Gurobi 5.0.1 (linux64) logging started Thu Dec 20 15:09:28 2012 Optimize a model with 13202 rows, 12960 columns and 57754 nonzeros Presolve removed 557 rows and 160 columns Presolve time: 0.11s Presolved: 12645 rows, 12800 columns, 56775 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.658006e+02, 18538 iterations, 3.21 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 365.80061 0 174 - 365.80061 - - 3s 0 0 438.50096 0 175 - 438.50096 - - 5s 0 0 444.50479 0 188 - 444.50479 - - 6s 0 0 450.47550 0 197 - 450.47550 - - 7s 0 0 452.66426 0 200 - 452.66426 - - 7s 0 0 453.36304 0 199 - 453.36304 - - 8s 0 0 453.58887 0 195 - 453.58887 - - 8s 0 0 455.18393 0 194 - 455.18393 - - 8s 0 0 457.58318 0 198 - 457.58318 - - 9s 0 0 458.76792 0 199 - 458.76792 - - 10s 0 0 459.51891 0 204 - 459.51891 - - 10s 0 0 459.55029 0 211 - 459.55029 - - 10s 0 0 459.62823 0 205 - 459.62823 - - 10s 0 0 459.62823 0 208 - 459.62823 - - 11s 0 0 459.62823 0 207 - 459.62823 - - 21s 0 2 459.67770 0 205 - 459.67770 - - 26s 4 6 466.55265 3 198 - 460.28839 - 1340 30s 13 15 474.14126 9 189 - 460.28839 - 1064 35s 24 26 482.04608 18 188 - 460.28839 - 931 40s 36 38 497.18498 28 187 - 460.28839 - 937 45s 47 49 503.89376 35 178 - 460.28839 - 896 50s 60 62 508.79967 43 174 - 460.28839 - 846 55s 86 84 544.78761 61 161 - 460.28839 - 706 60s 109 97 557.48304 74 155 - 460.28839 - 652 65s 140 116 infeasible 97 - 460.28839 - 578 70s 161 133 480.15323 15 167 - 463.66292 - 570 75s 187 156 521.42277 33 150 - 463.66292 - 539 80s 201 161 488.06491 8 180 - 464.27545 - 561 85s 210 168 502.37888 12 183 - 464.27545 - 588 90s 227 181 555.82729 22 165 - 464.27545 - 597 95s 248 190 478.14593 9 182 - 464.64001 - 588 100s 266 208 498.57985 20 174 - 464.64001 - 593 105s 288 230 496.29520 32 159 - 464.64001 - 586 110s 314 256 502.32469 44 132 - 464.64001 - 578 115s 336 276 514.29597 54 133 - 464.64001 - 581 120s 353 289 infeasible 59 - 464.64001 - 597 125s 368 304 540.64512 68 129 - 464.64001 - 602 130s 383 315 561.80415 73 132 - 464.64001 - 611 135s 407 321 infeasible 80 - 464.64001 - 612 140s 432 334 477.06168 11 176 - 465.09044 - 609 145s 466 368 490.49056 32 153 - 465.09044 - 593 150s 487 389 500.43619 40 147 - 465.09044 - 590 155s 520 412 542.70072 53 137 - 465.09044 - 577 160s 564 448 560.97521 71 107 - 465.09044 - 557 165s 593 469 518.88162 13 165 - 465.11088 - 552 170s 603 477 555.80162 63 173 - 465.11088 - 547 178s 604 478 488.63902 30 185 - 465.11088 - 547 181s 606 479 595.67215 80 210 - 465.11088 - 545 185s 609 481 534.05181 61 227 - 473.32555 - 542 191s 611 483 488.63902 30 223 - 484.25013 - 540 196s 614 485 489.59771 17 216 - 489.59771 - 538 201s 617 487 502.22817 30 218 - 489.63853 - 535 205s 622 491 555.80162 63 207 - 489.66258 - 594 218s 624 492 489.66258 30 173 - 489.66258 - 592 223s 625 493 595.67215 80 199 - 489.66258 - 591 227s 626 494 534.05181 61 184 - 489.66258 - 590 230s 629 496 489.81815 30 210 - 489.81815 - 587 235s 632 498 490.86314 17 224 - 490.86314 - 584 240s 635 500 502.22817 30 213 - 491.51354 - 581 245s 639 502 492.14801 10 205 - 492.14801 - 578 259s 641 504 511.86183 41 205 - 492.14801 - 576 276s 642 506 492.52689 21 203 - 492.52689 - 630 287s 643 507 495.05625 21 198 - 492.52689 - 630 297s 644 508 495.69444 22 201 - 492.52689 - 630 308s 645 508 500.59536 22 196 - 492.52689 - 632 310s 648 510 505.01860 24 184 - 492.52689 - 636 316s 651 512 508.24532 25 195 - 492.52689 - 638 320s 655 515 509.97653 27 177 - 492.52689 - 642 325s 658 515 513.38601 29 171 - 492.52689 - 655 330s 662 518 521.60749 31 157 - 492.52689 - 660 335s 674 518 527.60180 37 153 - 492.52689 - 656 340s 683 518 infeasible 41 - 492.52689 - 662 345s 693 518 infeasible 46 - 492.52689 - 663 350s 702 520 552.27472 51 161 - 492.52689 - 663 355s 726 511 577.54410 63 161 - 492.52689 - 650 360s 735 511 501.44295 24 193 - 492.86917 - 650 365s 742 514 508.25292 28 183 - 492.86917 - 655 370s 747 515 514.94239 30 173 - 492.86917 - 666 375s 759 517 542.75667 36 168 - 492.86917 - 667 380s 788 509 533.70063 51 183 - 492.86917 - 655 385s 823 498 infeasible 68 - 492.86917 - 638 390s 884 479 557.38470 100 174 - 492.86917 - 601 395s 895 479 510.22626 25 194 - 499.26605 - 604 400s 902 482 525.27053 29 193 - 499.26605 - 609 405s 911 486 infeasible 33 - 499.26605 - 616 411s 921 488 533.12620 38 178 - 499.26605 - 620 415s 935 498 548.22149 45 144 - 499.26605 - 623 421s 949 501 infeasible 52 - 499.26605 - 624 425s 965 502 573.14497 60 135 - 499.26605 - 626 430s 990 508 584.92893 73 132 - 499.26605 - 619 435s 999 512 616.45679 77 132 - 499.26605 - 625 440s 1013 518 616.90338 84 118 - 499.26605 - 630 445s 1023 520 infeasible 89 - 499.26605 - 639 451s 1033 525 597.40923 94 114 - 499.26605 - 642 455s 1045 527 infeasible 100 - 499.26605 - 650 460s 1071 532 660.63739 113 116 - 499.26605 - 643 465s 1080 532 505.14429 25 211 - 500.59805 - 649 470s 1085 532 infeasible 27 - 500.59805 - 657 476s 1093 537 517.72181 30 188 - 500.59805 - 658 480s 1099 541 529.94996 31 183 - 500.59805 - 663 485s 1111 549 528.01358 39 174 - 500.59805 - 663 490s 1121 556 536.63551 42 177 - 500.59805 - 666 495s 1135 565 558.01517 49 155 - 500.59805 - 667 500s 1163 584 571.54615 75 161 - 500.59805 - 656 505s 1202 592 596.05763 90 158 - 500.59805 - 640 510s 1232 586 510.15722 26 184 - 500.59891 - 632 515s 1243 591 infeasible 30 - 500.59891 - 635 520s 1253 596 523.77648 31 173 - 500.59891 - 638 525s 1264 603 535.70991 36 159 - 500.59891 - 641 530s 1273 605 infeasible 39 - 500.59891 - 645 535s 1283 612 546.18000 42 152 - 500.59891 - 649 540s 1300 619 583.50064 48 145 - 500.59891 - 649 545s 1307 624 567.95902 54 161 - 500.59891 - 651 550s 1335 638 580.50379 70 144 - 500.59891 - 644 555s 1359 638 602.81547 82 133 - 500.59891 - 641 560s 1378 635 511.37595 26 194 - 501.19927 - 639 565s 1386 640 526.78161 28 176 - 501.19927 - 644 571s 1396 645 534.83108 31 169 - 501.19927 - 646 575s 1411 649 543.74366 36 152 - 501.19927 - 647 580s 1444 665 561.38349 60 152 - 501.19927 - 639 585s 1473 678 579.97885 82 142 - 501.19927 - 632 590s 1488 678 520.03683 27 184 - 501.20912 - 635 596s 1496 684 511.83855 28 169 - 501.20912 - 636 600s 1506 690 516.00592 28 175 - 501.20912 - 640 605s 1516 695 520.87750 32 179 - 501.20912 - 643 610s 1524 698 525.81082 35 179 - 501.20912 - 647 615s 1531 701 infeasible 36 - 501.20912 - 654 621s 1535 700 infeasible 36 - 501.20912 - 660 625s 1554 712 540.84646 44 144 - 501.20912 - 659 630s 1583 730 infeasible 65 - 501.20912 - 653 635s 1600 737 560.42595 73 144 - 501.20912 - 655 640s 1632 756 571.06636 91 133 - 501.20912 - 647 645s 1666 776 577.61438 106 132 - 501.20912 - 639 650s 1707 788 513.67873 27 187 - 501.90471 - 628 655s 1716 794 556.23020 32 156 - 501.90471 - 633 661s 1724 800 538.53758 37 158 - 501.90471 - 635 665s 1740 810 548.47902 41 147 - 501.90471 - 636 670s 1773 832 560.88991 62 139 - 501.90471 - 630 675s 1792 839 564.82629 69 133 - 501.90471 - 629 680s 1811 840 592.62970 74 140 - 501.90471 - 631 685s 1835 850 infeasible 88 - 501.90471 - 629 690s 1863 848 infeasible 97 - 501.90471 - 626 695s 1871 852 524.14408 29 186 - 501.91257 - 629 700s 1883 860 540.60825 34 154 - 501.91257 - 632 705s 1900 871 549.15499 42 162 - 501.91257 - 631 710s 1917 882 558.70449 47 154 - 501.91257 - 633 715s 1938 894 568.51276 61 154 - 501.91257 - 632 720s 1964 910 578.77405 76 139 - 501.91257 - 629 725s 1984 917 620.27828 93 98 - 501.91257 - 630 730s 2012 928 646.77674 108 108 - 501.91257 - 629 735s 2047 925 infeasible 126 - 501.91257 - 626 740s 2069 922 516.88096 25 199 - 502.15575 - 626 746s 2075 926 526.03642 29 169 - 502.15575 - 629 750s 2081 930 531.00853 30 186 - 502.15575 - 633 755s 2092 937 538.87452 35 179 - 502.15575 - 635 760s 2114 950 553.78851 50 168 - 502.15575 - 634 765s 2136 964 573.61825 61 139 - 502.15575 - 633 770s 2169 990 579.63439 81 126 - 502.15575 - 628 775s 2178 985 infeasible 24 - 502.16580 - 634 780s 2187 994 521.01516 27 187 - 502.45509 - 636 785s 2198 1005 533.03197 33 172 - 502.45509 - 637 790s 2218 1025 542.95857 45 161 - 502.45509 - 636 795s 2241 1042 infeasible 58 - 502.45509 - 636 800s 2283 1072 infeasible 85 - 502.45509 - 629 805s 2298 1075 563.66712 25 197 - 504.36826 - 630 811s 2308 1075 513.93837 27 175 - 504.36966 - 632 815s 2319 1086 527.76480 31 178 - 504.36966 - 634 820s 2342 1109 540.95563 48 153 - 504.36966 - 632 825s 2379 1144 560.18082 73 143 - 504.36966 - 627 830s 2411 1165 590.25102 91 139 - 504.36966 - 623 835s 2440 1179 513.83730 26 181 - 504.58181 - 619 840s 2447 1184 534.93341 30 160 - 504.58181 - 622 845s 2466 1203 549.25692 44 156 - 504.58181 - 622 850s 2486 1223 559.26415 54 147 - 504.58181 - 621 855s 2524 1257 585.23332 79 128 - 504.58181 - 616 860s 2560 1277 512.07245 29 182 - 504.58568 - 612 865s 2572 1289 524.41642 33 168 - 504.58568 - 614 870s 2585 1300 infeasible 40 - 504.58568 - 616 875s 2607 1322 556.67658 52 157 - 504.58568 - 616 880s 2613 1328 552.15155 55 156 - 504.58568 - 617 885s 2622 1331 577.27705 58 154 - 504.58568 - 620 890s 2654 1355 589.39933 79 152 - 504.58568 - 616 895s 2681 1372 534.21580 28 186 - 505.03047 - 613 900s 2694 1385 531.00892 33 156 - 505.03047 - 615 905s 2707 1398 548.30469 39 170 - 505.03047 - 616 910s 2722 1413 554.44814 49 146 - 505.03047 - 617 915s 2734 1415 573.37249 54 145 - 505.03047 - 618 920s 2785 1457 514.99744 28 171 - 505.09608 - 611 925s 2794 1466 528.63309 30 191 - 505.09608 - 613 930s 2805 1477 537.08504 36 165 - 505.09608 - 614 935s 2824 1494 infeasible 47 - 505.09608 - 614 940s 2840 1504 581.28402 57 134 - 505.09608 - 615 945s 2857 1511 510.35454 25 181 - 505.66164 - 617 950s 2869 1523 525.97572 33 171 - 505.66164 - 618 955s 2882 1536 533.26741 39 177 - 505.66164 - 619 960s 2895 1549 542.48980 45 170 - 505.66164 - 620 965s 2906 1560 552.70158 46 152 - 505.66164 - 622 970s 2934 1580 517.43529 28 200 - 507.22772 - 619 975s 2939 1585 520.89506 29 188 - 507.22772 - 622 980s 2951 1597 534.84892 36 175 - 507.22772 - 623 985s 2967 1613 547.85896 46 181 - 507.22772 - 623 990s 2991 1633 558.85448 54 167 - 507.22772 - 622 995s 3012 1648 574.36250 66 133 - 507.22772 - 621 1000s 3057 1677 514.49772 26 177 - 508.07924 - 616 1005s 3071 1691 552.04887 34 159 - 508.07924 - 617 1010s 3098 1714 553.86056 49 153 - 508.07924 - 615 1015s 3136 1738 infeasible 76 - 508.07924 - 611 1020s 3143 1745 531.87362 28 185 - 508.25300 - 613 1025s 3155 1755 544.90239 33 182 - 508.25300 - 614 1030s 3172 1772 559.70204 46 160 - 508.25300 - 615 1035s 3190 1784 576.80602 53 151 - 508.25300 - 616 1040s 3208 1794 infeasible 63 - 508.25300 - 617 1045s 3271 1845 512.50956 27 192 - 508.30340 - 608 1050s 3282 1856 526.88577 33 179 - 508.30340 - 609 1055s 3294 1868 535.09881 35 173 - 508.30340 - 611 1060s 3316 1890 551.17196 50 156 - 508.30340 - 610 1065s 3348 1916 571.56954 71 149 - 508.30340 - 608 1070s 3375 1939 600.16178 94 163 - 508.30340 - 606 1075s 3402 1956 606.86521 111 142 - 508.30340 - 605 1080s 3420 1962 525.80066 31 175 - 508.36105 - 605 1085s 3433 1975 533.78009 38 168 - 508.36105 - 606 1090s 3450 1990 infeasible 48 - 508.36105 - 607 1095s 3477 2013 558.86636 63 153 - 508.36105 - 606 1100s 3527 2039 535.09153 30 182 - 508.36203 - 600 1105s 3536 2048 535.12614 33 160 - 508.36203 - 602 1110s 3557 2067 562.10859 41 157 - 508.36203 - 602 1115s 3589 2097 603.99953 57 143 - 508.36203 - 600 1120s 3639 2143 613.77305 98 132 - 508.36203 - 595 1125s 3674 2150 530.49570 31 164 - 508.36626 - 593 1130s 3685 2161 537.22629 33 172 - 508.36626 - 594 1135s 3701 2177 552.20408 38 164 - 508.36626 - 595 1140s 3738 2208 579.21956 63 153 - 508.36626 - 592 1145s 3782 2248 590.99246 96 142 - 508.36626 - 588 1150s 3808 2260 529.94880 30 186 - 508.39729 - 587 1155s 3824 2276 548.95200 37 158 - 508.39729 - 587 1160s 3852 2304 573.57900 57 150 - 508.39729 - 586 1165s 3863 2309 592.80540 60 138 - 508.39729 - 588 1170s 3937 2358 527.83502 28 183 - 508.49799 - 579 1175s 3948 2369 548.84544 34 160 - 508.49799 - 581 1181s 3958 2379 553.58274 40 175 - 508.49799 - 582 1185s 3976 2395 567.09314 49 145 - 508.49799 - 582 1190s 4007 2424 581.44092 67 133 - 508.49799 - 581 1195s 4028 2435 536.28081 27 170 - 508.63021 - 581 1200s 4044 2451 560.16192 35 157 - 508.63021 - 581 1205s 4068 2471 583.21541 51 147 - 508.63021 - 582 1210s 4091 2492 600.18189 70 149 - 508.63021 - 581 1215s 4110 2503 536.65680 33 169 - 509.07065 - 581 1220s 4131 2522 546.56666 41 160 - 509.07065 - 581 1225s 4149 2540 560.91450 39 152 - 509.07065 - 582 1230s 4160 2549 562.39940 48 148 - 509.07065 - 584 1235s 4175 2556 574.32717 48 153 - 509.07065 - 585 1240s 4187 2562 infeasible 53 - 509.07065 - 587 1245s 4212 2587 590.32487 71 152 - 509.07065 - 586 1250s 4276 2647 infeasible 117 - 509.07065 - 579 1255s 4289 2648 545.27055 29 173 - 509.10530 - 581 1260s 4302 2661 560.39211 33 163 - 509.10530 - 582 1265s 4322 2679 573.63989 44 161 - 509.10530 - 582 1270s 4354 2709 584.91247 65 143 - 509.10530 - 581 1275s 4424 2761 531.09907 28 178 - 509.89539 - 575 1281s 4431 2768 541.56530 33 182 - 509.89539 - 576 1285s 4443 2776 infeasible 38 - 509.89539 - 578 1291s 4451 2780 infeasible 38 - 509.89539 - 580 1295s 4477 2804 575.85776 54 144 - 509.89539 - 579 1300s 4531 2840 527.75271 29 175 - 509.91109 - 575 1305s 4540 2847 infeasible 33 - 509.91109 - 577 1310s 4552 2859 553.25533 37 176 - 509.91109 - 578 1315s 4574 2875 582.20376 52 154 - 509.91109 - 578 1320s 4613 2910 599.84380 80 143 - 509.91109 - 576 1325s 4640 2923 543.66932 35 183 - 509.91222 - 575 1330s 4651 2930 552.50201 36 170 - 509.91222 - 577 1335s 4655 2934 554.55381 40 158 - 509.91222 - 577 1341s 4680 2959 568.84510 59 156 - 509.91222 - 575 1345s 4720 2995 591.58337 84 157 - 509.91222 - 573 1350s 4758 3031 621.49147 109 137 - 509.91222 - 571 1355s 4799 3049 545.82148 30 177 - 509.91260 - 568 1360s 4812 3062 560.23463 34 165 - 509.91260 - 570 1365s 4823 3073 563.20453 35 158 - 509.91260 - 571 1370s 4841 3087 574.86929 46 162 - 509.91260 - 571 1375s 4868 3108 infeasible 60 - 509.91260 - 571 1380s 4907 3123 540.94805 31 168 - 509.97939 - 569 1385s 4926 3136 563.51475 35 168 - 509.97939 - 569 1390s 4945 3153 566.69668 46 146 - 509.97939 - 570 1395s 4957 3163 594.78347 48 136 - 509.97939 - 571 1400s 5042 3225 524.88431 28 189 - 509.99843 - 564 1405s 5055 3238 547.58623 35 166 - 509.99843 - 565 1410s 5079 3262 569.75927 54 149 - 509.99843 - 564 1415s 5108 3279 540.06158 32 164 - 510.15950 - 563 1420s 5136 3305 infeasible 48 - 510.15950 - 563 1425s 5151 3320 578.17168 54 132 - 510.15950 - 563 1430s 5211 3378 606.83905 96 96 - 510.15950 - 559 1435s 5258 3416 641.88584 129 97 - 510.15950 - 556 1440s 5286 3424 546.59765 30 173 - 510.17571 - 556 1445s 5289 3427 548.71864 28 168 - 510.17571 - 558 1451s 5302 3440 560.05346 38 164 - 510.17571 - 559 1455s 5329 3467 578.88455 57 134 - 510.17571 - 558 1460s 5356 3478 infeasible 28 - 510.25382 - 558 1466s 5365 3487 543.64351 32 170 - 510.35854 - 559 1470s 5377 3497 554.25182 37 159 - 510.35854 - 560 1475s 5392 3508 infeasible 46 - 510.35854 - 561 1480s 5404 3514 589.63991 55 142 - 510.35854 - 562 1485s 5433 3531 532.93913 28 181 - 510.47842 - 561 1490s 5442 3540 538.14025 34 166 - 510.47842 - 561 1495s 5455 3553 548.77224 40 167 - 510.47842 - 562 1500s 5465 3563 567.99407 43 157 - 510.47842 - 563 1505s 5492 3576 603.00141 55 152 - 510.47842 - 563 1510s 5510 3584 520.81385 30 180 - 510.49109 - 563 1515s 5522 3596 540.65499 35 169 - 510.49109 - 564 1520s 5535 3607 551.93385 43 164 - 510.49109 - 565 1525s 5561 3619 626.83130 51 152 - 510.49109 - 564 1530s 5592 3630 516.85931 29 190 - 510.50774 - 563 1535s 5599 3637 534.21288 31 181 - 510.50774 - 564 1540s 5614 3652 544.31564 39 174 - 510.50774 - 565 1545s 5637 3671 infeasible 57 - 510.50774 - 564 1550s 5669 3687 537.10457 26 171 - 510.51296 - 563 1556s 5684 3702 562.47743 37 153 - 510.51296 - 564 1560s 5707 3717 infeasible 51 - 510.51296 - 564 1565s 5737 3731 547.49269 31 177 - 511.04063 - 563 1570s 5753 3747 559.59145 40 153 - 511.04063 - 563 1575s 5781 3769 576.00019 61 151 - 511.04063 - 562 1580s 5818 3802 589.72156 89 152 - 511.04063 - 561 1585s 5852 3822 522.10014 27 177 - 511.06108 - 560 1590s 5867 3835 552.55782 33 146 - 511.06108 - 561 1595s 5879 3845 560.13871 37 165 - 511.06108 - 562 1600s 5918 3857 infeasible 27 - 511.13534 - 560 1605s 5926 3865 541.21749 31 180 - 511.77633 - 561 1610s 5941 3877 556.05014 39 165 - 511.77633 - 562 1615s 5982 3898 520.42377 28 189 - 511.83510 - 560 1620s 5989 3903 537.43884 33 183 - 511.83510 - 560 1625s 5993 3907 555.28011 33 169 - 511.83510 - 561 1630s 5997 3909 554.63010 34 162 - 511.83510 - 562 1635s 6002 3912 560.88508 35 174 - 511.83510 - 562 1640s 6042 3952 582.49134 71 145 - 511.83510 - 560 1645s 6059 3965 602.23863 79 145 - 511.83510 - 560 1650s 6079 3981 613.79695 91 154 - 511.83510 - 559 1655s 6100 3994 643.29747 101 146 - 511.83510 - 559 1660s 6149 4025 550.44579 29 173 - 511.84329 - 556 1667s 6152 4028 550.00272 31 165 - 511.84329 - 557 1670s 6160 4036 564.97713 34 159 - 511.84329 - 557 1675s 6169 4043 585.69586 37 154 - 511.84329 - 557 1680s 6183 4053 591.45898 44 162 - 511.84329 - 557 1685s 6197 4059 528.94872 34 182 - 511.85073 - 558 1690s 6208 4068 infeasible 37 - 511.85073 - 559 1695s 6227 4087 550.34880 49 167 - 511.85073 - 559 1700s 6268 4111 515.22945 27 178 - 511.85111 - 557 1705s 6276 4117 542.60614 33 158 - 511.85111 - 559 1710s 6290 4131 550.89091 35 158 - 511.85111 - 559 1715s 6309 4150 562.61635 43 152 - 511.85111 - 559 1720s 6352 4189 infeasible 61 - 511.85111 - 558 1725s 6367 4190 546.08550 33 170 - 512.06415 - 558 1730s 6377 4196 555.23748 36 171 - 512.06415 - 560 1735s 6397 4212 563.05685 46 148 - 512.06415 - 560 1740s 6433 4236 infeasible 69 - 512.06415 - 559 1745s 6444 4245 542.42061 33 168 - 512.06530 - 560 1750s 6459 4260 554.30249 37 159 - 512.06530 - 561 1755s 6496 4293 600.66505 54 163 - 512.06530 - 559 1760s 6545 4320 517.58360 28 186 - 512.51012 - 557 1765s 6555 4330 539.53133 33 165 - 512.51012 - 558 1770s 6578 4351 infeasible 45 - 512.51012 - 558 1775s 6596 4369 572.87959 56 131 - 512.51012 - 558 1780s 6689 4450 infeasible 140 - 512.51012 - 552 1785s 6708 4457 542.78670 32 174 - 512.81713 - 553 1790s 6721 4468 570.28944 37 161 - 512.81713 - 554 1795s 6742 4487 589.03446 46 142 - 512.81713 - 554 1800s 6802 4519 525.48342 32 177 - 512.88006 - 551 1805s 6813 4530 537.31451 35 161 - 512.88006 - 552 1810s 6832 4547 555.74929 45 158 - 512.88006 - 552 1815s 6856 4563 infeasible 61 - 512.88006 - 552 1820s 6887 4586 612.53766 82 145 - 512.88006 - 552 1825s 6911 4602 550.95514 33 162 - 512.89202 - 552 1830s 6939 4620 infeasible 48 - 512.89202 - 551 1835s 6966 4645 559.84411 51 165 - 512.90360 - 551 1840s 6993 4653 524.06139 32 183 - 512.90628 - 550 1845s 7009 4669 543.87558 39 161 - 512.90628 - 551 1850s 7027 4687 557.58454 51 168 - 512.90628 - 551 1855s 7040 4698 602.56489 59 161 - 512.90628 - 552 1860s 7081 4702 532.07198 33 180 - 513.00933 - 550 1865s 7093 4714 548.51275 38 165 - 513.00933 - 551 1870s 7103 4724 553.61033 39 173 - 513.00933 - 552 1875s 7118 4737 infeasible 48 - 513.00933 - 552 1880s 7133 4742 545.87796 34 177 - 513.04608 - 552 1885s 7149 4756 infeasible 46 - 513.04608 - 553 1890s 7175 4766 539.39693 30 172 - 513.08376 - 553 1895s 7180 4767 infeasible 32 - 513.08376 - 554 1901s 7186 4769 infeasible 36 - 513.08376 - 555 1906s 7193 4776 563.11568 38 169 - 513.08376 - 555 1910s 7210 4793 576.06369 51 157 - 513.08376 - 555 1915s 7247 4828 infeasible 85 - 513.08376 - 553 1920s 7260 4833 542.45197 32 175 - 513.13142 - 553 1925s 7270 4837 558.97818 35 180 - 513.13142 - 554 1930s 7298 4857 573.24433 49 162 - 513.13142 - 553 1935s 7330 4881 544.23627 36 169 - 513.14281 - 553 1940s 7331 4882 544.18053 36 179 - 513.14281 - 553 1947s 7338 4889 538.79359 38 173 - 513.14281 - 553 1950s 7354 4905 569.92081 46 161 - 513.14281 - 554 1955s 7378 4915 541.26269 28 157 - 513.36189 - 554 1960s 7399 4932 575.94793 39 136 - 513.36189 - 554 1965s 7432 4962 615.77478 56 128 - 513.36189 - 553 1970s 7480 4994 521.85504 33 176 - 514.00844 - 551 1975s 7492 5004 538.46894 37 158 - 514.00844 - 552 1980s 7509 5011 538.38586 33 184 - 514.04335 - 553 1985s 7521 5023 541.25811 39 170 - 514.04335 - 553 1990s 7539 5037 infeasible 48 - 514.04335 - 554 1995s 7550 5046 575.66072 54 140 - 514.04335 - 555 2000s 7609 5103 591.02433 104 125 - 514.04335 - 552 2005s 7629 5111 544.58762 37 160 - 514.08118 - 552 2010s 7647 5127 576.19156 46 161 - 514.08118 - 552 2015s 7654 5130 579.55624 50 161 - 514.08118 - 553 2020s 7701 5173 infeasible 85 - 514.08118 - 551 2025s 7725 5187 552.37397 30 169 - 514.13117 - 551 2030s 7742 5204 573.98477 43 148 - 514.13117 - 551 2035s 7753 5209 infeasible 47 - 514.13117 - 552 2040s 7772 5214 539.56426 37 174 - 514.19350 - 552 2045s 7782 5224 539.33798 40 170 - 514.19350 - 553 2050s 7800 5242 557.21655 52 158 - 514.19350 - 553 2055s 7811 5245 infeasible 55 - 514.19350 - 553 2060s 7861 5289 614.87616 91 126 - 514.19350 - 551 2065s 7889 5297 536.00215 30 175 - 514.61862 - 551 2070s 7903 5311 545.35081 32 167 - 514.61862 - 551 2075s 7916 5324 547.70374 35 169 - 514.61862 - 552 2080s 7932 5340 573.23647 39 147 - 514.61862 - 552 2085s 7953 5361 566.70517 44 146 - 514.61862 - 552 2090s 7996 5380 541.33475 33 175 - 514.62650 - 551 2095s 8006 5390 551.23809 36 159 - 514.62650 - 551 2100s 8017 5399 560.68641 38 160 - 514.62650 - 552 2105s 8050 5426 infeasible 57 - 514.62650 - 551 2110s 8093 5457 532.67528 30 186 - 514.75251 - 550 2115s 8108 5472 553.05615 36 155 - 514.75251 - 550 2120s 8131 5493 571.07489 49 133 - 514.75251 - 550 2125s 8186 5543 608.58953 90 124 - 514.75251 - 547 2130s 8253 5597 621.75689 145 108 - 514.75251 - 544 2135s 8292 5617 552.39465 31 158 - 514.83591 - 542 2140s 8303 5628 556.46853 36 161 - 514.83591 - 543 2145s 8320 5643 564.72869 42 161 - 514.83591 - 543 2150s 8349 5668 infeasible 61 - 514.83591 - 543 2155s 8385 5690 532.43251 30 183 - 514.94696 - 542 2160s 8393 5698 546.20582 34 163 - 514.94696 - 543 2165s 8415 5718 564.25561 46 140 - 514.94696 - 543 2170s 8436 5729 602.73255 54 140 - 514.94696 - 544 2175s 8455 5738 541.54882 35 164 - 514.96813 - 544 2180s 8472 5755 552.08877 47 150 - 514.96813 - 544 2185s 8507 5772 519.37072 31 173 - 514.97221 - 543 2190s 8528 5793 549.88025 45 155 - 514.97221 - 544 2195s 8545 5806 564.79675 50 155 - 514.97221 - 544 2200s 8582 5828 589.14918 78 145 - 514.97221 - 543 2205s 8606 5834 555.13807 37 166 - 514.97312 - 543 2210s 8619 5847 573.84998 44 141 - 514.97312 - 544 2215s 8646 5866 527.85432 30 172 - 514.97820 - 543 2220s 8662 5882 556.56379 38 145 - 514.97820 - 544 2225s 8689 5907 infeasible 55 - 514.97820 - 544 2230s 8703 5913 549.37204 30 185 - 515.00774 - 544 2235s 8719 5929 578.01229 37 156 - 515.00774 - 544 2240s 8742 5944 604.18720 45 157 - 515.00774 - 544 2245s 8776 5972 632.47557 69 153 - 515.00774 - 544 2250s 8808 5992 543.30963 34 162 - 515.01492 - 543 2255s 8826 6010 565.54357 43 150 - 515.01492 - 544 2260s 8844 6022 600.07114 50 135 - 515.01492 - 544 2265s 8872 6044 613.36976 70 148 - 515.01492 - 544 2270s 8898 6056 infeasible 38 - 515.01653 - 544 2275s 8908 6064 565.88064 40 170 - 515.01653 - 545 2280s 8938 6091 598.76144 65 137 - 515.01653 - 544 2285s 8979 6120 infeasible 92 - 515.01653 - 543 2290s 9000 6131 554.86531 39 167 - 515.07241 - 543 2295s 9032 6155 520.01585 28 176 - 515.10049 - 543 2300s 9050 6171 576.26349 38 168 - 515.10049 - 543 2305s 9083 6200 614.19692 57 145 - 515.10049 - 543 2310s 9115 6216 550.34127 32 161 - 515.13783 - 542 2315s 9132 6231 564.44206 40 150 - 515.13783 - 542 2320s 9175 6268 604.58128 69 120 - 515.13783 - 541 2325s 9219 6291 522.98080 26 186 - 515.15172 - 540 2330s 9234 6306 548.60895 32 176 - 515.15172 - 541 2335s 9254 6322 575.49714 43 173 - 515.15172 - 541 2340s 9272 6325 539.03653 31 176 - 515.17224 - 541 2345s 9284 6337 545.31912 37 163 - 515.17224 - 542 2350s 9306 6349 564.76778 49 160 - 515.17224 - 542 2355s 9325 6356 infeasible 58 - 515.17224 - 542 2360s 9346 6357 525.93275 31 177 - 515.18258 - 542 2365s 9362 6369 infeasible 37 - 515.18258 - 543 2370s 9384 6377 infeasible 47 - 515.18258 - 543 2375s 9395 6380 536.43770 31 173 - 515.18951 - 544 2380s 9407 6388 546.51280 34 170 - 515.18951 - 544 2385s 9430 6397 517.48378 28 196 - 515.21695 - 544 2390s 9441 6408 534.85757 31 173 - 515.21695 - 544 2395s 9448 6411 544.05676 34 164 - 515.21695 - 545 2401s 9454 6415 infeasible 36 - 515.21695 - 545 2406s 9467 6428 568.49128 47 141 - 515.21695 - 546 2410s 9477 6438 572.86758 52 152 - 515.21695 - 546 2415s 9497 6454 585.66478 62 136 - 515.21695 - 545 2420s 9509 6452 infeasible 34 - 515.21747 - 546 2426s 9519 6462 567.07647 37 179 - 515.21747 - 547 2430s 9538 6477 586.25504 48 160 - 515.21747 - 547 2435s 9569 6504 infeasible 64 - 515.21747 - 546 2440s 9588 6511 546.81451 32 186 - 515.22292 - 547 2445s 9600 6521 554.58446 35 175 - 515.22292 - 547 2450s 9614 6531 573.95138 40 166 - 515.22292 - 548 2455s 9642 6555 592.14304 57 136 - 515.22292 - 548 2460s 9661 6566 536.65014 35 161 - 515.23383 - 548 2465s 9675 6580 539.54037 37 159 - 515.23383 - 548 2470s 9696 6601 556.11816 42 147 - 515.23383 - 549 2475s 9715 6620 579.37811 56 134 - 515.23383 - 549 2480s 9750 6639 600.27370 69 125 - 515.23383 - 548 2485s 9812 6680 525.47284 28 176 - 515.25036 - 546 2491s 9827 6689 infeasible 37 - 515.25036 - 547 2495s 9856 6710 infeasible 51 - 515.25036 - 546 2500s 9870 6720 543.73469 40 165 - 515.29240 - 547 2505s 9899 6743 558.73094 59 157 - 515.29240 - 546 2510s 9921 6757 587.06122 71 133 - 515.29240 - 546 2515s 9953 6775 infeasible 87 - 515.29240 - 546 2520s 9970 6788 546.02232 37 163 - 515.50083 - 547 2525s 9989 6795 520.16896 28 195 - 515.58988 - 547 2530s 9999 6805 548.86666 35 178 - 515.58988 - 547 2535s 10014 6820 566.35083 39 165 - 515.58988 - 548 2540s 10039 6837 523.88284 30 174 - 515.63973 - 548 2545s 10051 6843 559.09466 36 172 - 515.63973 - 548 2550s 10077 6843 infeasible 26 - 515.66158 - 548 2555s 10094 6860 549.37178 39 154 - 515.67066 - 548 2560s 10132 6888 infeasible 26 - 515.72894 - 548 2565s 10148 6904 549.06729 37 158 - 515.75874 - 548 2570s 10167 6921 559.26355 44 147 - 515.75874 - 548 2575s 10195 6936 541.47107 27 168 - 515.88955 - 548 2580s 10207 6948 571.19120 32 144 - 515.88955 - 549 2585s 10225 6966 588.62810 42 136 - 515.88955 - 549 2590s 10245 6986 600.00356 48 149 - 515.88955 - 549 2595s 10265 6998 infeasible 60 - 515.88955 - 549 2600s 10276 7003 539.49280 35 183 - 515.89052 - 550 2605s 10295 7018 570.13880 44 175 - 515.89052 - 550 2610s 10316 7033 infeasible 57 - 515.89052 - 550 2615s 10331 7042 545.20144 37 182 - 515.90120 - 550 2620s 10352 7063 576.42224 47 167 - 515.90120 - 550 2625s 10369 7070 610.34786 57 155 - 515.90120 - 551 2630s 10393 7074 infeasible 33 - 516.07385 - 551 2635s 10410 7085 567.46996 41 163 - 516.07385 - 551 2640s 10431 7098 594.97366 54 154 - 516.07385 - 551 2645s 10459 7102 infeasible 37 - 516.29496 - 551 2650s 10479 7118 571.53444 47 176 - 516.29496 - 551 2655s 10482 7120 574.48966 49 163 - 516.29496 - 551 2661s 10499 7129 544.01491 28 185 - 516.35769 - 551 2665s 10513 7141 553.08657 35 176 - 516.35769 - 552 2670s 10526 7150 568.17404 44 168 - 516.35769 - 552 2675s 10540 7162 589.27139 49 143 - 516.35769 - 553 2680s 10565 7175 544.79141 47 175 - 516.42823 - 553 2685s 10582 7192 564.81978 56 162 - 516.42823 - 553 2690s 10601 7199 539.99724 30 179 - 516.43561 - 553 2697s 10612 7208 564.87670 37 155 - 516.43561 - 553 2701s 10634 7218 524.49844 30 185 - 516.45899 - 553 2705s 10649 7231 552.86387 39 160 - 516.45899 - 554 2710s 10678 7240 525.40262 34 187 - 516.60064 - 553 2715s 10684 7246 538.25988 36 184 - 516.60064 - 554 2720s 10702 7262 568.66789 47 156 - 516.60064 - 554 2725s 10722 7276 infeasible 58 - 516.60064 - 554 2730s 10741 7283 553.05489 41 168 - 516.71184 - 554 2735s 10756 7296 570.95977 48 165 - 516.71184 - 555 2740s 10794 7324 529.92890 36 185 - 516.73091 - 554 2745s 10806 7336 542.62205 41 182 - 516.73091 - 554 2750s 10822 7350 546.41973 43 168 - 516.73091 - 554 2755s 10837 7359 572.06765 52 152 - 516.73091 - 555 2760s 10854 7356 534.30722 31 182 - 516.75726 - 555 2765s 10868 7370 553.80965 37 165 - 516.75726 - 555 2770s 10880 7380 588.99567 41 146 - 516.75726 - 556 2775s 10924 7413 525.70580 29 179 - 516.76436 - 555 2780s 10935 7424 562.68553 36 171 - 516.76436 - 555 2785s 10952 7439 581.12690 47 168 - 516.76436 - 555 2790s 10966 7451 596.69429 54 170 - 516.76436 - 556 2795s 10987 7470 606.55509 69 164 - 516.76436 - 555 2800s 11019 7491 infeasible 85 - 516.76436 - 555 2805s 11051 7517 659.74002 108 131 - 516.76436 - 554 2810s 11083 7529 infeasible 128 - 516.76436 - 554 2815s 11099 7539 535.88709 39 174 - 516.76560 - 554 2820s 11118 7550 554.68826 49 172 - 516.76560 - 554 2825s 11138 7562 544.88927 44 163 - 516.81743 - 554 2830s 11163 7583 infeasible 56 - 516.81743 - 555 2835s 11192 7601 612.39405 73 124 - 516.81743 - 555 2840s 11204 7603 556.47941 34 169 - 516.86268 - 555 2846s 11236 7619 infeasible 50 - 516.86268 - 554 2850s 11243 7620 535.12413 33 184 - 516.89300 - 555 2855s 11252 7629 542.49334 38 177 - 516.89300 - 555 2860s 11259 7632 557.22479 41 168 - 516.89300 - 555 2865s 11273 7636 infeasible 46 - 516.89300 - 555 2870s 11290 7639 566.10143 38 145 - 516.92903 - 555 2875s 11315 7658 597.24729 51 147 - 516.92903 - 555 2880s 11353 7690 619.47001 77 140 - 516.92903 - 555 2885s 11374 7705 559.08385 45 140 - 516.97742 - 555 2890s 11409 7736 599.65559 68 144 - 516.97742 - 554 2895s 11463 7787 618.02112 111 108 - 516.97742 - 552 2900s 11520 7834 658.32578 151 95 - 516.97742 - 551 2905s 11549 7849 553.01415 37 177 - 517.03498 - 550 2910s 11578 7861 541.47307 27 185 - 517.09873 - 550 2916s 11589 7872 550.60062 30 173 - 517.09873 - 551 2920s 11605 7888 576.56071 36 148 - 517.09873 - 551 2925s 11636 7906 538.86668 34 168 - 517.16403 - 551 2930s 11646 7914 infeasible 36 - 517.16403 - 552 2936s 11658 7924 579.01034 39 167 - 517.16403 - 552 2940s 11679 7929 538.84483 29 171 - 517.37543 - 552 2945s 11692 7936 545.38924 33 155 - 517.44036 - 553 2950s 11711 7949 567.77636 44 158 - 517.44036 - 553 2955s 11731 7967 591.52706 56 133 - 517.44036 - 553 2960s 11759 7973 537.57129 34 182 - 517.58641 - 553 2965s 11769 7981 553.02046 38 166 - 517.58641 - 553 2970s 11785 7997 562.05718 48 157 - 517.58641 - 553 2975s 11805 8014 574.42895 62 135 - 517.58641 - 553 2980s 11819 8020 531.21104 33 172 - 517.72392 - 553 2985s 11830 8031 543.90985 37 165 - 517.72392 - 553 2990s 11844 8043 549.59854 44 163 - 517.72392 - 553 2995s 11865 8060 565.13106 55 150 - 517.72392 - 553 3000s 11881 8068 infeasible 60 - 517.72392 - 553 3005s 11911 8098 621.22116 78 119 - 517.72392 - 552 3010s 11932 8119 621.89765 95 131 - 517.72392 - 552 3015s 11948 8121 545.90735 33 176 - 517.72847 - 552 3020s 11960 8129 562.05228 39 167 - 517.72847 - 552 3025s 11967 8134 576.58055 42 159 - 517.72847 - 552 3030s 11976 8139 infeasible 47 - 517.72847 - 552 3035s 11983 8144 621.89404 51 145 - 517.72847 - 553 3040s 12002 8153 521.29673 31 193 - 517.87375 - 552 3045s 12013 8164 538.45833 36 168 - 517.87375 - 552 3050s 12028 8175 564.66956 42 155 - 517.87375 - 553 3055s 12039 8184 583.58895 45 150 - 517.87375 - 553 3060s 12069 8188 535.53328 36 176 - 517.92949 - 552 3065s 12086 8201 550.00215 39 169 - 517.92949 - 552 3070s 12100 8213 infeasible 48 - 517.92949 - 553 3075s 12109 8220 585.33960 48 158 - 517.92949 - 553 3080s 12123 8230 573.37577 48 162 - 517.92949 - 554 3085s 12150 8252 596.12809 55 153 - 517.92949 - 554 3090s 12196 8271 528.15443 32 175 - 517.98351 - 552 3095s 12212 8285 548.12461 39 165 - 517.98351 - 553 3100s 12231 8304 582.79197 44 139 - 517.98351 - 553 3105s 12267 8324 546.71377 34 157 - 518.03550 - 552 3110s 12286 8343 557.99127 46 154 - 518.03550 - 553 3115s 12301 8352 600.09366 50 139 - 518.03550 - 553 3120s 12345 8381 521.45197 33 174 - 518.07733 - 552 3125s 12355 8389 543.72287 39 159 - 518.07733 - 553 3130s 12381 8393 544.68617 32 164 - 518.09090 - 553 3136s 12401 8411 infeasible 42 - 518.09090 - 553 3140s 12417 8416 562.00541 32 180 - 518.24997 - 553 3145s 12449 8424 557.90861 28 166 - 518.69960 - 553 3150s 12473 8446 585.05516 45 133 - 518.69960 - 553 3155s 12509 8459 543.41730 28 169 - 518.72655 - 552 3160s 12527 8473 568.61883 35 164 - 518.72655 - 553 3165s 12549 8495 579.58720 47 137 - 518.72655 - 553 3170s 12567 8499 552.42588 31 172 - 519.30888 - 553 3175s 12582 8510 572.74807 34 161 - 519.30888 - 553 3180s 12611 8537 591.96406 52 139 - 519.30888 - 553 3185s 12654 8564 523.03438 37 185 - 519.31362 - 553 3190s 12664 8572 542.84545 40 172 - 519.31362 - 553 3195s 12681 8589 557.19567 52 167 - 519.31362 - 553 3200s 12697 8599 infeasible 61 - 519.31362 - 554 3205s 12703 8603 539.51764 40 181 - 519.34819 - 554 3210s 12714 8614 551.92650 46 181 - 519.34819 - 554 3215s 12727 8627 593.71306 54 151 - 519.34819 - 554 3220s 12743 8630 infeasible 64 - 519.34819 - 554 3225s 12749 8634 541.65412 35 176 - 519.37295 - 554 3230s 12757 8638 549.16991 38 168 - 519.37295 - 555 3235s 12771 8646 infeasible 46 - 519.37295 - 555 3240s 12786 8653 infeasible 52 - 519.37295 - 555 3245s 12797 8654 530.49598 34 165 - 519.39652 - 555 3250s 12809 8664 541.20696 42 168 - 519.39652 - 555 3255s 12827 8682 546.92729 53 164 - 519.39652 - 555 3260s 12839 8690 infeasible 56 - 519.39652 - 555 3265s 12854 8697 541.08900 27 172 - 519.40196 - 555 3271s 12861 8704 553.47994 31 162 - 519.40196 - 555 3275s 12872 8713 572.62897 34 155 - 519.40196 - 555 3280s 12893 8734 603.53483 45 144 - 519.40196 - 555 3285s 12926 8759 637.54414 66 132 - 519.40196 - 554 3290s 12942 8763 567.67740 32 160 - 519.49374 - 554 3295s 12950 8771 566.32179 35 160 - 519.49374 - 555 3300s 12978 8785 539.48924 31 167 - 519.50901 - 554 3306s 12987 8794 560.35416 35 148 - 519.50901 - 555 3310s 13019 8824 578.30742 54 118 - 519.50901 - 554 3315s 13089 8892 598.25499 112 103 - 519.50901 - 552 3320s 13152 8929 623.87542 151 84 - 519.50901 - 550 3325s 13213 8979 674.01808 201 74 - 519.50901 - 548 3330s 13244 8995 573.23735 35 149 - 519.52036 - 548 3335s 13265 9016 597.33043 44 137 - 519.52036 - 548 3340s 13340 9089 620.52185 104 101 - 519.52036 - 546 3345s 13370 9103 541.03822 35 179 - 519.52926 - 546 3350s 13385 9118 549.38786 41 166 - 519.52926 - 546 3355s 13404 9137 566.14597 45 166 - 519.52926 - 546 3360s 13420 9137 536.96320 30 172 - 519.55834 - 547 3365s 13435 9150 564.01011 38 165 - 519.55834 - 547 3370s 13457 9170 576.47827 46 161 - 519.55834 - 547 3375s 13487 9176 infeasible 33 - 519.56547 - 547 3380s 13517 9202 585.12897 51 149 - 519.56547 - 546 3385s 13565 9240 infeasible 82 - 519.56547 - 546 3390s 13584 9249 545.56669 43 167 - 519.65918 - 546 3395s 13606 9263 551.31669 32 155 - 519.87417 - 546 3400s 13629 9274 546.80630 33 176 - 519.90689 - 546 3405s 13649 9294 565.94578 46 147 - 519.90689 - 546 3410s 13702 9333 523.19170 31 166 - 519.92730 - 545 3415s 13726 9349 550.07722 46 166 - 519.92730 - 545 3420s 13754 9367 549.77420 35 178 - 519.98825 - 545 3426s 13771 9376 infeasible 44 - 519.98825 - 545 3430s 13780 9381 infeasible 29 - 520.03174 - 546 3435s 13796 9395 558.90183 34 163 - 520.03174 - 546 3440s 13822 9415 591.90260 45 137 - 520.03174 - 546 3445s 13859 9440 infeasible 71 - 520.03174 - 546 3450s 13880 9449 551.40867 30 172 - 520.03692 - 546 3455s 13892 9461 562.52142 33 159 - 520.03692 - 547 3460s 13911 9476 584.71569 42 147 - 520.03692 - 547 3465s 13975 9536 infeasible 86 - 520.03692 - 545 3470s 14013 9555 565.02431 39 149 - 520.03799 - 545 3475s 14042 9568 549.54700 32 161 - 520.08425 - 545 3480s 14059 9585 573.46337 41 154 - 520.08425 - 545 3485s 14105 9628 593.94688 63 118 - 520.08425 - 544 3490s 14125 9637 558.10129 36 166 - 520.08493 - 544 3495s 14144 9652 580.50516 45 161 - 520.08493 - 545 3500s 14172 9674 597.79306 56 151 - 520.08493 - 544 3505s 14189 9677 538.59456 31 172 - 520.08578 - 545 3510s 14207 9693 565.95358 40 154 - 520.08578 - 545 3515s 14236 9706 619.49615 52 136 - 520.08578 - 545 3520s 14268 9720 544.07293 41 173 - 520.30186 - 545 3525s 14286 9736 563.81530 52 153 - 520.30186 - 545 3530s 14322 9752 infeasible 35 - 520.78438 - 544 3535s 14353 9771 609.07122 50 135 - 520.78438 - 544 3540s 14368 9774 558.89500 33 177 - 520.78860 - 545 3545s 14393 9797 599.59497 48 156 - 520.78860 - 544 3550s 14448 9841 651.17529 84 133 - 520.78860 - 543 3555s 14469 9842 552.84636 34 174 - 520.87011 - 543 3560s 14490 9859 564.22109 41 166 - 520.87011 - 543 3565s 14507 9874 615.64082 45 157 - 520.87011 - 544 3570s 14550 9887 infeasible 54 - 520.87011 - 543 3575s 14584 9893 549.02727 31 178 - 520.88897 - 542 3580s 14599 9896 infeasible 37 - 520.88897 - 543 3585s 14607 9900 560.36202 33 160 - 520.91745 - 543 3590s 14622 9915 575.79230 41 164 - 520.91745 - 544 3595s Cutting planes: Gomory: 35 Cover: 120 Implied bound: 35 Flow cover: 139 GUB cover: 18 Zero half: 2 Explored 14645 nodes (7994312 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.210000000000e+02, gap -