918 50 129 - 397.15767 - 491 3345s 30219 18986 476.04434 37 137 - 397.19493 - 491 3350s 30254 19002 infeasible 34 - 397.19647 - 491 3355s 30293 19027 423.69220 39 135 - 397.21368 - 491 3360s 30329 19053 492.36638 64 122 - 397.21368 - 491 3365s 30364 19068 409.41899 40 133 - 397.22409 - 492 3370s 30405 19089 414.02306 48 109 - 397.26939 - 492 3375s 30447 19121 434.30726 67 90 - 397.26939 - 492 3380s 30511 19185 460.34519 85 103 - 397.26939 - 492 3385s 30598 19270 492.93187 130 92 - 397.26939 - 491 3390s 30643 19299 455.80842 54 127 - 397.27265 - 491 3395s 30682 19324 415.02838 24 131 - 397.28154 - 491 3400s 30716 19344 481.27308 45 122 - 397.28154 - 491 3405s 30764 19359 404.31037 37 128 - 397.31293 - 491 3410s 30813 19402 444.02831 68 99 - 397.31293 - 491 3415s 30902 19452 445.10323 49 109 - 397.33009 - 490 3420s 30936 19478 432.95835 42 130 - 397.34943 - 491 3425s 30990 19498 423.87114 22 128 - 397.43203 - 491 3430s 31037 19507 430.75595 47 123 - 397.44558 - 490 3435s 31085 19535 infeasible 41 - 397.47326 - 490 3440s 31134 19566 421.20603 33 133 - 397.54570 - 490 3445s 31209 19629 472.34877 52 93 - 397.55153 - 490 3450s 31279 19681 infeasible 64 - 397.57244 - 490 3455s 31321 19691 467.64618 33 125 - 397.60985 - 490 3460s 31359 19725 496.60956 48 91 - 397.60985 - 490 3465s 31431 19789 453.15960 40 111 - 397.62161 - 490 3470s 31488 19832 449.14471 36 104 - 397.65085 - 490 3475s 31539 19859 453.13763 58 119 - 397.67067 - 490 3480s 31581 19881 417.35105 31 125 - 397.70316 - 490 3485s 31633 19903 infeasible 18 - 397.73989 - 490 3490s 31677 19937 413.72725 25 122 - 397.77041 - 490 3495s 31713 19961 448.33360 41 119 - 397.78257 - 490 3500s 31780 20010 423.69301 32 110 - 397.78283 - 490 3505s 31817 20031 440.91022 41 119 - 397.79779 - 490 3510s 31870 20066 421.81338 36 119 - 397.79961 - 490 3515s 31924 20096 459.69518 45 118 - 397.83694 - 490 3520s 31982 20140 441.88482 43 102 - 397.86859 - 490 3525s 32036 20172 474.10402 65 95 - 397.86859 - 490 3530s 32089 20195 infeasible 37 - 397.94817 - 490 3535s 32141 20225 415.86322 22 114 - 397.97167 - 490 3540s 32237 20317 infeasible 96 - 397.97167 - 489 3545s 32282 20328 407.55101 23 142 - 398.00628 - 489 3550s 32310 20352 444.07589 38 107 - 398.00628 - 489 3555s 32369 20399 463.36435 45 117 - 398.03680 - 489 3560s 32402 20416 433.09597 33 119 - 398.05951 - 489 3565s 32458 20452 425.91679 28 138 - 398.07727 - 489 3570s 32511 20499 493.20361 69 108 - 398.07727 - 489 3575s 32571 20529 408.51150 44 127 - 398.17808 - 489 3580s 32618 20556 406.43112 43 113 - 398.20936 - 489 3585s 32674 20586 419.21092 40 104 - 398.21515 - 489 3590s 32730 20616 430.84693 31 142 - 398.25850 - 489 3595s Cutting planes: Gomory: 27 Cover: 237 Implied bound: 112 Flow cover: 151 GUB cover: 21 Zero half: 2 Explored 32769 nodes (16044583 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 3.990000000000e+02, gap -