Gurobi 5.0.1 (linux64) logging started Fri Dec 28 01:11:49 2012 Optimize a model with 7502 rows, 7320 columns and 31740 nonzeros Presolve removed 1184 rows and 120 columns Presolve time: 0.10s Presolved: 6318 rows, 7200 columns, 30260 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.192874e+02, 7685 iterations, 0.74 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 319.28736 0 121 - 319.28736 - - 0s 0 0 383.58671 0 127 - 383.58671 - - 1s 0 0 402.95462 0 133 - 402.95462 - - 1s 0 0 413.29332 0 131 - 413.29332 - - 2s 0 0 415.39640 0 127 - 415.39640 - - 2s 0 0 419.47245 0 130 - 419.47245 - - 2s 0 0 419.88564 0 130 - 419.88564 - - 2s 0 0 421.14947 0 122 - 421.14947 - - 3s 0 0 422.10689 0 127 - 422.10689 - - 3s 0 0 422.41051 0 132 - 422.41051 - - 3s 0 0 422.70405 0 130 - 422.70405 - - 3s 0 0 422.80633 0 118 - 422.80633 - - 3s 0 0 422.86958 0 137 - 422.86958 - - 4s 0 0 422.86958 0 136 - 422.86958 - - 9s 0 2 422.87060 0 136 - 422.87060 - - 11s 25 15 424.54796 1 130 - 424.54796 - 417 15s 64 50 486.29730 33 122 - 425.36784 - 410 20s 115 79 468.33543 30 97 - 425.37951 - 406 25s 196 139 436.69700 8 126 - 427.03693 - 323 30s 246 187 452.36780 34 90 - 427.03693 - 349 35s 308 231 458.82378 16 120 - 427.48913 - 354 40s 355 270 475.02303 42 110 - 427.48913 - 373 45s 503 411 508.87850 166 90 - 427.48913 - 289 50s 595 467 454.80178 16 133 - 427.49726 - 286 55s 607 476 534.20522 158 128 - 427.49726 - 283 60s 618 483 466.56323 28 130 - 429.88688 - 278 65s 622 486 462.16037 28 131 - 429.88688 - 276 73s 623 489 431.04991 15 134 - 431.04991 - 310 77s 624 489 439.76029 15 134 - 431.04991 - 310 80s 627 491 460.20800 17 112 - 440.04841 - 314 85s 642 501 473.16420 24 119 - 440.10576 - 325 90s 681 509 538.12257 45 102 - 440.10576 - 328 95s 712 510 492.31236 22 135 - 451.76486 - 341 100s 734 523 492.69115 33 120 - 451.76486 - 358 105s 755 535 507.04752 44 121 - 451.76486 - 375 110s 787 546 547.63526 60 102 - 451.76486 - 385 115s 847 578 602.89465 90 88 - 451.76486 - 384 120s 890 584 507.37275 25 104 - 461.84886 - 391 125s 936 614 519.17245 48 66 - 461.84886 - 395 130s 986 648 521.68507 73 72 - 461.84886 - 398 135s 1038 676 551.78262 99 54 - 461.84886 - 407 140s 1090 701 infeasible 125 - 461.84886 - 418 145s 1145 708 480.24513 35 118 - 462.01468 - 419 150s 1198 739 522.47861 60 98 - 462.01468 - 420 155s 1260 773 544.14595 82 57 - 462.01468 - 420 160s 1343 776 520.70472 36 129 - 462.68545 - 413 165s 1388 792 484.25987 31 125 - 462.72271 - 417 170s 1420 813 483.82350 36 111 - 462.72271 - 423 175s 1460 840 502.20487 50 94 - 462.72271 - 426 180s 1503 864 508.36427 72 102 - 462.72271 - 429 185s 1578 904 infeasible 99 - 462.72271 - 422 190s 1729 978 infeasible 190 - 462.72271 - 395 195s 1819 1003 487.02664 33 93 - 463.41378 - 388 200s 1919 1070 558.75423 93 74 - 463.41378 - 380 205s 1987 1087 504.26985 28 94 - 463.71802 - 382 210s 2030 1098 466.37752 21 129 - 464.24742 - 386 215s 2053 1113 487.06344 33 123 - 464.24742 - 392 220s 2081 1130 530.16936 46 107 - 464.24742 - 398 225s 2130 1148 479.32480 25 128 - 464.58776 - 399 230s 2179 1197 530.92965 52 108 - 464.58776 - 400 235s 2230 1234 497.31428 33 117 - 465.26270 - 402 240s 2268 1268 infeasible 48 - 465.26270 - 406 245s 2325 1288 487.69695 29 125 - 465.83317 - 406 250s 2386 1325 infeasible 29 - 465.92142 - 406 255s 2443 1374 568.43675 61 62 - 465.92142 - 406 260s 2520 1435 525.48438 43 115 - 466.09512 - 402 265s 2575 1458 513.86908 32 131 - 466.68977 - 402 270s 2636 1497 571.40553 51 89 - 467.80309 - 402 275s 2703 1530 510.88646 38 113 - 467.80309 - 401 280s 2776 1559 519.58059 42 122 - 469.49786 - 400 285s 2838 1594 526.48857 46 110 - 469.63693 - 400 290s 2895 1625 490.44147 27 106 - 469.78795 - 401 295s 2969 1695 582.46656 75 93 - 469.78795 - 398 300s 3037 1748 492.35375 33 121 - 469.90670 - 396 305s 3084 1787 560.31441 59 79 - 469.90670 - 399 310s 3160 1836 infeasible 45 - 470.17128 - 398 315s 3229 1885 infeasible 33 - 470.26591 - 398 320s 3283 1907 497.68919 31 121 - 471.12483 - 397 325s 3333 1944 613.66883 58 109 - 471.12483 - 398 330s 3372 1970 506.70332 34 110 - 471.16468 - 399 335s 3404 1994 498.21801 23 100 - 471.33605 - 402 340s 3438 2028 524.51292 38 112 - 471.33605 - 403 345s 3501 2060 472.26548 27 120 - 471.73643 - 402 350s 3561 2106 infeasible 56 - 471.89229 - 401 355s 3611 2128 498.89461 23 122 - 472.02468 - 401 360s 3657 2172 558.55139 49 114 - 472.02468 - 402 365s 3702 2207 490.60119 21 101 - 472.12190 - 404 370s 3749 2254 532.16066 50 103 - 472.12190 - 405 375s 3796 2283 502.00850 37 114 - 472.16820 - 406 380s 3848 2321 500.89482 33 117 - 472.18797 - 407 385s 3911 2364 495.08330 26 93 - 472.82200 - 407 390s 3946 2395 570.97983 41 104 - 472.82200 - 410 395s 4000 2432 484.33692 25 127 - 472.83163 - 412 400s 4046 2460 537.23012 33 102 - 473.19325 - 414 405s 4089 2495 517.11673 27 131 - 474.15789 - 416 410s 4145 2523 495.80333 25 98 - 474.35051 - 416 415s 4191 2544 497.13197 33 122 - 474.89299 - 418 420s 4248 2601 519.15284 43 126 - 474.89299 - 418 425s 4334 2670 609.30863 84 76 - 474.89299 - 415 430s 4423 2727 507.91544 29 117 - 474.99280 - 411 435s 4465 2745 477.47076 20 139 - 475.27218 - 412 440s 4519 2787 583.36406 54 114 - 475.27218 - 413 445s 4584 2824 525.06041 43 119 - 475.29107 - 413 450s 4669 2881 527.51171 27 122 - 475.29659 - 410 455s 4714 2916 530.28461 46 127 - 475.33377 - 412 460s 4782 2959 537.79263 39 121 - 475.37916 - 411 465s 4871 3020 596.21308 40 104 - 475.40369 - 408 470s 4942 3065 482.81030 25 101 - 475.84304 - 408 475s 4987 3104 581.73885 49 69 - 475.84304 - 409 480s 5071 3156 497.30723 37 104 - 475.89487 - 407 485s 5130 3193 infeasible 53 - 476.03135 - 407 490s 5169 3226 612.78975 50 106 - 476.08022 - 407 495s 5232 3258 infeasible 25 - 476.21889 - 407 500s 5290 3300 infeasible 24 - 476.28319 - 407 505s 5326 3300 488.45968 26 135 - 476.80109 - 409 510s 5386 3340 488.34045 27 124 - 476.91049 - 408 515s 5432 3363 492.89617 31 127 - 477.02872 - 408 520s 5479 3389 516.38515 42 87 - 477.11481 - 408 525s 5532 3427 653.53998 74 106 - 477.11481 - 409 530s 5562 3445 512.49950 31 123 - 477.25314 - 410 535s 5621 3500 629.78764 66 95 - 477.25314 - 411 540s 5686 3541 569.96420 37 119 - 477.39714 - 410 545s 5747 3602 637.05230 71 90 - 477.39714 - 409 550s 5831 3653 481.56374 33 112 - 477.44345 - 407 555s 5881 3690 575.29105 46 98 - 477.45618 - 409 560s 5946 3739 495.48914 32 97 - 477.63668 - 408 565s 6014 3781 infeasible 63 - 477.63668 - 407 570s 6077 3805 520.11403 36 113 - 477.90328 - 407 575s 6117 3817 501.69260 25 109 - 478.04828 - 408 580s 6185 3875 594.05693 70 94 - 478.04828 - 408 585s 6264 3926 490.50162 23 124 - 478.09910 - 406 590s 6347 3976 515.25495 29 117 - 478.24126 - 404 595s 6406 4013 infeasible 33 - 478.34817 - 404 600s 6456 4051 529.45574 55 109 - 478.48034 - 405 605s 6504 4077 504.44420 34 93 - 478.67727 - 406 610s 6560 4125 600.88216 58 70 - 478.67727 - 406 615s 6608 4155 548.77522 38 114 - 478.68765 - 408 620s 6668 4206 668.21920 66 108 - 478.68765 - 408 625s 6731 4255 519.25618 34 131 - 478.71483 - 407 630s 6774 4272 497.96322 27 117 - 478.74073 - 408 635s 6818 4316 579.22496 58 105 - 478.74073 - 409 640s 6884 4366 494.63434 21 98 - 478.75961 - 408 645s 6936 4418 577.02344 50 83 - 478.75961 - 409 650s 6991 4445 525.56164 43 132 - 478.77396 - 409 655s 7047 4482 infeasible 71 - 478.77396 - 410 660s 7127 4514 infeasible 44 - 478.98384 - 408 665s 7182 4540 497.36193 25 107 - 479.04759 - 409 670s 7234 4592 560.24334 54 97 - 479.04759 - 410 675s 7317 4634 546.21791 33 100 - 479.18483 - 408 680s 7378 4685 597.56687 65 50 - 479.18483 - 408 685s 7472 4760 520.06884 32 98 - 479.22287 - 405 690s 7530 4798 520.49442 34 110 - 479.34595 - 405 695s 7587 4851 635.69637 69 106 - 479.34595 - 406 700s 7645 4879 506.18947 32 125 - 479.36082 - 406 705s 7708 4938 608.70593 64 100 - 479.36082 - 406 710s 7772 4974 516.90077 41 106 - 479.53032 - 406 715s 7890 5074 689.87858 107 100 - 479.53032 - 403 720s 7952 5127 554.19019 68 110 - 479.55120 - 403 725s 8020 5169 631.95245 51 109 - 479.68387 - 403 730s 8094 5201 485.18848 36 114 - 479.77398 - 401 735s 8141 5244 infeasible 63 - 479.77398 - 402 740s 8204 5291 492.16402 26 133 - 479.95777 - 402 745s 8275 5344 infeasible 61 - 480.21469 - 402 750s 8335 5374 498.35507 35 104 - 480.23071 - 402 755s 8371 5405 563.37569 55 104 - 480.23071 - 403 760s 8433 5445 498.35507 34 100 - 480.23550 - 402 765s 8468 5474 560.99355 52 102 - 480.23550 - 404 770s 8498 5496 631.27119 66 80 - 480.23550 - 405 775s 8537 5525 508.58005 41 114 - 480.31034 - 406 780s 8568 5556 561.56568 49 111 - 480.31034 - 407 785s 8611 5595 575.72938 63 99 - 480.31034 - 408 790s 8708 5684 599.76136 95 67 - 480.31034 - 406 795s 8814 5788 618.63143 174 66 - 480.31034 - 402 800s 8975 5895 484.40412 27 129 - 480.32109 - 395 805s 9034 5922 523.29015 36 104 - 480.47341 - 395 810s 9097 5950 510.89335 34 95 - 480.64634 - 396 815s 9156 5977 530.14735 35 110 - 480.69418 - 396 820s 9207 6014 602.49149 53 92 - 480.72508 - 396 825s 9293 6050 506.72975 29 115 - 480.81445 - 395 830s 9406 6157 559.39035 100 92 - 480.81445 - 393 835s 9556 6284 637.32031 209 41 - 480.81445 - 389 840s 9614 6321 588.06075 51 106 - 480.81876 - 389 845s 9698 6387 infeasible 86 - 480.81876 - 388 850s 9751 6438 618.65846 67 120 - 480.87206 - 389 855s 9819 6458 infeasible 47 - 480.91321 - 389 860s 9855 6486 601.33538 43 89 - 480.92992 - 390 865s 9938 6530 512.97002 25 123 - 480.93243 - 389 870s 10000 6558 infeasible 32 - 481.00186 - 389 875s 10062 6588 533.65920 43 119 - 481.18728 - 390 880s 10099 6623 627.51659 61 113 - 481.18728 - 391 885s 10185 6661 498.63116 33 90 - 481.38730 - 390 890s 10234 6690 506.70206 34 99 - 481.39409 - 390 895s 10296 6732 infeasible 36 - 481.45004 - 391 900s 10341 6767 529.85516 44 110 - 481.46927 - 391 905s 10381 6793 514.74311 31 118 - 481.47711 - 392 910s 10436 6830 488.32486 26 117 - 481.52699 - 393 915s 10483 6869 562.34357 59 108 - 481.58349 - 393 920s 10530 6902 585.88427 26 123 - 481.61712 - 394 925s 10578 6929 545.95723 47 115 - 481.79582 - 394 930s 10628 6954 532.60432 41 99 - 481.79992 - 395 935s 10675 6985 629.54693 68 79 - 481.79992 - 396 940s 10725 7019 552.02054 62 83 - 481.86918 - 396 945s 10775 7046 572.37057 46 104 - 481.93462 - 397 950s 10845 7100 613.77640 87 44 - 481.93462 - 396 955s 10908 7122 558.93886 38 107 - 482.00647 - 396 960s 10944 7152 626.01404 62 106 - 482.00647 - 397 965s 11002 7185 495.10388 31 114 - 482.08758 - 397 970s 11046 7219 547.85747 35 117 - 482.10045 - 398 975s 11102 7253 509.95157 29 90 - 482.10727 - 398 980s 11151 7292 591.38883 52 99 - 482.10727 - 399 985s 11238 7355 518.92989 32 119 - 482.24464 - 398 990s 11284 7385 577.26789 47 104 - 482.26547 - 399 995s 11335 7420 531.93635 38 126 - 482.27224 - 400 1000s 11406 7471 523.62940 39 102 - 482.41805 - 399 1005s 11439 7503 590.49844 52 103 - 482.41805 - 401 1010s 11498 7553 625.71181 72 79 - 482.41805 - 401 1015s 11576 7607 618.43585 59 101 - 482.41811 - 400 1020s 11626 7637 543.64755 37 102 - 482.41811 - 401 1025s 11684 7681 610.77176 59 78 - 482.41811 - 402 1030s 11848 7827 494.47464 26 89 - 482.52751 - 398 1035s 11913 7870 504.14171 28 114 - 482.54087 - 398 1040s 11951 7906 556.05869 45 94 - 482.54087 - 399 1045s 12060 7979 521.83767 22 113 - 482.76084 - 397 1050s 12108 8010 514.10538 36 134 - 482.81278 - 398 1055s 12140 8040 558.71275 55 116 - 482.81278 - 399 1060s 12188 8076 504.97184 45 114 - 482.84007 - 399 1065s 12249 8113 532.51830 36 97 - 482.90320 - 399 1070s 12327 8175 695.02527 86 74 - 482.90320 - 399 1075s 12393 8204 522.79129 32 113 - 483.22152 - 399 1080s 12449 8238 549.54465 49 109 - 483.33594 - 399 1085s 12495 8274 565.31847 44 115 - 483.34156 - 400 1090s 12585 8328 516.65212 30 119 - 483.38050 - 399 1095s 12669 8408 566.04763 83 81 - 483.38050 - 398 1100s 12786 8493 580.33234 34 122 - 483.42127 - 396 1105s 12824 8513 492.26127 29 99 - 483.49823 - 397 1110s 12887 8558 infeasible 64 - 483.49823 - 397 1115s 12937 8586 540.95349 40 117 - 483.51044 - 398 1120s 12978 8603 infeasible 41 - 483.52041 - 398 1125s 13050 8641 561.92160 38 115 - 483.56396 - 398 1130s 13134 8697 629.09045 48 96 - 483.58587 - 398 1135s 13183 8730 585.04759 43 94 - 483.59786 - 399 1140s 13307 8840 643.95247 122 62 - 483.59786 - 397 1145s 13397 8902 537.99073 33 102 - 483.60137 - 396 1150s 13475 8968 631.29566 77 93 - 483.60137 - 396 1155s 13541 9020 565.06390 54 106 - 483.60894 - 396 1160s 13610 9025 527.45954 28 107 - 483.63782 - 396 1165s 13684 9077 515.62217 33 111 - 483.66754 - 396 1170s 13724 9106 613.71676 48 97 - 483.66754 - 397 1175s 13787 9153 674.05798 85 79 - 483.66754 - 396 1180s 13846 9181 548.42618 51 102 - 483.68464 - 396 1185s 13875 9202 620.02695 59 80 - 483.68464 - 398 1190s 13951 9250 494.79325 24 91 - 483.68932 - 397 1195s 14042 9316 infeasible 39 - 483.71392 - 397 1200s 14084 9348 557.37289 56 117 - 483.74451 - 397 1205s 14131 9385 526.26723 52 110 - 483.88596 - 397 1210s 14183 9422 504.03751 33 132 - 483.89839 - 398 1215s 14225 9458 infeasible 61 - 483.89839 - 398 1220s 14267 9482 infeasible 41 - 483.90949 - 399 1225s 14308 9490 infeasible 37 - 483.97943 - 400 1230s 14360 9528 562.02535 45 88 - 484.04308 - 400 1235s 14421 9561 504.38755 28 119 - 484.05237 - 400 1240s 14459 9586 infeasible 45 - 484.09905 - 400 1245s 14515 9630 610.12990 68 85 - 484.09924 - 401 1250s 14554 9669 622.92561 91 85 - 484.09924 - 401 1255s 14600 9706 579.51694 49 98 - 484.09939 - 402 1260s 14644 9726 495.88845 37 115 - 484.13508 - 402 1265s 14694 9758 590.98289 44 110 - 484.19306 - 403 1270s 14739 9783 infeasible 23 - 484.20833 - 403 1275s 14800 9824 infeasible 50 - 484.25441 - 403 1280s 14856 9862 600.94745 47 107 - 484.28504 - 403 1285s 14919 9895 626.80168 59 94 - 484.28609 - 403 1290s 14986 9932 528.11917 49 110 - 484.39568 - 403 1295s 15071 9997 607.39375 68 93 - 484.47168 - 402 1300s 15189 10092 526.46110 50 110 - 484.52230 - 400 1305s 15248 10131 499.86968 37 123 - 484.52276 - 401 1310s 15306 10167 526.61709 32 130 - 484.55825 - 401 1315s 15380 10207 501.70877 35 83 - 484.57503 - 401 1320s 15471 10264 493.50425 41 109 - 484.57992 - 400 1325s 15555 10338 636.08699 97 81 - 484.57992 - 399 1330s 15626 10382 567.65428 52 102 - 484.60790 - 399 1335s 15672 10414 538.65067 49 85 - 484.61371 - 400 1340s 15725 10434 infeasible 26 - 484.68028 - 400 1345s 15807 10476 490.49321 31 106 - 484.73364 - 400 1350s 15856 10523 582.17008 44 80 - 484.73364 - 400 1355s 15945 10585 511.19427 35 113 - 484.74510 - 400 1360s 16003 10627 585.19286 55 113 - 484.74510 - 400 1365s 16074 10672 infeasible 57 - 484.75673 - 400 1370s 16156 10732 617.95386 105 64 - 484.75673 - 399 1375s 16256 10795 538.09175 32 131 - 484.78571 - 398 1380s 16326 10821 infeasible 39 - 484.83897 - 398 1385s 16426 10893 570.87514 82 69 - 484.84466 - 397 1390s 16525 10974 516.67593 29 114 - 484.85306 - 397 1395s 16591 11008 521.28722 43 104 - 484.86277 - 397 1400s 16692 11061 infeasible 33 - 484.91216 - 396 1405s 16778 11111 500.92436 33 108 - 484.92710 - 395 1410s 16826 11151 607.07651 54 81 - 484.92710 - 396 1415s 16907 11212 562.07487 49 104 - 484.97298 - 395 1420s 16968 11251 498.98431 28 128 - 484.99122 - 396 1425s 17042 11279 520.26471 43 126 - 485.01362 - 395 1430s 17091 11306 590.00363 53 112 - 485.10016 - 396 1435s 17142 11331 507.60194 31 128 - 485.14497 - 396 1440s 17188 11365 566.48653 43 91 - 485.15261 - 396 1445s 17261 11406 494.32647 47 104 - 485.18830 - 396 1450s 17338 11458 564.29059 47 106 - 485.18955 - 396 1455s 17414 11506 586.94861 41 119 - 485.25320 - 396 1460s 17514 11583 488.67841 22 128 - 485.27899 - 395 1465s 17568 11605 535.14232 34 118 - 485.32071 - 395 1470s 17628 11645 551.08105 33 112 - 485.35846 - 396 1475s 17660 11673 602.16766 50 109 - 485.35846 - 396 1480s 17710 11696 569.66217 41 93 - 485.38961 - 397 1485s 17767 11733 487.00492 31 126 - 485.43276 - 397 1490s 17812 11766 604.77640 55 119 - 485.43276 - 398 1495s 17880 11798 526.83959 41 113 - 485.45881 - 398 1500s 17940 11840 566.38642 50 90 - 485.48743 - 398 1505s 17969 11855 515.65704 37 121 - 485.50535 - 398 1510s 18018 11894 587.98886 68 111 - 485.50535 - 399 1515s 18082 11934 531.41130 41 89 - 485.58187 - 399 1520s 18154 11963 498.02663 40 115 - 485.60022 - 398 1525s 18226 12012 506.78276 23 135 - 485.60280 - 398 1530s 18277 12057 569.68919 50 112 - 485.60280 - 398 1535s 18349 12113 510.26872 42 57 - 485.61714 - 398 1540s 18390 12144 541.96386 50 112 - 485.62853 - 399 1545s 18454 12190 586.38010 64 98 - 485.67567 - 398 1550s 18564 12281 580.01807 65 110 - 485.67671 - 397 1555s 18684 12372 527.52688 36 119 - 485.68595 - 396 1560s 18754 12414 489.27095 31 116 - 485.72282 - 396 1565s 18786 12438 562.98429 46 111 - 485.72282 - 397 1570s 18824 12474 620.33642 64 110 - 485.72282 - 397 1575s 18916 12547 510.67251 42 118 - 485.73001 - 396 1580s 18988 12581 507.89127 25 88 - 485.76636 - 396 1585s 19081 12648 526.16086 45 108 - 485.76706 - 396 1590s 19157 12697 503.51050 42 124 - 485.77546 - 395 1595s 19211 12726 569.42502 45 125 - 485.77978 - 395 1600s 19267 12762 573.16289 51 92 - 485.78149 - 396 1605s 19343 12822 585.11216 52 69 - 485.79016 - 395 1610s 19404 12859 513.77461 34 107 - 485.79395 - 395 1615s 19460 12905 606.56341 69 93 - 485.79395 - 395 1620s 19527 12954 558.24898 54 118 - 485.79655 - 395 1625s 19589 12994 520.91994 40 102 - 485.84478 - 395 1630s 19632 13008 infeasible 38 - 485.86080 - 396 1635s 19662 13012 498.72045 34 116 - 485.89427 - 397 1640s 19711 13059 599.50133 70 100 - 485.89427 - 397 1645s 19802 13139 infeasible 129 - 485.89427 - 396 1650s 19845 13165 infeasible 57 - 485.95952 - 396 1655s 19886 13190 569.26294 45 99 - 485.96573 - 397 1660s 19962 13238 491.16634 41 119 - 485.97361 - 397 1665s 20047 13307 631.11400 86 97 - 485.97361 - 396 1670s 20103 13335 550.25854 43 111 - 486.01266 - 396 1675s 20143 13357 512.31154 31 130 - 486.04870 - 397 1680s 20199 13387 550.79313 42 135 - 486.06610 - 397 1685s 20266 13434 589.43486 58 118 - 486.07700 - 397 1690s 20306 13458 531.73168 33 134 - 486.09696 - 397 1695s 20402 13524 511.03621 35 124 - 486.12779 - 397 1700s 20436 13556 608.37632 54 101 - 486.12779 - 397 1705s 20543 13620 507.54522 26 125 - 486.12979 - 396 1710s 20586 13649 infeasible 43 - 486.13304 - 397 1715s 20639 13688 508.09475 51 124 - 486.15298 - 397 1720s 20688 13711 530.16500 30 123 - 486.19046 - 397 1725s 20732 13746 600.99351 50 107 - 486.19046 - 398 1730s 20767 13775 607.69530 56 112 - 486.19046 - 398 1735s 20818 13795 infeasible 69 - 486.19046 - 398 1740s 20901 13842 579.50710 41 109 - 486.26212 - 398 1745s 20953 13878 infeasible 50 - 486.26235 - 398 1750s 20997 13912 548.95189 54 89 - 486.26345 - 398 1755s 21055 13933 522.53476 36 118 - 486.27343 - 399 1760s 21128 13997 571.23938 70 88 - 486.27343 - 399 1765s 21235 14063 502.96229 36 114 - 486.30987 - 397 1770s 21297 14103 infeasible 66 - 486.30987 - 397 1775s 21343 14133 579.00375 63 108 - 486.39992 - 398 1780s 21400 14180 580.79211 61 109 - 486.40391 - 398 1785s 21481 14234 528.03895 35 114 - 486.40467 - 397 1790s 21576 14300 523.76471 58 112 - 486.41053 - 397 1795s 21671 14347 504.65373 26 101 - 486.47251 - 396 1800s 21719 14393 584.28984 51 93 - 486.47251 - 397 1805s 21778 14426 564.20588 41 109 - 486.49829 - 397 1810s 21830 14459 535.23633 51 113 - 486.49829 - 397 1815s 21926 14535 531.61924 46 112 - 486.50499 - 397 1820s 22020 14606 infeasible 31 - 486.55868 - 396 1825s 22088 14640 583.90659 40 75 - 486.61082 - 396 1830s 22129 14669 535.40651 44 106 - 486.62440 - 397 1835s 22182 14718 554.48644 57 99 - 486.62440 - 397 1840s 22291 14819 615.41232 100 70 - 486.62440 - 396 1845s 22386 14862 621.35218 48 111 - 486.69437 - 396 1850s 22450 14894 infeasible 72 - 486.71340 - 396 1855s 22532 14937 506.05337 34 133 - 486.72994 - 395 1860s 22593 14974 565.16307 54 85 - 486.75882 - 396 1865s 22640 15009 538.47191 31 126 - 486.76734 - 396 1870s 22670 15023 508.37592 36 116 - 486.76815 - 396 1875s 22720 15059 507.35207 40 122 - 486.76963 - 397 1880s 22764 15091 510.30313 38 111 - 486.78770 - 397 1885s 22818 15133 672.08937 69 93 - 486.78770 - 397 1890s 22861 15142 528.36950 29 95 - 486.83800 - 397 1895s 22917 15176 517.32663 30 137 - 486.85069 - 398 1900s 22955 15206 554.80789 48 101 - 486.85787 - 398 1905s 23016 15263 579.68761 68 102 - 486.85787 - 398 1910s 23110 15332 558.09319 39 80 - 486.87000 - 397 1915s 23169 15365 578.87338 43 122 - 486.87217 - 397 1920s 23226 15398 589.51197 55 95 - 486.87547 - 398 1925s 23285 15431 578.12029 62 107 - 486.91961 - 398 1930s 23334 15442 503.90504 35 126 - 486.94325 - 398 1935s 23387 15487 601.77273 68 89 - 486.94325 - 398 1940s 23467 15539 523.18314 30 130 - 486.97128 - 397 1945s 23541 15567 511.07669 43 109 - 486.98529 - 397 1950s 23641 15659 609.07262 103 59 - 486.98529 - 397 1955s 23732 15730 576.10930 52 113 - 487.02811 - 396 1960s 23848 15798 565.99680 36 105 - 487.03124 - 395 1965s 23891 15827 529.74891 38 76 - 487.04231 - 396 1970s 23945 15865 542.33216 37 89 - 487.04466 - 396 1975s 24003 15900 593.37119 38 106 - 487.04580 - 397 1980s 24050 15928 568.37273 49 117 - 487.08039 - 397 1985s 24129 15977 590.62397 72 99 - 487.09958 - 396 1990s 24179 16019 564.82133 48 102 - 487.12307 - 397 1995s 24226 16054 513.57277 36 114 - 487.16843 - 397 2000s 24273 16097 infeasible 52 - 487.16843 - 397 2005s 24326 16127 625.74812 67 65 - 487.16843 - 397 2010s 24408 16170 550.99404 47 123 - 487.17194 - 397 2015s 24456 16188 544.90748 42 124 - 487.19174 - 397 2020s 24507 16220 567.66202 56 102 - 487.20213 - 397 2025s 24586 16277 697.24990 106 82 - 487.20213 - 397 2030s 24649 16312 520.26017 42 138 - 487.23659 - 397 2035s 24703 16350 610.45325 54 104 - 487.26004 - 397 2040s 24770 16385 608.37230 55 114 - 487.32906 - 397 2045s 24863 16442 601.74904 51 113 - 487.34315 - 396 2050s 24920 16477 540.43402 30 127 - 487.35481 - 397 2055s 24984 16524 infeasible 68 - 487.35481 - 397 2060s 25040 16554 573.33767 47 102 - 487.41909 - 397 2065s 25107 16593 infeasible 48 - 487.42576 - 397 2070s 25183 16637 574.21423 30 95 - 487.44174 - 397 2075s 25302 16719 552.55658 27 128 - 487.44405 - 396 2080s 25366 16769 591.98913 60 105 - 487.45943 - 396 2085s 25440 16819 533.32795 52 102 - 487.46108 - 396 2090s 25512 16874 539.27309 35 122 - 487.47013 - 395 2095s 25575 16916 598.38807 54 115 - 487.47013 - 396 2100s 25644 16943 625.09013 52 88 - 487.47596 - 396 2105s 25703 16990 611.67545 48 71 - 487.48813 - 396 2110s 25771 17050 557.94687 67 84 - 487.51040 - 396 2115s 25888 17162 625.16961 153 50 - 487.51040 - 394 2120s 25978 17230 543.65320 44 95 - 487.51198 - 393 2125s 26058 17290 519.55731 24 118 - 487.52820 - 393 2130s H26093 14133 609.0000000 487.52820 19.9% 393 2133s 26107 14142 535.47920 30 127 609.00000 487.53829 19.9% 393 2135s 26170 14178 530.40886 49 98 609.00000 487.55467 19.9% 393 2140s 26231 14211 544.12210 36 139 609.00000 487.59698 19.9% 393 2145s H26287 12622 593.0000000 487.60509 17.8% 393 2151s 26314 12639 568.29901 54 124 593.00000 487.61376 17.8% 393 2155s H26341 10761 576.0000000 487.61410 15.3% 393 2160s H26369 10652 575.0000000 487.61410 15.2% 393 2163s 26390 10661 545.03504 45 93 575.00000 487.61582 15.2% 393 2165s 26428 10685 infeasible 52 575.00000 487.61950 15.2% 393 2170s 26479 10710 529.48880 43 90 575.00000 487.68307 15.2% 393 2176s 26549 10744 530.73901 46 120 575.00000 487.72027 15.2% 392 2180s 26630 10811 566.19853 73 90 575.00000 487.72852 15.2% 392 2185s 26701 10853 541.20781 34 110 575.00000 487.73428 15.2% 392 2190s 26782 10882 568.67716 55 122 575.00000 487.74531 15.2% 391 2195s 26844 10914 544.13859 33 105 575.00000 487.80741 15.2% 391 2200s 26912 10946 544.56468 59 106 575.00000 487.82116 15.2% 391 2205s 26986 10976 cutoff 53 575.00000 487.83708 15.2% 391 2210s 27088 11026 518.88955 56 126 575.00000 487.98054 15.1% 390 2215s 27206 11092 infeasible 30 575.00000 488.03697 15.1% 389 2220s 27290 11137 504.50867 30 121 575.00000 488.13910 15.1% 389 2225s 27387 11179 556.90094 29 113 575.00000 488.16306 15.1% 388 2230s 27467 11220 525.96164 30 132 575.00000 488.19540 15.1% 388 2235s 27549 11266 573.64141 61 95 575.00000 488.21363 15.1% 388 2240s 27627 11322 563.60229 66 113 575.00000 488.21682 15.1% 388 2245s 27699 11356 513.75946 55 97 575.00000 488.25098 15.1% 387 2250s 27790 11391 499.74190 32 135 575.00000 488.28061 15.1% 387 2255s 27891 11443 507.75430 33 110 575.00000 488.32229 15.1% 386 2260s 27953 11484 518.03857 39 132 575.00000 488.34200 15.1% 386 2265s 28037 11530 cutoff 42 575.00000 488.37487 15.1% 385 2270s 28108 11557 533.58309 31 113 575.00000 488.44357 15.1% 385 2275s 28175 11593 533.82352 38 120 575.00000 488.46271 15.0% 385 2280s 28258 11628 523.10257 56 117 575.00000 488.48343 15.0% 385 2285s 28319 11670 564.79712 64 118 575.00000 488.49390 15.0% 385 2290s 28402 11705 500.19654 25 131 575.00000 488.54827 15.0% 385 2295s 28501 11743 538.51575 41 116 575.00000 488.60791 15.0% 384 2300s 28587 11787 508.30742 39 107 575.00000 488.63738 15.0% 384 2305s 28658 11817 504.86450 30 128 575.00000 488.65466 15.0% 384 2310s 28757 11882 502.89483 27 138 575.00000 488.72787 15.0% 383 2315s 28803 11900 infeasible 32 575.00000 488.73085 15.0% 383 2320s 28885 11936 502.25864 36 98 575.00000 488.75677 15.0% 383 2325s 28988 11979 495.82409 42 94 575.00000 488.77991 15.0% 383 2330s 29054 12014 cutoff 28 575.00000 488.79176 15.0% 382 2335s 29141 12061 513.92476 26 128 575.00000 488.87229 15.0% 382 2340s 29225 12116 572.41110 50 118 575.00000 488.87640 15.0% 382 2345s 29306 12157 544.84276 51 85 575.00000 488.90320 15.0% 382 2350s 29362 12193 514.10708 43 116 575.00000 488.90888 15.0% 382 2355s 29426 12222 568.44158 28 93 575.00000 488.92500 15.0% 382 2360s 29492 12256 562.54825 45 104 575.00000 488.94016 15.0% 382 2365s 29605 12309 531.65001 47 101 575.00000 489.00997 15.0% 381 2370s 29707 12348 500.95424 35 99 575.00000 489.10622 14.9% 380 2375s 29791 12381 infeasible 35 575.00000 489.13982 14.9% 380 2380s 29856 12413 504.99169 24 119 575.00000 489.18766 14.9% 380 2385s 29917 12440 536.93826 40 100 575.00000 489.24863 14.9% 380 2390s 29993 12471 557.94083 51 120 575.00000 489.26606 14.9% 380 2395s 30073 12513 516.43304 34 131 575.00000 489.29427 14.9% 380 2400s 30160 12562 568.48882 49 101 575.00000 489.32828 14.9% 380 2405s 30229 12594 511.11256 19 132 575.00000 489.36384 14.9% 380 2410s 30305 12630 559.66619 43 109 575.00000 489.39280 14.9% 379 2415s 30399 12656 520.90644 30 114 575.00000 489.41833 14.9% 379 2420s 30489 12690 559.42635 51 100 575.00000 489.50647 14.9% 379 2425s 30572 12719 521.68694 32 111 575.00000 489.53418 14.9% 379 2430s 30646 12752 infeasible 35 575.00000 489.56935 14.9% 378 2435s 30716 12792 540.97216 45 81 575.00000 489.61003 14.9% 378 2440s 30772 12836 564.75565 56 92 575.00000 489.61147 14.9% 378 2445s 30842 12869 539.76969 31 122 575.00000 489.65319 14.8% 378 2450s 30947 12913 560.29042 57 98 575.00000 489.68853 14.8% 378 2455s 31009 12937 500.56584 36 116 575.00000 489.70015 14.8% 378 2460s 31083 12979 529.11167 38 86 575.00000 489.70648 14.8% 377 2465s 31170 13029 cutoff 37 575.00000 489.73472 14.8% 377 2470s 31250 13066 cutoff 49 575.00000 489.77186 14.8% 377 2475s 31355 13095 495.91805 23 118 575.00000 489.83781 14.8% 376 2480s 31413 13122 562.39849 50 102 575.00000 489.86379 14.8% 377 2485s 31506 13158 529.43385 41 119 575.00000 489.87994 14.8% 376 2490s 31577 13199 539.57564 50 116 575.00000 489.88447 14.8% 376 2495s 31649 13232 569.81738 44 109 575.00000 489.89953 14.8% 376 2500s 31720 13259 569.78885 49 106 575.00000 489.92301 14.8% 376 2505s 31782 13285 infeasible 38 575.00000 489.92622 14.8% 376 2510s 31856 13306 520.77357 35 119 575.00000 489.99558 14.8% 376 2515s 31917 13344 521.37712 47 111 575.00000 490.02885 14.8% 375 2520s 31991 13383 523.63624 36 100 575.00000 490.09707 14.8% 375 2525s 32079 13419 523.27986 38 89 575.00000 490.13793 14.8% 375 2530s 32157 13468 559.63751 64 101 575.00000 490.14703 14.8% 375 2535s 32229 13499 infeasible 30 575.00000 490.15852 14.8% 375 2540s 32270 13506 cutoff 44 575.00000 490.16251 14.8% 375 2545s 32330 13532 541.52107 56 92 575.00000 490.17579 14.8% 375 2550s 32370 13546 494.46890 32 126 575.00000 490.22524 14.7% 375 2555s 32454 13595 496.41343 46 94 575.00000 490.24163 14.7% 375 2560s 32523 13618 565.85744 44 114 575.00000 490.24952 14.7% 374 2565s 32599 13656 562.66075 54 101 575.00000 490.25222 14.7% 374 2570s 32674 13684 561.97199 50 78 575.00000 490.27124 14.7% 374 2575s 32745 13712 cutoff 37 575.00000 490.29408 14.7% 374 2580s 32820 13751 513.63816 35 102 575.00000 490.31853 14.7% 374 2585s 32893 13788 535.63865 44 108 575.00000 490.35574 14.7% 374 2590s 32976 13829 497.01370 30 130 575.00000 490.36424 14.7% 374 2595s 33028 13862 573.40362 43 113 575.00000 490.38617 14.7% 374 2600s 33092 13896 537.37080 54 90 575.00000 490.44269 14.7% 374 2605s 33161 13927 cutoff 36 575.00000 490.45616 14.7% 374 2610s 33231 13968 543.37575 37 115 575.00000 490.48417 14.7% 374 2615s 33323 14023 542.16349 39 114 575.00000 490.50921 14.7% 374 2620s 33411 14067 558.40894 64 101 575.00000 490.51503 14.7% 373 2625s 33487 14106 563.72507 57 115 575.00000 490.52868 14.7% 373 2630s 33599 14158 508.60857 39 124 575.00000 490.57673 14.7% 373 2635s 33659 14178 557.84468 51 101 575.00000 490.58964 14.7% 373 2640s 33729 14210 534.76406 43 108 575.00000 490.59894 14.7% 373 2645s 33798 14249 541.39269 34 110 575.00000 490.60931 14.7% 373 2650s 33863 14276 562.39424 58 100 575.00000 490.61400 14.7% 373 2655s 33918 14305 558.11369 56 100 575.00000 490.64446 14.7% 373 2660s 34010 14339 552.71466 40 108 575.00000 490.67332 14.7% 372 2665s 34097 14391 550.47326 37 86 575.00000 490.68286 14.7% 372 2670s H34114 14175 573.0000000 490.69026 14.4% 372 2671s 34166 14203 cutoff 48 573.00000 490.70489 14.4% 372 2675s 34232 14234 539.80425 28 126 573.00000 490.72045 14.4% 372 2680s 34332 14288 571.44292 55 103 573.00000 490.73030 14.4% 372 2685s 34422 14318 cutoff 53 573.00000 490.79211 14.3% 371 2690s H34480 12955 563.0000000 490.80675 12.8% 371 2693s 34507 12968 503.56794 28 127 563.00000 490.80766 12.8% 371 2695s 34591 12992 500.56216 29 115 563.00000 490.82303 12.8% 371 2700s 34695 13052 497.71629 28 120 563.00000 490.82903 12.8% 370 2705s 34802 13113 529.57422 61 120 563.00000 490.88546 12.8% 370 2710s 34890 13145 497.81904 42 110 563.00000 490.94742 12.8% 370 2715s 34957 13172 506.77926 48 99 563.00000 490.95710 12.8% 370 2720s 35034 13194 499.41038 37 101 563.00000 490.98570 12.8% 370 2725s 35099 13221 cutoff 43 563.00000 491.00132 12.8% 370 2730s 35181 13260 547.46911 39 93 563.00000 491.02335 12.8% 370 2735s 35263 13297 550.95214 39 105 563.00000 491.04673 12.8% 369 2740s 35343 13338 534.42931 40 110 563.00000 491.07469 12.8% 369 2745s 35433 13369 cutoff 27 563.00000 491.10312 12.8% 369 2750s 35510 13386 524.23017 35 105 563.00000 491.13014 12.8% 369 2755s 35574 13409 infeasible 37 563.00000 491.15274 12.8% 369 2760s 35628 13423 549.92355 35 120 563.00000 491.18119 12.8% 369 2765s 35717 13454 513.07719 33 133 563.00000 491.24052 12.7% 369 2770s 35810 13503 545.60386 33 114 563.00000 491.25332 12.7% 368 2775s 35872 13540 524.17185 56 87 563.00000 491.26999 12.7% 369 2780s 35935 13582 542.44487 44 99 563.00000 491.28572 12.7% 369 2785s 36035 13622 545.45705 43 113 563.00000 491.30583 12.7% 368 2790s 36115 13656 548.93160 38 94 563.00000 491.31343 12.7% 368 2795s 36197 13694 492.47756 41 101 563.00000 491.33308 12.7% 368 2800s 36266 13722 infeasible 35 563.00000 491.35433 12.7% 368 2805s 36313 13751 549.31596 44 96 563.00000 491.35913 12.7% 368 2810s 36382 13784 558.51210 46 111 563.00000 491.36284 12.7% 368 2815s 36455 13815 551.28898 48 107 563.00000 491.39508 12.7% 368 2820s 36524 13836 506.21211 31 100 563.00000 491.42018 12.7% 368 2825s 36584 13875 550.77745 48 104 563.00000 491.42939 12.7% 368 2830s 36670 13914 558.83453 57 107 563.00000 491.44465 12.7% 368 2835s 36761 13952 cutoff 49 563.00000 491.48096 12.7% 368 2840s 36835 13982 558.77394 45 90 563.00000 491.49167 12.7% 368 2845s 36902 14011 534.20939 44 93 563.00000 491.51173 12.7% 368 2850s 37002 14054 538.88063 42 108 563.00000 491.52529 12.7% 368 2855s 37081 14092 530.98387 32 114 563.00000 491.55094 12.7% 367 2860s 37178 14128 493.77546 42 71 563.00000 491.57566 12.7% 367 2865s 37265 14147 499.17337 27 89 563.00000 491.58822 12.7% 367 2870s 37334 14190 517.37721 30 131 563.00000 491.59909 12.7% 367 2875s 37407 14222 540.33454 41 84 563.00000 491.62949 12.7% 367 2880s 37455 14246 540.81322 38 117 563.00000 491.64130 12.7% 367 2885s 37538 14266 529.80670 36 72 563.00000 491.64664 12.7% 367 2890s 37608 14300 526.84595 30 115 563.00000 491.65226 12.7% 367 2895s 37686 14338 558.05276 48 103 563.00000 491.65436 12.7% 367 2900s 37765 14378 542.31752 51 101 563.00000 491.66520 12.7% 367 2905s 37853 14425 540.19867 33 116 563.00000 491.68110 12.7% 366 2910s 37945 14450 515.71796 37 111 563.00000 491.71657 12.7% 366 2915s 38025 14472 550.46400 46 107 563.00000 491.73460 12.7% 366 2920s 38122 14510 516.46813 37 107 563.00000 491.75153 12.7% 366 2925s 38195 14544 533.96772 42 120 563.00000 491.80297 12.6% 366 2930s 38245 14567 infeasible 52 563.00000 491.80636 12.6% 366 2935s 38319 14595 544.08206 34 110 563.00000 491.81212 12.6% 366 2940s 38400 14622 498.98700 29 69 563.00000 491.85155 12.6% 366 2945s 38483 14665 528.49585 38 120 563.00000 491.86763 12.6% 365 2950s 38560 14680 503.24523 47 105 563.00000 491.91063 12.6% 365 2955s 38623 14708 499.73852 33 77 563.00000 491.92042 12.6% 365 2960s 38697 14738 498.83980 33 77 563.00000 491.95859 12.6% 365 2965s 38772 14757 550.21900 40 124 563.00000 492.00932 12.6% 365 2970s 38828 14786 536.57401 44 116 563.00000 492.03146 12.6% 365 2975s 38904 14814 cutoff 48 563.00000 492.05641 12.6% 365 2980s 38990 14843 538.48582 51 106 563.00000 492.07784 12.6% 365 2985s 39087 14876 544.95158 47 124 563.00000 492.12778 12.6% 365 2990s 39183 14908 557.19154 47 106 563.00000 492.17236 12.6% 365 2995s 39239 14934 537.48894 36 113 563.00000 492.19892 12.6% 365 3000s 39315 14953 553.62684 53 98 563.00000 492.20041 12.6% 365 3005s 39415 15009 558.36253 52 93 563.00000 492.24144 12.6% 364 3010s 39487 15031 530.30299 45 115 563.00000 492.26371 12.6% 364 3015s 39571 15076 510.10664 35 102 563.00000 492.26720 12.6% 364 3020s 39645 15098 541.80659 43 113 563.00000 492.28761 12.6% 364 3025s 39719 15142 532.66801 48 99 563.00000 492.30212 12.6% 364 3030s 39806 15176 505.36003 36 99 563.00000 492.31349 12.6% 364 3035s 39906 15223 cutoff 31 563.00000 492.32350 12.6% 364 3040s 39995 15281 553.70705 50 87 563.00000 492.32732 12.6% 364 3045s 40076 15314 527.25465 41 112 563.00000 492.33113 12.6% 363 3050s 40129 15331 553.74103 38 112 563.00000 492.34938 12.5% 364 3055s 40209 15355 532.19848 34 122 563.00000 492.38223 12.5% 363 3060s 40279 15387 555.25838 59 95 563.00000 492.38637 12.5% 363 3065s 40351 15409 547.24820 46 104 563.00000 492.40824 12.5% 363 3070s 40431 15433 544.02559 46 127 563.00000 492.42687 12.5% 363 3075s 40523 15472 547.25911 29 110 563.00000 492.44705 12.5% 363 3080s 40573 15483 cutoff 34 563.00000 492.48231 12.5% 363 3085s 40660 15532 547.60886 46 120 563.00000 492.48860 12.5% 363 3090s 40727 15563 522.07868 31 121 563.00000 492.49128 12.5% 363 3095s 40805 15587 492.93698 33 136 563.00000 492.50910 12.5% 363 3182s 40810 15590 557.33342 29 145 563.00000 492.50910 12.5% 363 3186s 40813 15592 547.28288 49 164 563.00000 492.50910 12.5% 363 3190s 40815 15594 498.66792 44 157 563.00000 492.50910 12.5% 363 3195s 40818 15598 492.50910 24 163 563.00000 492.50910 12.5% 363 3200s 40820 15599 492.50910 25 151 563.00000 492.50910 12.5% 363 3205s 40822 15600 492.50910 26 144 563.00000 492.50910 12.5% 363 3210s 40824 15602 492.50910 27 136 563.00000 492.50910 12.5% 363 3215s 40827 15604 492.50910 28 139 563.00000 492.50910 12.5% 363 3220s 40843 15610 501.30761 36 126 563.00000 492.50910 12.5% 363 3225s 40865 15615 523.01043 47 115 563.00000 492.50910 12.5% 363 3230s 40884 15620 520.23925 57 131 563.00000 492.50910 12.5% 363 3235s 40921 15626 492.50910 28 139 563.00000 492.50910 12.5% 363 3242s 40933 15632 492.50910 34 133 563.00000 492.50910 12.5% 363 3245s 40970 15655 506.58550 52 118 563.00000 492.50910 12.5% 363 3250s 41005 15670 548.24142 70 71 563.00000 492.50910 12.5% 364 3255s 41068 15677 560.82422 47 111 563.00000 492.50910 12.5% 364 3260s 41113 15686 545.52293 47 84 563.00000 492.50910 12.5% 364 3265s 41179 15716 542.16168 53 117 563.00000 492.50910 12.5% 364 3270s 41252 15736 528.24101 52 134 563.00000 492.50910 12.5% 364 3275s 41318 15734 530.49972 37 118 563.00000 492.50910 12.5% 364 3280s 41365 15734 493.17980 34 129 563.00000 492.50910 12.5% 364 3285s 41446 15766 535.60575 44 106 563.00000 492.50910 12.5% 364 3290s 41520 15791 558.53279 70 127 563.00000 492.50910 12.5% 364 3295s 41625 15831 504.52636 58 118 563.00000 492.50910 12.5% 364 3300s 41700 15857 492.50910 51 120 563.00000 492.50910 12.5% 364 3305s 41785 15893 539.69569 80 114 563.00000 492.50910 12.5% 364 3310s 41843 15916 552.90336 63 111 563.00000 492.50910 12.5% 364 3315s 41929 15927 503.65741 38 126 563.00000 492.50910 12.5% 364 3320s 42060 15961 492.50910 29 135 563.00000 492.50910 12.5% 363 3325s 42196 16024 492.50910 36 125 563.00000 492.50910 12.5% 363 3330s 42307 16068 547.44660 71 116 563.00000 492.50910 12.5% 362 3335s 42391 16094 518.54120 34 127 563.00000 492.50910 12.5% 362 3340s 42499 16111 546.36138 66 111 563.00000 492.50910 12.5% 362 3345s 42601 16106 529.54629 33 123 563.00000 492.50910 12.5% 362 3350s 42691 16124 cutoff 61 563.00000 492.50910 12.5% 362 3355s 42821 16147 519.33414 43 122 563.00000 492.50910 12.5% 362 3360s 42940 16162 492.50910 32 121 563.00000 492.50910 12.5% 361 3365s 43055 16190 infeasible 39 563.00000 492.50910 12.5% 361 3370s 43118 16194 519.99411 42 122 563.00000 492.50910 12.5% 361 3375s 43240 16225 520.08201 46 134 563.00000 492.50910 12.5% 361 3380s 43378 16242 492.50910 39 123 563.00000 492.50910 12.5% 361 3385s 43468 16264 492.50910 35 119 563.00000 492.50910 12.5% 361 3390s 43606 16311 548.39375 65 111 563.00000 492.50910 12.5% 360 3395s 43719 16321 510.28981 40 133 563.00000 492.50910 12.5% 360 3400s 43807 16342 529.26798 45 123 563.00000 492.50910 12.5% 360 3405s 43919 16365 535.30176 46 128 563.00000 492.50910 12.5% 360 3410s 44053 16396 513.07387 31 125 563.00000 492.50910 12.5% 360 3415s 44148 16410 infeasible 32 563.00000 492.50910 12.5% 360 3420s 44241 16407 506.68360 38 121 563.00000 492.50910 12.5% 360 3425s 44410 16444 505.59709 37 130 563.00000 492.50910 12.5% 359 3430s 44539 16486 548.38196 38 119 563.00000 492.50910 12.5% 359 3435s 44659 16507 551.12148 54 120 563.00000 492.50910 12.5% 359 3440s 44782 16517 543.50111 55 99 563.00000 492.50910 12.5% 358 3445s 44920 16537 516.16290 51 114 563.00000 492.50910 12.5% 358 3450s 45053 16590 501.25829 39 135 563.00000 492.50910 12.5% 358 3455s 45158 16588 497.22047 38 108 563.00000 492.50910 12.5% 358 3460s 45310 16611 559.90764 53 112 563.00000 492.50910 12.5% 357 3465s 45466 16639 529.48566 45 119 563.00000 492.50910 12.5% 357 3470s 45617 16667 559.91379 50 118 563.00000 492.50910 12.5% 356 3475s 45765 16692 538.55726 47 120 563.00000 492.50910 12.5% 356 3480s 45852 16711 infeasible 55 563.00000 492.50910 12.5% 356 3485s 45963 16723 515.30959 35 134 563.00000 492.50910 12.5% 356 3490s 46065 16735 534.16230 52 115 563.00000 492.50910 12.5% 356 3495s 46178 16754 526.03990 45 116 563.00000 492.50910 12.5% 356 3500s 46306 16791 510.22290 61 116 563.00000 492.50910 12.5% 355 3505s 46445 16826 527.85600 43 107 563.00000 492.50910 12.5% 355 3510s 46568 16855 552.71796 53 118 563.00000 492.50910 12.5% 355 3515s 46725 16850 504.40340 36 113 563.00000 492.50910 12.5% 354 3520s 46846 16884 539.21598 60 122 563.00000 492.50910 12.5% 354 3525s 46852 16886 543.29164 66 122 563.00000 492.50910 12.5% 354 3530s 46990 16899 546.33124 48 119 563.00000 492.50910 12.5% 354 3535s 47129 16886 532.59315 46 124 563.00000 492.50910 12.5% 354 3540s 47284 16903 527.87953 42 117 563.00000 492.50910 12.5% 353 3545s 47439 16919 494.77472 49 106 563.00000 492.50910 12.5% 353 3550s 47523 16933 496.00761 42 108 563.00000 492.50910 12.5% 353 3555s 47678 16972 551.90436 43 121 563.00000 492.50910 12.5% 352 3560s 47803 16980 cutoff 66 563.00000 492.50910 12.5% 352 3565s 47984 17030 557.95055 78 95 563.00000 492.50910 12.5% 351 3570s 48123 17064 511.21113 62 115 563.00000 492.50910 12.5% 351 3575s 48226 17083 552.02972 37 124 563.00000 492.50910 12.5% 351 3580s 48338 17091 539.29804 52 92 563.00000 492.50910 12.5% 351 3585s 48481 17121 523.74112 41 112 563.00000 492.50910 12.5% 351 3591s 48576 17151 502.75261 46 112 563.00000 492.50910 12.5% 351 3595s Cutting planes: Gomory: 16 Implied bound: 8 MIR: 10 Flow cover: 49 Zero half: 5 Explored 48701 nodes (17098211 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.630000000000e+02, best bound 4.930000000000e+02, gap 12.4334%