Gurobi 5.0.1 (linux64) logging started Sat Dec 29 20:33:16 2012 Optimize a model with 13202 rows, 12960 columns and 57038 nonzeros Presolve removed 1268 rows and 160 columns Presolve time: 0.11s Presolved: 11934 rows, 12800 columns, 55369 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.925359e+02, 17108 iterations, 3.14 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 392.53586 0 150 - 392.53586 - - 3s 0 0 430.29831 0 162 - 430.29831 - - 4s 0 0 445.73947 0 162 - 445.73947 - - 5s 0 0 463.11384 0 141 - 463.11384 - - 5s 0 0 465.94310 0 174 - 465.94310 - - 6s 0 0 466.89852 0 172 - 466.89852 - - 6s 0 0 467.67156 0 174 - 467.67156 - - 7s 0 0 467.81548 0 174 - 467.81548 - - 7s 0 0 468.07341 0 160 - 468.07341 - - 7s 0 0 468.07341 0 160 - 468.07341 - - 8s 0 0 468.07341 0 160 - 468.07341 - - 14s 0 2 468.07545 0 160 - 468.07545 - - 18s 6 8 469.51356 6 169 - 469.35412 - 236 20s 21 23 481.82440 20 170 - 469.35412 - 469 25s 39 41 511.46043 35 147 - 469.35412 - 516 30s 58 60 521.62419 49 145 - 469.35412 - 507 35s 81 81 528.97904 67 161 - 469.35412 - 494 40s 109 105 536.83207 89 152 - 469.35412 - 467 45s 132 120 544.91995 107 158 - 469.35412 - 475 50s 157 127 483.36638 9 156 - 470.17486 - 472 55s 168 138 505.06428 16 145 - 470.17486 - 519 60s 187 157 499.36869 29 121 - 470.17486 - 545 65s 205 170 510.07159 43 129 - 470.17486 - 564 70s 277 236 521.66434 111 111 - 470.17486 - 452 75s 366 321 656.73829 195 91 - 470.17486 - 374 81s 383 328 494.46906 8 165 - 470.47225 - 382 85s 424 363 529.84801 39 135 - 470.47225 - 377 90s 456 393 552.45527 62 99 - 470.47225 - 383 95s 495 431 560.68099 97 97 - 470.47225 - 374 100s 533 459 486.22901 6 141 - 470.54736 - 373 105s 550 476 504.59898 15 138 - 470.54736 - 392 110s 564 490 499.75441 24 119 - 470.54736 - 402 115s 589 515 506.85180 40 120 - 470.54736 - 412 120s 603 527 526.97845 184 152 - 470.54736 - 416 128s 604 528 573.52983 105 167 - 470.54736 - 416 130s 608 531 538.88792 96 175 - 470.54736 - 413 136s 612 533 526.94206 185 190 - 470.54736 - 410 140s 616 536 518.05342 25 182 - 470.85036 - 407 145s 626 543 560.65683 96 167 - 471.60200 - 401 150s 638 551 524.01509 151 169 - 472.07910 - 393 155s 639 551 522.31248 124 170 - 472.08024 - 393 162s 641 553 517.89974 55 170 - 472.08024 - 392 172s 642 555 474.46520 11 181 - 473.00170 - 449 180s 643 556 476.61112 11 161 - 474.64131 - 451 187s 644 557 475.37196 12 181 - 475.37196 - 450 193s 645 555 infeasible 12 - 475.37196 - 457 195s 650 555 485.27381 15 190 - 476.76589 - 458 200s 666 557 492.43693 23 158 - 476.76589 - 458 205s 676 562 499.61579 28 164 - 476.76589 - 460 210s 679 564 524.40422 29 155 - 476.76589 - 467 215s 689 569 515.78419 34 131 - 476.76589 - 473 221s 695 573 528.65006 37 131 - 476.76589 - 479 225s 705 577 507.69136 42 151 - 476.76589 - 483 230s 709 580 532.90642 44 126 - 476.76589 - 491 235s 717 585 540.45060 48 125 - 476.76589 - 496 240s 723 589 532.95264 51 141 - 476.76589 - 505 247s 728 589 527.14390 54 136 - 476.76589 - 511 251s 732 591 529.95784 56 141 - 476.76589 - 514 255s 741 595 541.76937 60 134 - 476.76589 - 520 260s 748 598 549.13811 64 133 - 476.76589 - 527 265s 757 602 546.87468 68 138 - 476.76589 - 531 270s 765 601 infeasible 72 - 476.76589 - 538 275s 773 605 infeasible 76 - 476.76589 - 544 280s 783 609 586.66663 81 119 - 476.76589 - 548 285s 795 615 564.18400 87 120 - 476.76589 - 551 290s 807 621 604.15597 93 116 - 476.76589 - 557 296s 813 623 606.13535 96 108 - 476.76589 - 559 300s 819 627 595.10633 99 120 - 476.76589 - 565 305s 842 630 infeasible 111 - 476.76589 - 561 310s 881 636 571.54672 131 135 - 476.76589 - 546 315s 909 642 604.27097 145 130 - 476.76589 - 539 320s 959 639 infeasible 166 - 476.76589 - 522 325s 976 650 494.54955 20 139 - 477.22247 - 528 330s 990 659 496.32030 27 116 - 477.22247 - 534 335s 1000 664 513.67625 32 130 - 477.22247 - 543 340s 1016 675 515.19408 40 126 - 477.22247 - 550 345s 1029 681 518.39964 47 145 - 477.22247 - 557 350s 1048 687 553.24017 57 135 - 477.22247 - 557 355s 1062 686 484.30423 17 159 - 477.22247 - 563 360s 1078 691 492.81069 25 158 - 477.22247 - 565 365s 1090 699 496.03786 31 158 - 477.22247 - 570 370s 1102 705 508.97165 37 135 - 477.22247 - 575 375s 1114 713 521.07245 43 136 - 477.22247 - 581 380s 1140 730 523.37757 56 113 - 477.22247 - 578 385s 1164 746 531.59780 68 124 - 477.22247 - 576 390s 1192 765 544.90220 82 99 - 477.22247 - 573 395s 1212 774 562.80430 92 120 - 477.22247 - 577 400s 1232 784 573.67711 102 106 - 477.22247 - 579 405s 1260 802 578.28024 116 111 - 477.22247 - 577 410s 1293 818 587.14468 133 104 - 477.22247 - 573 415s 1324 823 484.20359 15 165 - 477.40775 - 572 420s 1334 830 484.42044 17 163 - 477.40775 - 577 425s 1351 841 494.30326 25 133 - 477.40775 - 581 430s 1368 844 infeasible 33 - 477.40775 - 585 435s 1390 857 517.06509 48 115 - 477.40775 - 585 440s 1413 870 539.00521 61 118 - 477.40775 - 586 445s 1438 881 529.49886 80 124 - 477.40775 - 586 450s 1462 893 infeasible 98 - 477.40775 - 586 455s 1474 901 551.59004 102 119 - 477.40775 - 591 460s 1490 906 566.12296 107 125 - 477.40775 - 595 465s 1506 914 570.08382 114 124 - 477.40775 - 597 470s 1529 919 588.78947 125 107 - 477.40775 - 598 475s 1556 931 602.07156 146 97 - 477.40775 - 596 480s 1595 943 615.11416 167 92 - 477.40775 - 589 485s 1641 973 628.53007 182 90 - 477.40775 - 580 490s 1679 985 infeasible 197 - 477.40775 - 576 495s 1701 979 488.79420 14 153 - 481.97675 - 578 500s 1746 1009 543.74860 51 119 - 481.97675 - 573 506s 1754 1015 542.68263 53 132 - 481.97675 - 577 511s 1768 1024 544.32485 57 124 - 481.97675 - 580 515s 1787 1037 555.56670 63 124 - 481.97675 - 582 520s 1812 1052 573.62372 73 107 - 481.97675 - 583 525s 1831 1060 587.34164 82 102 - 481.97675 - 584 530s 1860 1075 600.57967 97 98 - 481.97675 - 583 535s 1886 1089 616.92680 100 76 - 481.97675 - 583 540s 1918 1110 637.23215 110 84 - 481.97675 - 583 545s 1975 1125 490.38942 22 162 - 482.55314 - 574 550s 1989 1134 495.77835 25 162 - 482.55314 - 577 555s 2001 1142 499.98725 28 166 - 482.55314 - 579 560s 2011 1149 508.50238 28 160 - 482.55314 - 583 565s 2028 1160 509.73099 36 147 - 482.55314 - 585 570s 2041 1169 517.09562 42 128 - 482.55314 - 589 575s 2066 1186 522.70940 46 117 - 482.55314 - 589 580s 2077 1193 536.47727 44 139 - 482.55314 - 593 585s 2110 1205 533.55593 56 123 - 482.55314 - 590 590s 2169 1195 infeasible 71 - 482.55314 - 581 595s 2185 1194 506.41378 24 156 - 483.09184 - 583 600s 2202 1205 512.53973 34 139 - 483.09184 - 586 605s 2217 1215 526.36140 45 135 - 483.09184 - 590 610s 2227 1220 530.63150 49 128 - 483.09184 - 593 615s 2235 1223 554.06608 53 124 - 483.09184 - 599 620s 2261 1237 568.06130 61 115 - 483.09184 - 598 625s 2283 1239 505.25635 23 152 - 483.09778 - 598 630s 2296 1248 509.50977 26 159 - 483.09778 - 600 635s 2309 1260 518.17908 29 161 - 483.09778 - 602 640s 2325 1276 529.53533 39 138 - 483.09778 - 605 645s 2334 1285 534.98709 42 120 - 483.09778 - 608 650s 2365 1316 548.56911 60 101 - 483.09778 - 606 655s 2391 1342 575.51754 78 131 - 483.09778 - 606 660s 2409 1347 487.18754 16 158 - 483.17496 - 607 665s 2421 1359 512.65463 18 168 - 483.17496 - 609 670s 2444 1382 541.41883 33 155 - 483.17496 - 608 675s 2491 1429 545.22016 71 124 - 483.17496 - 602 680s 2530 1456 588.63844 90 131 - 483.17496 - 598 685s 2557 1477 642.06793 106 128 - 483.17496 - 597 690s 2574 1493 670.17915 110 139 - 483.17496 - 599 695s 2604 1521 665.43719 127 128 - 483.17496 - 597 700s 2636 1551 666.65538 143 78 - 483.17496 - 593 705s 2663 1572 678.70551 156 106 - 483.17496 - 593 710s 2725 1630 698.92089 196 102 - 483.17496 - 584 715s 2764 1641 516.41107 22 143 - 483.22768 - 581 720s 2795 1660 547.58244 38 151 - 483.22768 - 580 725s 2828 1681 infeasible 55 - 483.22768 - 578 730s 2856 1694 503.61969 17 168 - 483.30988 - 578 735s 2882 1720 519.25951 29 139 - 483.30988 - 577 740s 2917 1755 545.40284 52 129 - 483.30988 - 575 745s 2945 1783 554.42629 66 118 - 483.30988 - 575 750s 2975 1812 597.71339 84 134 - 483.30988 - 573 755s 3008 1845 576.08261 97 108 - 483.30988 - 570 760s 3098 1933 595.98801 167 101 - 483.30988 - 557 765s 3138 1968 666.35215 194 93 - 483.30988 - 553 770s 3181 1982 505.38154 16 148 - 484.22750 - 551 775s 3199 1996 512.70911 22 170 - 484.22750 - 552 780s 3232 2027 535.37091 47 136 - 484.22750 - 550 785s 3250 2043 563.10174 59 129 - 484.22750 - 552 790s 3260 2051 infeasible 65 - 484.22750 - 555 795s 3268 2051 506.84504 17 142 - 484.24231 - 558 800s 3280 2061 530.71688 24 136 - 484.24231 - 561 805s 3291 2070 550.30878 29 133 - 484.24231 - 563 810s 3297 2076 549.31927 33 135 - 484.24231 - 567 815s 3305 2084 562.71657 36 125 - 484.24231 - 571 820s 3318 2085 484.71409 22 175 - 484.25790 - 573 825s 3338 2105 511.87829 37 152 - 484.25790 - 574 830s 3360 2127 526.66020 51 133 - 484.25790 - 575 835s 3395 2137 507.93781 26 168 - 484.30423 - 573 840s 3410 2152 520.67313 31 142 - 484.30423 - 575 845s 3439 2179 539.52946 52 143 - 484.30423 - 574 850s 3461 2201 567.48965 64 138 - 484.30423 - 573 855s 3491 2229 622.12988 77 111 - 484.30423 - 573 860s 3510 2236 493.28377 19 153 - 484.30883 - 575 865s 3515 2241 498.16530 20 153 - 484.30883 - 577 870s 3526 2251 511.03060 30 135 - 484.30883 - 579 875s 3543 2268 525.05311 42 101 - 484.30883 - 581 880s 3555 2275 543.24903 46 115 - 484.30883 - 583 885s 3583 2301 563.50294 56 103 - 484.30883 - 582 890s 3606 2324 575.56026 65 95 - 484.30883 - 582 895s 3648 2364 591.53862 88 94 - 484.30883 - 580 900s 3712 2428 619.61649 121 63 - 484.30883 - 575 905s 3810 2510 485.32609 18 160 - 484.48957 - 563 910s 3818 2518 512.67016 22 160 - 484.48957 - 565 915s 3836 2534 infeasible 36 - 484.48957 - 567 920s 3843 2541 541.53067 39 115 - 484.48957 - 571 925s 3859 2553 626.37660 49 103 - 484.48957 - 573 930s 3869 2555 506.54746 19 159 - 484.58886 - 576 935s 3890 2576 519.46580 34 150 - 484.58886 - 576 940s 3912 2598 536.25277 50 138 - 484.58886 - 577 945s 3937 2619 548.54088 66 146 - 484.58886 - 576 950s 3955 2623 582.93747 72 141 - 484.58886 - 577 955s 3976 2638 530.06394 24 143 - 484.64048 - 578 960s 3998 2660 528.70370 41 141 - 484.64048 - 577 965s 4016 2676 548.45684 48 132 - 484.64048 - 579 970s 4044 2690 infeasible 60 - 484.64048 - 579 975s 4061 2705 529.02771 27 137 - 485.08053 - 580 980s 4073 2717 540.39185 29 148 - 485.08053 - 582 985s 4097 2735 infeasible 43 - 485.08053 - 582 990s 4119 2753 604.01363 52 129 - 485.08053 - 583 995s 4135 2765 614.29212 60 122 - 485.08053 - 584 1000s 4146 2774 624.00140 65 121 - 485.08053 - 587 1005s 4184 2793 486.33961 17 174 - 485.12312 - 584 1010s 4201 2810 518.54703 25 160 - 485.12312 - 585 1015s 4221 2830 531.18805 35 140 - 485.12312 - 585 1020s 4245 2852 542.38554 47 120 - 485.12312 - 585 1025s 4261 2864 559.29232 56 129 - 485.12312 - 587 1030s 4294 2893 578.81528 73 125 - 485.12312 - 585 1035s 4336 2927 infeasible 103 - 485.12312 - 583 1040s 4353 2931 infeasible 107 - 485.12312 - 584 1045s 4366 2936 509.46706 20 136 - 485.38693 - 586 1050s 4381 2951 546.52123 28 127 - 485.38693 - 588 1055s 4392 2962 538.33783 35 127 - 485.38693 - 590 1060s 4402 2972 567.44762 41 122 - 485.38693 - 592 1065s 4414 2984 553.31853 49 108 - 485.38693 - 593 1070s 4432 3000 570.60423 56 107 - 485.38693 - 594 1075s 4451 3011 602.37956 64 117 - 485.38693 - 596 1080s 4487 3047 662.94356 93 109 - 485.38693 - 594 1085s 4517 3069 696.41823 107 92 - 485.38693 - 594 1090s 4563 3095 722.37160 134 80 - 485.38693 - 592 1095s 4609 3106 502.94005 18 171 - 485.56234 - 589 1100s 4626 3121 infeasible 23 - 485.56234 - 590 1105s 4653 3146 610.26102 39 138 - 485.56234 - 590 1110s 4677 3162 infeasible 53 - 485.56234 - 590 1115s 4721 3194 642.55034 75 113 - 485.56234 - 587 1120s 4752 3210 524.85656 27 148 - 485.63496 - 587 1125s 4785 3235 553.17439 48 134 - 485.63496 - 585 1130s 4809 3257 573.23221 58 136 - 485.63496 - 586 1135s 4844 3290 588.00319 81 122 - 485.63496 - 585 1140s 4868 3308 infeasible 92 - 485.63496 - 585 1145s 4893 3323 622.36064 105 112 - 485.63496 - 586 1150s 4919 3344 632.95249 118 113 - 485.63496 - 586 1155s 4952 3370 638.35204 143 88 - 485.63496 - 584 1160s 4979 3387 508.03144 25 168 - 485.80044 - 584 1165s 5000 3408 526.13114 30 144 - 485.80044 - 584 1170s 5011 3419 546.71179 36 143 - 485.80044 - 586 1175s 5034 3432 infeasible 48 - 485.80044 - 587 1180s 5051 3445 518.08091 25 161 - 485.84402 - 587 1185s 5074 3468 531.19031 39 137 - 485.84402 - 587 1190s 5101 3489 564.40673 54 141 - 485.84402 - 587 1195s 5120 3506 590.72165 62 137 - 485.84402 - 588 1200s 5172 3554 627.20768 98 139 - 485.84402 - 585 1205s 5200 3558 528.71696 25 146 - 486.08122 - 585 1210s 5214 3568 534.16783 30 155 - 486.08122 - 586 1215s 5228 3574 516.52301 23 158 - 486.47830 - 587 1220s 5244 3590 575.96899 33 163 - 486.47830 - 588 1225s 5261 3603 561.76767 41 149 - 486.47830 - 589 1230s 5292 3634 584.70213 55 122 - 486.47830 - 588 1235s 5326 3668 592.96046 74 116 - 486.47830 - 587 1240s 5353 3681 504.95654 22 159 - 487.12946 - 586 1245s 5373 3697 529.42325 32 140 - 487.12946 - 587 1250s 5397 3721 540.21731 46 115 - 487.12946 - 588 1255s 5415 3739 552.67894 55 101 - 487.12946 - 589 1260s 5446 3756 infeasible 68 - 487.12946 - 590 1265s 5456 3766 516.57103 34 143 - 487.17214 - 591 1270s 5471 3781 532.61999 41 131 - 487.17214 - 593 1276s 5482 3792 538.65063 47 122 - 487.17214 - 594 1280s 5488 3798 540.35604 47 120 - 487.17214 - 595 1285s 5503 3813 560.80517 52 107 - 487.17214 - 596 1290s 5545 3847 604.57478 78 86 - 487.17214 - 595 1295s 5567 3857 507.26010 38 146 - 487.18021 - 595 1300s 5591 3875 543.95072 50 137 - 487.18021 - 595 1305s 5628 3912 566.14569 66 103 - 487.18021 - 594 1310s 5674 3958 582.10620 99 96 - 487.18021 - 592 1315s 5708 3992 608.90484 117 85 - 487.18021 - 590 1320s 5757 4039 618.09638 141 80 - 487.18021 - 588 1325s 5813 4080 663.21535 164 84 - 487.18021 - 585 1330s 5850 4099 498.66372 19 155 - 487.20024 - 584 1335s 5864 4113 522.25656 31 127 - 487.20024 - 585 1340s 5871 4120 530.05974 36 138 - 487.20024 - 587 1345s 5884 4131 538.14978 42 111 - 487.20024 - 588 1350s 5905 4152 589.21692 54 105 - 487.20024 - 589 1355s 5921 4166 infeasible 69 - 487.20024 - 591 1360s 5944 4183 599.86916 79 109 - 487.20024 - 591 1365s 5970 4207 610.43831 99 97 - 487.20024 - 591 1370s 5990 4213 493.73699 19 163 - 487.69730 - 592 1375s 6003 4226 535.09655 27 147 - 487.69730 - 594 1381s 6010 4233 527.31155 32 138 - 487.69730 - 596 1385s 6021 4244 540.87090 38 106 - 487.69730 - 597 1390s 6041 4264 557.68817 49 115 - 487.69730 - 597 1395s 6074 4289 infeasible 63 - 487.69730 - 597 1400s 6136 4343 652.24026 101 102 - 487.69730 - 593 1405s 6160 4347 512.82812 22 128 - 487.84526 - 593 1410s 6175 4362 522.88567 30 119 - 487.84526 - 594 1415s 6184 4367 infeasible 32 - 487.84526 - 596 1420s 6193 4374 534.63133 35 126 - 487.84526 - 597 1425s 6206 4387 550.62763 44 126 - 487.84526 - 599 1431s 6214 4395 555.75418 49 115 - 487.84526 - 600 1435s 6252 4433 576.81109 78 108 - 487.84526 - 598 1440s 6291 4472 613.45843 96 110 - 487.84526 - 597 1445s 6328 4499 infeasible 109 - 487.84526 - 597 1450s 6363 4532 667.45209 128 91 - 487.84526 - 596 1455s 6412 4563 507.30089 19 152 - 488.56473 - 593 1460s 6426 4577 518.75548 26 135 - 488.56473 - 595 1465s 6436 4583 infeasible 29 - 488.56473 - 596 1470s 6446 4591 532.20472 39 116 - 488.56473 - 597 1475s 6465 4606 592.81339 47 120 - 488.56473 - 598 1480s 6470 4611 599.43804 52 102 - 488.56473 - 601 1485s 6490 4629 infeasible 64 - 488.56473 - 601 1490s 6514 4649 665.32906 78 82 - 488.56473 - 602 1495s 6572 4692 infeasible 93 - 488.56473 - 599 1500s 6621 4701 489.38668 29 168 - 488.56816 - 598 1505s 6637 4717 514.50877 37 160 - 488.56816 - 599 1510s 6658 4734 533.63857 49 118 - 488.56816 - 599 1515s 6678 4754 548.26910 57 110 - 488.56816 - 600 1520s 6693 4769 557.35977 63 92 - 488.56816 - 601 1525s 6709 4785 565.32473 70 106 - 488.56816 - 602 1530s 6745 4821 581.54445 89 88 - 488.56816 - 601 1535s 6765 4825 513.08922 33 144 - 488.71479 - 602 1540s 6796 4850 558.39520 52 108 - 488.71479 - 602 1545s 6846 4898 581.43247 79 93 - 488.71479 - 600 1550s 6908 4958 600.07063 118 76 - 488.71479 - 596 1555s 6941 4973 512.41564 25 143 - 488.76192 - 596 1560s 6956 4986 520.58611 32 112 - 488.76192 - 597 1565s 6978 5008 565.66970 47 106 - 488.76192 - 597 1570s 7006 5032 581.22607 61 98 - 488.76192 - 597 1575s 7041 5057 510.42011 20 140 - 488.78139 - 597 1580s 7054 5068 524.52702 26 109 - 488.78139 - 598 1585s 7065 5079 539.96401 30 122 - 488.78139 - 599 1590s 7080 5090 554.72933 39 116 - 488.78139 - 600 1595s 7093 5103 563.20295 48 104 - 488.78139 - 602 1600s 7140 5148 604.49554 77 89 - 488.78139 - 600 1605s 7199 5203 610.13448 119 100 - 488.78139 - 597 1610s 7241 5234 infeasible 136 - 488.78139 - 596 1615s 7263 5246 510.29538 25 136 - 488.78317 - 596 1620s 7280 5261 521.31629 35 109 - 488.78317 - 597 1625s 7302 5283 560.03384 46 114 - 488.78317 - 598 1630s 7334 5309 581.42496 62 106 - 488.78317 - 598 1635s 7364 5321 502.57334 16 146 - 488.79710 - 598 1640s 7376 5333 515.40802 22 135 - 488.79710 - 599 1645s 7391 5346 525.94236 25 129 - 488.79710 - 600 1650s 7408 5363 539.50457 37 89 - 488.79710 - 601 1655s 7435 5390 553.23660 49 94 - 488.79710 - 601 1660s 7488 5431 501.33620 16 148 - 488.83030 - 599 1665s 7499 5442 509.55900 23 138 - 488.83030 - 600 1670s 7510 5449 519.95038 27 140 - 488.83030 - 601 1675s 7523 5462 538.65287 32 125 - 488.83030 - 602 1680s 7527 5466 556.49332 33 127 - 488.83030 - 604 1686s 7533 5466 infeasible 35 - 488.83030 - 606 1690s 7556 5489 566.04261 52 110 - 488.83030 - 606 1695s 7576 5499 infeasible 58 - 488.83030 - 606 1700s 7590 5509 520.58188 21 129 - 488.94137 - 608 1705s 7601 5518 531.00635 27 115 - 488.94137 - 609 1710s 7613 5528 539.80996 32 140 - 488.94137 - 610 1715s 7622 5537 554.08862 33 134 - 488.94137 - 611 1720s 7645 5558 572.86376 47 119 - 488.94137 - 611 1725s 7687 5590 490.42589 18 128 - 488.94774 - 610 1730s 7700 5601 519.91287 27 137 - 488.94774 - 611 1735s 7714 5613 540.44651 32 123 - 488.94774 - 612 1740s 7731 5630 543.44844 46 123 - 488.94774 - 613 1745s 7774 5673 567.77868 76 102 - 488.94774 - 612 1750s 7807 5686 508.95723 17 134 - 489.49669 - 611 1755s 7824 5695 524.75513 28 136 - 489.49669 - 612 1760s 7838 5707 530.43629 34 126 - 489.49669 - 613 1765s 7852 5711 infeasible 35 - 489.49669 - 614 1770s 7860 5713 550.59983 39 116 - 489.49669 - 615 1775s 7873 5714 infeasible 43 - 489.49669 - 617 1781s 7888 5715 infeasible 49 - 489.49669 - 617 1785s 7898 5725 510.95438 24 126 - 489.53824 - 618 1790s 7907 5732 518.91863 27 135 - 489.53824 - 620 1795s 7917 5740 524.19953 31 141 - 489.53824 - 621 1800s 7935 5752 551.14445 44 126 - 489.53824 - 622 1805s 7949 5764 562.19127 53 94 - 489.53824 - 623 1810s 7968 5781 586.81294 63 101 - 489.53824 - 623 1815s 7989 5798 621.62255 72 100 - 489.53824 - 624 1820s 8008 5813 661.33689 83 71 - 489.53824 - 626 1825s 8047 5844 670.19774 104 66 - 489.53824 - 626 1830s 8108 5889 505.64832 19 156 - 490.06704 - 622 1835s 8121 5900 516.94118 23 154 - 490.06704 - 623 1840s 8134 5913 544.23421 29 139 - 490.06704 - 624 1845s 8161 5932 infeasible 50 - 490.06704 - 624 1850s 8192 5957 588.55975 59 100 - 490.06704 - 624 1855s 8239 5996 623.57481 91 75 - 490.06704 - 622 1860s 8281 6022 501.25823 20 177 - 490.07600 - 621 1865s 8296 6037 529.58784 28 160 - 490.07600 - 621 1870s 8314 6049 541.36330 41 141 - 490.07600 - 622 1875s 8333 6068 551.40110 49 129 - 490.07600 - 622 1880s 8348 6081 610.19768 57 108 - 490.07600 - 623 1885s 8375 6104 628.47263 72 81 - 490.07600 - 623 1890s 8431 6147 503.92280 20 166 - 490.35166 - 621 1895s 8457 6171 527.33182 40 137 - 490.35166 - 621 1900s 8482 6196 541.32070 47 124 - 490.35166 - 621 1905s 8510 6224 558.03004 63 87 - 490.35166 - 621 1910s 8544 6246 517.28095 32 142 - 490.35384 - 621 1915s 8574 6272 552.43505 51 124 - 490.35384 - 621 1920s 8601 6299 561.67617 63 99 - 490.35384 - 621 1925s 8642 6332 519.01514 41 155 - 490.39698 - 620 1930s 8655 6339 546.44751 49 133 - 490.39698 - 620 1937s 8668 6352 559.06307 54 127 - 490.39698 - 620 1940s 8711 6381 518.12346 26 157 - 490.93504 - 619 1945s 8734 6404 574.65280 39 153 - 490.93504 - 619 1950s 8753 6423 544.27589 57 117 - 490.93504 - 619 1955s 8780 6448 559.70119 72 112 - 490.93504 - 619 1960s 8803 6469 610.92646 86 117 - 490.93504 - 620 1965s 8815 6471 501.28788 19 141 - 491.05407 - 621 1970s 8820 6476 519.83409 22 125 - 491.05407 - 622 1975s 8834 6488 529.35691 26 122 - 491.05407 - 623 1980s 8850 6502 infeasible 40 - 491.05407 - 624 1985s 8858 6510 595.03023 42 132 - 491.05407 - 625 1990s 8867 6517 606.48234 47 126 - 491.05407 - 626 1995s 8884 6534 629.68813 51 106 - 491.05407 - 627 2000s 8900 6544 634.44038 58 110 - 491.05407 - 627 2005s 8920 6562 640.91239 64 114 - 491.05407 - 627 2010s 8943 6581 656.57134 78 108 - 491.05407 - 627 2015s 8966 6583 511.86367 23 133 - 491.05407 - 628 2020s 8980 6597 529.69489 30 132 - 491.05407 - 629 2025s 9000 6617 540.57444 45 124 - 491.05407 - 629 2030s 9011 6628 561.53130 50 127 - 491.05407 - 630 2035s 9026 6637 576.14963 58 113 - 491.05407 - 631 2040s 9052 6647 506.96330 22 139 - 491.07751 - 631 2045s 9060 6654 518.84533 27 125 - 491.07751 - 632 2050s 9075 6668 533.66541 36 130 - 491.07751 - 633 2056s 9085 6678 536.43466 44 119 - 491.07751 - 633 2060s 9106 6699 550.01890 55 99 - 491.07751 - 633 2065s 9169 6749 infeasible 80 - 491.07751 - 631 2070s 9181 6761 518.85682 27 121 - 491.08300 - 632 2075s 9202 6780 578.91562 38 117 - 491.08300 - 633 2081s 9214 6792 551.25613 45 118 - 491.08300 - 633 2085s 9260 6834 607.92468 66 81 - 491.08300 - 632 2090s 9343 6911 648.42348 122 74 - 491.08300 - 628 2095s 9363 6921 513.71952 25 136 - 491.14950 - 629 2100s 9381 6939 535.82071 38 117 - 491.14950 - 629 2105s 9396 6954 550.45105 49 118 - 491.14950 - 630 2110s 9421 6979 583.99078 61 107 - 491.14950 - 630 2115s 9449 7005 593.41810 77 103 - 491.14950 - 630 2120s 9479 7023 626.75593 91 112 - 491.14950 - 630 2125s 9495 7029 522.72534 27 126 - 491.23146 - 631 2130s 9508 7040 531.31900 34 129 - 491.23146 - 632 2135s 9526 7058 553.11417 42 115 - 491.23146 - 632 2140s 9541 7071 560.76070 51 105 - 491.23146 - 633 2145s 9580 7106 587.45732 74 89 - 491.23146 - 632 2150s 9633 7151 infeasible 108 - 491.23146 - 630 2155s 9646 7158 521.43870 25 134 - 491.23146 - 631 2160s 9658 7170 535.55653 32 127 - 491.23146 - 632 2165s 9674 7184 569.31448 39 124 - 491.23146 - 633 2170s 9698 7198 infeasible 54 - 491.23146 - 633 2175s 9732 7220 infeasible 70 - 491.23146 - 633 2180s 9751 7221 infeasible 80 - 491.23146 - 633 2185s 9757 7223 516.74163 23 137 - 491.29160 - 634 2190s 9767 7233 524.72941 28 124 - 491.29160 - 635 2195s 9779 7243 567.22606 34 125 - 491.29160 - 636 2200s 9809 7261 562.51898 53 95 - 491.29160 - 636 2205s 9821 7261 517.79302 25 135 - 491.31605 - 637 2210s 9829 7269 527.40793 30 127 - 491.31605 - 638 2215s 9848 7284 558.94835 40 125 - 491.31605 - 638 2220s 9861 7291 624.16278 46 113 - 491.31605 - 639 2225s 9884 7294 511.36201 19 143 - 491.34553 - 640 2230s 9894 7304 523.38063 22 147 - 491.34553 - 641 2235s 9905 7313 528.56012 29 125 - 491.34553 - 642 2240s 9916 7320 infeasible 36 - 491.34553 - 643 2245s 9924 7326 561.67525 41 100 - 491.34553 - 644 2250s 9944 7342 598.86173 46 104 - 491.34553 - 644 2255s 9968 7362 610.41562 56 85 - 491.34553 - 645 2260s 9998 7390 617.25419 82 84 - 491.34553 - 644 2265s 10023 7415 640.91364 90 75 - 491.34553 - 644 2270s 10055 7443 662.17419 101 85 - 491.34553 - 644 2275s 10083 7451 519.76227 25 136 - 491.51545 - 644 2280s 10090 7458 527.60536 28 123 - 491.51545 - 645 2285s 10103 7469 543.29124 35 129 - 491.51545 - 646 2290s 10123 7487 563.14640 46 128 - 491.51545 - 646 2295s 10152 7516 575.55458 63 98 - 491.51545 - 646 2300s 10192 7554 606.55399 83 95 - 491.51545 - 645 2305s 10235 7585 infeasible 102 - 491.51545 - 643 2310s 10248 7590 538.64829 28 144 - 491.53115 - 644 2315s 10263 7603 554.90874 35 140 - 491.53115 - 644 2320s 10271 7611 550.49504 40 130 - 491.53115 - 645 2325s 10294 7632 579.73909 53 120 - 491.53115 - 646 2330s 10307 7645 618.16529 59 106 - 491.53115 - 646 2335s 10334 7666 653.58198 71 98 - 491.53115 - 647 2340s 10383 7699 492.44750 31 184 - 491.53840 - 645 2345s 10403 7715 infeasible 45 - 491.53840 - 646 2350s 10452 7758 infeasible 75 - 491.53840 - 644 2355s 10469 7771 516.59097 41 141 - 491.55232 - 645 2360s 10494 7794 565.90484 43 137 - 491.55232 - 645 2365s 10522 7818 infeasible 54 - 491.55232 - 645 2370s 10542 7824 521.33586 27 142 - 491.73832 - 645 2375s 10554 7836 533.60353 34 136 - 491.73832 - 646 2380s 10570 7844 infeasible 44 - 491.73832 - 647 2385s 10575 7841 505.77298 28 136 - 491.92569 - 648 2390s 10588 7854 538.28591 36 129 - 491.92569 - 649 2395s 10600 7862 574.24117 40 132 - 491.92569 - 650 2400s 10627 7869 517.20513 24 123 - 491.96195 - 650 2405s 10648 7890 531.45733 36 125 - 491.96195 - 650 2410s 10661 7903 544.68196 47 123 - 491.96195 - 650 2415s 10669 7911 550.63614 51 114 - 491.96195 - 651 2420s 10678 7920 573.75484 53 105 - 491.96195 - 653 2426s 10684 7926 595.10812 56 110 - 491.96195 - 654 2430s 10709 7937 527.63934 32 135 - 492.05661 - 654 2435s 10728 7950 566.76586 42 114 - 492.05661 - 654 2440s 10764 7969 522.71628 27 132 - 492.24418 - 654 2445s 10778 7983 529.65042 36 120 - 492.24418 - 654 2450s 10795 7998 552.46691 45 115 - 492.24418 - 655 2455s 10830 8031 579.70722 64 106 - 492.24418 - 654 2460s 10869 8061 631.48075 91 91 - 492.24418 - 653 2465s 10893 8069 511.29760 33 149 - 492.40117 - 654 2470s 10904 8080 527.96194 40 127 - 492.40117 - 654 2475s 10927 8101 infeasible 57 - 492.40117 - 654 2480s 10938 8112 576.91122 59 115 - 492.40117 - 655 2485s 10949 8116 595.80836 65 104 - 492.40117 - 656 2490s 10961 8126 627.96193 72 108 - 492.40117 - 657 2495s 10975 8138 648.80556 82 105 - 492.40117 - 658 2500s 11041 8198 684.51763 125 93 - 492.40117 - 655 2505s 11062 8203 513.48939 23 141 - 492.41747 - 655 2510s 11072 8213 521.14776 31 125 - 492.41747 - 656 2515s 11088 8229 539.75798 37 108 - 492.41747 - 657 2520s 11118 8257 565.86312 54 105 - 492.41747 - 657 2525s 11152 8275 514.10062 33 139 - 492.66692 - 656 2530s 11164 8285 544.33014 39 122 - 492.66692 - 657 2535s 11191 8308 611.86374 53 120 - 492.66692 - 657 2541s 11211 8322 640.00005 67 108 - 492.66692 - 657 2545s 11242 8331 510.95144 22 129 - 492.76383 - 657 2550s 11254 8343 520.54661 27 115 - 492.76383 - 658 2555s 11269 8358 528.29485 36 110 - 492.76383 - 658 2560s 11292 8381 573.62009 47 136 - 492.76383 - 659 2565s 11318 8407 557.45736 58 105 - 492.76383 - 659 2570s 11374 8447 infeasible 94 - 492.76383 - 657 2575s 11391 8456 560.84666 34 151 - 492.83128 - 657 2580s 11404 8457 511.42818 23 126 - 492.84066 - 658 2586s 11415 8468 538.81237 27 132 - 492.84066 - 659 2590s 11441 8490 infeasible 49 - 492.84066 - 659 2595s 11484 8529 617.68089 76 84 - 492.84066 - 658 2600s 11565 8607 688.24378 122 46 - 492.84066 - 655 2605s 11623 8646 527.37366 28 152 - 492.84304 - 653 2610s 11638 8655 567.70258 39 158 - 492.84304 - 653 2615s 11647 8654 513.60734 23 133 - 492.86751 - 654 2620s 11656 8663 523.82441 28 129 - 492.86751 - 655 2625s 11668 8675 531.30134 31 119 - 492.86751 - 656 2630s 11679 8686 545.18627 37 109 - 492.86751 - 656 2635s 11690 8697 556.27932 44 117 - 492.86751 - 657 2640s 11699 8704 570.45019 47 108 - 492.86751 - 658 2646s 11711 8714 infeasible 54 - 492.86751 - 659 2650s 11751 8747 618.95086 79 109 - 492.86751 - 658 2655s 11772 8754 513.41425 29 143 - 493.12599 - 658 2660s 11779 8761 540.78783 32 135 - 493.12599 - 659 2666s 11786 8768 544.38228 37 137 - 493.12599 - 660 2670s 11798 8772 558.52398 39 131 - 493.12599 - 661 2675s 11831 8789 500.07609 25 163 - 493.13539 - 660 2680s 11847 8803 531.16507 36 152 - 493.13539 - 661 2685s 11867 8816 571.25320 46 144 - 493.13539 - 661 2690s 11887 8836 590.61522 61 133 - 493.13539 - 661 2695s 11909 8856 621.11206 76 102 - 493.13539 - 661 2700s 11935 8874 636.84981 83 95 - 493.13539 - 661 2705s 11973 8906 665.25724 97 96 - 493.13539 - 660 2710s 12018 8941 674.20863 123 99 - 493.13539 - 659 2715s 12044 8957 515.09379 36 143 - 493.18438 - 659 2720s 12059 8972 527.19416 42 119 - 493.18438 - 659 2725s 12072 8983 572.71343 45 127 - 493.18438 - 660 2730s 12104 9010 583.00781 68 76 - 493.18438 - 660 2735s 12191 9095 624.40786 113 53 - 493.18438 - 657 2740s 12274 9175 660.06419 159 69 - 493.18438 - 653 2745s 12335 9200 528.66197 41 150 - 493.21695 - 651 2750s 12356 9221 541.54513 54 101 - 493.21695 - 651 2755s 12380 9237 575.03728 54 94 - 493.21695 - 652 2760s 12409 9252 581.22351 54 87 - 493.21695 - 652 2765s 12456 9289 596.49476 63 67 - 493.21695 - 652 2770s 12538 9371 600.46915 110 54 - 493.21695 - 648 2775s 12648 9469 687.76183 185 45 - 493.21695 - 643 2780s 12683 9470 513.78635 23 134 - 493.29781 - 643 2785s 12694 9481 529.50809 31 111 - 493.29781 - 644 2790s 12701 9488 529.01889 34 113 - 493.29781 - 645 2795s 12709 9496 545.07098 37 113 - 493.29781 - 645 2800s 12719 9506 554.62695 40 110 - 493.29781 - 646 2805s 12737 9524 637.38341 47 99 - 493.29781 - 647 2810s 12776 9545 658.49208 69 92 - 493.29781 - 647 2815s 12808 9553 521.05122 25 133 - 493.34397 - 646 2820s 12826 9563 498.14111 20 132 - 493.59085 - 647 2825s 12834 9571 512.70972 23 130 - 493.59085 - 648 2830s 12847 9582 530.61723 31 123 - 493.59085 - 648 2835s 12857 9592 544.63952 37 129 - 493.59085 - 649 2840s 12872 9603 561.51818 42 129 - 493.59085 - 649 2845s 12901 9614 infeasible 54 - 493.59085 - 649 2850s 12917 9624 539.39517 44 132 - 493.70927 - 650 2855s 12939 9642 583.87520 56 105 - 493.70927 - 650 2860s 12959 9660 602.54950 67 79 - 493.70927 - 651 2865s 13030 9727 infeasible 108 - 493.70927 - 648 2870s 13070 9740 517.06840 28 139 - 493.73462 - 648 2875s 13084 9752 539.47410 37 123 - 493.73462 - 648 2880s 13093 9761 547.34079 41 141 - 493.73462 - 649 2885s 13110 9776 563.45805 50 113 - 493.73462 - 650 2890s 13144 9800 589.10412 71 85 - 493.73462 - 649 2895s 13196 9849 605.81282 102 88 - 493.73462 - 648 2900s 13273 9887 infeasible 153 - 493.73462 - 645 2905s 13291 9903 541.64642 39 133 - 493.75012 - 645 2910s 13312 9924 572.66957 49 119 - 493.75012 - 646 2915s 13340 9942 617.31486 58 99 - 493.75012 - 646 2920s 13378 9971 510.08061 25 139 - 493.79251 - 645 2925s 13390 9983 517.20847 29 129 - 493.79251 - 646 2930s 13407 10000 538.51862 44 114 - 493.79251 - 646 2935s 13418 10011 551.35031 50 91 - 493.79251 - 647 2940s 13435 10028 573.20333 54 91 - 493.79251 - 647 2945s 13456 10047 593.68046 70 90 - 493.79251 - 648 2950s 13473 10048 532.33150 39 127 - 493.79620 - 648 2956s 13490 10063 infeasible 50 - 493.79620 - 648 2960s 13500 10067 535.56523 42 126 - 493.83211 - 649 2965s 13516 10081 557.60601 55 127 - 493.83211 - 649 2970s 13530 10089 558.49549 59 129 - 493.83211 - 650 2975s 13542 10097 589.21778 63 108 - 493.83211 - 651 2980s 13553 10108 607.79402 67 124 - 493.83211 - 651 2985s 13565 10118 621.02592 69 103 - 493.83211 - 652 2990s 13579 10122 infeasible 72 - 493.83211 - 653 2995s 13610 10151 672.80870 81 79 - 493.83211 - 653 3000s 13691 10226 694.64678 119 72 - 493.83211 - 650 3005s 13744 10262 535.49612 43 133 - 493.84294 - 648 3010s 13764 10280 572.80959 57 112 - 493.84294 - 649 3015s 13776 10292 593.77784 62 123 - 493.84294 - 650 3020s 13782 10298 591.28057 61 113 - 493.84294 - 651 3025s 13795 10307 613.06656 66 103 - 493.84294 - 652 3030s 13812 10314 622.75620 71 91 - 493.84294 - 652 3035s 13837 10339 632.96314 84 84 - 493.84294 - 652 3040s 13865 10361 644.65535 91 67 - 493.84294 - 653 3045s 13893 10381 650.40593 101 52 - 493.84294 - 653 3050s 13935 10421 667.31593 126 68 - 493.84294 - 652 3055s 13988 10441 520.27888 36 143 - 493.86996 - 651 3060s 13993 10446 523.01833 36 157 - 493.86996 - 652 3065s 13999 10452 533.91873 41 128 - 493.86996 - 653 3070s 14009 10462 543.89153 45 133 - 493.86996 - 654 3075s 14021 10468 infeasible 54 - 493.86996 - 654 3080s 14029 10474 540.85746 41 126 - 493.89431 - 655 3086s 14037 10482 555.78743 45 130 - 493.89431 - 656 3090s 14047 10492 566.44101 49 119 - 493.89431 - 656 3095s 14062 10503 infeasible 54 - 493.89431 - 657 3100s 14074 10509 infeasible 61 - 493.89431 - 657 3105s 14084 10519 602.57352 64 89 - 493.89431 - 658 3110s 14097 10522 infeasible 69 - 493.89431 - 659 3115s 14106 10521 526.83094 38 153 - 493.92848 - 660 3120s 14115 10530 539.54292 43 142 - 493.92848 - 661 3125s 14128 10543 553.15075 51 115 - 493.92848 - 661 3130s 14143 10556 578.68940 59 110 - 493.92848 - 662 3135s 14165 10574 593.17816 68 96 - 493.92848 - 662 3140s 14228 10628 622.18746 99 79 - 493.92848 - 661 3145s 14297 10684 670.45097 141 63 - 493.92848 - 658 3150s 14333 10699 526.59218 28 141 - 494.00044 - 658 3155s 14352 10712 557.00099 40 126 - 494.00044 - 658 3160s 14371 10729 583.57996 46 112 - 494.00044 - 659 3165s 14412 10770 610.00131 70 99 - 494.00044 - 658 3170s 14432 10778 515.50578 32 154 - 494.05963 - 658 3175s 14446 10792 545.43176 40 162 - 494.05963 - 658 3180s 14464 10798 582.37694 52 155 - 494.05963 - 659 3185s 14486 10808 538.13269 39 133 - 494.27739 - 659 3190s 14511 10833 603.76285 53 138 - 494.27739 - 659 3195s 14531 10849 618.16538 64 137 - 494.27739 - 659 3200s 14560 10876 infeasible 75 - 494.27739 - 659 3205s 14584 10881 529.79822 41 143 - 494.30326 - 659 3210s 14592 10889 539.43615 44 135 - 494.30326 - 660 3216s 14598 10895 564.79715 46 126 - 494.30326 - 660 3220s 14608 10905 563.01767 50 135 - 494.30326 - 661 3226s 14619 10916 573.76024 57 114 - 494.30326 - 661 3230s 14647 10942 599.38859 66 103 - 494.30326 - 661 3235s 14678 10971 621.59260 79 71 - 494.30326 - 661 3240s 14718 11009 649.21780 98 70 - 494.30326 - 661 3245s 14821 11101 730.18511 164 46 - 494.30326 - 657 3250s 14924 11203 756.78344 260 30 - 494.30326 - 653 3255s 14963 11218 520.36032 31 133 - 494.32079 - 652 3260s 14974 11229 538.88545 35 124 - 494.32079 - 653 3265s 14989 11244 556.70507 41 127 - 494.32079 - 654 3270s 15000 11255 553.89067 47 122 - 494.32079 - 654 3275s 15017 11268 577.53677 59 104 - 494.32079 - 655 3280s 15027 11276 608.89506 63 113 - 494.32079 - 656 3285s 15059 11302 664.35240 81 76 - 494.32079 - 656 3290s 15145 11376 734.20796 136 72 - 494.32079 - 653 3295s 15228 11459 744.56877 176 52 - 494.32079 - 651 3300s 15276 11465 514.03967 29 133 - 494.34596 - 651 3305s 15290 11479 529.46612 34 127 - 494.34596 - 651 3310s 15301 11490 548.41919 36 129 - 494.34596 - 652 3315s 15315 11502 infeasible 42 - 494.34596 - 652 3320s 15327 11514 624.92713 48 98 - 494.34596 - 653 3325s 15340 11523 infeasible 54 - 494.34596 - 654 3330s 15359 11541 621.28280 61 85 - 494.34596 - 654 3335s 15393 11557 531.62000 47 145 - 494.36024 - 654 3340s 15401 11565 547.30018 50 129 - 494.36024 - 655 3345s 15407 11571 545.29150 48 134 - 494.36024 - 656 3350s 15420 11584 573.36503 54 128 - 494.36024 - 656 3356s 15430 11594 559.45650 57 122 - 494.36024 - 657 3360s 15444 11606 583.70391 64 116 - 494.36024 - 657 3365s 15468 11626 612.84422 71 111 - 494.36024 - 657 3370s 15491 11649 608.43920 75 89 - 494.36024 - 657 3375s 15518 11674 622.03628 82 64 - 494.36024 - 658 3380s 15593 11743 630.69919 129 76 - 494.36024 - 656 3385s 15668 11809 660.06499 186 52 - 494.36024 - 654 3390s 15716 11843 543.03466 46 135 - 494.36041 - 653 3395s 15728 11855 556.13053 51 104 - 494.36041 - 653 3400s 15739 11864 576.77925 59 111 - 494.36041 - 654 3405s 15757 11874 608.04173 67 98 - 494.36041 - 654 3410s 15772 11889 615.31382 74 80 - 494.36041 - 655 3415s 15862 11969 652.32889 133 25 - 494.36041 - 653 3420s H15908 11565 700.0000000 494.36041 29.4% 651 3422s 15988 11599 510.98227 28 162 700.00000 494.37036 29.4% 648 3425s 16001 11611 686.70913 180 160 700.00000 494.37036 29.4% 648 3448s 16003 11612 532.07305 44 133 700.00000 494.37036 29.4% 648 3450s 16010 11617 566.30731 83 170 700.00000 494.37036 29.4% 648 3458s 16012 11618 507.30256 22 170 700.00000 494.37036 29.4% 647 3461s 16013 11621 494.37036 25 170 700.00000 494.37036 29.4% 648 3466s 16014 11621 494.37036 25 168 700.00000 494.37036 29.4% 648 3471s 16015 11621 494.37036 26 168 700.00000 494.37036 29.4% 648 3475s 16016 11622 494.37036 26 172 700.00000 494.37036 29.4% 648 3480s 16017 11623 494.37036 27 160 700.00000 494.37036 29.4% 648 3485s 16019 11624 495.27069 28 163 700.00000 494.37036 29.4% 648 3495s 16020 11625 494.86134 28 162 700.00000 494.37036 29.4% 648 3500s 16021 11625 495.15913 29 165 700.00000 494.37036 29.4% 648 3505s 16025 11628 500.21718 31 163 700.00000 494.37036 29.4% 648 3510s 16032 11631 523.21539 34 158 700.00000 494.37036 29.4% 649 3516s 16038 11632 517.74214 37 166 700.00000 494.37036 29.4% 649 3520s H16039 11048 625.0000000 494.37036 20.9% 649 3523s 16042 11050 518.30278 39 153 625.00000 494.37036 20.9% 649 3525s 16053 11058 517.42672 45 150 625.00000 494.37036 20.9% 649 3530s H16066 10506 613.0000000 494.37036 19.4% 649 3539s 16068 10510 528.86659 52 163 613.00000 494.37036 19.4% 649 3540s 16078 10514 540.20443 57 167 613.00000 494.37036 19.4% 649 3545s 16090 10519 538.62025 63 151 613.00000 494.37036 19.4% 649 3550s 16110 10526 576.92701 73 153 613.00000 494.37036 19.4% 649 3555s 16120 10530 565.72451 78 158 613.00000 494.37036 19.4% 649 3560s 16132 10534 564.07809 84 148 613.00000 494.37036 19.4% 649 3565s 16137 10536 546.31964 87 146 613.00000 494.37036 19.4% 649 3571s 16144 10539 579.49934 90 140 613.00000 494.37036 19.4% 650 3575s 16165 10548 cutoff 101 613.00000 494.37036 19.4% 650 3580s 16194 10547 570.80780 116 136 613.00000 494.37036 19.4% 649 3585s 16217 10546 570.64459 128 144 613.00000 494.37036 19.4% 649 3590s 16243 10542 597.51535 143 126 613.00000 494.37036 19.4% 649 3595s Cutting planes: Gomory: 25 Cover: 2 Implied bound: 15 Flow cover: 58 Explored 16257 nodes (10576278 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.130000000000e+02, best bound 4.950000000000e+02, gap 19.2496%