Gurobi 5.0.1 (linux64) logging started Thu Dec 27 09:51:17 2012 Optimize a model with 7502 rows, 7320 columns and 32278 nonzeros Presolve removed 653 rows and 120 columns Presolve time: 0.10s Presolved: 6849 rows, 7200 columns, 31317 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.514558e+02, 9545 iterations, 0.99 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 351.45584 0 124 - 351.45584 - - 1s 0 0 397.19473 0 127 - 397.19473 - - 1s 0 0 415.20069 0 132 - 415.20069 - - 1s 0 0 423.17657 0 124 - 423.17657 - - 2s 0 0 426.30396 0 120 - 426.30396 - - 2s 0 0 427.85409 0 134 - 427.85409 - - 2s 0 0 428.27340 0 130 - 428.27340 - - 2s 0 0 428.62242 0 133 - 428.62242 - - 2s 0 0 428.85122 0 124 - 428.85122 - - 2s 0 0 429.06006 0 132 - 429.06006 - - 3s 0 0 429.06006 0 132 - 429.06006 - - 6s 0 2 429.07522 0 132 - 429.07522 - - 7s 13 15 442.83429 9 118 - 429.84378 - 400 10s 76 61 438.79767 5 122 - 429.84489 - 265 15s 125 97 454.14899 17 143 - 430.12296 - 315 20s 185 131 444.74272 13 122 - 430.14012 - 323 25s 230 174 469.13507 36 109 - 430.14012 - 348 30s 294 210 447.52125 8 127 - 431.39389 - 355 35s 378 272 447.56720 13 105 - 431.46572 - 337 40s 443 307 456.97270 15 118 - 432.07336 - 345 45s 493 346 481.47627 27 122 - 432.07336 - 361 50s 576 419 496.34645 54 102 - 432.07336 - 349 55s 605 435 485.78469 34 131 - 432.07336 - 346 60s 617 443 445.18607 10 135 - 440.06307 - 339 65s 623 447 462.10854 12 142 - 440.95272 - 336 70s 625 450 446.84225 10 136 - 442.18630 - 366 77s 626 451 442.44983 11 135 - 442.44983 - 366 80s 637 458 449.32854 16 119 - 443.17590 - 372 85s 659 473 478.67008 27 107 - 443.17590 - 383 90s 695 497 486.75720 45 105 - 443.17590 - 387 95s 736 514 483.73896 66 103 - 443.17590 - 392 100s 769 532 543.30284 82 118 - 443.17590 - 406 105s 805 550 506.02000 100 95 - 443.17590 - 415 110s 849 571 infeasible 122 - 443.17590 - 423 115s 891 589 524.51665 143 95 - 443.17590 - 432 120s 929 603 infeasible 162 - 443.17590 - 437 125s 967 608 521.26984 181 106 - 443.17590 - 444 130s 1008 619 510.53969 201 104 - 443.17590 - 444 135s 1067 626 550.71434 231 89 - 443.17590 - 439 140s 1142 642 556.70252 270 85 - 443.17590 - 428 145s 1212 659 458.08958 26 108 - 443.37875 - 420 150s 1247 674 490.22414 42 114 - 443.37875 - 424 155s 1287 689 525.45322 62 90 - 443.37875 - 425 160s 1329 679 453.12628 19 131 - 445.56247 - 429 165s 1353 685 500.27314 31 143 - 445.56247 - 435 170s 1412 695 457.07481 30 140 - 445.57096 - 429 175s 1457 699 450.04391 18 124 - 447.06781 - 428 180s 1482 708 540.33989 27 148 - 447.06781 - 434 185s 1520 734 518.18587 55 102 - 447.06781 - 436 190s 1555 751 543.73941 73 81 - 447.06781 - 439 195s 1606 767 461.20880 22 121 - 447.15083 - 439 200s 1646 790 infeasible 38 - 447.15083 - 442 205s 1687 809 534.30332 58 71 - 447.15083 - 444 210s 1754 844 587.16553 107 58 - 447.15083 - 438 215s 1816 868 542.24518 33 118 - 447.24356 - 433 220s 1870 880 460.93914 25 126 - 447.61734 - 431 225s 1912 902 511.50472 52 106 - 447.61734 - 433 230s 1944 907 infeasible 34 - 447.62377 - 438 235s 1975 921 489.45387 29 120 - 447.82943 - 443 240s 2017 953 471.92419 27 130 - 447.82943 - 444 245s 2061 985 490.28848 26 121 - 447.83547 - 445 250s 2113 1025 485.95255 34 106 - 447.97526 - 444 255s 2155 1050 467.93804 25 116 - 447.97526 - 446 260s 2200 1079 453.78120 19 122 - 447.98929 - 448 265s 2232 1111 516.45326 35 99 - 447.98929 - 452 270s 2271 1130 infeasible 35 - 447.98929 - 451 275s 2307 1146 453.87010 22 131 - 448.14180 - 454 280s 2324 1163 496.48737 31 120 - 448.14180 - 458 285s 2361 1186 infeasible 28 - 448.25541 - 459 290s 2385 1194 466.05092 23 137 - 448.29730 - 464 295s 2407 1214 488.78495 31 109 - 448.29730 - 468 300s 2452 1255 531.64176 61 116 - 448.29730 - 466 305s 2489 1270 505.04680 27 120 - 448.51113 - 469 310s 2527 1304 infeasible 46 - 448.51113 - 471 315s 2574 1335 520.07351 32 118 - 448.99604 - 471 320s 2622 1363 610.13122 55 104 - 448.99604 - 471 325s 2653 1376 499.28366 24 132 - 449.31254 - 474 330s 2696 1409 512.93772 29 123 - 449.33110 - 475 335s 2762 1434 553.26914 34 118 - 449.36880 - 472 340s 2820 1462 487.17471 25 128 - 450.15575 - 470 345s 2846 1486 511.54394 34 118 - 450.15575 - 473 350s 2892 1501 472.77633 26 122 - 451.13366 - 474 355s 2930 1526 470.90572 22 136 - 451.18788 - 475 360s 2959 1541 463.36475 24 129 - 451.18837 - 478 365s 3006 1572 462.97573 24 103 - 451.25476 - 477 370s 3047 1597 infeasible 42 - 451.25476 - 478 375s 3087 1625 475.57572 25 133 - 451.56712 - 480 380s 3131 1655 496.37956 31 108 - 451.56967 - 480 385s 3164 1675 494.08625 28 113 - 451.62767 - 479 390s 3216 1715 506.75537 41 100 - 451.99640 - 479 395s 3264 1741 473.22510 23 116 - 452.11787 - 479 400s 3301 1777 506.98751 47 123 - 452.11787 - 479 405s 3347 1803 523.49947 32 121 - 452.17050 - 480 410s 3385 1827 505.77308 39 86 - 452.18032 - 481 415s 3429 1851 482.75131 31 108 - 452.70841 - 481 420s 3488 1900 501.01527 35 117 - 452.70841 - 479 425s 3516 1912 470.92987 16 122 - 453.45910 - 481 430s 3552 1946 499.75543 27 105 - 453.45910 - 481 435s 3601 1991 514.96744 58 98 - 453.45910 - 480 440s 3665 2041 infeasible 87 - 453.45910 - 479 445s 3725 2066 488.64837 22 120 - 453.60820 - 478 450s 3764 2103 551.05899 38 103 - 453.60820 - 479 455s 3801 2117 461.78975 27 126 - 453.96774 - 481 460s 3842 2145 484.04222 28 120 - 453.97897 - 481 465s 3892 2173 509.36245 30 126 - 454.32039 - 481 470s 3952 2205 506.30866 33 96 - 454.35837 - 479 475s 3991 2234 499.58507 30 117 - 454.53405 - 479 480s 4050 2277 601.25697 59 91 - 454.53405 - 479 485s 4143 2331 461.48893 15 128 - 454.72971 - 473 490s 4177 2365 511.59136 32 111 - 454.72971 - 475 495s 4228 2394 infeasible 37 - 454.76896 - 475 500s 4263 2416 540.13808 27 121 - 454.84392 - 476 505s 4318 2447 481.50647 27 117 - 455.09002 - 476 510s 4380 2483 521.56225 31 105 - 455.59997 - 474 515s 4433 2512 502.57444 34 112 - 455.84411 - 474 520s 4476 2533 528.04832 35 102 - 456.09470 - 474 525s 4514 2551 495.96320 39 113 - 456.13848 - 476 530s 4552 2572 infeasible 39 - 456.60527 - 477 535s 4595 2589 497.93908 27 121 - 456.74387 - 478 540s 4642 2620 519.71861 39 97 - 456.75168 - 478 545s 4687 2659 595.57970 55 93 - 456.75168 - 478 550s 4731 2668 infeasible 26 - 457.08832 - 479 555s 4785 2698 461.84484 31 132 - 457.12937 - 478 560s 4830 2723 477.77972 22 120 - 457.46317 - 478 565s 4874 2755 478.43975 24 123 - 457.56879 - 479 570s 4926 2785 infeasible 43 - 457.66541 - 479 575s 4986 2822 476.54932 24 136 - 457.84015 - 476 581s 5034 2860 552.60374 37 94 - 457.97294 - 475 585s 5092 2891 492.65472 29 86 - 458.08958 - 474 590s 5140 2928 463.29168 28 122 - 458.13623 - 475 595s 5173 2949 490.77482 34 92 - 458.21139 - 476 600s 5217 2967 465.55305 24 118 - 458.28477 - 476 605s 5266 2989 590.29088 26 130 - 458.34534 - 475 610s 5331 3018 501.57117 31 119 - 458.54837 - 474 615s 5383 3048 486.81935 21 107 - 458.60030 - 473 620s 5454 3099 546.42340 34 124 - 458.62103 - 470 625s 5557 3153 473.81398 25 113 - 458.80362 - 465 630s 5589 3173 503.14872 23 132 - 458.80734 - 466 635s 5637 3215 530.15875 51 113 - 458.80734 - 465 640s 5689 3253 534.27663 43 83 - 458.85043 - 465 645s 5734 3280 infeasible 63 - 458.85043 - 466 650s 5779 3303 infeasible 38 - 459.02247 - 467 655s 5827 3320 488.72383 31 115 - 459.13140 - 466 660s 5882 3355 528.79886 41 114 - 459.23160 - 466 665s 5925 3381 500.74237 31 119 - 459.24406 - 466 670s 5968 3404 520.84784 27 128 - 459.37759 - 467 675s 6001 3432 543.87510 35 123 - 459.37759 - 468 680s 6058 3443 472.84868 26 114 - 459.55021 - 467 685s 6118 3468 480.83349 15 133 - 459.57258 - 466 690s 6205 3515 468.46335 30 107 - 459.78496 - 463 695s 6251 3545 495.32696 31 110 - 459.79069 - 464 700s 6285 3569 547.58798 40 123 - 459.96173 - 465 705s 6333 3604 492.08443 27 109 - 459.98452 - 464 710s 6397 3656 537.78627 40 86 - 460.05064 - 463 715s 6449 3698 608.70885 71 98 - 460.05064 - 464 720s 6511 3731 infeasible 54 - 460.06829 - 463 725s 6560 3760 508.73362 33 111 - 460.11305 - 463 730s 6644 3816 503.11641 28 106 - 460.25348 - 460 735s 6694 3830 478.14278 25 109 - 460.27326 - 460 740s 6739 3867 491.42043 34 110 - 460.28873 - 461 745s 6782 3891 480.13577 21 122 - 460.41373 - 461 750s 6841 3902 501.69192 30 110 - 460.41373 - 461 755s 6899 3916 490.21234 28 126 - 460.50824 - 460 760s 6942 3939 491.49932 34 110 - 460.67386 - 460 765s 7000 3973 infeasible 30 - 460.87299 - 459 770s 7066 4013 524.67096 34 123 - 460.90330 - 458 775s 7125 4038 infeasible 48 - 460.94305 - 457 780s 7194 4077 infeasible 44 - 461.07140 - 456 785s 7270 4133 475.72684 38 131 - 461.09172 - 455 790s 7308 4161 501.85979 31 97 - 461.11348 - 456 795s 7364 4191 535.22405 35 110 - 461.20769 - 455 800s 7395 4200 465.88665 21 121 - 461.26828 - 455 805s 7449 4246 549.95932 48 77 - 461.26828 - 455 810s 7512 4281 493.13177 30 112 - 461.27617 - 454 815s 7571 4328 504.64039 36 108 - 461.28123 - 453 820s 7633 4352 474.41180 29 131 - 461.38983 - 453 825s 7685 4376 510.85331 26 112 - 461.49798 - 453 830s 7738 4401 488.34489 31 122 - 461.55458 - 452 835s 7793 4434 479.45530 34 119 - 461.61727 - 452 840s 7834 4449 infeasible 28 - 461.67684 - 452 845s 7893 4480 513.73844 37 121 - 461.74258 - 451 850s 7941 4492 infeasible 37 - 461.84436 - 451 855s 7977 4514 475.56651 34 129 - 461.86576 - 452 860s 8015 4540 523.90606 37 120 - 461.86681 - 452 865s 8064 4559 467.08177 37 115 - 462.05043 - 452 870s 8120 4585 infeasible 28 - 462.11946 - 451 875s 8168 4615 496.93703 27 123 - 462.17398 - 451 880s 8204 4640 496.70822 27 126 - 462.19304 - 452 885s 8239 4671 infeasible 43 - 462.19304 - 452 890s 8302 4710 521.82239 41 112 - 462.24986 - 451 895s 8344 4741 501.53873 32 117 - 462.25157 - 452 900s 8387 4764 505.91784 39 121 - 462.26080 - 452 905s 8430 4799 516.06490 36 98 - 462.26756 - 452 910s 8478 4816 521.56514 30 107 - 462.32862 - 453 915s 8521 4839 520.73226 39 111 - 462.41055 - 453 920s 8554 4858 510.18012 27 105 - 462.44172 - 454 925s 8602 4894 530.83870 39 101 - 462.44966 - 454 930s 8679 4939 infeasible 38 - 462.45465 - 453 935s 8719 4961 493.73532 43 114 - 462.48504 - 454 940s 8772 4981 524.97381 39 112 - 462.53540 - 453 945s 8836 5007 513.32612 27 128 - 462.62662 - 452 950s 8909 5040 infeasible 44 - 462.67574 - 451 955s 8962 5064 504.09114 34 121 - 462.90042 - 451 960s 9024 5111 467.00335 22 120 - 462.90914 - 450 965s 9070 5153 573.50327 56 96 - 462.90914 - 451 970s 9141 5200 506.69137 33 109 - 462.94949 - 450 975s 9192 5235 632.26998 62 81 - 462.94949 - 450 980s 9242 5246 infeasible 34 - 463.05164 - 450 985s 9288 5276 527.50647 47 114 - 463.05239 - 451 990s 9374 5324 559.15623 47 109 - 463.11638 - 449 995s 9416 5335 502.28037 25 139 - 463.17823 - 449 1000s 9471 5377 544.08950 42 94 - 463.18213 - 449 1005s 9532 5416 infeasible 41 - 463.21199 - 449 1010s 9577 5457 564.02878 51 92 - 463.22322 - 449 1015s 9639 5505 526.87503 44 82 - 463.24878 - 449 1020s 9707 5559 506.09822 35 120 - 463.25796 - 448 1025s 9770 5584 477.79384 39 127 - 463.27207 - 448 1030s 9816 5610 536.02857 28 95 - 463.29942 - 448 1035s 9875 5649 464.96798 30 122 - 463.30799 - 448 1040s 9946 5689 499.78203 35 123 - 463.37742 - 447 1045s 9991 5718 523.98861 37 115 - 463.40872 - 448 1050s 10038 5738 513.81736 29 119 - 463.47863 - 448 1055s 10085 5765 509.37342 38 107 - 463.52862 - 448 1060s 10137 5789 493.74448 28 126 - 463.56627 - 448 1065s 10168 5806 541.68401 34 107 - 463.57246 - 448 1070s 10205 5827 506.21589 32 101 - 463.59877 - 449 1075s 10249 5852 494.85315 27 107 - 463.64966 - 449 1080s 10322 5882 508.75709 38 112 - 463.70948 - 448 1085s 10384 5912 516.23058 32 118 - 463.73255 - 448 1090s 10446 5942 501.57885 37 130 - 463.74152 - 447 1095s 10482 5968 568.09416 50 123 - 463.74152 - 448 1100s 10526 5977 infeasible 62 - 463.74152 - 448 1105s 10575 5997 469.43705 22 127 - 463.83505 - 448 1110s 10648 6034 490.53229 27 111 - 463.93327 - 447 1115s 10709 6083 545.07235 43 114 - 463.93845 - 446 1120s 10780 6119 472.77891 41 134 - 464.04848 - 445 1125s 10827 6142 506.82977 31 121 - 464.08530 - 445 1130s 10881 6177 infeasible 39 - 464.09841 - 445 1135s 10943 6206 infeasible 31 - 464.16283 - 444 1140s 11009 6236 infeasible 30 - 464.17426 - 443 1145s 11076 6258 466.55980 33 118 - 464.21533 - 443 1150s 11120 6276 471.81094 30 114 - 464.21778 - 443 1155s 11175 6307 518.80958 36 113 - 464.25090 - 443 1160s 11221 6333 550.18250 43 102 - 464.25090 - 443 1165s 11308 6367 633.95834 74 78 - 464.25090 - 441 1170s 11355 6384 491.78935 20 111 - 464.29243 - 442 1175s 11395 6408 514.75769 32 121 - 464.30937 - 442 1180s 11435 6432 495.99790 26 120 - 464.32615 - 443 1185s 11490 6457 502.53749 33 114 - 464.43345 - 442 1190s 11554 6482 494.49590 25 122 - 464.52400 - 442 1195s 11603 6516 499.50282 22 133 - 464.54142 - 442 1200s 11647 6544 514.53581 36 122 - 464.55703 - 443 1205s 11684 6555 536.13627 31 122 - 464.56724 - 443 1210s 11728 6585 509.18630 29 136 - 464.69069 - 443 1215s 11774 6618 500.05556 31 122 - 464.71636 - 444 1220s 11815 6637 505.99122 37 121 - 464.73399 - 444 1225s 11879 6671 603.71762 59 88 - 464.75817 - 444 1230s 11956 6698 infeasible 41 - 464.87363 - 443 1235s 12033 6745 518.38665 43 96 - 464.89013 - 442 1240s 12092 6784 512.78816 38 108 - 464.90619 - 441 1245s 12163 6813 infeasible 52 - 464.91616 - 441 1250s 12225 6853 512.48666 32 114 - 464.93913 - 440 1255s 12269 6871 502.61574 38 125 - 464.96005 - 441 1260s 12319 6893 527.95445 26 115 - 465.05724 - 441 1265s 12390 6944 553.83189 48 90 - 465.07133 - 440 1270s 12452 6981 514.28289 52 118 - 465.07478 - 440 1275s 12517 7015 488.47943 35 126 - 465.15042 - 439 1280s 12555 7037 496.34320 34 114 - 465.17187 - 440 1285s 12605 7071 516.59871 37 95 - 465.19118 - 440 1290s 12645 7095 503.02509 29 106 - 465.19750 - 440 1295s 12696 7117 infeasible 38 - 465.22170 - 441 1300s 12734 7143 531.22855 34 97 - 465.22588 - 441 1305s 12793 7182 476.53184 28 118 - 465.23788 - 441 1310s 12852 7227 547.73245 42 122 - 465.24108 - 441 1315s 12901 7262 587.25203 45 92 - 465.26209 - 441 1320s 12929 7277 504.95921 32 131 - 465.26832 - 442 1325s 12964 7295 infeasible 39 - 465.27397 - 442 1330s 13027 7315 469.01584 30 105 - 465.32350 - 442 1335s 13074 7348 561.99517 55 80 - 465.32350 - 442 1340s 13133 7384 530.82920 36 129 - 465.39144 - 442 1345s 13213 7420 499.98117 34 119 - 465.42307 - 441 1350s 13262 7454 infeasible 35 - 465.42436 - 441 1355s 13312 7482 513.87425 26 114 - 465.44322 - 441 1360s 13350 7504 521.19579 29 122 - 465.46483 - 442 1365s 13409 7535 472.29087 32 120 - 465.46539 - 442 1370s 13456 7548 521.32136 31 108 - 465.53987 - 442 1375s 13508 7592 591.13443 59 57 - 465.53987 - 442 1380s 13575 7659 634.25654 96 45 - 465.53987 - 440 1385s 13642 7702 508.58465 33 104 - 465.54825 - 440 1390s 13701 7735 473.76169 39 136 - 465.60093 - 439 1395s 13760 7760 502.29299 27 116 - 465.65777 - 439 1400s 13837 7783 466.72183 17 111 - 465.74734 - 439 1405s 13889 7831 infeasible 48 - 465.74734 - 439 1410s 13952 7877 539.49821 41 125 - 465.75001 - 438 1415s 13987 7896 471.02245 25 104 - 465.75042 - 439 1420s 14026 7921 530.78118 28 116 - 465.76028 - 439 1425s 14068 7943 528.81431 29 86 - 465.82520 - 440 1430s 14140 7987 infeasible 36 - 465.82595 - 439 1435s 14202 8040 466.50294 30 119 - 465.83656 - 439 1440s 14240 8072 562.12917 46 122 - 465.83656 - 440 1445s 14290 8087 infeasible 36 - 465.84531 - 440 1450s 14370 8104 480.41560 29 104 - 465.89786 - 439 1455s 14435 8143 549.57932 44 101 - 465.91126 - 439 1460s 14485 8165 498.41900 40 105 - 465.93613 - 439 1465s 14501 8169 470.52403 32 115 - 465.94090 - 440 1470s 14529 8183 468.83189 18 126 - 465.94970 - 440 1475s 14580 8222 515.99072 40 116 - 465.95763 - 439 1480s 14636 8247 503.73995 31 111 - 465.96661 - 438 1485s 14677 8286 542.49523 61 77 - 465.96661 - 438 1490s 14736 8321 511.32577 35 125 - 465.97580 - 437 1495s 14765 8340 500.22563 34 115 - 465.97911 - 438 1500s 14805 8368 510.52483 46 121 - 466.00655 - 437 1505s 14838 8377 576.43694 59 104 - 466.00655 - 437 1510s 14876 8393 500.68148 37 118 - 466.03857 - 437 1515s 14901 8396 496.28628 21 130 - 466.06705 - 437 1520s 14928 8422 527.34308 40 122 - 466.06705 - 437 1525s 14959 8439 505.27276 35 114 - 466.07321 - 437 1530s 14994 8449 469.25140 29 129 - 466.08725 - 437 1535s 15048 8474 553.66847 41 110 - 466.11854 - 437 1541s 15089 8489 infeasible 46 - 466.12941 - 437 1545s 15154 8536 566.40050 58 91 - 466.15986 - 437 1550s 15220 8569 480.94945 21 122 - 466.19005 - 436 1555s 15296 8607 473.76409 29 135 - 466.20209 - 436 1560s 15362 8636 522.87187 32 108 - 466.22528 - 435 1565s 15424 8664 470.82804 26 119 - 466.24916 - 435 1570s 15470 8698 566.37214 46 76 - 466.24916 - 435 1575s 15542 8746 557.34651 46 104 - 466.25336 - 435 1580s 15595 8771 539.05881 42 117 - 466.27825 - 435 1585s 15649 8797 515.30660 33 112 - 466.29073 - 435 1590s 15692 8809 472.68490 27 122 - 466.29967 - 435 1595s 15765 8855 534.27568 34 128 - 466.31178 - 434 1600s 15842 8884 531.91595 48 104 - 466.31345 - 433 1605s 15897 8914 527.92296 41 121 - 466.31666 - 433 1610s 15949 8931 529.77191 37 117 - 466.32449 - 433 1615s 15995 8953 498.80608 31 108 - 466.35044 - 433 1620s 16052 8994 588.46802 51 85 - 466.35594 - 433 1625s 16114 9016 491.98774 42 124 - 466.36816 - 433 1630s 16178 9047 512.34794 44 124 - 466.38716 - 433 1635s 16229 9074 509.39077 40 125 - 466.39020 - 433 1640s 16285 9107 496.56220 22 127 - 466.39313 - 433 1645s 16330 9132 infeasible 39 - 466.39865 - 433 1650s 16379 9159 550.85283 36 120 - 466.40801 - 433 1655s 16430 9193 494.87243 26 115 - 466.42304 - 433 1660s 16498 9245 infeasible 44 - 466.43962 - 433 1665s 16536 9259 571.77728 48 129 - 466.43962 - 433 1670s 16590 9287 508.16886 33 115 - 466.44309 - 433 1675s 16634 9307 512.61709 26 112 - 466.44896 - 433 1680s 16687 9352 538.78416 30 86 - 466.45729 - 433 1685s 16760 9396 486.71031 24 118 - 466.48538 - 433 1690s 16801 9411 485.77887 35 112 - 466.50294 - 433 1695s 16859 9451 549.12090 47 101 - 466.50419 - 433 1700s 16916 9474 490.70083 23 122 - 466.50566 - 433 1705s 16966 9520 568.25897 60 99 - 466.50566 - 433 1710s 17019 9551 571.59450 53 118 - 466.50607 - 434 1715s 17067 9565 522.03093 28 118 - 466.53760 - 434 1720s 17125 9587 480.09650 35 104 - 466.56357 - 434 1725s 17184 9616 511.81010 38 116 - 466.56902 - 434 1730s 17233 9633 527.89561 36 108 - 466.61371 - 434 1735s 17276 9649 505.45985 34 119 - 466.61560 - 434 1740s 17366 9703 infeasible 50 - 466.62563 - 433 1745s 17421 9731 508.32839 41 106 - 466.64556 - 433 1750s 17477 9759 499.89870 40 109 - 466.66139 - 433 1755s 17546 9806 539.25814 47 114 - 466.68577 - 433 1760s 17601 9846 514.82318 42 129 - 466.69462 - 433 1765s 17663 9864 472.47498 20 128 - 466.71110 - 433 1770s 17714 9902 485.62844 34 108 - 466.71637 - 433 1775s 17788 9945 605.26302 47 96 - 466.74121 - 432 1780s 17853 9972 480.32881 21 115 - 466.75129 - 432 1785s 17900 10017 574.98747 52 97 - 466.75129 - 432 1790s 17981 10059 523.64428 32 117 - 466.75183 - 431 1795s 18032 10096 515.06586 30 117 - 466.75521 - 432 1800s 18108 10157 493.23863 23 114 - 466.77197 - 431 1805s 18167 10209 556.84838 50 108 - 466.77197 - 431 1810s 18235 10260 599.41550 87 85 - 466.77197 - 431 1815s 18292 10292 infeasible 46 - 466.80113 - 431 1820s 18354 10323 484.63801 34 124 - 466.82032 - 431 1825s 18426 10374 560.58678 53 84 - 466.83049 - 431 1830s 18489 10407 511.94662 37 129 - 466.85695 - 431 1835s 18557 10449 492.16448 38 102 - 466.88095 - 431 1840s 18622 10476 483.84885 32 109 - 466.90924 - 430 1845s 18664 10502 504.18785 34 105 - 466.93335 - 431 1850s 18711 10533 610.99109 45 78 - 466.93876 - 431 1855s 18764 10568 518.93707 34 94 - 466.96144 - 431 1860s 18823 10611 infeasible 77 - 466.96144 - 431 1865s 18873 10631 523.62335 38 109 - 466.96761 - 431 1870s 18913 10660 516.08213 34 119 - 466.96801 - 431 1875s 18969 10688 504.35135 32 92 - 466.97973 - 431 1880s 19024 10702 infeasible 38 - 467.00827 - 431 1885s 19068 10725 498.75351 36 102 - 467.01590 - 431 1890s 19113 10752 565.01794 50 106 - 467.01728 - 431 1895s 19160 10777 517.91253 31 104 - 467.02890 - 432 1900s 19226 10808 infeasible 52 - 467.05555 - 431 1905s 19273 10830 525.37491 38 111 - 467.06372 - 431 1910s 19318 10849 499.51309 25 120 - 467.11105 - 432 1915s 19374 10892 533.62946 42 110 - 467.11509 - 431 1920s 19421 10919 468.90577 35 110 - 467.11595 - 432 1925s 19465 10942 522.56230 36 103 - 467.15330 - 432 1930s 19535 10977 485.74428 26 116 - 467.22101 - 432 1935s 19589 11005 infeasible 47 - 467.23304 - 432 1940s 19637 11027 469.40696 29 112 - 467.27050 - 432 1945s 19691 11062 522.61442 37 106 - 467.27455 - 432 1950s 19757 11110 infeasible 67 - 467.27455 - 431 1955s 19829 11146 infeasible 47 - 467.33849 - 431 1960s 19877 11168 490.63793 26 113 - 467.37352 - 431 1965s 19918 11182 484.00684 22 141 - 467.38506 - 431 1970s 19972 11214 infeasible 41 - 467.41007 - 431 1975s 20029 11255 518.40357 42 133 - 467.42606 - 431 1980s 20072 11283 infeasible 56 - 467.42606 - 431 1985s 20150 11326 503.54340 40 99 - 467.45493 - 431 1990s 20221 11367 535.99502 35 91 - 467.46041 - 431 1995s 20296 11400 517.58398 39 119 - 467.51679 - 430 2000s 20345 11411 494.13330 34 118 - 467.54811 - 430 2005s 20416 11451 516.24425 28 120 - 467.55583 - 430 2010s 20474 11490 483.59861 28 129 - 467.57517 - 430 2015s 20520 11520 501.17518 40 114 - 467.58065 - 430 2020s 20580 11553 469.18034 29 132 - 467.58627 - 430 2025s 20626 11576 550.59370 41 129 - 467.60975 - 430 2030s 20702 11608 infeasible 55 - 467.61813 - 430 2035s 20779 11635 538.74333 43 103 - 467.62507 - 429 2040s 20846 11658 493.41079 29 110 - 467.64022 - 429 2045s 20895 11683 infeasible 35 - 467.67279 - 429 2050s 20954 11714 481.04585 29 118 - 467.70357 - 429 2055s 21009 11751 522.41130 43 131 - 467.71280 - 429 2060s 21065 11773 516.69924 39 98 - 467.75067 - 429 2065s 21117 11805 549.71073 35 117 - 467.75286 - 429 2070s 21174 11848 531.22562 37 85 - 467.75567 - 429 2075s 21229 11882 infeasible 43 - 467.76465 - 429 2080s 21279 11905 511.55882 45 115 - 467.77083 - 429 2085s 21347 11915 488.80914 31 107 - 467.81307 - 429 2090s 21396 11940 473.55465 29 114 - 467.84688 - 429 2095s 21455 11975 501.14124 33 109 - 467.86264 - 429 2100s 21511 12009 infeasible 56 - 467.86264 - 429 2105s 21577 12041 472.90065 29 119 - 467.89385 - 429 2110s 21638 12068 infeasible 46 - 467.89859 - 429 2115s 21691 12086 485.68492 30 116 - 467.91612 - 429 2120s 21739 12108 infeasible 39 - 467.91981 - 429 2125s 21799 12136 479.13596 28 123 - 467.93225 - 429 2130s 21829 12158 infeasible 38 - 467.93225 - 429 2135s 21883 12171 510.00371 35 116 - 467.95017 - 429 2140s 21940 12208 537.30132 51 102 - 467.95345 - 429 2145s 21985 12236 510.26061 37 136 - 467.95418 - 430 2150s 22035 12268 504.97240 36 111 - 467.96479 - 430 2155s 22108 12291 494.00334 33 127 - 468.03221 - 429 2160s 22160 12331 558.43042 39 115 - 468.04454 - 429 2165s 22240 12398 624.13611 93 74 - 468.04454 - 429 2170s 22306 12434 525.26461 38 106 - 468.08020 - 428 2175s 22366 12469 518.12195 46 126 - 468.10171 - 428 2180s 22434 12513 494.72986 19 142 - 468.14506 - 428 2185s 22505 12543 infeasible 48 - 468.15983 - 428 2190s 22579 12567 476.51647 26 130 - 468.16545 - 428 2195s 22645 12595 485.78764 27 132 - 468.19992 - 427 2200s 22699 12627 503.55741 32 129 - 468.22287 - 427 2205s 22751 12663 511.47727 34 111 - 468.24116 - 427 2210s 22828 12700 infeasible 37 - 468.25406 - 427 2215s 22892 12725 509.92117 28 120 - 468.26835 - 427 2220s 22949 12738 498.89524 38 133 - 468.32422 - 427 2225s 23005 12768 502.75285 36 108 - 468.34476 - 427 2230s 23058 12821 587.88331 58 105 - 468.34476 - 427 2235s 23126 12861 504.33691 31 111 - 468.37371 - 427 2240s 23169 12886 480.61624 26 127 - 468.40215 - 427 2245s 23230 12923 485.62122 33 119 - 468.40560 - 427 2250s 23292 12967 569.11025 48 84 - 468.40878 - 427 2255s 23383 13010 515.68055 28 117 - 468.45383 - 426 2260s 23455 13040 511.29273 35 101 - 468.46460 - 426 2265s 23529 13068 495.42378 40 102 - 468.48127 - 426 2270s 23591 13102 522.63305 34 104 - 468.49268 - 426 2275s 23647 13146 517.72379 31 105 - 468.49489 - 426 2280s 23684 13169 infeasible 44 - 468.49489 - 426 2285s 23728 13209 575.22009 46 107 - 468.49839 - 426 2290s 23796 13230 496.34244 32 116 - 468.51239 - 426 2295s 23856 13260 496.81761 35 104 - 468.52519 - 426 2300s 23916 13298 529.01831 45 122 - 468.53360 - 426 2305s 23967 13325 514.23472 29 109 - 468.56766 - 426 2310s 24018 13354 528.72963 32 94 - 468.57359 - 426 2315s 24090 13385 infeasible 39 - 468.59855 - 426 2320s 24153 13405 472.57534 23 113 - 468.60627 - 426 2325s 24212 13437 483.87307 27 121 - 468.60762 - 426 2330s 24288 13466 infeasible 34 - 468.62090 - 425 2335s 24339 13490 539.62109 40 109 - 468.65574 - 425 2340s 24394 13521 infeasible 47 - 468.66350 - 426 2345s 24459 13534 infeasible 38 - 468.68489 - 425 2350s 24506 13563 500.59965 34 117 - 468.71981 - 426 2355s 24557 13591 511.92623 30 109 - 468.73052 - 426 2360s 24603 13623 550.11062 39 125 - 468.74024 - 426 2365s 24655 13635 485.27655 27 125 - 468.74816 - 426 2370s 24722 13655 532.61570 32 113 - 468.74938 - 426 2375s 24777 13692 506.75980 49 112 - 468.75892 - 426 2380s 24841 13722 520.43496 27 121 - 468.76861 - 426 2385s 24913 13774 481.08003 36 115 - 468.77587 - 425 2390s 24950 13803 539.72781 41 117 - 468.77587 - 426 2395s 25007 13826 593.81136 53 110 - 468.77587 - 426 2400s 25068 13865 574.56827 53 94 - 468.77934 - 426 2405s 25130 13904 573.49012 36 113 - 468.79182 - 426 2410s 25177 13919 infeasible 35 - 468.80357 - 426 2415s 25233 13949 558.72508 54 112 - 468.82436 - 426 2420s 25281 13972 497.49119 34 107 - 468.83385 - 426 2425s 25333 13996 471.57615 23 125 - 468.84469 - 426 2430s 25393 14042 518.75195 34 105 - 468.85018 - 426 2435s 25472 14098 infeasible 45 - 468.85641 - 426 2440s 25535 14147 474.42098 25 124 - 468.86909 - 426 2445s 25610 14191 530.21962 33 94 - 468.88044 - 425 2450s 25676 14235 508.57650 36 110 - 468.88606 - 425 2455s 25728 14245 485.77508 23 126 - 468.94688 - 425 2460s 25810 14304 572.17779 44 75 - 468.94954 - 425 2465s 25900 14364 595.21698 59 89 - 468.96969 - 424 2470s 25988 14405 505.20375 34 118 - 468.99116 - 424 2475s 26059 14428 522.55137 32 120 - 468.99977 - 424 2480s 26110 14464 513.95318 41 121 - 469.00245 - 424 2485s 26164 14480 493.51528 35 120 - 469.03493 - 424 2490s 26206 14498 477.01825 25 126 - 469.03636 - 424 2495s 26292 14554 564.59344 49 108 - 469.05519 - 424 2500s 26359 14595 598.64494 63 98 - 469.05939 - 423 2505s 26410 14620 581.57602 40 106 - 469.06770 - 423 2510s 26472 14645 491.75090 35 115 - 469.07724 - 423 2515s 26515 14672 514.66433 29 103 - 469.07871 - 424 2520s 26569 14693 537.06798 40 123 - 469.08816 - 424 2525s 26618 14708 507.52269 27 116 - 469.10315 - 424 2530s 26691 14741 527.72988 40 105 - 469.10736 - 424 2535s 26749 14799 617.12755 74 78 - 469.10736 - 423 2540s 26822 14837 502.58449 36 108 - 469.12568 - 423 2545s 26881 14870 infeasible 35 - 469.12845 - 423 2550s 26966 14909 502.34557 27 126 - 469.13878 - 423 2555s 27011 14938 508.82667 34 99 - 469.13930 - 423 2560s 27066 14943 infeasible 24 - 469.19311 - 423 2565s 27130 14978 infeasible 35 - 469.21785 - 423 2570s 27219 15007 522.03696 27 125 - 469.25685 - 422 2575s 27271 15026 514.18940 35 110 - 469.27759 - 422 2580s 27345 15052 infeasible 41 - 469.29040 - 422 2585s 27404 15090 555.06665 51 82 - 469.33415 - 422 2590s 27481 15129 512.85145 36 126 - 469.35305 - 422 2595s 27555 15158 515.19584 43 116 - 469.36117 - 421 2600s 27605 15174 503.25207 34 120 - 469.37501 - 422 2605s 27670 15196 495.89543 42 103 - 469.42474 - 421 2610s 27730 15221 528.08456 44 129 - 469.43705 - 421 2615s 27779 15239 499.96543 35 107 - 469.45843 - 422 2620s 27837 15276 514.55318 29 116 - 469.46356 - 422 2625s 27920 15310 469.56491 22 113 - 469.47395 - 421 2630s 27970 15354 553.41984 57 99 - 469.47395 - 421 2635s 28023 15371 infeasible 38 - 469.48620 - 421 2640s 28089 15383 500.45837 21 113 - 469.55503 - 421 2645s 28160 15441 538.36357 45 101 - 469.55663 - 421 2650s 28219 15464 infeasible 27 - 469.57247 - 421 2655s 28268 15481 514.95917 30 113 - 469.58998 - 421 2660s 28324 15525 558.63330 54 103 - 469.60360 - 421 2665s 28372 15544 501.07075 25 105 - 469.62662 - 421 2670s 28430 15589 515.61243 37 97 - 469.62809 - 421 2675s 28502 15637 573.62161 41 111 - 469.63769 - 421 2680s 28535 15651 508.86275 33 115 - 469.66132 - 422 2685s 28583 15675 494.96615 39 107 - 469.66956 - 422 2690s 28633 15701 510.15300 35 103 - 469.68214 - 422 2695s 28703 15755 592.04445 65 98 - 469.70592 - 422 2700s 28766 15789 472.80518 25 115 - 469.72909 - 422 2705s 28823 15832 605.24813 52 94 - 469.72909 - 422 2710s 28880 15861 517.65759 36 119 - 469.74136 - 422 2715s 28939 15890 515.45759 33 130 - 469.74449 - 422 2720s 29009 15918 503.72325 24 135 - 469.76143 - 422 2725s 29098 15958 497.77902 37 114 - 469.78187 - 421 2730s 29148 15980 513.87801 48 118 - 469.78668 - 421 2735s 29195 15982 471.15150 27 111 - 469.80401 - 421 2740s 29247 16008 518.99638 38 116 - 469.81133 - 421 2745s 29309 16038 491.91453 35 134 - 469.82095 - 421 2750s 29363 16072 543.33101 42 123 - 469.82172 - 421 2755s 29450 16098 497.10169 29 122 - 469.85529 - 421 2760s 29509 16141 472.68965 32 110 - 469.85873 - 421 2765s 29549 16171 579.66342 50 118 - 469.85873 - 421 2770s 29603 16183 518.72228 27 117 - 469.89596 - 421 2775s 29663 16207 infeasible 31 - 469.90983 - 421 2780s 29726 16240 infeasible 43 - 469.91856 - 421 2785s 29776 16266 525.46305 40 107 - 469.93222 - 421 2790s 29821 16289 557.22165 46 118 - 469.93271 - 422 2795s 29900 16324 infeasible 40 - 469.93305 - 421 2800s 29947 16333 509.99173 22 127 - 469.97471 - 421 2805s 30055 16397 486.85993 26 115 - 469.97805 - 421 2810s 30133 16447 558.64342 58 100 - 469.99633 - 420 2815s 30198 16478 476.10922 30 101 - 470.01306 - 420 2820s 30253 16523 564.79073 48 103 - 470.01816 - 420 2825s 30314 16565 501.67087 23 129 - 470.02342 - 420 2830s 30361 16584 infeasible 34 - 470.03632 - 420 2835s 30400 16607 518.17058 31 101 - 470.05396 - 421 2840s 30454 16621 499.44313 34 125 - 470.05884 - 421 2845s 30513 16644 infeasible 39 - 470.09800 - 421 2850s 30573 16690 626.89267 54 92 - 470.10331 - 421 2855s 30643 16724 586.89845 54 101 - 470.12135 - 420 2860s 30716 16773 infeasible 71 - 470.12485 - 420 2865s 30784 16790 infeasible 33 - 470.17535 - 420 2870s 30836 16818 541.27326 53 121 - 470.18089 - 420 2875s 30902 16834 infeasible 46 - 470.21040 - 420 2880s 30955 16869 570.98687 41 79 - 470.21963 - 420 2885s 31015 16917 510.16278 38 102 - 470.22198 - 420 2890s 31091 16942 infeasible 32 - 470.25126 - 420 2895s 31152 16945 515.41239 36 127 - 470.30196 - 420 2900s 31214 16960 486.51224 28 107 - 470.33031 - 420 2905s 31278 16983 477.77913 28 123 - 470.36617 - 420 2910s 31353 17003 477.54698 28 115 - 470.37885 - 420 2915s 31410 17022 504.56428 41 113 - 470.39582 - 420 2920s 31457 17024 infeasible 32 - 470.41515 - 420 2925s 31499 17054 infeasible 49 - 470.42373 - 420 2930s 31558 17073 488.93559 21 137 - 470.44714 - 420 2935s 31664 17145 503.77999 43 115 - 470.46318 - 419 2940s 31712 17163 infeasible 30 - 470.48820 - 419 2945s 31743 17192 576.75733 39 115 - 470.48820 - 420 2950s 31796 17229 603.92456 59 104 - 470.48820 - 420 2955s 31863 17267 575.44503 40 87 - 470.49008 - 420 2960s 31924 17307 473.94140 28 125 - 470.49578 - 420 2965s 31972 17337 515.82989 29 131 - 470.49582 - 420 2970s 32055 17367 533.54917 31 117 - 470.51369 - 419 2975s 32118 17401 553.53379 37 111 - 470.52316 - 419 2980s 32169 17426 499.49837 32 122 - 470.53366 - 419 2985s 32233 17468 634.35638 67 100 - 470.53366 - 419 2990s 32290 17488 544.29254 50 99 - 470.56113 - 419 2995s 32345 17523 527.35670 49 103 - 470.57053 - 420 3000s 32402 17580 626.16646 70 87 - 470.57053 - 420 3005s 32458 17604 510.73633 40 103 - 470.57232 - 420 3010s 32518 17628 496.77231 36 106 - 470.62532 - 420 3015s 32569 17656 558.60312 37 114 - 470.64642 - 420 3020s 32634 17676 483.15902 29 115 - 470.65474 - 420 3025s 32723 17710 infeasible 35 - 470.71139 - 419 3030s 32769 17754 566.90022 60 88 - 470.71384 - 420 3035s 32845 17828 601.42906 116 87 - 470.71384 - 419 3040s 32901 17856 558.84027 43 114 - 470.73752 - 419 3045s 32958 17887 483.14230 36 113 - 470.74660 - 419 3050s 32995 17912 497.10586 37 122 - 470.75458 - 419 3055s 33039 17932 501.14684 30 122 - 470.75804 - 420 3060s 33122 17972 539.15791 38 106 - 470.77056 - 419 3065s 33185 17996 513.95550 30 120 - 470.77486 - 419 3070s 33253 18028 491.94838 26 119 - 470.79184 - 419 3075s 33332 18075 570.72619 51 114 - 470.79897 - 419 3080s 33415 18126 infeasible 42 - 470.80476 - 419 3085s 33469 18144 521.09787 36 111 - 470.81060 - 419 3090s 33527 18186 600.59861 63 93 - 470.81060 - 419 3095s 33585 18205 501.64995 33 104 - 470.83826 - 419 3100s 33657 18241 502.54430 38 118 - 470.86977 - 418 3105s 33722 18268 infeasible 45 - 470.88103 - 418 3110s 33780 18285 500.51431 25 106 - 470.89843 - 418 3115s 33870 18345 635.30461 72 70 - 470.89843 - 418 3120s 33927 18369 569.99991 48 114 - 470.90912 - 418 3125s 33977 18391 492.68405 30 108 - 470.91438 - 418 3130s 34036 18421 520.00515 44 115 - 470.92201 - 418 3135s 34087 18448 497.11572 27 120 - 470.92749 - 418 3140s 34155 18500 521.21131 42 111 - 470.94213 - 418 3145s 34218 18553 648.10142 76 98 - 470.94213 - 418 3150s 34287 18575 502.82627 45 112 - 470.95119 - 418 3155s 34347 18599 infeasible 38 - 470.95361 - 418 3160s 34430 18635 510.91169 29 117 - 470.98380 - 418 3165s 34495 18684 577.55992 49 81 - 470.99890 - 418 3170s 34543 18719 492.92315 33 119 - 471.00175 - 418 3175s 34605 18765 infeasible 57 - 471.00351 - 418 3180s 34657 18777 504.40895 36 118 - 471.02293 - 418 3185s 34724 18814 501.26806 30 119 - 471.02732 - 418 3190s 34786 18840 578.07608 42 95 - 471.06477 - 418 3195s 34882 18870 512.34850 28 107 - 471.11831 - 417 3200s 34952 18899 495.89981 35 109 - 471.12889 - 417 3205s 35024 18923 infeasible 41 - 471.13968 - 417 3210s 35082 18949 492.02287 26 124 - 471.16208 - 417 3215s 35145 18970 infeasible 26 - 471.16563 - 417 3220s 35197 19002 592.51960 56 119 - 471.17226 - 417 3225s 35255 19024 infeasible 38 - 471.18291 - 417 3230s 35338 19069 infeasible 46 - 471.18954 - 417 3235s 35405 19080 497.67702 32 116 - 471.21560 - 417 3240s 35458 19103 494.73338 31 100 - 471.24942 - 417 3245s 35509 19132 503.04893 31 124 - 471.25239 - 417 3250s 35573 19170 498.19030 35 120 - 471.25733 - 417 3255s 35615 19198 516.78738 39 96 - 471.26505 - 417 3260s 35664 19227 infeasible 61 - 471.26505 - 417 3265s 35713 19254 571.55314 41 118 - 471.27320 - 417 3270s 35785 19292 497.52543 34 108 - 471.28418 - 417 3275s 35857 19308 476.34592 29 122 - 471.28976 - 417 3280s 35907 19336 512.14573 34 112 - 471.29049 - 417 3285s 35958 19365 504.21871 36 120 - 471.30071 - 417 3290s 36028 19405 infeasible 49 - 471.30316 - 417 3295s 36081 19434 infeasible 54 - 471.31485 - 417 3300s 36164 19470 499.49484 38 101 - 471.35371 - 417 3305s 36217 19492 503.14236 32 126 - 471.36601 - 417 3310s 36250 19517 525.64103 33 126 - 471.37607 - 417 3315s 36281 19526 487.64270 30 91 - 471.38424 - 417 3320s 36339 19548 infeasible 39 - 471.38868 - 417 3325s 36392 19583 infeasible 39 - 471.39871 - 417 3330s 36454 19615 548.25239 40 118 - 471.40613 - 417 3335s 36504 19645 538.10720 27 113 - 471.41726 - 417 3340s 36549 19668 517.09863 37 128 - 471.42760 - 418 3345s 36621 19700 502.20574 40 126 - 471.44439 - 417 3350s 36649 19714 527.09999 36 109 - 471.45141 - 418 3355s 36727 19744 481.82553 29 132 - 471.47521 - 418 3360s 36757 19764 510.81660 36 109 - 471.48877 - 418 3365s 36799 19794 513.43661 37 120 - 471.48998 - 418 3370s 36860 19833 511.81960 34 117 - 471.50256 - 418 3375s 36898 19845 infeasible 29 - 471.50781 - 418 3380s 36953 19867 infeasible 45 - 471.52196 - 418 3385s 36995 19881 478.89665 22 120 - 471.54444 - 418 3390s 37084 19940 491.65748 24 115 - 471.54707 - 418 3395s 37145 19968 508.96443 36 131 - 471.55995 - 418 3400s 37212 19991 510.06946 36 110 - 471.57098 - 418 3405s 37282 20023 506.07819 43 113 - 471.58148 - 418 3410s 37347 20062 507.21138 32 123 - 471.58963 - 418 3415s 37399 20092 513.71545 38 103 - 471.61829 - 418 3420s 37448 20121 infeasible 40 - 471.63657 - 418 3425s 37517 20146 510.39815 26 105 - 471.66781 - 418 3430s 37590 20179 488.95043 28 113 - 471.69695 - 418 3435s 37639 20208 infeasible 51 - 471.69695 - 418 3440s 37694 20232 infeasible 47 - 471.69899 - 418 3445s 37753 20273 506.25170 33 116 - 471.70637 - 418 3450s 37806 20284 498.97132 31 122 - 471.71448 - 418 3455s 37869 20300 497.34067 44 104 - 471.71993 - 418 3460s 37908 20323 487.61152 34 97 - 471.73652 - 418 3465s 37973 20360 509.14420 34 100 - 471.74978 - 418 3470s 38034 20379 519.41416 37 113 - 471.75433 - 418 3475s 38071 20394 infeasible 37 - 471.75743 - 418 3480s 38117 20418 517.14159 28 115 - 471.78365 - 418 3485s 38166 20444 493.81057 27 112 - 471.79106 - 418 3490s 38219 20477 523.04978 33 101 - 471.81295 - 418 3495s 38279 20499 496.79383 35 109 - 471.82707 - 418 3500s 38329 20526 519.47179 34 106 - 471.83969 - 419 3505s 38385 20545 501.86488 26 101 - 471.85092 - 419 3510s 38453 20579 519.66233 41 120 - 471.85619 - 418 3515s 38512 20609 521.80709 38 102 - 471.87900 - 418 3520s 38573 20640 514.38058 28 131 - 471.88407 - 418 3525s 38638 20660 520.14634 33 111 - 471.89574 - 418 3530s 38714 20691 474.76968 40 117 - 471.90703 - 418 3535s 38785 20731 infeasible 33 - 471.91478 - 418 3540s 38818 20750 506.39838 24 110 - 471.92471 - 418 3545s 38880 20796 482.74365 35 120 - 471.92601 - 418 3550s 38937 20821 581.42524 50 111 - 471.94148 - 418 3555s 38987 20851 544.14906 42 86 - 471.94200 - 418 3560s 39053 20884 infeasible 51 - 471.95097 - 418 3565s 39110 20915 501.80105 35 124 - 471.96027 - 418 3570s 39187 20938 infeasible 44 - 471.97018 - 418 3575s 39248 20953 506.75224 22 121 - 472.01968 - 418 3580s 39307 20975 509.57631 35 117 - 472.03827 - 418 3585s 39375 20999 488.18436 31 126 - 472.04132 - 418 3590s 39422 21017 491.68886 34 118 - 472.04414 - 418 3595s Cutting planes: Gomory: 28 Cover: 79 Implied bound: 51 Flow cover: 195 GUB cover: 17 Zero half: 6 Explored 39474 nodes (16514293 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.730000000000e+02, gap -