Gurobi 5.0.1 (linux64) logging started Sun Dec 30 05:33:23 2012 Optimize a model with 13202 rows, 12960 columns and 57358 nonzeros Presolve removed 952 rows and 160 columns Presolve time: 0.11s Presolved: 12250 rows, 12800 columns, 55994 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.629476e+02, 18019 iterations, 3.57 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 362.94759 0 150 - 362.94759 - - 3s 0 0 439.83847 0 183 - 439.83847 - - 6s 0 0 461.79135 0 167 - 461.79135 - - 7s 0 0 472.50430 0 167 - 472.50430 - - 8s 0 0 477.41106 0 180 - 477.41106 - - 9s 0 0 478.27510 0 190 - 478.27510 - - 10s 0 0 480.45715 0 186 - 480.45715 - - 10s 0 0 482.86544 0 180 - 482.86544 - - 10s 0 0 484.62827 0 189 - 484.62827 - - 11s 0 0 485.37948 0 178 - 485.37948 - - 11s 0 0 486.44660 0 179 - 486.44660 - - 12s 0 0 486.99478 0 179 - 486.99478 - - 12s 0 0 487.13929 0 182 - 487.13929 - - 13s 0 0 487.13929 0 181 - 487.13929 - - 21s 0 2 487.16632 0 181 - 487.16632 - - 25s 6 8 494.26130 4 157 - 489.48215 - 1266 30s 24 24 500.38674 18 152 - 489.48215 - 656 35s 54 54 502.20475 44 155 - 489.48215 - 489 40s 94 94 510.18414 80 153 - 489.48215 - 363 45s 127 125 516.14889 108 149 - 489.48215 - 336 50s 156 154 527.01014 132 136 - 489.48215 - 335 55s 201 190 611.92840 167 107 - 489.48215 - 302 60s 282 267 629.62561 243 108 - 489.48215 - 237 65s 325 291 511.53896 20 143 - 489.71769 - 236 70s 376 336 554.08992 58 133 - 489.71769 - 229 75s 445 405 565.53425 127 125 - 489.71769 - 204 80s 509 469 588.16197 183 126 - 489.71769 - 188 85s 560 517 669.70240 228 142 - 489.71769 - 183 90s 603 545 599.43530 195 150 - 490.99922 - 182 99s 604 546 526.25444 131 180 - 490.99922 - 182 102s 606 547 631.07091 208 172 - 490.99922 - 182 106s 609 549 613.90827 173 194 - 490.99922 - 181 110s 613 552 491.00423 5 185 - 490.99922 - 179 116s 617 555 634.42984 212 188 - 490.99922 - 178 120s 623 559 519.17781 23 199 - 490.99922 - 177 134s 624 559 631.43818 227 198 - 490.99922 - 176 135s 626 561 562.97645 104 198 - 490.99922 - 176 144s 627 563 493.59681 15 192 - 492.80476 - 246 154s 628 564 497.20341 15 187 - 493.59707 - 247 163s 629 565 502.25219 16 192 - 493.59707 - 253 166s 633 565 500.70587 18 181 - 493.59707 - 260 170s 640 570 504.77726 21 167 - 493.59707 - 267 175s 654 579 516.53398 28 151 - 493.59707 - 278 180s 666 587 510.84111 34 155 - 493.59707 - 288 185s 691 604 525.42237 47 131 - 493.59707 - 293 190s 710 617 534.56707 56 122 - 493.59707 - 299 195s 733 628 539.77334 68 137 - 493.59707 - 302 200s 766 648 572.50623 84 116 - 493.59707 - 301 205s 796 659 575.02515 99 120 - 493.59707 - 305 210s 814 667 626.53804 108 130 - 493.59707 - 313 215s 839 668 607.17182 121 129 - 493.59707 - 320 220s 884 652 497.04941 17 202 - 494.76321 - 317 225s 889 655 517.00172 19 187 - 494.76321 - 330 231s 893 658 525.77947 21 193 - 494.76321 - 339 236s 900 660 521.80082 25 176 - 494.76321 - 345 240s 908 666 526.03602 29 186 - 494.76321 - 354 245s 915 670 537.73906 32 170 - 494.76321 - 362 250s 924 674 570.73989 37 163 - 494.76321 - 373 255s 930 677 567.91685 40 155 - 494.76321 - 382 260s 943 678 572.48936 46 169 - 494.76321 - 389 265s 961 690 615.06098 55 162 - 494.76321 - 392 270s 972 688 518.90234 19 181 - 500.70785 - 398 275s 982 693 infeasible 24 - 500.70785 - 408 280s 990 698 541.17668 28 163 - 500.70785 - 417 285s 996 702 531.92372 31 164 - 500.70785 - 427 290s 1004 706 544.81878 35 173 - 500.70785 - 432 295s 1018 709 550.42592 42 157 - 500.70785 - 439 300s 1031 712 544.54105 49 151 - 500.70785 - 447 305s 1044 716 558.80559 55 153 - 500.70785 - 453 310s 1061 716 552.79555 65 147 - 500.70785 - 455 315s 1089 714 561.32724 81 137 - 500.70785 - 452 320s 1105 709 518.18817 22 182 - 500.71272 - 458 325s 1111 711 infeasible 23 - 500.71272 - 467 330s 1117 715 528.48321 27 161 - 500.71272 - 470 335s 1126 721 548.38955 31 167 - 500.71272 - 473 340s 1133 726 536.20146 34 162 - 500.71272 - 476 345s 1146 734 538.48431 43 164 - 500.71272 - 477 350s 1159 743 546.16930 49 158 - 500.71272 - 478 355s 1174 753 548.28525 52 150 - 500.71272 - 478 360s 1186 753 576.98772 56 148 - 500.71272 - 479 365s 1202 764 582.08705 63 126 - 500.71272 - 479 370s 1213 771 582.15196 69 130 - 500.71272 - 480 375s 1223 778 584.36423 72 146 - 500.71272 - 481 380s 1235 784 589.78077 78 120 - 500.71272 - 480 385s 1255 795 infeasible 87 - 500.71272 - 480 390s 1267 803 600.13537 94 119 - 500.71272 - 480 395s 1286 812 605.06609 100 114 - 500.71272 - 478 400s 1301 818 infeasible 105 - 500.71272 - 480 405s 1320 828 618.01435 119 99 - 500.71272 - 479 410s 1334 838 623.20300 123 104 - 500.71272 - 481 415s 1350 834 505.02656 19 177 - 502.25269 - 484 421s 1365 844 510.99530 29 156 - 502.25269 - 485 425s 1385 858 526.63497 42 143 - 502.25269 - 488 430s 1413 874 517.72161 69 160 - 502.25269 - 484 435s 1430 882 542.01840 78 139 - 502.25269 - 487 441s 1444 891 521.28958 92 164 - 502.25269 - 489 445s 1460 902 559.91900 101 148 - 502.25269 - 491 450s 1472 908 563.28897 109 134 - 502.25269 - 496 456s 1490 918 549.02390 112 142 - 502.25269 - 497 460s 1512 932 560.48640 117 133 - 502.25269 - 500 465s 1538 940 574.20636 126 119 - 502.25269 - 500 470s 1559 942 591.74026 135 126 - 502.25269 - 503 475s 1577 940 523.08872 22 164 - 502.25351 - 505 480s 1600 949 533.37561 33 171 - 502.25351 - 503 485s 1620 962 540.15008 40 166 - 502.25351 - 503 490s 1645 979 555.00067 51 168 - 502.25351 - 502 495s 1670 980 519.91246 25 174 - 503.29661 - 503 500s 1673 980 550.87523 26 173 - 503.29661 - 507 505s 1685 988 525.26605 24 188 - 503.29661 - 509 510s 1707 1002 532.77224 33 166 - 503.29661 - 510 515s 1719 1008 536.00900 37 165 - 503.29661 - 512 520s 1741 1023 537.22489 44 153 - 503.29661 - 512 525s 1762 1037 547.76657 47 153 - 503.29661 - 513 530s 1774 1045 580.64877 53 169 - 503.29661 - 516 535s 1783 1049 565.46306 53 136 - 503.29661 - 521 540s 1793 1056 565.96540 55 149 - 503.29661 - 525 545s 1806 1064 568.30155 58 145 - 503.29661 - 527 550s 1823 1076 579.16851 58 147 - 503.29661 - 529 555s 1838 1086 591.63013 64 145 - 503.29661 - 532 560s 1856 1092 624.79975 66 137 - 503.29661 - 534 565s 1877 1102 625.57460 74 148 - 503.29661 - 534 570s 1917 1100 infeasible 89 - 503.29661 - 529 575s 1930 1107 519.64053 29 156 - 503.30341 - 531 580s 1940 1110 572.02799 34 157 - 503.30341 - 534 585s 1948 1113 622.30928 39 148 - 503.30341 - 537 590s 1963 1117 629.08400 47 135 - 503.30341 - 540 595s 1978 1123 635.56078 53 130 - 503.30341 - 543 600s 1994 1134 643.42433 62 132 - 503.30341 - 544 605s 2016 1138 512.96800 23 168 - 504.18005 - 544 610s 2022 1142 521.47076 24 184 - 504.18005 - 549 615s 2038 1149 infeasible 35 - 504.18005 - 550 620s 2068 1159 infeasible 55 - 504.18005 - 548 625s 2077 1161 545.99193 26 178 - 504.87396 - 552 631s 2083 1165 542.80060 28 173 - 504.87396 - 555 635s 2099 1172 infeasible 36 - 504.87396 - 558 640s 2120 1184 574.44565 45 136 - 504.87396 - 558 645s 2137 1181 infeasible 52 - 504.87396 - 561 650s 2148 1182 522.23322 25 163 - 504.88157 - 565 655s 2165 1194 534.80792 36 125 - 504.88157 - 566 660s 2181 1192 506.44122 22 162 - 505.03115 - 570 665s 2188 1197 525.31442 25 175 - 505.03115 - 574 670s 2212 1209 537.71994 36 123 - 505.03115 - 574 675s 2223 1202 510.71109 21 180 - 505.03905 - 579 680s 2234 1210 533.55302 29 147 - 505.03905 - 581 685s 2252 1218 543.51349 40 149 - 505.03905 - 583 690s 2279 1216 infeasible 49 - 505.03905 - 583 695s 2304 1218 507.47269 21 184 - 506.19451 - 583 700s 2313 1226 528.80764 28 174 - 506.19451 - 586 705s 2334 1237 infeasible 39 - 506.19451 - 586 710s 2349 1236 infeasible 42 - 506.19451 - 589 715s 2354 1241 539.44472 24 181 - 506.33287 - 594 720s 2362 1249 541.93046 27 182 - 506.33287 - 597 725s 2368 1255 569.48854 28 193 - 506.33287 - 602 731s 2371 1258 570.52863 27 184 - 506.33287 - 606 736s 2375 1260 infeasible 30 - 506.33287 - 611 741s 2380 1263 infeasible 31 - 506.33287 - 616 746s 2385 1264 613.64777 32 180 - 506.33287 - 620 750s 2409 1276 infeasible 43 - 506.33287 - 619 755s 2427 1278 530.02531 25 184 - 506.48694 - 621 760s 2432 1283 565.56521 26 173 - 506.48694 - 626 765s 2449 1288 infeasible 33 - 506.48694 - 626 770s 2454 1289 610.31330 34 158 - 506.48694 - 627 775s 2471 1306 659.26695 44 138 - 506.48694 - 630 780s 2496 1329 639.83226 54 114 - 506.48694 - 630 785s 2525 1358 649.39727 74 108 - 506.48694 - 629 790s 2563 1396 662.14542 104 104 - 506.48694 - 623 795s 2603 1436 665.03950 131 93 - 506.48694 - 617 800s 2657 1490 683.75747 152 82 - 506.48694 - 608 805s 2726 1553 703.88452 202 59 - 506.48694 - 595 810s 2760 1571 539.51662 26 178 - 506.95731 - 593 815s 2772 1579 553.91570 28 183 - 506.95731 - 596 820s 2784 1589 618.80961 34 149 - 506.95731 - 598 825s 2800 1605 628.10903 39 126 - 506.95731 - 600 830s 2822 1627 641.66659 52 94 - 506.95731 - 602 835s 2857 1661 650.52100 77 92 - 506.95731 - 600 840s 2897 1701 660.68265 100 79 - 506.95731 - 596 845s 2947 1750 673.52301 133 79 - 506.95731 - 590 850s 3003 1800 689.39466 171 61 - 506.95731 - 582 855s 3090 1879 713.67539 226 52 - 506.95731 - 569 860s 3165 1926 525.89180 24 178 - 506.98559 - 559 865s 3176 1933 infeasible 32 - 506.98559 - 561 870s 3194 1945 infeasible 39 - 506.98559 - 562 875s 3212 1951 534.99337 26 174 - 507.18843 - 563 880s 3218 1957 547.29547 28 175 - 507.18843 - 566 885s 3223 1958 infeasible 31 - 507.18843 - 570 890s 3229 1962 infeasible 31 - 507.18843 - 574 895s 3248 1975 infeasible 42 - 507.18843 - 574 900s 3257 1974 infeasible 45 - 507.18843 - 578 905s 3266 1981 537.20778 27 181 - 507.20214 - 581 910s 3273 1988 579.99883 31 169 - 507.20214 - 584 915s 3285 1996 622.77129 37 147 - 507.20214 - 586 920s 3300 2009 635.31496 43 123 - 507.20214 - 589 925s 3313 2022 656.18759 49 116 - 507.20214 - 592 930s 3328 2027 infeasible 51 - 507.20214 - 593 935s 3365 2044 582.33731 27 158 - 507.24221 - 591 940s 3375 2054 578.77828 29 166 - 507.24221 - 594 946s 3384 2063 596.07375 35 136 - 507.24221 - 596 950s 3398 2073 640.63408 40 145 - 507.24221 - 597 955s 3417 2084 532.44013 26 173 - 507.39886 - 598 960s 3429 2092 infeasible 33 - 507.39886 - 601 965s 3442 2097 571.97607 36 184 - 507.39886 - 602 970s 3455 2110 627.01454 43 134 - 507.39886 - 603 975s 3483 2136 665.15733 60 117 - 507.39886 - 602 980s 3508 2150 525.46027 25 183 - 507.58185 - 602 985s 3519 2155 infeasible 32 - 507.58185 - 604 990s 3523 2159 629.20090 33 183 - 507.58185 - 606 995s 3536 2166 590.39733 41 155 - 507.58185 - 608 1000s 3552 2170 509.07342 22 187 - 507.63404 - 610 1005s 3559 2177 561.56112 25 186 - 507.63404 - 612 1010s 3574 2186 576.53278 35 151 - 507.63404 - 613 1015s 3584 2190 602.49989 42 156 - 507.63404 - 616 1020s 3601 2195 516.59832 26 172 - 508.12370 - 617 1025s 3614 2204 infeasible 30 - 508.12370 - 618 1030s 3627 2211 infeasible 36 - 508.12370 - 620 1035s 3635 2215 616.87396 40 142 - 508.12370 - 621 1040s 3655 2235 633.96926 51 130 - 508.12370 - 621 1045s 3673 2245 541.38412 28 167 - 508.12422 - 622 1050s 3683 2249 infeasible 33 - 508.12422 - 624 1055s 3703 2265 629.17988 44 145 - 508.12422 - 624 1060s 3731 2277 508.90877 26 171 - 508.16603 - 622 1065s 3747 2289 553.67805 36 161 - 508.16603 - 623 1070s 3764 2300 604.97873 44 141 - 508.16603 - 623 1075s 3776 2312 617.07052 53 123 - 508.16603 - 625 1080s 3787 2323 620.53993 55 125 - 508.16603 - 627 1085s 3810 2346 630.11508 70 109 - 508.16603 - 627 1090s 3828 2364 638.41463 79 109 - 508.16603 - 627 1095s 3862 2398 645.74089 95 99 - 508.16603 - 625 1100s 3912 2434 525.22024 24 190 - 508.17153 - 621 1106s 3923 2441 infeasible 30 - 508.17153 - 622 1110s 3929 2443 567.74356 32 166 - 508.17153 - 624 1115s 3945 2457 582.73470 45 180 - 508.17153 - 624 1120s 3953 2462 643.85045 48 189 - 508.17153 - 626 1125s 3969 2461 529.80462 25 188 - 508.17574 - 626 1130s 3977 2467 548.27850 29 182 - 508.17574 - 628 1135s 3988 2474 572.22633 35 167 - 508.17574 - 630 1141s 3998 2482 590.88321 39 169 - 508.17574 - 630 1145s 4017 2501 619.17163 48 137 - 508.17574 - 631 1151s 4031 2509 625.21786 54 155 - 508.17574 - 632 1155s 4066 2531 511.50428 27 167 - 508.47138 - 629 1160s 4073 2538 561.05628 31 162 - 508.47138 - 631 1165s 4088 2547 infeasible 37 - 508.47138 - 632 1170s 4101 2554 585.73034 38 151 - 508.47138 - 633 1175s 4121 2568 598.06511 43 146 - 508.47138 - 633 1180s 4143 2582 632.26939 46 156 - 508.47138 - 633 1185s 4162 2601 625.96826 50 142 - 508.47138 - 634 1190s 4176 2611 631.78097 51 131 - 508.47138 - 635 1195s 4191 2618 infeasible 51 - 508.47138 - 637 1200s 4219 2626 infeasible 59 - 508.47138 - 636 1205s 4242 2629 infeasible 58 - 508.47138 - 637 1210s 4252 2629 558.04168 27 179 - 508.91165 - 639 1215s 4261 2638 560.93002 31 166 - 508.91165 - 641 1220s 4282 2659 572.36053 48 106 - 508.91165 - 641 1225s 4303 2680 578.46242 58 113 - 508.91165 - 642 1230s 4357 2734 585.20702 97 82 - 508.91165 - 637 1235s 4393 2770 595.35829 125 77 - 508.91165 - 634 1240s 4458 2799 515.40996 27 165 - 509.00463 - 628 1245s 4471 2812 565.49581 34 154 - 509.00463 - 630 1250s 4489 2830 580.25048 46 120 - 509.00463 - 631 1255s 4510 2851 584.90463 55 95 - 509.00463 - 631 1260s 4550 2891 599.06108 83 95 - 509.00463 - 629 1265s 4599 2940 619.43840 110 96 - 509.00463 - 625 1270s 4637 2953 544.02948 26 184 - 509.21359 - 622 1275s 4649 2963 563.27155 34 172 - 509.21359 - 624 1280s 4664 2978 574.99371 40 134 - 509.21359 - 625 1285s 4685 2999 577.28115 52 111 - 509.21359 - 625 1290s 4737 3051 594.80632 90 121 - 509.21359 - 621 1295s 4776 3090 605.81785 120 96 - 509.21359 - 618 1300s 4822 3130 616.78131 138 85 - 509.21359 - 614 1305s 4868 3176 626.20471 171 83 - 509.21359 - 610 1310s 4912 3218 639.36596 207 93 - 509.21359 - 606 1315s 4955 3231 538.92260 26 168 - 509.84468 - 604 1320s 4963 3239 556.85503 27 156 - 509.84468 - 606 1325s 4976 3252 568.25586 34 125 - 509.84468 - 607 1330s 4994 3270 578.80297 49 117 - 509.84468 - 608 1335s 5027 3303 588.26526 73 107 - 509.84468 - 606 1340s 5065 3341 600.85827 98 116 - 509.84468 - 603 1345s 5104 3380 612.29983 115 116 - 509.84468 - 600 1350s 5180 3456 631.31921 166 92 - 509.84468 - 593 1355s 5218 3476 529.41834 25 174 - 509.95031 - 591 1360s 5230 3482 infeasible 31 - 509.95031 - 593 1365s 5244 3488 infeasible 36 - 509.95031 - 594 1370s 5276 3516 627.82579 55 143 - 509.95031 - 592 1375s 5312 3542 533.99677 25 159 - 510.06590 - 591 1380s 5320 3548 563.32072 30 156 - 510.06590 - 592 1385s 5328 3556 579.63622 32 150 - 510.06590 - 594 1390s 5340 3566 594.96337 39 145 - 510.06590 - 595 1395s 5354 3578 infeasible 48 - 510.06590 - 596 1400s 5370 3594 609.46533 51 94 - 510.06590 - 598 1405s 5389 3613 620.45958 63 109 - 510.06590 - 598 1410s 5412 3624 662.75024 74 110 - 510.06590 - 599 1415s 5429 3631 546.28244 32 162 - 510.09865 - 600 1420s 5434 3636 549.95223 31 169 - 510.09865 - 602 1425s 5441 3643 579.52554 36 138 - 510.09865 - 604 1430s 5455 3655 infeasible 41 - 510.09865 - 606 1436s 5460 3656 infeasible 41 - 510.09865 - 608 1440s 5468 3660 638.71121 42 132 - 510.09865 - 610 1445s 5479 3667 674.01072 45 132 - 510.09865 - 611 1450s 5520 3706 719.73428 71 120 - 510.09865 - 609 1455s 5549 3725 533.81909 31 131 - 510.45125 - 608 1460s 5555 3731 564.91224 33 147 - 510.45125 - 610 1465s 5563 3737 infeasible 37 - 510.45125 - 612 1470s 5571 3741 infeasible 38 - 510.45125 - 614 1475s 5584 3750 infeasible 44 - 510.45125 - 615 1480s 5595 3751 544.60693 26 177 - 510.65950 - 617 1485s 5606 3758 559.32550 31 151 - 510.65950 - 618 1490s 5628 3778 infeasible 45 - 510.65950 - 619 1496s 5650 3800 587.77934 59 92 - 510.65950 - 619 1500s 5691 3841 590.56272 89 107 - 510.65950 - 617 1505s 5747 3897 602.51583 133 100 - 510.65950 - 613 1510s 5805 3955 612.36229 184 88 - 510.65950 - 608 1515s 5842 3990 645.81616 207 83 - 510.65950 - 607 1520s 5909 4055 656.26058 259 87 - 510.65950 - 601 1525s 5981 4109 676.14240 305 79 - 510.65950 - 595 1530s 5993 4111 605.07642 30 180 - 510.67703 - 596 1535s 6000 4116 578.27082 33 166 - 510.67703 - 598 1540s 6006 4118 infeasible 35 - 510.67703 - 600 1545s 6013 4123 633.84287 37 152 - 510.67703 - 602 1550s 6025 4135 648.10180 42 151 - 510.67703 - 603 1555s 6039 4149 647.10843 50 135 - 510.67703 - 604 1560s 6055 4159 662.91106 55 120 - 510.67703 - 605 1565s 6083 4165 530.65100 32 161 - 510.73303 - 604 1570s 6092 4172 552.24569 37 159 - 510.73303 - 606 1575s 6109 4187 infeasible 43 - 510.73303 - 606 1580s 6125 4197 599.72554 53 154 - 510.73303 - 607 1585s 6135 4197 532.41817 26 183 - 510.85277 - 609 1590s 6147 4203 infeasible 32 - 510.85277 - 610 1595s 6163 4215 582.86516 40 158 - 510.85277 - 611 1600s 6179 4217 522.81147 30 168 - 510.87701 - 612 1605s 6186 4224 542.49923 32 164 - 510.87701 - 613 1610s 6198 4234 infeasible 38 - 510.87701 - 615 1616s 6202 4234 572.88671 38 153 - 510.87701 - 616 1620s 6213 4237 610.76205 44 139 - 510.87701 - 618 1625s 6242 4256 infeasible 57 - 510.87701 - 617 1630s 6266 4261 529.48951 31 163 - 510.90306 - 617 1635s 6272 4267 546.70495 32 168 - 510.90306 - 618 1640s 6281 4274 infeasible 37 - 510.90306 - 620 1646s 6285 4272 infeasible 37 - 510.90306 - 622 1650s 6298 4277 609.63752 42 143 - 510.90306 - 623 1655s 6310 4281 infeasible 47 - 510.90306 - 625 1660s 6321 4286 infeasible 49 - 510.90306 - 626 1665s 6332 4289 infeasible 53 - 510.90306 - 628 1670s 6342 4289 515.79630 28 166 - 510.97412 - 630 1675s 6348 4295 578.32388 31 170 - 510.97412 - 632 1680s 6357 4298 infeasible 33 - 510.97412 - 633 1686s 6362 4301 613.05610 33 160 - 510.97412 - 635 1690s 6376 4315 639.65289 46 130 - 510.97412 - 636 1695s 6397 4330 681.05116 56 128 - 510.97412 - 636 1700s 6459 4363 515.68068 33 158 - 511.15801 - 632 1705s 6467 4371 548.31504 38 151 - 511.15801 - 633 1710s 6477 4379 567.54102 41 150 - 511.15801 - 634 1715s 6483 4379 599.52637 43 137 - 511.15801 - 636 1720s 6497 4387 600.84644 46 148 - 511.15801 - 637 1725s 6512 4388 infeasible 52 - 511.15801 - 639 1730s 6523 4389 530.46998 33 164 - 511.23043 - 640 1735s 6529 4395 571.75219 36 167 - 511.23043 - 642 1740s 6539 4401 infeasible 40 - 511.23043 - 643 1745s 6553 4403 infeasible 46 - 511.23043 - 644 1750s 6567 4411 infeasible 52 - 511.23043 - 645 1755s 6578 4416 641.17079 53 127 - 511.23043 - 646 1760s 6589 4421 infeasible 58 - 511.23043 - 648 1765s 6606 4432 654.99248 64 126 - 511.23043 - 649 1770s 6623 4439 538.30937 31 166 - 511.26519 - 650 1775s 6632 4446 infeasible 37 - 511.26519 - 651 1780s 6641 4447 infeasible 39 - 511.26519 - 653 1785s 6656 4456 infeasible 46 - 511.26519 - 654 1790s 6664 4458 infeasible 47 - 511.26519 - 655 1795s 6678 4460 infeasible 50 - 511.26519 - 657 1800s 6685 4456 521.60420 32 160 - 511.26567 - 658 1808s 6688 4459 543.25214 34 160 - 511.26567 - 659 1810s 6694 4465 556.85287 37 162 - 511.26567 - 660 1815s 6706 4477 557.66620 39 135 - 511.26567 - 661 1820s 6735 4502 563.35426 55 123 - 511.26567 - 661 1825s 6762 4509 541.84096 20 183 - 511.28826 - 661 1831s 6764 4511 526.99916 21 185 - 511.28826 - 661 1835s 6773 4518 574.11117 24 179 - 511.28826 - 663 1842s 6780 4521 600.52171 25 195 - 511.28826 - 664 1845s 6792 4521 621.83926 28 192 - 511.28826 - 664 1850s 6811 4515 581.48527 27 183 - 511.28826 - 664 1855s 6834 4517 540.55635 19 195 - 511.30870 - 665 1862s 6838 4520 572.22901 23 184 - 511.30870 - 665 1865s 6843 4522 585.81205 25 182 - 511.30870 - 666 1870s 6858 4531 630.47445 33 176 - 511.30870 - 666 1875s 6893 4546 513.15608 25 164 - 511.31031 - 664 1880s 6899 4552 606.52222 29 175 - 511.31031 - 665 1885s 6904 4555 559.50118 30 161 - 511.31031 - 667 1890s 6913 4564 575.26978 34 148 - 511.31031 - 668 1895s 6923 4574 598.68771 38 130 - 511.31031 - 669 1900s 6936 4583 621.10538 43 120 - 511.31031 - 670 1905s 6942 4589 616.76798 44 131 - 511.31031 - 671 1910s 6970 4617 631.14166 55 123 - 511.31031 - 670 1915s 7016 4663 648.47192 88 88 - 511.31031 - 668 1920s 7081 4728 661.06099 141 82 - 511.31031 - 663 1925s 7159 4782 518.87552 31 151 - 511.35825 - 657 1930s 7169 4790 555.33405 37 147 - 511.35825 - 658 1935s 7179 4794 609.49691 41 155 - 511.35825 - 659 1940s 7197 4808 680.74777 48 164 - 511.35825 - 660 1945s 7227 4819 544.88057 38 151 - 511.44567 - 658 1950s 7234 4826 584.90937 42 161 - 511.44567 - 660 1955s 7241 4829 infeasible 45 - 511.44567 - 661 1960s 7254 4842 642.66588 54 130 - 511.44567 - 662 1965s 7266 4850 672.82301 59 139 - 511.44567 - 663 1970s 7309 4872 523.06747 36 155 - 511.45011 - 660 1975s 7320 4883 582.05400 43 150 - 511.45011 - 661 1980s 7329 4892 617.47704 47 126 - 511.45011 - 662 1985s 7341 4904 647.82359 56 145 - 511.45011 - 664 1990s 7349 4912 659.54127 56 133 - 511.45011 - 665 1995s 7394 4938 514.65142 37 145 - 511.48034 - 662 2000s 7402 4946 549.58729 41 151 - 511.48034 - 664 2005s 7408 4952 582.35843 42 159 - 511.48034 - 665 2010s 7415 4957 infeasible 45 - 511.48034 - 667 2015s 7426 4964 633.80089 48 162 - 511.48034 - 668 2020s 7458 4970 583.90654 41 157 - 511.52821 - 667 2025s 7464 4976 575.02012 42 142 - 511.52821 - 668 2030s 7472 4984 581.50578 44 155 - 511.52821 - 670 2035s 7479 4985 infeasible 47 - 511.52821 - 671 2040s 7506 4996 522.71298 29 159 - 511.59570 - 671 2045s 7513 5003 550.89388 32 160 - 511.59570 - 672 2050s 7521 5005 infeasible 36 - 511.59570 - 673 2055s 7533 5011 608.60963 37 138 - 511.59570 - 675 2061s 7547 5017 633.41765 40 124 - 511.59570 - 675 2065s 7570 5036 infeasible 55 - 511.59570 - 675 2071s 7581 5037 693.95196 58 128 - 511.59570 - 676 2075s 7607 5055 707.97473 74 120 - 511.59570 - 676 2080s 7634 5072 523.78607 20 177 - 511.65979 - 675 2085s 7641 5079 618.18568 25 176 - 511.65979 - 676 2091s 7651 5079 infeasible 28 - 511.65979 - 677 2095s 7662 5082 infeasible 33 - 511.65979 - 678 2100s 7703 5098 512.72704 22 177 - 511.66365 - 675 2105s 7709 5102 infeasible 26 - 511.66365 - 678 2114s 7711 5104 543.56771 26 165 - 511.66365 - 678 2115s 7717 5110 568.14745 29 161 - 511.66365 - 679 2120s 7743 5126 613.11654 44 169 - 511.66365 - 678 2125s 7780 5162 649.85080 69 136 - 511.66365 - 677 2130s 7793 5167 531.47064 25 190 - 511.66380 - 677 2135s 7796 5168 infeasible 26 - 511.66380 - 679 2140s 7800 5172 557.29743 25 193 - 511.66380 - 680 2145s 7813 5177 599.74557 34 175 - 511.66380 - 680 2150s 7842 5198 641.44583 45 153 - 511.66380 - 680 2155s 7871 5227 668.78472 57 140 - 511.66380 - 679 2160s 7904 5242 535.98627 26 177 - 511.77641 - 677 2165s 7911 5243 infeasible 30 - 511.77641 - 679 2171s 7916 5244 535.73544 25 165 - 511.77914 - 680 2175s 7926 5252 577.44974 29 154 - 511.77914 - 680 2180s 7938 5260 593.24935 35 140 - 511.77914 - 681 2185s 7956 5276 608.21561 47 131 - 511.77914 - 681 2190s 7975 5293 618.52998 53 126 - 511.77914 - 682 2195s 8001 5315 626.82456 72 106 - 511.77914 - 681 2200s 8012 5316 565.06372 27 173 - 511.81543 - 682 2205s 8024 5326 infeasible 33 - 511.81543 - 683 2210s 8035 5333 598.86680 34 171 - 511.81543 - 683 2215s 8052 5350 610.19915 43 153 - 511.81543 - 684 2220s 8078 5376 622.89807 54 99 - 511.81543 - 683 2225s 8118 5414 635.47857 82 97 - 511.81543 - 681 2230s 8164 5458 642.08952 102 86 - 511.81543 - 679 2235s 8231 5516 661.49403 156 101 - 511.81543 - 674 2240s 8280 5541 534.21640 27 166 - 512.15606 - 672 2245s 8289 5546 567.75607 31 168 - 512.15606 - 673 2250s 8298 5551 infeasible 37 - 512.15606 - 674 2255s 8321 5560 547.20575 40 178 - 512.18940 - 674 2260s 8335 5570 566.59917 47 150 - 512.18940 - 674 2265s 8347 5578 619.76478 50 156 - 512.18940 - 675 2270s 8364 5589 636.61481 57 132 - 512.18940 - 675 2275s 8389 5606 669.07460 70 131 - 512.18940 - 675 2280s 8398 5605 540.13174 39 153 - 512.31867 - 677 2285s 8411 5616 570.21841 47 157 - 512.31867 - 677 2290s 8426 5625 630.97438 52 155 - 512.31867 - 678 2295s 8450 5647 655.06700 64 117 - 512.31867 - 678 2300s 8487 5682 665.85502 78 91 - 512.31867 - 677 2305s 8531 5716 677.09162 95 83 - 512.31867 - 675 2310s 8589 5773 697.45215 129 81 - 512.31867 - 672 2315s 8695 5854 744.23491 213 63 - 512.31867 - 665 2320s 8715 5858 552.50921 31 152 - 512.58430 - 666 2325s 8724 5867 571.25221 33 153 - 512.58430 - 666 2330s 8747 5890 575.06643 36 131 - 512.58430 - 666 2335s 8768 5911 583.26206 40 102 - 512.58430 - 667 2340s 8794 5937 589.04965 46 111 - 512.58430 - 667 2345s 8825 5968 597.22748 53 99 - 512.58430 - 666 2350s 8862 6005 605.41150 69 85 - 512.58430 - 665 2355s 8913 6056 616.44488 86 91 - 512.58430 - 663 2360s 8955 6096 626.10793 91 82 - 512.58430 - 661 2365s 9010 6148 650.87640 128 104 - 512.58430 - 659 2370s 9032 6151 550.37021 32 153 - 512.61545 - 659 2375s 9039 6156 577.59997 36 155 - 512.61545 - 660 2380s 9053 6164 infeasible 41 - 512.61545 - 660 2385s 9065 6166 infeasible 46 - 512.61545 - 661 2390s 9078 6173 infeasible 47 - 512.61545 - 662 2395s 9084 6169 520.24323 35 156 - 512.62854 - 664 2400s 9090 6171 infeasible 37 - 512.62854 - 665 2405s 9096 6171 infeasible 41 - 512.62854 - 666 2411s 9102 6175 536.49870 38 161 - 512.76148 - 667 2415s 9110 6183 555.26659 43 148 - 512.76148 - 668 2420s 9119 6192 592.25698 46 144 - 512.76148 - 669 2425s 9144 6213 601.64686 60 135 - 512.76148 - 669 2430s 9189 6250 633.55278 86 110 - 512.76148 - 667 2435s 9259 6320 661.04927 124 87 - 512.76148 - 664 2440s 9329 6388 679.72746 180 80 - 512.76148 - 660 2445s 9391 6449 704.50682 223 73 - 512.76148 - 656 2450s 9409 6451 549.86903 25 179 - 513.01430 - 657 2456s 9416 6458 560.83600 28 145 - 513.01430 - 657 2460s 9429 6471 571.34143 34 140 - 513.01430 - 658 2465s 9443 6485 579.54262 43 125 - 513.01430 - 659 2470s 9491 6533 590.56205 76 96 - 513.01430 - 657 2475s 9568 6610 613.57548 136 88 - 513.01430 - 653 2480s 9643 6685 653.86287 178 85 - 513.01430 - 649 2485s 9721 6749 infeasible 226 - 513.01430 - 645 2490s 9762 6753 592.19760 43 144 - 513.13558 - 644 2495s 9768 6759 597.03898 45 146 - 513.13558 - 645 2500s 9777 6768 634.52206 47 138 - 513.13558 - 646 2505s 9786 6769 651.43729 50 128 - 513.13558 - 647 2510s 9806 6777 infeasible 59 - 513.13558 - 647 2515s 9815 6774 564.21855 28 168 - 513.27465 - 648 2520s 9820 6775 infeasible 31 - 513.27465 - 649 2525s 9826 6777 517.60708 24 187 - 513.47147 - 650 2530s 9831 6782 562.22241 26 183 - 513.47147 - 652 2536s 9838 6789 577.83591 31 148 - 513.47147 - 652 2540s 9852 6803 587.89216 39 128 - 513.47147 - 653 2545s 9870 6821 595.53883 50 114 - 513.47147 - 653 2550s 9901 6850 608.40142 73 116 - 513.47147 - 653 2555s 9952 6889 infeasible 103 - 513.47147 - 651 2560s 9992 6893 526.57787 26 147 - 513.76132 - 650 2565s 10006 6899 541.94967 29 164 - 513.76132 - 650 2570s 10013 6904 550.57027 31 156 - 513.76132 - 651 2575s 10025 6914 565.87913 37 144 - 513.76132 - 652 2580s 10038 6923 598.58447 44 149 - 513.76132 - 652 2585s 10078 6951 657.30017 70 162 - 513.76132 - 651 2590s 10093 6958 565.47392 49 152 - 513.76440 - 651 2595s 10111 6974 590.79507 56 149 - 513.76440 - 651 2600s 10117 6974 infeasible 59 - 513.76440 - 652 2605s 10163 7002 529.42212 39 160 - 514.03423 - 651 2610s 10170 7009 555.78495 40 165 - 514.03423 - 652 2615s 10176 7015 585.59331 43 141 - 514.03423 - 653 2620s 10185 7022 617.63990 45 141 - 514.03423 - 654 2625s 10191 7024 619.51321 47 147 - 514.03423 - 655 2630s 10213 7036 698.31146 61 140 - 514.03423 - 654 2635s 10240 7041 537.30418 39 156 - 514.04102 - 654 2640s 10255 7050 infeasible 44 - 514.04102 - 654 2645s 10275 7064 578.84036 50 145 - 514.04102 - 655 2650s 10288 7071 610.23948 49 150 - 514.04102 - 656 2656s 10292 7075 618.09813 51 140 - 514.04102 - 657 2661s 10295 7078 621.15299 51 141 - 514.04102 - 658 2665s 10298 7081 638.15091 52 133 - 514.04102 - 659 2670s 10308 7087 607.23372 50 154 - 514.04102 - 660 2675s 10330 7097 645.15992 53 132 - 514.04102 - 660 2680s 10353 7112 648.16779 62 127 - 514.04102 - 660 2685s 10392 7151 659.98151 72 106 - 514.04102 - 659 2690s 10432 7189 676.19465 94 105 - 514.04102 - 658 2695s 10482 7239 686.22501 115 100 - 514.04102 - 656 2700s 10543 7300 705.45660 139 67 - 514.04102 - 654 2705s 10616 7367 726.94910 168 101 - 514.04102 - 651 2710s 10646 7365 579.02271 30 172 - 514.14603 - 651 2715s 10652 7371 578.09898 32 161 - 514.14603 - 652 2720s 10664 7377 604.69044 37 136 - 514.14603 - 652 2725s 10670 7379 641.96323 38 146 - 514.14603 - 653 2730s 10681 7386 657.87626 42 134 - 514.14603 - 654 2735s 10694 7391 infeasible 47 - 514.14603 - 655 2740s 10722 7407 infeasible 58 - 514.14603 - 655 2745s 10781 7462 716.37748 95 105 - 514.14603 - 653 2750s 10838 7513 757.68346 140 104 - 514.14603 - 650 2755s 10867 7528 587.31670 43 158 - 514.33428 - 650 2760s 10872 7533 576.82559 44 138 - 514.33428 - 651 2765s 10879 7540 583.46137 46 150 - 514.33428 - 652 2770s 10885 7542 infeasible 49 - 514.33428 - 653 2775s 10897 7548 682.34691 54 146 - 514.33428 - 653 2780s 10943 7562 516.47018 22 168 - 514.51418 - 652 2785s 10953 7568 554.96574 28 149 - 514.51418 - 653 2791s 10960 7571 557.86970 28 151 - 514.51418 - 653 2795s 10971 7576 574.15382 31 145 - 514.51418 - 654 2800s 10982 7587 586.70101 34 140 - 514.51418 - 654 2805s 10996 7601 608.75554 42 122 - 514.51418 - 655 2810s 11015 7620 598.59129 58 100 - 514.51418 - 655 2815s 11044 7649 610.65749 73 82 - 514.51418 - 655 2820s 11105 7708 624.50283 114 45 - 514.51418 - 653 2825s 11196 7799 639.79349 189 52 - 514.51418 - 648 2830s 11284 7863 524.03811 26 173 - 514.55082 - 644 2835s 11290 7869 560.55666 30 161 - 514.55082 - 645 2840s 11303 7882 566.98293 35 147 - 514.55082 - 645 2845s 11318 7897 578.52136 46 135 - 514.55082 - 646 2850s 11365 7944 600.06956 73 106 - 514.55082 - 645 2855s 11395 7974 601.55275 96 68 - 514.55082 - 645 2860s 11447 8026 626.08517 128 67 - 514.55082 - 644 2865s 11506 8070 infeasible 160 - 514.55082 - 642 2870s 11521 8071 592.88395 42 163 - 514.55082 - 643 2875s 11542 8084 648.00484 51 155 - 514.55082 - 643 2880s 11548 8088 661.97580 52 157 - 514.55082 - 644 2885s 11572 8090 581.34413 39 156 - 514.58889 - 644 2890s 11586 8098 621.86340 49 165 - 514.58889 - 645 2895s 11623 8107 526.96962 26 150 - 514.58889 - 644 2900s 11632 8108 555.91508 27 155 - 514.58889 - 644 2905s 11635 8111 556.82088 27 152 - 514.58889 - 645 2910s 11650 8124 585.58500 35 143 - 514.58889 - 646 2915s 11671 8145 592.75694 45 131 - 514.58889 - 646 2920s 11691 8165 604.57311 54 113 - 514.58889 - 646 2925s 11724 8198 613.17295 75 93 - 514.58889 - 645 2930s 11763 8237 632.46981 98 100 - 514.58889 - 644 2935s 11788 8262 645.90583 109 80 - 514.58889 - 644 2940s 11855 8329 660.47153 150 80 - 514.58889 - 641 2945s 11921 8393 685.24589 188 68 - 514.58889 - 639 2950s 12015 8485 infeasible 245 - 514.58889 - 635 2955s 12096 8554 infeasible 286 - 514.58889 - 632 2960s 12156 8585 527.23917 24 151 - 514.66451 - 630 2965s 12162 8591 540.24964 27 155 - 514.66451 - 631 2970s 12175 8604 545.27767 35 143 - 514.66451 - 631 2975s 12183 8608 573.57161 37 139 - 514.66451 - 632 2980s 12206 8627 591.46703 52 161 - 514.66451 - 632 2985s 12239 8645 infeasible 62 - 514.66451 - 631 2990s 12250 8654 582.29133 37 135 - 514.66963 - 631 2995s 12269 8665 606.37701 48 126 - 514.66963 - 632 3000s 12297 8693 620.22966 67 128 - 514.66963 - 632 3005s 12358 8754 649.17442 104 105 - 514.66963 - 630 3010s 12413 8809 720.20122 133 102 - 514.66963 - 628 3015s 12431 8809 574.14257 39 146 - 514.75829 - 629 3020s 12440 8818 595.34651 43 146 - 514.75829 - 629 3025s 12445 8817 626.81983 44 152 - 514.75829 - 631 3030s 12472 8832 713.26105 58 150 - 514.75829 - 630 3035s 12495 8839 578.96622 30 165 - 514.81409 - 630 3040s 12505 8845 593.84076 33 150 - 514.81409 - 631 3045s 12517 8857 608.12951 42 130 - 514.81409 - 632 3050s 12539 8879 615.61810 52 135 - 514.81409 - 632 3055s 12559 8899 624.68410 61 114 - 514.81409 - 632 3060s 12594 8934 639.65926 89 109 - 514.81409 - 631 3065s 12634 8974 652.84640 110 99 - 514.81409 - 630 3070s 12671 9005 663.13425 125 108 - 514.81409 - 630 3075s 12728 9040 infeasible 149 - 514.81409 - 629 3080s 12793 9081 534.99115 41 171 - 514.95531 - 627 3085s 12808 9090 563.61875 50 161 - 514.95531 - 627 3090s 12818 9094 infeasible 53 - 514.95531 - 628 3095s 12857 9131 629.52359 69 149 - 514.95531 - 627 3100s 12886 9146 572.10509 42 155 - 514.97236 - 626 3105s 12893 9151 594.53468 45 162 - 514.97236 - 627 3110s 12913 9161 infeasible 54 - 514.97236 - 628 3116s 12925 9167 infeasible 59 - 514.97236 - 628 3120s 12935 9167 infeasible 60 - 514.97236 - 629 3126s 12964 9194 660.99746 77 120 - 514.97236 - 629 3130s 13036 9264 686.04460 129 99 - 514.97236 - 626 3135s 13120 9314 541.57046 42 147 - 514.97388 - 623 3140s 13126 9320 555.88751 43 143 - 514.97388 - 624 3145s 13133 9325 585.41420 46 140 - 514.97388 - 625 3150s 13141 9332 599.37372 49 127 - 514.97388 - 626 3158s 13144 9331 infeasible 51 - 514.97388 - 626 3160s 13151 9334 651.80537 53 130 - 514.97388 - 627 3165s 13163 9332 infeasible 55 - 514.97388 - 628 3170s 13172 9339 560.57759 44 136 - 515.03092 - 629 3175s 13178 9345 598.21683 45 133 - 515.03092 - 629 3181s 13185 9352 635.23636 48 139 - 515.03092 - 630 3185s 13192 9353 647.74435 50 129 - 515.03092 - 631 3190s 13220 9361 542.22024 29 158 - 515.03161 - 631 3195s 13224 9364 580.58911 31 146 - 515.03161 - 632 3200s 13231 9369 591.72096 34 143 - 515.03161 - 632 3205s 13242 9378 608.92584 40 136 - 515.03161 - 633 3210s 13253 9389 617.99398 46 118 - 515.03161 - 633 3215s 13271 9407 664.74335 50 131 - 515.03161 - 634 3220s 13323 9459 650.23226 85 93 - 515.03161 - 632 3225s 13405 9520 546.96362 27 162 - 515.05982 - 629 3230s 13418 9527 infeasible 34 - 515.05982 - 630 3235s 13445 9535 535.51811 42 149 - 515.10470 - 629 3240s 13453 9542 563.27885 44 153 - 515.10470 - 630 3245s 13462 9551 595.87805 48 137 - 515.10470 - 631 3250s 13474 9563 613.07105 54 96 - 515.10470 - 631 3255s 13481 9568 664.13473 57 123 - 515.10470 - 633 3262s 13491 9574 656.88674 60 123 - 515.10470 - 633 3265s 13510 9579 549.23505 49 164 - 515.14029 - 633 3270s 13528 9593 574.87396 60 150 - 515.14029 - 633 3275s 13539 9600 621.63274 63 153 - 515.14029 - 634 3280s 13563 9624 631.24262 73 93 - 515.14029 - 634 3285s 13594 9655 644.96461 90 82 - 515.14029 - 633 3290s 13651 9712 661.78136 121 86 - 515.14029 - 632 3295s 13739 9800 698.14471 178 82 - 515.14029 - 629 3300s 13860 9893 529.84413 47 165 - 515.27626 - 624 3305s 13874 9905 595.25771 56 160 - 515.27626 - 625 3310s 13909 9932 617.89805 79 144 - 515.27626 - 624 3315s 13932 9943 567.06270 61 159 - 515.27931 - 624 3320s 13960 9965 621.78232 73 160 - 515.27931 - 624 3325s 13990 9979 553.52002 53 160 - 515.28541 - 623 3330s 14010 9991 598.07309 67 150 - 515.28541 - 624 3335s 14052 10010 558.35611 26 183 - 515.32865 - 622 3340s 14058 10012 infeasible 30 - 515.32865 - 623 3346s 14063 10011 526.60059 22 170 - 515.41710 - 624 3350s 14072 10016 570.28561 26 158 - 515.41710 - 625 3355s 14076 10020 580.01416 28 155 - 515.41710 - 625 3360s 14101 10041 594.19658 44 158 - 515.41710 - 625 3365s 14149 10089 639.01200 78 146 - 515.41710 - 623 3370s 14166 10097 549.49594 27 184 - 515.54029 - 623 3375s 14175 10104 635.74623 30 172 - 515.54029 - 624 3380s 14182 10109 infeasible 32 - 515.54029 - 625 3385s 14200 10127 591.50065 44 122 - 515.54029 - 625 3390s 14218 10145 599.64532 55 108 - 515.54029 - 625 3395s 14245 10170 infeasible 71 - 515.54029 - 625 3400s 14272 10197 620.13293 83 86 - 515.54029 - 625 3405s 14330 10247 infeasible 112 - 515.54029 - 623 3410s 14408 10321 666.19927 167 54 - 515.54029 - 620 3415s 14481 10372 534.73700 23 174 - 515.63474 - 618 3420s 14492 10383 543.33334 30 140 - 515.63474 - 619 3425s 14511 10398 infeasible 43 - 515.63474 - 619 3430s 14526 10411 595.58306 49 110 - 515.63474 - 619 3435s 14562 10447 603.59261 71 96 - 515.63474 - 619 3440s 14614 10499 616.53572 109 95 - 515.63474 - 617 3445s 14699 10584 653.37811 166 67 - 515.63474 - 614 3450s 14809 10688 673.94652 242 66 - 515.63474 - 610 3455s 14923 10754 529.15557 22 165 - 515.68454 - 607 3460s 14934 10765 543.92688 32 133 - 515.68454 - 607 3465s 14951 10778 infeasible 44 - 515.68454 - 607 3470s 14960 10787 602.62932 51 135 - 515.68454 - 608 3475s 14984 10811 618.56419 65 120 - 515.68454 - 608 3480s 15047 10872 661.59525 112 103 - 515.68454 - 606 3485s 15093 10918 674.53897 136 93 - 515.68454 - 605 3490s 15167 10958 533.75475 30 181 - 515.74077 - 603 3495s 15175 10962 551.38881 32 166 - 515.74077 - 604 3500s 15184 10967 574.60124 35 158 - 515.74077 - 605 3505s 15188 10969 597.38259 36 147 - 515.74077 - 605 3510s 15193 10972 619.16063 37 150 - 515.74077 - 606 3515s 15198 10975 620.97048 39 140 - 515.74077 - 607 3520s 15203 10972 infeasible 40 - 515.74077 - 608 3527s 15205 10972 infeasible 40 - 515.74077 - 608 3530s 15212 10973 545.28296 30 167 - 515.90466 - 609 3535s 15220 10981 581.10665 33 154 - 515.90466 - 610 3540s 15231 10990 infeasible 37 - 515.90466 - 611 3546s 15234 10987 infeasible 37 - 515.90466 - 612 3551s 15239 10990 infeasible 38 - 515.90466 - 612 3555s 15254 10997 infeasible 43 - 515.90466 - 613 3560s 15271 11002 infeasible 47 - 515.90466 - 613 3565s 15282 11005 542.48760 26 148 - 515.90866 - 614 3570s 15295 11018 550.52288 33 125 - 515.90866 - 614 3575s 15319 11042 560.66376 48 112 - 515.90866 - 614 3580s 15373 11094 575.63344 90 111 - 515.90866 - 613 3585s 15431 11152 606.00718 129 72 - 515.90866 - 611 3590s 15473 11159 529.03136 52 132 - 515.94710 - 611 3595s Cutting planes: Gomory: 17 Cover: 116 Implied bound: 40 Clique: 2 Flow cover: 210 GUB cover: 22 Explored 15484 nodes (9499054 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.160000000000e+02, gap -