Gurobi 5.0.1 (linux64) logging started Mon Dec 31 01:12:35 2012 Optimize a model with 13202 rows, 12960 columns and 57036 nonzeros Presolve removed 1268 rows and 160 columns Presolve time: 0.11s Presolved: 11934 rows, 12800 columns, 55362 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.532112e+02, 16692 iterations, 3.40 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 353.21115 0 154 - 353.21115 - - 3s 0 0 383.63175 0 165 - 383.63175 - - 5s 0 0 394.27734 0 172 - 394.27734 - - 5s 0 0 406.84004 0 181 - 406.84004 - - 6s 0 0 415.88504 0 171 - 415.88504 - - 7s 0 0 422.63899 0 168 - 422.63899 - - 7s 0 0 434.60865 0 156 - 434.60865 - - 8s 0 0 435.22231 0 153 - 435.22231 - - 8s 0 0 435.53297 0 159 - 435.53297 - - 8s 0 0 437.05941 0 159 - 437.05941 - - 9s 0 0 437.79987 0 163 - 437.79987 - - 9s 0 0 438.19589 0 151 - 438.19589 - - 9s 0 0 438.28324 0 157 - 438.28324 - - 9s 0 0 438.53952 0 163 - 438.53952 - - 10s 0 0 438.53952 0 163 - 438.53952 - - 17s 0 2 438.55050 0 163 - 438.55050 - - 20s 10 12 442.71729 8 158 - 439.33092 - 657 25s 20 21 464.52940 15 154 - 439.33092 - 835 30s 30 31 486.33182 22 144 - 439.33092 - 897 35s 52 53 484.02934 40 141 - 439.33092 - 741 40s 73 68 infeasible 56 - 439.33092 - 682 45s 87 76 447.07405 7 160 - 439.43961 - 689 50s 109 89 442.70282 5 166 - 440.72313 - 677 55s 130 108 468.99025 19 142 - 440.72313 - 667 60s 151 118 449.25773 7 157 - 440.85699 - 655 65s 168 135 460.27464 14 149 - 440.85699 - 676 70s 190 157 461.77900 26 131 - 440.85699 - 653 75s 202 167 471.78690 29 125 - 440.85699 - 682 80s 226 187 499.94130 39 127 - 440.85699 - 677 85s 253 210 516.04570 50 122 - 440.85699 - 664 90s 288 240 544.22116 70 118 - 440.85699 - 628 95s 316 256 579.99120 85 110 - 440.85699 - 620 100s 341 267 470.18572 9 136 - 440.87371 - 621 105s 360 286 493.13305 18 148 - 440.87371 - 633 110s 375 301 478.30217 23 143 - 440.87371 - 649 115s 403 325 484.31007 39 134 - 440.87371 - 637 120s 434 351 492.82464 55 119 - 440.87371 - 621 125s 470 373 445.54453 4 157 - 440.89326 - 602 130s 489 388 infeasible 10 - 440.89326 - 614 135s 512 411 466.08105 16 169 - 440.89326 - 613 140s 535 431 460.42960 35 138 - 440.89326 - 614 145s 562 456 472.62915 48 132 - 440.89326 - 614 150s 590 484 470.82832 65 142 - 440.89326 - 608 155s 603 495 507.34608 23 152 - 440.89326 - 605 162s 605 497 495.78274 38 171 - 440.89326 - 603 166s 607 498 487.20163 38 163 - 440.89326 - 601 170s 612 501 577.86841 83 181 - 440.89326 - 596 175s 617 505 467.46355 33 176 - 440.89326 - 591 180s 628 512 502.90492 66 181 - 440.89326 - 581 185s 634 516 481.23938 71 185 - 440.89326 - 575 194s 636 517 527.09477 57 185 - 440.89326 - 574 205s 637 520 440.89326 12 179 - 440.89326 - 629 214s 638 521 444.98237 12 181 - 440.89326 - 629 222s 639 520 441.90557 13 176 - 440.89326 - 630 231s 644 524 444.26419 15 164 - 441.90803 - 632 235s 650 525 460.46481 18 174 - 441.90803 - 641 240s 656 529 449.88623 21 172 - 441.90803 - 647 245s 664 534 511.08245 25 168 - 441.90803 - 655 251s 674 537 466.91439 30 155 - 441.90803 - 656 255s 682 542 459.51165 34 138 - 441.90803 - 660 260s 694 547 464.86992 40 155 - 441.90803 - 661 265s 725 546 492.42713 60 135 - 441.90803 - 648 270s 744 554 515.48725 69 136 - 441.90803 - 646 275s 763 563 517.19641 79 131 - 441.90803 - 644 280s 787 560 446.39412 17 166 - 442.93975 - 638 285s 802 570 448.25856 25 169 - 442.93975 - 641 290s 820 582 454.93224 34 149 - 442.93975 - 642 295s 832 590 454.15411 40 141 - 442.93975 - 647 300s 851 603 478.50886 49 127 - 442.93975 - 647 305s 866 613 497.66395 57 127 - 442.93975 - 647 310s 882 614 511.98626 65 102 - 442.93975 - 649 315s 894 615 infeasible 20 - 442.94618 - 654 320s 908 625 453.31985 27 152 - 442.94618 - 661 325s 921 631 457.96212 34 154 - 442.94618 - 665 330s 935 639 471.09227 41 148 - 442.94618 - 670 335s 946 644 485.41304 46 143 - 442.94618 - 679 340s 954 647 infeasible 50 - 442.94618 - 684 345s 962 651 499.95583 54 139 - 442.94618 - 695 350s 976 656 502.00551 61 127 - 442.94618 - 701 355s 993 657 495.88958 70 126 - 442.94618 - 702 360s 1004 661 511.23602 75 130 - 442.94618 - 706 365s 1018 659 456.85602 17 172 - 444.26421 - 712 370s 1027 665 467.18394 23 171 - 444.26421 - 716 375s 1034 670 481.66897 26 163 - 444.26421 - 725 380s 1061 686 486.04686 48 151 - 444.26421 - 717 385s 1079 698 506.49195 57 134 - 444.26421 - 714 390s 1098 707 534.40496 65 139 - 444.26421 - 715 395s 1118 706 447.82309 18 154 - 444.26698 - 713 400s 1132 715 458.14882 25 138 - 444.26698 - 716 405s 1149 720 495.64462 36 132 - 444.26698 - 717 410s 1169 722 451.94539 18 147 - 444.39682 - 716 415s 1185 730 467.23340 26 143 - 444.39682 - 718 420s 1207 743 508.02302 42 143 - 444.39682 - 718 425s 1225 745 564.72369 51 110 - 444.39682 - 720 430s 1242 744 464.62062 24 164 - 444.41010 - 723 436s 1252 751 466.12636 26 165 - 444.41010 - 727 440s 1256 754 462.48578 25 168 - 444.41010 - 735 445s 1262 758 462.73680 24 163 - 444.41010 - 744 450s 1269 760 infeasible 25 - 444.41010 - 750 455s 1286 768 infeasible 30 - 444.41010 - 751 460s 1309 779 485.05458 40 145 - 444.41010 - 748 465s 1339 798 520.74940 62 130 - 444.41010 - 741 470s 1369 808 511.17580 62 113 - 444.41010 - 734 475s 1391 819 553.26823 64 135 - 444.41010 - 734 480s 1407 818 567.22613 69 118 - 444.41010 - 736 485s 1434 809 452.90944 23 156 - 444.65518 - 732 490s 1451 821 473.41704 35 155 - 444.65518 - 733 495s 1463 823 520.59143 38 162 - 444.65518 - 737 500s 1475 827 564.96273 47 135 - 444.65518 - 741 505s 1504 826 557.05431 62 127 - 444.65518 - 735 510s 1525 821 445.19680 19 174 - 444.78133 - 733 515s 1550 836 468.78322 32 161 - 444.78133 - 730 520s 1570 847 499.35478 40 153 - 444.78133 - 729 525s 1591 857 522.66971 55 152 - 444.78133 - 729 530s 1607 868 557.16792 66 143 - 444.78133 - 729 535s 1618 873 571.97861 71 134 - 444.78133 - 731 540s 1636 874 458.84322 22 155 - 445.09987 - 732 545s 1662 889 487.07620 40 141 - 445.09987 - 730 550s 1686 903 505.70069 52 129 - 445.09987 - 728 555s 1711 916 520.75560 62 119 - 445.09987 - 725 560s 1733 927 598.72391 74 137 - 445.09987 - 725 565s 1763 941 infeasible 87 - 445.09987 - 720 570s 1804 966 574.60135 112 99 - 445.09987 - 710 575s 1850 993 607.57849 141 70 - 445.09987 - 697 580s 1917 1032 608.55027 189 45 - 445.09987 - 678 585s 1997 1086 635.46806 259 29 - 445.09987 - 654 590s 2081 1101 445.43554 14 177 - 445.11468 - 634 595s 2088 1105 449.22037 16 181 - 445.11468 - 638 600s 2100 1113 461.51020 22 164 - 445.11468 - 641 605s 2113 1120 478.53124 27 166 - 445.11468 - 643 610s 2125 1124 503.79334 36 164 - 445.11468 - 646 615s 2148 1137 infeasible 55 - 445.11468 - 645 620s 2172 1149 539.10316 71 125 - 445.11468 - 646 626s 2182 1156 531.32987 79 143 - 445.11468 - 648 630s 2212 1184 543.22269 97 121 - 445.11468 - 645 635s 2239 1209 561.96769 117 124 - 445.11468 - 643 640s 2270 1240 600.73632 133 101 - 445.11468 - 640 645s 2307 1277 597.10163 157 99 - 445.11468 - 634 650s 2355 1312 infeasible 181 - 445.11468 - 626 655s 2372 1317 466.82387 17 167 - 445.17352 - 628 660s 2383 1328 457.52109 22 168 - 445.17352 - 631 665s 2391 1336 463.83181 26 166 - 445.17352 - 634 670s 2405 1345 513.97632 33 154 - 445.17352 - 637 675s 2420 1359 515.04329 45 150 - 445.17352 - 638 680s 2439 1371 531.72960 60 153 - 445.17352 - 640 685s 2447 1377 537.59770 66 136 - 445.17352 - 643 690s 2462 1377 449.28645 15 163 - 445.19760 - 645 695s 2478 1393 475.47020 25 158 - 445.19760 - 646 700s 2509 1420 infeasible 44 - 445.19760 - 644 705s 2530 1435 520.87330 51 141 - 445.19760 - 645 710s 2559 1458 562.06431 68 134 - 445.19760 - 644 715s 2578 1468 458.20046 25 170 - 445.30193 - 646 720s 2602 1490 489.97487 42 164 - 445.30193 - 645 725s 2620 1504 623.72709 53 145 - 445.30193 - 648 731s 2632 1514 572.16797 57 162 - 445.30193 - 650 735s 2646 1518 470.61986 23 149 - 445.32957 - 653 740s 2660 1528 479.57813 33 161 - 445.32957 - 654 745s 2679 1543 547.65383 37 153 - 445.32957 - 655 750s 2709 1555 456.87644 19 163 - 445.39677 - 653 755s 2737 1581 478.11253 36 140 - 445.39677 - 653 760s 2760 1602 491.06945 50 113 - 445.39677 - 653 765s 2783 1615 526.64504 61 126 - 445.39677 - 654 770s 2802 1634 549.36505 73 112 - 445.39677 - 654 775s 2830 1652 560.41257 87 120 - 445.39677 - 652 780s 2859 1667 607.62942 100 107 - 445.39677 - 651 785s 2895 1679 446.87588 15 182 - 445.43750 - 648 790s 2910 1690 459.33017 22 147 - 445.43750 - 650 795s 2918 1698 469.73865 22 146 - 445.43750 - 654 801s 2927 1707 479.79265 28 169 - 445.43750 - 656 805s 2935 1715 478.33032 36 155 - 445.43750 - 659 810s 2951 1731 487.49921 41 136 - 445.43750 - 660 815s 2970 1742 586.39149 49 127 - 445.43750 - 662 820s 2990 1748 456.08058 16 145 - 446.17631 - 663 825s 2998 1756 468.72296 19 166 - 446.17631 - 666 830s 3007 1765 488.61596 24 158 - 446.17631 - 669 836s 3014 1770 infeasible 29 - 446.17631 - 671 840s 3029 1783 513.46857 34 153 - 446.17631 - 673 845s 3051 1801 553.04272 44 159 - 446.17631 - 673 850s 3078 1816 573.05080 56 149 - 446.17631 - 671 855s 3104 1834 470.81487 36 147 - 446.21076 - 670 861s 3122 1838 517.37278 42 131 - 446.21076 - 670 865s 3132 1846 467.13131 22 141 - 446.39504 - 674 871s 3147 1857 472.35020 30 141 - 446.39504 - 674 875s 3160 1870 505.78452 36 150 - 446.39504 - 675 880s 3189 1884 458.50854 24 141 - 446.41308 - 673 885s 3195 1886 infeasible 27 - 446.41308 - 676 890s 3200 1889 499.96941 28 170 - 446.41308 - 679 895s 3209 1898 483.12724 32 158 - 446.41308 - 681 900s 3220 1903 513.34887 34 159 - 446.41308 - 684 905s 3230 1905 457.45109 24 133 - 446.42029 - 686 910s 3239 1910 infeasible 28 - 446.42029 - 689 915s 3261 1926 500.47524 39 130 - 446.42029 - 688 920s 3279 1929 467.52127 21 156 - 446.42637 - 688 925s 3291 1941 475.57936 29 143 - 446.42637 - 690 930s 3304 1954 483.16835 37 139 - 446.42637 - 691 935s 3313 1961 504.40018 40 139 - 446.42637 - 694 940s 3321 1969 527.76014 43 146 - 446.42637 - 697 945s 3335 1979 560.26682 51 149 - 446.42637 - 698 950s 3352 1986 494.29549 25 140 - 446.45498 - 699 955s 3356 1990 471.84142 24 132 - 446.45498 - 702 960s 3367 1993 487.88630 27 133 - 446.45498 - 705 965s 3378 1996 468.34714 22 159 - 446.71679 - 707 970s 3384 2002 463.27506 22 153 - 446.71679 - 709 975s 3395 2011 504.82217 26 173 - 446.71679 - 712 981s 3398 2014 510.08609 26 172 - 446.71679 - 715 985s 3425 2034 560.58855 41 156 - 446.71679 - 713 990s 3460 2045 453.26488 20 159 - 447.07668 - 709 995s 3467 2052 477.63970 23 152 - 447.07668 - 712 1000s 3481 2064 490.90990 28 133 - 447.07668 - 713 1005s 3495 2074 491.52977 37 169 - 447.07668 - 714 1010s 3509 2072 infeasible 23 - 447.24313 - 715 1015s 3516 2077 infeasible 24 - 447.35728 - 718 1020s 3521 2082 512.28737 26 172 - 447.35728 - 722 1025s 3533 2092 486.41754 32 157 - 447.35728 - 723 1030s 3557 2112 511.98390 42 144 - 447.35728 - 722 1035s 3568 2117 infeasible 51 - 447.35728 - 724 1040s 3597 2132 561.23116 59 147 - 447.35728 - 722 1045s 3625 2136 480.25546 27 165 - 447.38983 - 720 1050s 3637 2148 498.14304 32 158 - 447.38983 - 721 1055s 3652 2155 454.68820 24 165 - 447.41118 - 722 1060s 3666 2167 486.50402 34 173 - 447.41118 - 723 1065s 3678 2171 infeasible 38 - 447.41118 - 725 1070s 3694 2173 459.74492 24 162 - 447.42594 - 725 1075s 3707 2182 477.75618 30 146 - 447.42594 - 726 1080s 3718 2189 545.20832 36 155 - 447.42594 - 728 1085s 3730 2198 528.08948 40 143 - 447.42594 - 730 1090s 3751 2205 453.88262 25 166 - 447.45764 - 731 1095s 3770 2220 535.34555 38 146 - 447.45764 - 731 1100s 3783 2231 502.60095 42 141 - 447.45764 - 732 1105s 3804 2236 infeasible 53 - 447.45764 - 732 1110s 3819 2243 490.55721 27 153 - 447.54471 - 733 1115s 3829 2251 494.63596 32 150 - 447.54471 - 735 1120s 3849 2271 536.05110 46 149 - 447.54471 - 735 1125s 3871 2281 564.10178 59 145 - 447.54471 - 734 1130s 3889 2289 470.54610 25 155 - 447.68799 - 735 1135s 3894 2292 502.35936 27 175 - 447.68799 - 737 1140s 3907 2305 494.06596 36 146 - 447.68799 - 738 1145s 3924 2312 503.33389 47 146 - 447.68799 - 739 1150s 3940 2318 460.14561 25 154 - 447.71087 - 740 1155s 3954 2330 485.38684 35 141 - 447.71087 - 741 1160s 3962 2336 523.07892 38 145 - 447.71087 - 744 1165s 3982 2346 459.46302 29 151 - 448.06817 - 744 1170s 3987 2351 472.61481 33 159 - 448.06817 - 744 1176s 3997 2357 485.99433 35 155 - 448.06817 - 745 1180s 4017 2373 511.82896 52 148 - 448.06817 - 745 1185s 4050 2383 455.63346 20 168 - 448.29354 - 742 1190s 4064 2393 509.38945 23 152 - 448.29354 - 743 1195s 4087 2414 487.09163 39 151 - 448.29354 - 743 1200s 4101 2427 544.46352 46 134 - 448.29354 - 744 1205s 4124 2438 458.29822 22 168 - 448.35365 - 744 1210s 4131 2445 464.90726 27 170 - 448.35365 - 745 1215s 4147 2455 484.85590 34 161 - 448.35365 - 746 1220s 4160 2466 543.70849 41 140 - 448.35365 - 747 1225s 4185 2476 578.30196 52 150 - 448.35365 - 746 1230s 4202 2487 478.11851 24 158 - 448.38042 - 746 1235s 4217 2499 506.26083 36 161 - 448.38042 - 746 1240s 4245 2527 520.60905 57 162 - 448.38042 - 744 1245s 4262 2542 infeasible 64 - 448.38042 - 744 1250s 4292 2555 infeasible 31 - 448.47204 - 742 1255s 4306 2567 504.46425 38 153 - 448.47204 - 743 1260s 4318 2571 470.43847 25 145 - 448.51711 - 744 1265s 4325 2576 infeasible 30 - 448.51711 - 745 1270s 4333 2575 infeasible 30 - 448.51711 - 747 1275s 4351 2583 472.30159 36 155 - 448.52129 - 748 1280s 4358 2588 490.78586 38 144 - 448.52129 - 750 1285s 4373 2603 511.69545 45 157 - 448.52129 - 750 1290s 4386 2612 531.06829 49 166 - 448.52129 - 751 1295s 4406 2618 469.06554 34 168 - 448.54505 - 750 1300s 4416 2628 466.56542 36 161 - 448.54505 - 752 1305s 4425 2635 500.98361 43 173 - 448.54505 - 753 1310s 4451 2649 549.19855 53 173 - 448.54505 - 751 1315s 4471 2657 476.82215 27 143 - 448.55358 - 752 1321s 4485 2667 480.68378 36 142 - 448.55358 - 752 1325s 4503 2685 507.83695 40 126 - 448.55358 - 752 1330s 4533 2704 571.92345 61 137 - 448.55358 - 750 1335s 4562 2720 459.58476 23 167 - 448.63686 - 748 1340s 4581 2731 467.96391 29 159 - 448.63686 - 748 1345s 4599 2745 493.62846 40 134 - 448.63686 - 748 1350s 4615 2755 infeasible 48 - 448.63686 - 748 1355s 4629 2760 478.51234 26 147 - 448.78493 - 750 1360s 4637 2768 472.14277 32 153 - 448.78493 - 751 1365s 4645 2774 495.28278 36 153 - 448.78493 - 753 1370s 4660 2789 506.06278 37 167 - 448.78493 - 753 1375s 4694 2807 456.13541 29 143 - 448.79635 - 751 1380s 4703 2816 521.36400 33 155 - 448.79635 - 753 1386s 4706 2819 490.82326 37 135 - 448.79635 - 755 1390s 4713 2826 493.26236 40 146 - 448.79635 - 757 1395s 4736 2839 549.54813 53 160 - 448.79635 - 756 1400s 4759 2851 515.47862 33 163 - 448.79818 - 755 1405s 4771 2861 536.22459 38 165 - 448.79818 - 757 1411s 4785 2873 522.50241 48 169 - 448.79818 - 757 1415s 4802 2880 482.67972 30 141 - 448.89255 - 757 1420s 4818 2888 520.54777 37 140 - 448.89255 - 758 1425s 4837 2893 463.24515 17 151 - 448.98583 - 758 1430s 4846 2896 infeasible 21 - 448.98583 - 760 1435s 4862 2912 492.55888 30 165 - 448.98583 - 760 1440s 4879 2925 504.34724 38 155 - 448.98583 - 761 1445s 4902 2946 534.30843 48 143 - 448.98583 - 760 1450s 4908 2942 infeasible 47 - 448.98583 - 763 1455s 4920 2946 556.22016 55 154 - 448.98583 - 765 1460s 4937 2944 466.05234 17 180 - 449.09933 - 765 1465s 4954 2961 489.75951 32 149 - 449.09933 - 765 1470s 4969 2974 506.27380 41 137 - 449.09933 - 766 1475s 4987 2988 505.17321 56 134 - 449.09933 - 765 1480s 4998 2989 455.66611 29 161 - 449.13525 - 767 1485s 5020 3011 487.94626 45 164 - 449.13525 - 766 1490s 5031 3020 509.63749 50 161 - 449.13525 - 767 1495s 5044 3029 infeasible 55 - 449.13525 - 769 1500s 5051 3034 547.64795 57 161 - 449.13525 - 770 1505s 5064 3035 infeasible 62 - 449.13525 - 771 1510s 5094 3059 infeasible 38 - 449.13941 - 770 1516s 5107 3072 492.44516 47 139 - 449.13941 - 770 1520s 5114 3075 518.21130 51 129 - 449.13941 - 773 1525s 5129 3081 565.79089 57 146 - 449.13941 - 773 1530s 5168 3096 468.93968 35 162 - 449.18152 - 770 1535s 5184 3110 479.89176 44 148 - 449.18152 - 771 1540s 5199 3121 520.43631 51 165 - 449.18152 - 771 1545s 5228 3131 458.00817 20 167 - 449.22186 - 769 1550s 5236 3139 461.64178 24 154 - 449.22186 - 771 1555s 5249 3152 482.43054 27 154 - 449.22186 - 771 1560s 5274 3177 514.12444 43 153 - 449.22186 - 771 1565s 5294 3187 572.58883 53 140 - 449.22186 - 771 1570s 5312 3193 465.85296 18 173 - 449.27759 - 771 1575s 5326 3203 493.44481 25 144 - 449.27759 - 772 1580s 5347 3218 513.74665 34 170 - 449.27759 - 771 1585s 5367 3238 539.76917 48 157 - 449.27759 - 771 1590s 5407 3274 555.05403 81 123 - 449.27759 - 768 1595s 5432 3283 infeasible 93 - 449.27759 - 766 1600s 5452 3287 509.66002 32 173 - 449.29137 - 767 1606s 5461 3296 558.23208 39 168 - 449.29137 - 768 1610s 5479 3312 507.85909 46 164 - 449.29137 - 768 1615s 5504 3325 infeasible 63 - 449.29137 - 767 1620s 5517 3330 485.42267 22 166 - 449.31111 - 768 1625s 5524 3337 495.23318 22 156 - 449.31111 - 769 1630s 5536 3347 525.28433 28 153 - 449.31111 - 770 1640s 5548 3359 564.76555 35 149 - 449.31111 - 771 1645s 5569 3368 460.10633 24 165 - 449.31850 - 770 1650s 5575 3374 479.57132 27 152 - 449.31850 - 772 1655s 5605 3404 493.37873 55 110 - 449.31850 - 771 1660s 5625 3424 498.03685 67 95 - 449.31850 - 771 1665s 5650 3439 550.16025 79 126 - 449.31850 - 770 1670s 5691 3465 infeasible 97 - 449.31850 - 768 1675s 5707 3469 484.81674 26 144 - 449.40538 - 769 1680s 5717 3479 497.26432 32 141 - 449.40538 - 770 1685s 5731 3493 523.70437 38 148 - 449.40538 - 770 1690s 5774 3520 471.73752 23 170 - 449.40984 - 767 1695s 5784 3530 502.09265 28 165 - 449.40984 - 768 1700s 5813 3549 484.17405 31 162 - 449.41326 - 767 1705s 5830 3564 infeasible 35 - 449.41326 - 767 1710s 5852 3576 470.92866 33 151 - 449.41597 - 767 1715s 5855 3579 475.22926 34 157 - 449.41597 - 768 1720s 5877 3597 533.24967 45 153 - 449.41597 - 767 1725s 5908 3614 451.40807 29 133 - 449.42023 - 766 1730s 5914 3618 459.47211 32 153 - 449.42023 - 767 1735s 5922 3626 494.78690 35 150 - 449.42023 - 769 1741s 5932 3636 489.36618 41 154 - 449.42023 - 770 1745s 5940 3642 infeasible 41 - 449.42023 - 770 1750s 5949 3649 500.97418 44 157 - 449.42023 - 772 1755s 5973 3665 infeasible 52 - 449.42023 - 771 1760s 5982 3672 476.50561 31 157 - 449.45799 - 771 1765s 5990 3680 486.33157 35 143 - 449.45799 - 773 1770s 6008 3698 513.55117 48 133 - 449.45799 - 772 1775s 6022 3704 infeasible 58 - 449.45799 - 773 1780s 6037 3711 460.03279 30 144 - 449.66534 - 773 1785s 6041 3714 460.60172 31 153 - 449.66534 - 775 1790s 6049 3722 496.16122 34 154 - 449.66534 - 777 1795s 6064 3733 491.62115 43 157 - 449.66534 - 777 1800s 6077 3746 512.48256 49 134 - 449.66534 - 777 1805s 6099 3761 568.16875 62 154 - 449.66534 - 777 1810s 6117 3774 infeasible 77 - 449.66534 - 776 1815s 6125 3776 467.23863 24 149 - 449.68345 - 777 1820s 6135 3786 485.00762 29 167 - 449.68345 - 778 1825s 6155 3804 497.10834 38 159 - 449.68345 - 778 1830s 6169 3816 508.17011 46 165 - 449.68345 - 778 1835s 6184 3831 526.18540 57 156 - 449.68345 - 778 1840s 6213 3848 473.50953 38 154 - 449.74384 - 777 1845s 6241 3872 517.61154 50 150 - 449.74384 - 776 1850s 6265 3878 481.82916 29 168 - 449.76826 - 775 1855s 6289 3894 520.53734 44 170 - 449.76826 - 774 1860s 6311 3900 infeasible 36 - 449.86303 - 774 1865s 6341 3915 infeasible 51 - 449.86303 - 772 1870s 6354 3924 468.11119 37 145 - 449.86551 - 773 1875s 6366 3936 504.99679 43 158 - 449.86551 - 774 1880s 6380 3950 550.62742 49 156 - 449.86551 - 775 1885s 6428 3984 455.12350 19 160 - 449.89164 - 771 1890s 6437 3991 475.11009 25 167 - 449.89164 - 772 1895s 6448 4001 509.43537 30 175 - 449.89164 - 773 1900s 6473 4009 472.22807 28 149 - 449.92129 - 772 1905s 6501 4037 486.21705 39 172 - 449.92129 - 770 1910s 6515 4051 504.20978 45 177 - 449.92129 - 771 1915s 6546 4062 470.81326 30 153 - 449.92578 - 769 1920s 6584 4090 521.87643 56 138 - 449.92578 - 767 1925s 6620 4109 467.68426 22 148 - 449.95550 - 765 1930s 6631 4118 500.91179 27 132 - 449.95550 - 766 1935s 6646 4131 530.79879 36 136 - 449.95550 - 767 1940s 6682 4167 567.72277 61 131 - 449.95550 - 764 1945s 6716 4180 478.88807 22 135 - 450.06461 - 763 1951s 6737 4185 infeasible 30 - 450.23459 - 762 1955s 6755 4195 infeasible 36 - 450.26102 - 762 1960s 6768 4202 508.56859 44 163 - 450.26102 - 763 1965s 6795 4219 481.00238 40 144 - 450.31332 - 762 1970s 6813 4227 infeasible 49 - 450.31332 - 762 1975s 6845 4245 461.30678 28 158 - 450.32127 - 761 1980s 6856 4256 499.27686 34 157 - 450.32127 - 762 1985s 6867 4267 532.75565 41 159 - 450.32127 - 763 1990s 6888 4284 554.52410 50 145 - 450.32127 - 762 1995s 6926 4296 464.69749 34 149 - 450.38303 - 761 2000s 6940 4308 484.74881 42 151 - 450.38303 - 761 2005s 6965 4331 539.50380 59 145 - 450.38303 - 760 2010s 6992 4347 461.45466 22 143 - 450.39126 - 759 2015s 7004 4359 488.87118 28 157 - 450.39126 - 760 2020s 7021 4374 546.08514 37 163 - 450.39126 - 760 2025s 7037 4384 559.59731 45 155 - 450.39126 - 761 2030s 7052 4389 infeasible 38 - 450.47201 - 762 2035s 7060 4397 487.25538 41 160 - 450.47201 - 763 2040s 7070 4407 515.30326 47 158 - 450.47201 - 764 2045s 7094 4425 575.43749 60 166 - 450.47201 - 763 2050s 7111 4426 471.51480 30 146 - 450.76122 - 763 2055s 7118 4433 485.68846 34 144 - 450.76122 - 765 2060s 7132 4445 508.45822 42 142 - 450.76122 - 765 2065s 7156 4454 548.42174 52 144 - 450.76122 - 765 2070s 7176 4464 483.88562 30 145 - 450.83937 - 765 2075s 7186 4474 513.48698 36 149 - 450.83937 - 766 2080s 7199 4487 554.87638 47 150 - 450.83937 - 767 2085s 7216 4493 565.82636 54 159 - 450.83937 - 767 2090s 7244 4491 infeasible 23 - 451.18693 - 766 2095s 7253 4500 470.10537 21 165 - 451.26702 - 767 2100s 7259 4505 495.22638 22 149 - 451.26702 - 768 2105s 7274 4514 542.70993 32 138 - 451.26702 - 769 2110s 7301 4528 470.78892 34 151 - 451.33329 - 768 2115s 7318 4541 535.39198 37 145 - 451.33329 - 768 2120s 7352 4561 474.05215 30 158 - 451.39151 - 767 2125s 7361 4570 477.15397 35 152 - 451.39151 - 767 2130s 7377 4586 515.26248 44 149 - 451.39151 - 768 2135s 7386 4595 552.63061 49 148 - 451.39151 - 769 2140s 7407 4600 454.63229 19 145 - 451.40427 - 769 2145s 7424 4613 474.67199 24 147 - 451.40427 - 769 2150s 7435 4620 519.34545 31 146 - 451.40427 - 770 2155s 7454 4635 534.10713 40 163 - 451.40427 - 770 2160s 7473 4648 567.10673 49 144 - 451.40427 - 769 2165s 7499 4653 533.56848 20 139 - 451.42262 - 769 2170s 7516 4664 476.07503 36 149 - 451.42541 - 769 2175s 7530 4674 492.58286 44 133 - 451.42541 - 770 2180s 7551 4681 463.96950 22 151 - 451.56830 - 770 2185s 7557 4687 484.29804 25 174 - 451.56830 - 771 2190s 7569 4697 infeasible 29 - 451.56830 - 772 2195s 7594 4720 572.31622 48 149 - 451.56830 - 771 2200s 7622 4740 467.99011 22 172 - 451.64212 - 770 2205s 7640 4756 489.82354 33 169 - 451.64212 - 770 2210s 7656 4770 531.03410 40 152 - 451.64212 - 770 2215s 7687 4791 562.69177 59 142 - 451.64212 - 769 2220s 7706 4799 477.58919 22 158 - 451.72656 - 769 2225s 7715 4808 491.56051 26 160 - 451.72656 - 770 2230s 7722 4815 498.02271 28 146 - 451.72656 - 770 2237s 7736 4829 504.33471 37 145 - 451.72656 - 769 2240s 7760 4845 514.71719 48 129 - 451.72656 - 769 2245s 7781 4862 526.94127 58 121 - 451.72656 - 769 2250s 7808 4885 534.05468 72 130 - 451.72656 - 768 2255s 7828 4901 558.73543 80 141 - 451.72656 - 768 2260s 7866 4925 452.59690 25 147 - 451.86001 - 765 2265s 7878 4937 470.38312 32 159 - 451.86001 - 766 2270s 7898 4951 500.77673 46 157 - 451.86001 - 766 2275s 7911 4964 525.89383 49 153 - 451.86001 - 767 2280s 7939 4988 550.83072 71 142 - 451.86001 - 766 2285s 7959 4994 464.53754 40 148 - 451.98035 - 766 2290s 7968 5003 491.58993 43 146 - 451.98035 - 767 2295s 7989 5012 458.80386 37 138 - 451.99298 - 767 2300s 7999 5022 488.54860 41 145 - 451.99298 - 768 2305s 8022 5039 520.66509 54 158 - 451.99298 - 767 2310s 8047 5054 499.33459 42 165 - 452.02108 - 766 2315s 8076 5079 533.78889 57 152 - 452.02108 - 765 2320s 8112 5109 562.79566 83 147 - 452.02108 - 764 2325s 8138 5124 481.64143 32 159 - 452.03150 - 763 2330s 8154 5138 513.93509 46 152 - 452.03150 - 764 2335s 8176 5160 531.38061 58 130 - 452.03150 - 763 2340s 8199 5165 462.43829 22 168 - 452.04981 - 763 2345s 8215 5181 478.30225 29 156 - 452.04981 - 763 2350s 8225 5191 514.04049 33 155 - 452.04981 - 764 2355s 8238 5194 infeasible 35 - 452.04981 - 764 2360s 8255 5209 infeasible 36 - 452.05699 - 764 2365s 8273 5223 511.64654 47 155 - 452.05699 - 764 2370s 8278 5228 545.68372 48 152 - 452.05699 - 766 2376s 8297 5243 595.65568 57 154 - 452.05699 - 765 2380s 8335 5269 614.32185 77 152 - 452.05699 - 763 2385s 8366 5276 474.20583 23 177 - 452.16690 - 763 2390s 8379 5289 486.08447 29 172 - 452.16690 - 763 2395s 8385 5295 519.25350 30 179 - 452.16690 - 764 2400s 8417 5321 558.14829 50 158 - 452.16690 - 762 2405s 8446 5335 488.45726 30 168 - 452.17441 - 761 2410s 8465 5344 461.09439 39 142 - 452.20963 - 761 2415s 8480 5357 496.47795 49 151 - 452.20963 - 761 2420s 8509 5364 458.63420 31 141 - 452.25830 - 761 2425s 8528 5379 485.58256 37 160 - 452.25830 - 761 2430s 8545 5394 554.86737 49 169 - 452.25830 - 761 2435s 8574 5407 566.94976 65 168 - 452.25830 - 759 2440s 8596 5415 510.55189 35 172 - 452.26361 - 759 2445s 8619 5434 536.31290 49 163 - 452.26361 - 757 2450s 8643 5454 545.27598 65 140 - 452.26361 - 756 2455s 8668 5466 465.69646 33 152 - 452.26492 - 755 2460s 8677 5471 476.82179 39 153 - 452.26492 - 755 2465s 8686 5476 484.39505 43 152 - 452.26492 - 755 2470s 8693 5481 543.57810 44 161 - 452.26492 - 756 2475s 8703 5488 542.52796 50 138 - 452.26492 - 756 2480s 8715 5490 459.49706 35 147 - 452.36685 - 756 2485s 8727 5502 472.32769 40 147 - 452.36685 - 756 2490s 8736 5509 491.02534 46 147 - 452.36685 - 756 2495s 8741 5512 520.10592 47 173 - 452.36685 - 757 2500s 8749 5518 infeasible 52 - 452.36685 - 757 2505s 8764 5522 infeasible 21 - 452.37532 - 757 2510s 8777 5533 519.33139 30 158 - 452.37532 - 756 2515s 8793 5536 453.14252 20 154 - 452.60281 - 756 2520s 8812 5553 478.94789 34 136 - 452.60281 - 755 2525s 8825 5562 495.54480 39 148 - 452.60281 - 755 2530s 8838 5573 543.28523 49 139 - 452.60281 - 755 2535s 8859 5580 460.20457 39 141 - 452.62759 - 754 2540s 8868 5589 481.00416 42 136 - 452.62759 - 754 2545s 8874 5595 498.74933 46 145 - 452.62759 - 755 2550s 8881 5598 520.07829 49 148 - 452.62759 - 755 2555s 8905 5610 557.30780 64 133 - 452.62759 - 754 2560s 8923 5616 467.33260 26 150 - 452.63062 - 753 2565s 8927 5620 467.56877 27 142 - 452.63062 - 754 2570s 8936 5629 470.13628 31 159 - 452.63062 - 754 2575s 8942 5635 484.20767 30 152 - 452.63062 - 755 2580s 8948 5641 492.72796 32 158 - 452.63062 - 755 2585s 8953 5646 482.22082 29 171 - 452.63062 - 755 2590s 8965 5658 526.04957 36 162 - 452.63062 - 756 2598s 8970 5663 484.47836 39 143 - 452.63062 - 756 2600s 8976 5669 502.01495 39 150 - 452.63062 - 756 2606s 8987 5680 489.33315 49 144 - 452.63062 - 756 2610s 9001 5694 497.49978 53 145 - 452.63062 - 756 2615s 9010 5703 501.11632 52 139 - 452.63062 - 756 2620s 9025 5716 521.65925 55 140 - 452.63062 - 755 2625s 9035 5720 528.42393 61 135 - 452.63062 - 755 2630s 9054 5735 522.51648 71 128 - 452.63062 - 754 2635s 9080 5755 528.59658 84 129 - 452.63062 - 753 2640s 9096 5759 488.36625 28 160 - 452.79082 - 753 2645s 9100 5763 476.05710 27 153 - 452.79082 - 753 2650s 9107 5768 497.97140 31 146 - 452.79082 - 754 2655s 9122 5783 505.35440 42 148 - 452.79082 - 753 2660s 9137 5796 527.98520 53 119 - 452.79082 - 753 2665s 9146 5801 infeasible 55 - 452.79082 - 753 2670s 9159 5810 580.98950 64 136 - 452.79082 - 754 2676s 9175 5808 458.70633 32 162 - 452.87485 - 753 2680s 9182 5815 471.44349 35 160 - 452.87485 - 754 2685s 9187 5820 483.99508 38 151 - 452.87485 - 754 2690s 9193 5822 infeasible 40 - 452.87485 - 755 2695s 9201 5828 531.11026 42 154 - 452.87485 - 755 2700s 9221 5838 562.04977 54 155 - 452.87485 - 754 2705s 9244 5855 infeasible 66 - 452.87485 - 753 2710s 9257 5858 462.69271 32 154 - 452.91420 - 753 2715s 9266 5867 468.41375 35 151 - 452.91420 - 754 2721s 9270 5871 490.27890 37 146 - 452.91420 - 754 2725s 9282 5883 482.45491 42 139 - 452.91420 - 754 2730s 9291 5886 infeasible 43 - 452.91420 - 754 2735s 9302 5892 534.32902 47 141 - 452.91420 - 755 2742s 9308 5896 548.70866 51 144 - 452.91420 - 755 2745s 9335 5905 456.08222 21 175 - 453.05616 - 754 2750s 9348 5914 479.03349 28 164 - 453.05616 - 754 2755s 9359 5925 489.94181 34 149 - 453.05616 - 754 2760s 9370 5936 508.71687 40 162 - 453.05616 - 754 2765s 9387 5949 564.78422 48 153 - 453.05616 - 753 2770s 9407 5953 456.81107 37 144 - 453.09432 - 753 2775s 9414 5960 483.76853 41 128 - 453.09432 - 753 2781s 9429 5973 475.01588 48 113 - 453.09432 - 753 2785s 9437 5977 524.74137 49 140 - 453.09432 - 753 2790s 9440 5980 510.60672 51 131 - 453.09432 - 754 2795s 9451 5989 551.29172 58 125 - 453.09432 - 754 2800s 9463 5997 560.67243 61 108 - 453.09432 - 754 2805s 9472 6004 594.23243 67 145 - 453.09432 - 755 2810s 9483 6011 infeasible 75 - 453.09432 - 754 2815s 9497 6011 484.83031 28 159 - 453.10041 - 754 2820s 9516 6020 infeasible 37 - 453.10041 - 754 2825s 9530 6030 486.38338 37 166 - 453.13085 - 754 2831s 9533 6031 511.00630 35 174 - 453.13085 - 754 2835s 9540 6036 520.82263 43 176 - 453.13085 - 754 2840s 9543 6039 515.85930 42 172 - 453.13085 - 755 2845s 9565 6057 570.01399 58 171 - 453.13085 - 754 2850s 9577 6057 469.95192 23 158 - 453.22194 - 754 2855s 9584 6062 488.97741 27 156 - 453.22194 - 754 2860s 9594 6072 505.34435 30 156 - 453.22194 - 755 2865s 9610 6088 513.96168 41 131 - 453.22194 - 754 2870s 9616 6094 535.37257 45 120 - 453.22194 - 755 2875s 9624 6100 568.55738 50 112 - 453.22194 - 755 2880s 9637 6109 575.86019 60 115 - 453.22194 - 755 2885s 9648 6116 585.14111 64 118 - 453.22194 - 755 2890s 9658 6116 478.84339 33 150 - 453.22577 - 755 2895s 9666 6124 478.59953 37 150 - 453.22577 - 756 2900s 9673 6129 492.30742 42 156 - 453.22577 - 756 2905s 9686 6134 infeasible 51 - 453.22577 - 756 2910s 9693 6141 534.61266 51 149 - 453.22577 - 756 2915s 9702 6150 542.36302 53 148 - 453.22577 - 757 2920s 9710 6156 543.22153 55 127 - 453.22577 - 757 2925s 9723 6169 551.98798 62 138 - 453.22577 - 757 2930s 9730 6176 555.91224 69 130 - 453.22577 - 757 2935s 9737 6181 559.10341 71 145 - 453.22577 - 758 2940s 9763 6196 484.31453 31 165 - 453.25475 - 757 2946s 9773 6206 514.18011 36 174 - 453.25475 - 757 2950s 9788 6206 458.17443 26 142 - 453.31001 - 756 2955s 9804 6218 480.38197 35 161 - 453.31001 - 756 2960s 9813 6225 514.82943 39 162 - 453.31001 - 756 2965s 9828 6228 457.38519 21 167 - 453.32134 - 756 2970s 9843 6239 infeasible 31 - 453.32134 - 756 2975s 9858 6252 535.87981 39 149 - 453.32134 - 755 2980s 9870 6257 559.68070 44 160 - 453.32134 - 755 2985s 9904 6274 603.36526 66 140 - 453.32134 - 754 2990s 9922 6281 467.80070 32 172 - 453.32871 - 753 2995s 9933 6292 495.87342 42 165 - 453.32871 - 754 3002s 9935 6294 544.70880 40 168 - 453.32871 - 754 3005s 9946 6305 514.35716 46 177 - 453.32871 - 754 3010s 9960 6315 580.51129 51 174 - 453.32871 - 754 3017s 9964 6319 598.80867 52 170 - 453.32871 - 755 3021s 9970 6325 562.47036 55 172 - 453.32871 - 755 3025s 9989 6325 473.34445 22 167 - 453.34597 - 754 3032s 9993 6329 467.27187 24 170 - 453.34597 - 755 3035s 10003 6339 481.70605 28 178 - 453.34597 - 755 3040s 10007 6343 498.77987 30 165 - 453.34597 - 755 3045s 10016 6352 517.53060 32 174 - 453.34597 - 755 3050s 10026 6362 537.02249 39 157 - 453.34597 - 756 3055s 10040 6370 553.77339 44 151 - 453.34597 - 755 3060s 10046 6376 557.75582 47 152 - 453.34597 - 756 3065s 10058 6388 571.98341 56 149 - 453.34597 - 756 3070s 10068 6398 592.86983 61 164 - 453.34597 - 756 3075s 10078 6400 infeasible 69 - 453.34597 - 756 3080s 10094 6410 497.20699 41 140 - 453.36307 - 756 3085s 10108 6418 infeasible 49 - 453.36307 - 756 3090s 10121 6425 522.55277 38 171 - 453.40011 - 756 3095s 10134 6426 infeasible 41 - 453.40011 - 755 3100s 10145 6433 infeasible 34 - 453.41339 - 756 3106s 10151 6437 559.34831 39 153 - 453.41339 - 756 3110s 10160 6438 465.19663 22 166 - 453.42093 - 756 3115s 10168 6446 505.27431 26 171 - 453.42093 - 757 3120s 10171 6449 494.68901 28 157 - 453.42093 - 757 3125s 10178 6454 513.40659 32 161 - 453.42093 - 757 3130s 10184 6460 519.76710 36 153 - 453.42093 - 758 3135s 10197 6473 552.96977 42 118 - 453.42093 - 758 3142s 10201 6477 532.07907 44 154 - 453.42093 - 758 3145s 10221 6497 541.04597 61 126 - 453.42093 - 758 3150s 10237 6511 555.26958 68 108 - 453.42093 - 757 3155s 10251 6525 595.24207 78 110 - 453.42093 - 757 3160s 10261 6534 579.70647 86 108 - 453.42093 - 757 3165s 10280 6545 infeasible 91 - 453.42093 - 757 3170s 10301 6551 458.85714 31 160 - 453.45166 - 756 3175s 10310 6556 infeasible 32 - 453.45166 - 756 3180s 10322 6566 481.18948 40 163 - 453.45166 - 756 3185s 10329 6569 infeasible 36 - 453.45166 - 757 3191s 10334 6572 504.99715 38 175 - 453.45166 - 757 3195s 10346 6584 508.95676 45 153 - 453.45166 - 757 3200s 10361 6580 485.66092 31 174 - 453.52390 - 756 3205s 10381 6592 558.95000 43 172 - 453.52390 - 756 3210s 10392 6591 465.24833 21 164 - 453.54569 - 756 3215s 10397 6596 479.21148 25 166 - 453.54569 - 756 3220s 10402 6601 513.43835 28 169 - 453.54569 - 757 3225s 10429 6624 529.12769 49 157 - 453.54569 - 756 3230s 10441 6630 584.29355 55 166 - 453.54569 - 755 3235s 10463 6642 594.68639 77 171 - 453.54569 - 754 3240s 10482 6651 487.57496 34 137 - 453.58704 - 754 3245s 10494 6663 525.09977 41 155 - 453.58704 - 754 3251s 10503 6672 525.25005 45 151 - 453.58704 - 754 3255s 10514 6679 infeasible 45 - 453.58704 - 754 3260s 10522 6679 469.37332 18 160 - 453.60499 - 755 3265s 10535 6690 479.70927 26 173 - 453.60499 - 755 3270s 10542 6697 497.93890 29 160 - 453.60499 - 755 3276s 10560 6709 515.95632 40 149 - 453.60499 - 755 3280s 10580 6727 523.32818 52 148 - 453.60499 - 755 3285s 10608 6751 infeasible 75 - 453.60499 - 754 3290s 10616 6753 512.90357 27 176 - 453.79896 - 755 3295s 10636 6769 544.78749 36 159 - 453.79896 - 755 3301s 10652 6781 571.58519 46 176 - 453.79896 - 755 3305s 10688 6805 478.30695 34 166 - 453.88757 - 754 3310s 10706 6817 529.03457 41 178 - 453.88757 - 755 3316s 10724 6831 546.47841 48 155 - 453.88757 - 754 3320s 10756 6849 489.99725 37 139 - 453.89021 - 754 3325s 10779 6852 508.90181 25 163 - 454.01157 - 754 3330s 10809 6876 579.94837 45 121 - 454.01157 - 753 3335s 10833 6888 476.53312 37 142 - 454.01656 - 752 3340s 10849 6904 509.07802 44 139 - 454.01656 - 753 3345s 10867 6922 549.32752 54 156 - 454.01656 - 753 3350s 10870 6922 551.72293 56 147 - 454.01656 - 753 3356s 10901 6947 566.65612 79 122 - 454.01656 - 752 3360s 10937 6979 578.75659 104 109 - 454.01656 - 751 3365s 10965 7007 587.08025 123 97 - 454.01656 - 750 3370s 10995 7031 623.59509 138 88 - 454.01656 - 748 3375s 11018 7040 461.66189 29 159 - 454.08064 - 748 3380s 11037 7057 498.86075 43 150 - 454.08064 - 748 3385s 11057 7073 535.23157 53 140 - 454.08064 - 748 3390s 11074 7088 535.12208 67 147 - 454.08064 - 748 3395s 11103 7115 544.78769 84 117 - 454.08064 - 748 3400s 11133 7134 561.42845 103 109 - 454.08064 - 747 3405s 11152 7139 507.80960 34 149 - 454.13514 - 747 3410s 11168 7155 566.64424 40 158 - 454.13514 - 747 3416s 11197 7174 465.76368 28 162 - 454.15397 - 747 3420s 11215 7188 515.17489 38 168 - 454.15397 - 747 3425s 11233 7206 522.77319 48 150 - 454.15397 - 747 3430s 11251 7224 528.64067 59 152 - 454.15397 - 747 3435s 11303 7250 463.81898 27 149 - 454.18929 - 745 3440s 11320 7261 infeasible 33 - 454.18929 - 745 3445s 11347 7276 600.70415 41 163 - 454.18929 - 745 3450s 11383 7284 488.05604 27 160 - 454.21750 - 744 3455s 11404 7301 534.71046 41 136 - 454.21750 - 744 3460s 11422 7315 588.85553 52 161 - 454.21750 - 744 3465s 11441 7320 459.79548 20 158 - 454.22101 - 744 3470s 11455 7334 478.31057 28 170 - 454.22101 - 744 3475s 11466 7343 506.68195 32 139 - 454.22101 - 745 3480s 11476 7350 547.75461 37 158 - 454.22101 - 745 3485s 11489 7363 544.01559 41 133 - 454.22101 - 746 3490s 11514 7374 522.98163 30 164 - 454.28503 - 746 3495s 11537 7387 482.69171 28 161 - 454.30440 - 745 3500s 11545 7393 infeasible 32 - 454.30440 - 746 3505s 11560 7406 519.88171 43 159 - 454.30440 - 746 3510s 11565 7411 549.10793 45 139 - 454.30440 - 747 3515s 11574 7418 554.56894 51 152 - 454.30440 - 748 3520s 11588 7420 infeasible 22 - 454.32006 - 748 3525s 11599 7431 491.29421 26 162 - 454.32006 - 749 3530s 11622 7454 520.16331 41 137 - 454.32006 - 748 3535s 11656 7467 473.28537 22 175 - 454.33571 - 748 3540s 11687 7476 473.23878 25 146 - 454.38057 - 747 3545s 11699 7488 492.23979 29 141 - 454.38057 - 748 3550s 11715 7500 497.00335 32 141 - 454.38057 - 748 3555s 11735 7518 503.59475 46 134 - 454.38057 - 748 3560s 11767 7544 infeasible 58 - 454.38057 - 747 3565s 11785 7544 infeasible 21 - 454.38605 - 747 3570s 11800 7557 491.66136 25 181 - 454.38605 - 748 3575s 11832 7589 532.12403 43 143 - 454.38605 - 747 3580s 11860 7601 488.83398 37 147 - 454.40410 - 746 3585s 11870 7607 480.70488 40 159 - 454.40410 - 746 3590s 11880 7617 499.23927 44 154 - 454.40410 - 747 3595s Cutting planes: Gomory: 4 Cover: 37 Implied bound: 3 Flow cover: 71 GUB cover: 25 Explored 11892 nodes (8921090 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.550000000000e+02, gap -