Gurobi 5.0.1 (linux64) logging started Thu Dec 20 17:25:45 2012 Optimize a model with 13202 rows, 12960 columns and 57756 nonzeros Presolve removed 557 rows and 160 columns Presolve time: 0.11s Presolved: 12645 rows, 12800 columns, 56784 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.570223e+02, 14959 iterations, 2.59 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 357.02228 0 147 - 357.02228 - - 2s 0 0 399.72862 0 170 - 399.72862 - - 4s 0 0 415.40690 0 159 - 415.40690 - - 6s 0 0 424.62469 0 160 - 424.62469 - - 6s 0 0 430.93447 0 175 - 430.93447 - - 7s 0 0 434.85312 0 168 - 434.85312 - - 8s 0 0 437.76238 0 182 - 437.76238 - - 9s 0 0 438.01922 0 186 - 438.01922 - - 9s 0 0 438.99666 0 181 - 438.99666 - - 9s 0 0 439.53881 0 179 - 439.53881 - - 10s 0 0 439.64237 0 183 - 439.64237 - - 10s 0 0 439.91399 0 176 - 439.91399 - - 10s 0 0 440.03378 0 159 - 440.03378 - - 11s 0 0 440.09239 0 158 - 440.09239 - - 11s 0 0 440.53810 0 173 - 440.53810 - - 11s 0 0 441.00475 0 178 - 441.00475 - - 11s 0 0 441.00687 0 183 - 441.00687 - - 11s 0 0 441.00687 0 179 - 441.00687 - - 20s 0 2 441.01016 0 179 - 441.01016 - - 24s 1 3 442.09039 1 169 - 442.09039 - 283 25s 14 14 451.01110 10 155 - 442.88227 - 550 30s 28 28 486.54648 22 149 - 442.88227 - 603 35s 53 53 493.24356 42 139 - 442.88227 - 501 40s 84 76 528.46512 67 148 - 442.88227 - 462 45s 119 92 452.41375 13 148 - 443.69716 - 428 50s 163 136 475.38842 44 120 - 443.69716 - 398 55s 192 163 500.73356 66 121 - 443.69716 - 395 60s 235 190 450.15026 18 161 - 444.01135 - 378 65s 267 220 487.86417 41 136 - 444.01135 - 390 70s 309 258 495.77255 75 115 - 444.01135 - 373 75s 347 282 456.07114 16 158 - 444.56942 - 377 80s 391 324 474.35433 42 125 - 444.56942 - 367 85s 441 370 497.60090 66 118 - 444.56942 - 355 90s 474 399 infeasible 75 - 444.56942 - 364 95s 501 420 532.04897 85 126 - 444.56942 - 369 100s 534 424 447.42033 9 150 - 444.58422 - 377 105s 565 455 460.79746 23 125 - 444.58422 - 380 110s 603 487 468.44326 31 153 - 444.58422 - 368 117s 604 488 528.46872 68 167 - 444.58422 - 368 120s 607 490 493.06558 65 178 - 444.58422 - 366 126s 611 493 488.92268 29 176 - 444.58422 - 364 131s 615 495 493.06558 65 179 - 452.86544 - 361 135s 619 498 459.23334 31 182 - 452.86730 - 359 148s 621 499 488.92268 29 182 - 452.86730 - 358 150s 622 502 486.98530 13 171 - 467.34167 - 417 159s 623 502 484.98546 13 169 - 484.98546 - 418 168s 626 504 495.23531 15 152 - 485.42044 - 419 170s 633 504 486.02415 19 159 - 485.62857 - 421 175s 638 506 493.65480 21 172 - 487.07470 - 429 180s 648 508 494.09851 26 135 - 487.08194 - 434 185s 659 514 496.27854 32 143 - 487.08194 - 442 190s 679 527 503.81760 42 130 - 487.08194 - 444 195s 690 532 506.91005 47 141 - 487.08194 - 451 200s 708 544 544.32333 56 125 - 487.08194 - 454 206s 719 548 infeasible 62 - 487.08194 - 459 210s 733 549 493.51725 19 160 - 487.29537 - 469 215s 746 552 503.28813 26 146 - 487.29537 - 478 220s 767 562 534.55241 36 139 - 487.29537 - 480 225s 787 569 521.59512 46 136 - 487.29537 - 482 230s 816 580 517.32443 61 111 - 487.29537 - 479 235s 835 581 infeasible 70 - 487.29537 - 484 240s 868 580 490.74396 19 164 - 487.97352 - 476 245s 895 596 504.79953 32 142 - 487.97352 - 472 250s 921 613 520.17016 45 136 - 487.97352 - 471 255s 939 625 523.94356 54 138 - 487.97352 - 476 260s 959 639 524.50543 64 133 - 487.97352 - 478 265s 971 643 infeasible 70 - 487.97352 - 485 270s 998 653 530.81019 84 127 - 487.97352 - 483 275s 1027 668 546.08746 98 121 - 487.97352 - 479 280s 1049 681 561.36707 109 108 - 487.97352 - 482 285s 1068 675 490.67340 18 161 - 487.97371 - 487 290s 1089 689 511.78793 29 133 - 487.97371 - 491 295s 1109 703 515.14830 37 136 - 487.97371 - 493 300s 1141 722 533.96875 48 126 - 487.97371 - 489 305s 1166 737 544.38322 59 118 - 487.97371 - 488 310s 1199 747 490.12301 20 172 - 488.56169 - 486 315s 1231 768 507.15572 39 143 - 488.56169 - 482 320s 1311 821 517.38653 106 139 - 488.56169 - 458 325s 1334 835 553.27157 121 116 - 488.56169 - 461 330s 1347 839 544.15271 128 128 - 488.56169 - 465 335s 1378 854 552.86515 150 130 - 488.56169 - 463 340s 1412 857 599.06390 159 111 - 488.56169 - 461 345s 1453 874 597.75334 184 116 - 488.56169 - 456 350s 1505 896 506.42782 25 147 - 488.56648 - 446 355s 1550 926 526.45974 56 131 - 488.56648 - 443 360s 1591 953 559.07384 89 127 - 488.56648 - 440 365s 1627 973 554.32796 118 131 - 488.56648 - 436 370s 1666 987 501.68403 22 159 - 489.33884 - 434 375s 1703 1012 509.46227 27 136 - 489.33884 - 434 380s 1736 1034 514.54553 38 145 - 489.33884 - 433 385s 1775 1056 516.01880 46 131 - 489.33884 - 431 390s 1802 1074 531.39893 55 127 - 489.33884 - 432 395s 1843 1099 531.91667 65 121 - 489.33884 - 428 400s 1872 1118 541.87136 70 115 - 489.33884 - 429 405s 1917 1138 infeasible 79 - 489.33884 - 426 410s 1951 1155 505.47567 35 140 - 489.34151 - 425 415s 1994 1182 513.19648 71 132 - 489.34151 - 420 420s 2031 1204 563.47189 93 99 - 489.34151 - 419 425s 2059 1213 502.93951 21 161 - 490.03350 - 420 430s 2082 1228 512.68827 31 148 - 490.03350 - 421 435s 2103 1240 521.47611 42 141 - 490.03350 - 422 440s 2131 1261 531.55998 56 93 - 490.03350 - 422 445s 2168 1292 551.64579 78 120 - 490.03350 - 421 450s 2197 1318 557.65140 92 106 - 490.03350 - 421 455s 2227 1340 580.87591 109 116 - 490.03350 - 421 460s 2262 1349 635.67419 119 113 - 490.03350 - 421 465s 2282 1357 infeasible 26 - 490.12308 - 424 470s 2297 1372 510.19222 33 146 - 490.12308 - 426 475s 2319 1392 516.73442 46 137 - 490.12308 - 428 480s 2346 1415 524.07795 62 131 - 490.12308 - 428 485s 2380 1443 534.75575 81 130 - 490.12308 - 428 490s 2403 1458 547.07420 92 138 - 490.12308 - 428 495s 2415 1467 576.38506 96 127 - 490.12308 - 431 500s 2436 1471 576.04827 103 125 - 490.12308 - 431 505s 2465 1478 508.20151 24 148 - 490.22230 - 430 510s 2488 1501 515.82431 35 144 - 490.22230 - 431 515s 2520 1533 532.87878 57 127 - 490.22230 - 430 520s 2564 1577 550.16329 86 104 - 490.22230 - 426 525s 2604 1605 infeasible 99 - 490.22230 - 425 530s 2629 1616 515.64003 26 148 - 490.54114 - 426 535s 2651 1638 524.19303 37 139 - 490.54114 - 428 540s 2676 1663 536.63106 49 132 - 490.54114 - 428 545s 2712 1691 558.86025 68 122 - 490.54114 - 427 550s 2744 1705 507.56513 25 139 - 490.55198 - 426 555s 2763 1724 520.83371 32 112 - 490.55198 - 428 560s 2791 1752 531.11528 43 123 - 490.55198 - 429 565s 2817 1778 543.75062 61 104 - 490.55198 - 430 570s 2829 1784 560.77201 67 129 - 490.55198 - 434 575s 2853 1802 578.43007 83 117 - 490.55198 - 435 580s 2884 1823 516.50862 27 144 - 490.68138 - 435 585s 2911 1850 530.71319 42 137 - 490.68138 - 435 590s 2952 1891 556.24777 64 130 - 490.68138 - 434 595s 2973 1910 562.77545 75 126 - 490.68138 - 436 600s 2991 1920 511.14888 24 169 - 490.75962 - 438 605s 3026 1955 525.98834 51 133 - 490.75962 - 437 610s 3054 1979 564.00526 70 126 - 490.75962 - 437 615s 3077 1987 513.53534 23 133 - 490.83346 - 437 620s 3102 2012 528.71926 34 139 - 490.83346 - 438 625s 3161 2063 561.62230 70 113 - 490.83346 - 434 630s 3193 2083 518.37815 26 150 - 490.89874 - 434 635s 3211 2101 530.12593 35 124 - 490.89874 - 436 640s 3237 2125 548.39043 56 139 - 490.89874 - 436 645s 3280 2154 infeasible 81 - 490.89874 - 435 650s 3304 2172 515.24454 33 145 - 490.91561 - 435 655s 3327 2195 533.05973 42 128 - 490.91561 - 437 660s 3361 2229 539.66300 67 117 - 490.91561 - 437 665s 3381 2243 infeasible 73 - 490.91561 - 439 670s 3408 2258 512.44352 27 144 - 491.14527 - 439 675s 3443 2291 527.90305 49 131 - 491.14527 - 438 680s 3468 2315 550.54335 58 134 - 491.14527 - 439 685s 3528 2345 507.69546 20 161 - 491.39743 - 435 690s 3549 2366 519.41606 29 138 - 491.39743 - 436 695s 3581 2396 535.36960 50 123 - 491.39743 - 436 700s 3627 2436 560.09772 87 106 - 491.39743 - 435 705s 3696 2479 507.68753 22 162 - 491.42137 - 431 710s 3722 2503 infeasible 38 - 491.42137 - 431 715s 3753 2532 543.24475 52 119 - 491.42137 - 432 720s 3770 2547 infeasible 60 - 491.42137 - 434 725s 3799 2564 527.12080 30 134 - 491.46516 - 434 730s 3824 2585 540.65983 45 141 - 491.46516 - 435 735s 3856 2613 558.26460 64 121 - 491.46516 - 435 740s 3892 2627 501.58654 19 147 - 491.53874 - 434 745s 3926 2659 523.68896 44 114 - 491.53874 - 435 750s 3942 2667 512.67030 26 126 - 491.57041 - 436 757s 3955 2680 521.35274 29 144 - 491.57041 - 436 760s 4001 2722 535.32232 70 117 - 491.57041 - 434 765s 4057 2760 510.06086 29 154 - 491.57542 - 432 770s 4078 2781 531.28221 39 122 - 491.57542 - 433 775s 4134 2837 566.57713 78 110 - 491.57542 - 431 780s 4180 2866 518.11383 33 132 - 491.77443 - 429 785s 4233 2911 546.56486 70 90 - 491.77443 - 428 790s 4265 2937 infeasible 85 - 491.77443 - 428 795s 4335 2992 infeasible 129 - 491.77443 - 425 800s 4364 3015 527.39888 37 139 - 491.82965 - 425 805s 4378 3029 536.69846 43 142 - 491.82965 - 427 810s 4404 3047 593.29885 55 133 - 491.82965 - 428 815s 4440 3060 505.35555 25 159 - 491.94360 - 427 820s 4452 3072 516.09451 30 143 - 491.94360 - 429 825s 4489 3109 543.92780 55 142 - 491.94360 - 428 830s 4531 3147 559.94913 83 104 - 491.94360 - 427 835s 4587 3185 577.64826 103 97 - 491.94360 - 425 840s 4624 3210 503.61952 32 144 - 491.95867 - 424 845s 4651 3237 514.27508 45 143 - 491.95867 - 424 850s 4677 3263 532.00171 59 109 - 491.95867 - 424 855s 4702 3288 552.32858 76 132 - 491.95867 - 424 860s 4736 3306 565.38704 90 111 - 491.95867 - 424 865s 4780 3344 586.98431 117 98 - 491.95867 - 423 870s 4835 3372 513.19702 33 144 - 492.01185 - 421 875s 4888 3419 575.69719 70 129 - 492.01185 - 419 880s 4913 3426 infeasible 25 - 492.10428 - 420 885s 4925 3438 514.59433 26 147 - 492.18808 - 421 890s 4936 3448 522.29181 29 140 - 492.18808 - 422 895s 4962 3474 535.96069 42 125 - 492.18808 - 422 900s 4992 3500 551.65756 62 91 - 492.18808 - 422 905s 5045 3541 503.17539 22 133 - 492.26552 - 420 910s 5066 3562 519.84243 34 136 - 492.26552 - 421 915s 5116 3600 508.22110 25 153 - 492.30786 - 420 920s 5139 3623 522.26330 38 132 - 492.30786 - 420 925s 5175 3657 infeasible 65 - 492.30786 - 420 930s 5209 3683 infeasible 84 - 492.30786 - 419 935s 5237 3701 509.81573 27 141 - 492.34934 - 419 940s 5266 3730 537.54908 44 133 - 492.34934 - 419 945s 5295 3747 infeasible 58 - 492.34934 - 420 950s 5334 3772 609.67792 79 124 - 492.34934 - 419 955s 5366 3790 506.70698 22 129 - 492.42775 - 419 960s 5393 3817 523.55898 41 128 - 492.42775 - 420 965s 5428 3848 infeasible 61 - 492.42775 - 420 970s 5444 3860 528.90065 28 139 - 492.52408 - 421 975s 5483 3897 545.77319 51 118 - 492.52408 - 420 980s 5511 3917 499.58620 30 122 - 492.56470 - 421 985s 5538 3944 512.91050 49 129 - 492.56470 - 421 990s 5574 3961 498.92471 28 118 - 492.59506 - 421 995s 5608 3993 537.58389 45 122 - 492.59506 - 421 1000s 5649 4022 557.18695 81 128 - 492.59506 - 419 1005s 5695 4043 501.88546 25 138 - 492.62847 - 417 1010s 5708 4056 510.26373 29 124 - 492.62847 - 419 1015s 5762 4092 560.43338 64 126 - 492.62847 - 418 1020s 5781 4103 510.33574 22 145 - 492.75137 - 419 1025s 5815 4137 529.42829 47 134 - 492.75137 - 418 1030s 5843 4151 509.31027 26 155 - 493.14982 - 419 1035s 5866 4174 523.56398 36 136 - 493.14982 - 420 1040s 5910 4207 infeasible 59 - 493.14982 - 418 1045s 5932 4229 520.57690 29 130 - 493.20224 - 419 1050s 5989 4276 515.91244 23 151 - 493.22801 - 418 1055s 6006 4293 526.62984 30 135 - 493.22801 - 419 1060s 6044 4329 infeasible 56 - 493.22801 - 419 1065s 6070 4345 508.04423 40 139 - 493.22801 - 419 1070s 6097 4362 499.97545 33 147 - 493.45864 - 420 1075s 6128 4393 515.67208 53 138 - 493.45864 - 420 1080s 6153 4408 508.35318 28 151 - 493.46349 - 421 1085s 6199 4446 539.75983 57 119 - 493.46349 - 420 1090s 6230 4465 606.48986 71 128 - 493.46349 - 420 1095s 6252 4475 514.66776 31 136 - 493.52791 - 421 1100s 6287 4504 567.39131 53 136 - 493.52791 - 421 1105s 6308 4519 577.46411 62 133 - 493.52791 - 422 1110s 6340 4547 infeasible 81 - 493.52791 - 422 1115s 6356 4559 511.29102 24 156 - 493.55523 - 423 1120s 6382 4585 527.65041 39 129 - 493.55523 - 423 1125s 6426 4613 503.52139 22 152 - 493.68591 - 423 1130s 6446 4633 518.03449 31 147 - 493.68591 - 424 1135s 6471 4658 531.58580 38 85 - 493.68591 - 424 1140s 6502 4687 547.52796 47 131 - 493.68591 - 425 1145s 6537 4712 557.32644 61 120 - 493.68591 - 424 1150s 6580 4731 505.47079 25 147 - 493.72056 - 424 1155s 6622 4763 555.15895 53 131 - 493.72056 - 423 1160s 6654 4783 512.83336 30 146 - 493.78731 - 423 1165s 6676 4805 525.41988 38 129 - 493.78731 - 424 1170s 6715 4828 infeasible 60 - 493.78731 - 424 1175s 6727 4836 510.16700 26 157 - 493.80457 - 425 1180s 6740 4849 513.82436 31 162 - 493.80457 - 425 1185s 6750 4859 521.26105 35 159 - 493.80457 - 427 1190s 6760 4869 534.03856 39 151 - 493.80457 - 428 1195s 6778 4879 infeasible 51 - 493.80457 - 429 1200s 6797 4888 506.81463 30 136 - 493.83548 - 429 1205s 6833 4922 infeasible 55 - 493.83548 - 429 1210s 6873 4955 571.88417 90 143 - 493.83548 - 428 1215s 6901 4973 517.36784 32 143 - 493.84656 - 428 1220s 6931 5001 536.27794 55 131 - 493.84656 - 428 1225s 6956 5018 505.80015 24 138 - 493.87356 - 429 1230s 6977 5039 545.85273 37 139 - 493.87356 - 430 1235s 7011 5063 597.34076 54 123 - 493.87356 - 430 1240s 7048 5076 497.64413 20 152 - 493.91618 - 430 1245s 7093 5117 532.71109 48 129 - 493.91618 - 429 1250s 7123 5139 infeasible 67 - 493.91618 - 429 1255s 7145 5155 519.09971 36 126 - 493.98141 - 430 1260s 7175 5175 infeasible 55 - 493.98141 - 430 1265s 7258 5234 506.05759 24 163 - 494.01251 - 427 1270s 7272 5248 522.45070 33 149 - 494.01251 - 428 1275s 7308 5278 580.66246 58 131 - 494.01251 - 427 1280s 7332 5292 508.76615 29 160 - 494.07513 - 428 1285s 7354 5308 537.37120 40 139 - 494.07513 - 429 1291s 7366 5320 559.41654 44 133 - 494.07513 - 429 1295s 7389 5337 579.85945 57 137 - 494.07513 - 430 1300s 7394 5342 591.12495 58 129 - 494.07513 - 430 1305s 7425 5363 611.74501 73 122 - 494.07513 - 430 1310s 7467 5395 525.90276 57 151 - 494.09949 - 429 1315s 7519 5431 586.99881 99 144 - 494.09949 - 427 1320s 7559 5458 507.11138 41 156 - 494.11365 - 427 1325s 7594 5471 infeasible 57 - 494.11365 - 427 1330s 7612 5485 512.54216 36 136 - 494.15214 - 428 1335s 7656 5520 583.78285 70 151 - 494.15214 - 428 1341s 7719 5558 infeasible 24 - 494.21508 - 426 1347s 7721 5558 501.83551 25 157 - 494.29052 - 427 1350s 7762 5589 501.98741 20 147 - 494.46991 - 427 1355s 7788 5613 515.86444 38 143 - 494.46991 - 427 1361s 7814 5633 560.81557 49 130 - 494.46991 - 427 1365s 7842 5653 503.35324 25 162 - 494.47058 - 427 1370s 7868 5677 547.44564 40 134 - 494.47058 - 427 1375s 7912 5712 580.93709 73 119 - 494.47058 - 427 1380s 7977 5767 633.30373 121 144 - 494.47058 - 425 1385s 8004 5771 505.60904 27 152 - 494.59552 - 425 1390s 8046 5803 550.06181 53 127 - 494.59552 - 425 1395s 8071 5813 495.00635 19 154 - 494.62337 - 425 1400s 8093 5831 512.63356 31 142 - 494.62337 - 425 1405s 8137 5857 558.06649 61 126 - 494.62337 - 425 1410s 8175 5879 507.28983 21 155 - 494.76778 - 424 1415s 8196 5896 539.01803 31 138 - 494.76778 - 426 1421s 8207 5905 543.23531 38 137 - 494.76778 - 426 1425s 8223 5913 584.09944 43 131 - 494.76778 - 427 1430s 8253 5931 511.79726 43 137 - 494.77514 - 427 1435s 8277 5943 infeasible 58 - 494.77514 - 428 1440s 8288 5943 502.80418 28 152 - 495.00992 - 428 1445s 8325 5972 498.22472 20 162 - 495.36461 - 428 1450s 8345 5990 infeasible 32 - 495.36461 - 428 1455s 8377 6012 569.59404 45 112 - 495.36461 - 429 1460s 8435 6068 569.77907 92 107 - 495.36461 - 427 1465s 8456 6077 512.21344 22 145 - 495.39010 - 427 1470s 8528 6145 531.29996 84 100 - 495.39010 - 425 1475s 8579 6178 515.13346 27 132 - 495.40636 - 424 1480s 8612 6209 530.96313 45 122 - 495.40636 - 424 1485s 8652 6237 506.13543 23 152 - 495.68916 - 424 1490s 8674 6259 528.88163 34 135 - 495.68916 - 424 1495s 8703 6284 infeasible 46 - 495.68916 - 425 1500s 8737 6303 527.64965 33 155 - 496.02724 - 424 1505s 8761 6327 544.82337 49 139 - 496.02724 - 425 1510s 8802 6359 578.60647 76 129 - 496.02724 - 424 1515s 8876 6372 507.08957 18 152 - 496.07956 - 422 1520s 8888 6384 515.04845 22 130 - 496.07956 - 423 1525s 8910 6404 524.91652 36 131 - 496.07956 - 423 1530s 8973 6457 568.13467 90 139 - 496.07956 - 421 1535s 9002 6476 527.15958 33 133 - 496.07990 - 421 1540s 9023 6497 543.08023 46 129 - 496.07990 - 422 1545s 9052 6516 515.27728 27 132 - 496.11339 - 422 1550s 9074 6538 532.24122 35 116 - 496.11339 - 423 1555s 9118 6572 504.07203 32 126 - 496.15096 - 422 1560s 9157 6611 531.54079 59 114 - 496.15096 - 422 1565s 9180 6618 514.98595 28 127 - 496.24203 - 423 1570s 9207 6641 562.66624 44 135 - 496.24203 - 423 1575s 9252 6671 509.32517 29 138 - 496.24385 - 422 1580s 9278 6693 546.89816 43 152 - 496.24385 - 422 1585s 9307 6716 610.22992 61 139 - 496.24385 - 422 1590s 9332 6733 520.37940 31 142 - 496.33007 - 423 1595s 9362 6763 545.00069 46 126 - 496.33007 - 423 1600s 9401 6788 508.96958 23 172 - 496.34927 - 422 1605s 9416 6795 514.06756 20 159 - 496.35613 - 423 1610s 9440 6819 528.48339 30 141 - 496.35613 - 423 1615s 9469 6848 545.14480 51 147 - 496.35613 - 423 1620s 9487 6854 516.74909 21 161 - 496.35804 - 424 1625s 9512 6879 533.47611 34 153 - 496.35804 - 424 1630s 9544 6901 505.59150 24 155 - 496.41884 - 424 1635s 9587 6942 536.25553 61 116 - 496.41884 - 424 1640s 9613 6960 513.61120 26 157 - 496.53416 - 424 1645s 9638 6985 533.92665 36 148 - 496.53416 - 424 1650s 9669 7002 infeasible 30 - 496.63322 - 425 1657s 9677 7010 511.67386 36 139 - 496.63495 - 426 1660s 9702 7035 518.64123 50 131 - 496.63495 - 426 1665s 9750 7083 541.67932 88 100 - 496.63495 - 425 1670s 9795 7094 infeasible 30 - 496.73234 - 425 1675s 9808 7107 508.82432 33 135 - 496.82778 - 425 1680s 9840 7139 518.96661 56 132 - 496.82778 - 425 1685s 9883 7168 563.88050 83 143 - 496.82778 - 425 1690s 9932 7208 577.78736 114 136 - 496.82778 - 424 1695s 9965 7226 506.97875 30 138 - 496.86455 - 424 1700s 9993 7254 518.68723 49 111 - 496.86455 - 424 1705s 10026 7277 522.19591 36 143 - 496.87198 - 424 1710s 10075 7314 infeasible 75 - 496.87198 - 423 1715s 10124 7349 546.27728 68 143 - 496.90452 - 422 1720s 10170 7384 512.90651 39 136 - 496.91045 - 422 1725s 10200 7410 infeasible 62 - 496.91045 - 422 1730s 10239 7437 563.25413 96 156 - 496.91045 - 421 1735s 10266 7454 519.02144 27 148 - 496.94679 - 422 1740s 10294 7482 534.64826 38 121 - 496.94679 - 422 1745s 10333 7511 523.45499 32 138 - 497.06432 - 422 1750s 10354 7532 534.32266 38 134 - 497.06432 - 422 1755s 10379 7553 553.41654 52 94 - 497.06432 - 422 1760s 10403 7573 571.35643 66 85 - 497.06432 - 423 1765s 10458 7626 584.32963 116 95 - 497.06432 - 422 1770s 10496 7631 514.99006 31 131 - 497.11661 - 422 1775s 10530 7663 530.08359 53 137 - 497.11661 - 421 1780s 10576 7695 506.03683 26 142 - 497.13348 - 421 1785s 10597 7708 559.26216 32 162 - 497.13348 - 422 1790s 10626 7729 573.86326 51 100 - 497.13348 - 422 1795s 10658 7753 514.32600 27 148 - 497.26173 - 422 1800s 10674 7769 521.52992 32 126 - 497.26173 - 422 1805s 10706 7793 555.04114 46 144 - 497.26173 - 422 1810s 10732 7817 580.52431 62 138 - 497.26173 - 422 1815s 10754 7837 604.58255 75 114 - 497.26173 - 423 1820s 10799 7870 502.05086 34 140 - 497.27417 - 422 1825s 10827 7896 infeasible 53 - 497.27417 - 422 1830s 10888 7937 514.04037 33 121 - 497.51779 - 421 1835s 10932 7979 526.45777 66 105 - 497.51779 - 421 1840s 10966 8011 542.01787 94 71 - 497.51779 - 421 1845s 10987 8022 513.23772 31 152 - 497.52136 - 421 1850s 11007 8042 530.40243 38 129 - 497.52136 - 422 1855s 11036 8071 544.45917 51 149 - 497.52136 - 422 1860s 11066 8101 555.46072 66 108 - 497.52136 - 422 1865s 11123 8154 563.31389 111 67 - 497.52136 - 421 1870s 11198 8196 514.05221 30 125 - 497.52642 - 419 1875s 11216 8214 529.12853 40 133 - 497.52642 - 420 1880s 11239 8235 545.36075 51 128 - 497.52642 - 420 1885s 11262 8242 infeasible 60 - 497.52642 - 421 1890s 11284 8254 520.20080 32 136 - 497.66900 - 421 1895s 11337 8297 infeasible 67 - 497.66900 - 421 1900s 11350 8308 533.04648 24 127 - 497.89731 - 422 1905s 11360 8318 550.07216 28 152 - 497.89731 - 423 1910s 11395 8341 589.03286 48 129 - 497.89731 - 423 1915s 11425 8349 509.35921 25 142 - 497.89780 - 423 1920s 11468 8386 533.99143 55 133 - 497.89780 - 422 1925s 11522 8413 503.20766 25 159 - 498.07170 - 422 1930s 11551 8432 540.36912 41 140 - 498.07170 - 422 1935s 11581 8450 infeasible 29 - 498.27708 - 422 1940s 11596 8465 522.07435 28 119 - 498.30882 - 423 1945s 11655 8514 511.78105 38 148 - 498.35996 - 422 1950s 11698 8541 510.64403 25 149 - 498.42680 - 421 1955s 11719 8562 528.18507 35 140 - 498.42680 - 422 1960s 11774 8607 511.11809 40 124 - 498.48519 - 421 1965s 11833 8654 520.53964 53 159 - 498.50323 - 420 1970s 11854 8663 infeasible 57 - 498.50323 - 421 1975s 11912 8694 510.72952 33 128 - 498.64774 - 420 1980s 11964 8744 534.39673 71 121 - 498.64774 - 419 1985s 12009 8777 infeasible 106 - 498.64774 - 419 1990s 12054 8806 521.77787 43 146 - 498.67407 - 419 1995s 12087 8831 516.10141 45 145 - 498.67668 - 419 2000s 12118 8854 507.91334 23 163 - 498.73382 - 419 2005s 12160 8882 576.20264 48 123 - 498.73382 - 419 2010s 12188 8904 584.18555 67 130 - 498.73382 - 419 2015s 12211 8917 520.08550 25 144 - 498.75093 - 419 2020s 12260 8950 514.84821 26 134 - 498.88162 - 419 2025s 12283 8973 531.78851 36 109 - 498.88162 - 419 2030s 12330 9010 514.86460 35 105 - 498.93784 - 419 2035s 12369 9033 544.10427 55 131 - 498.93784 - 419 2040s 12381 9035 509.86901 39 126 - 498.99004 - 420 2045s 12407 9059 518.86912 59 129 - 498.99004 - 420 2050s 12431 9075 516.36548 46 147 - 499.00065 - 420 2055s 12449 9093 531.99282 56 142 - 499.00065 - 420 2062s 12461 9103 infeasible 65 - 499.00065 - 420 2065s 12476 9112 517.82508 24 134 - 499.01948 - 421 2070s 12505 9141 528.05691 45 142 - 499.01948 - 421 2075s 12532 9166 infeasible 64 - 499.01948 - 421 2080s 12549 9167 infeasible 71 - 499.01948 - 422 2085s 12560 9176 510.36991 27 155 - 499.02228 - 422 2090s 12571 9187 522.10923 31 148 - 499.02228 - 422 2095s 12612 9222 infeasible 62 - 499.02228 - 421 2100s 12627 9235 517.83079 32 150 - 499.02446 - 422 2105s 12642 9250 525.47214 37 123 - 499.02446 - 422 2111s 12652 9260 532.31338 42 147 - 499.02446 - 422 2115s 12666 9274 539.05492 51 128 - 499.02446 - 422 2120s 12712 9310 infeasible 80 - 499.02446 - 422 2125s 12726 9320 515.78665 26 134 - 499.07359 - 422 2130s 12766 9354 infeasible 57 - 499.07359 - 422 2135s 12802 9384 520.67529 62 158 - 499.07840 - 422 2140s 12854 9414 505.63702 34 123 - 499.12560 - 421 2145s 12891 9447 538.90735 63 129 - 499.12560 - 421 2150s 12917 9455 522.81708 22 145 - 499.17032 - 421 2155s 12937 9471 553.53490 29 148 - 499.17032 - 422 2160s 12965 9493 585.20849 42 139 - 499.17032 - 422 2165s 12984 9506 603.44663 51 148 - 499.17032 - 422 2170s 13012 9523 infeasible 24 - 499.25540 - 422 2175s 13030 9539 520.32589 32 136 - 499.50443 - 422 2180s 13058 9565 536.78978 51 128 - 499.50443 - 422 2185s 13096 9589 506.22840 38 148 - 499.53884 - 422 2190s 13116 9609 515.86071 45 149 - 499.53884 - 423 2195s 13150 9641 infeasible 67 - 499.53884 - 422 2200s 13184 9662 518.52534 50 151 - 499.54813 - 422 2205s 13212 9678 512.19203 31 152 - 499.58583 - 422 2210s 13239 9693 567.07195 44 148 - 499.58583 - 423 2215s 13256 9709 569.51629 55 151 - 499.58583 - 423 2220s 13282 9731 595.18178 72 122 - 499.58583 - 423 2225s 13314 9755 609.67785 85 114 - 499.58583 - 423 2230s 13338 9769 515.20647 25 158 - 499.59614 - 423 2235s 13362 9793 531.72448 40 119 - 499.59614 - 424 2240s 13402 9829 infeasible 75 - 499.59614 - 423 2245s 13460 9873 infeasible 110 - 499.59614 - 422 2250s 13483 9880 506.11989 41 141 - 499.70284 - 423 2255s 13509 9904 521.33396 59 144 - 499.70284 - 423 2260s 13530 9909 infeasible 66 - 499.70284 - 423 2265s 13554 9929 526.55064 52 135 - 499.74262 - 424 2270s 13572 9935 504.10495 38 121 - 499.74262 - 424 2275s 13597 9958 518.78781 56 125 - 499.74262 - 424 2280s 13624 9971 511.00102 41 133 - 499.85999 - 425 2285s 13652 9999 530.97275 58 132 - 499.85999 - 425 2290s 13676 10008 515.34805 35 112 - 500.01129 - 425 2295s 13711 10043 532.70434 60 135 - 500.01129 - 425 2300s 13738 10062 532.40076 25 147 - 500.01214 - 425 2305s 13760 10084 544.72922 41 154 - 500.01214 - 425 2310s 13819 10141 566.25907 87 139 - 500.01214 - 424 2315s 13864 10165 537.81720 26 161 - 500.03313 - 424 2320s 13883 10184 555.96985 40 136 - 500.03313 - 424 2325s 13900 10197 568.20186 48 129 - 500.03313 - 425 2330s 13928 10223 590.55121 65 98 - 500.03313 - 425 2335s 13966 10245 510.95368 32 134 - 500.03696 - 424 2340s 14011 10284 526.50313 66 93 - 500.03696 - 424 2345s 14042 10315 557.70578 86 133 - 500.03696 - 424 2350s 14063 10334 infeasible 97 - 500.03696 - 424 2355s 14090 10349 509.99156 25 144 - 500.05477 - 424 2360s 14111 10370 525.17176 40 144 - 500.05477 - 425 2365s 14143 10396 infeasible 62 - 500.05477 - 425 2370s 14162 10409 516.93021 24 152 - 500.16664 - 425 2375s 14228 10472 544.00058 82 116 - 500.16664 - 424 2380s 14273 10507 513.79939 42 128 - 500.21856 - 424 2385s 14301 10527 557.81673 61 146 - 500.21856 - 424 2390s 14323 10539 513.26175 45 138 - 500.22432 - 424 2395s 14349 10559 534.41215 61 132 - 500.22432 - 424 2400s 14377 10571 513.41194 45 125 - 500.29773 - 424 2405s 14416 10595 556.55183 67 128 - 500.29773 - 424 2410s 14445 10616 589.61042 81 117 - 500.29773 - 424 2415s 14463 10626 515.03595 28 143 - 500.32185 - 424 2420s 14482 10645 526.34908 32 150 - 500.32185 - 425 2425s 14510 10673 546.47665 49 116 - 500.32185 - 425 2430s 14533 10684 509.60291 25 129 - 500.34767 - 425 2435s 14555 10706 523.50065 34 152 - 500.34767 - 426 2440s 14591 10734 502.33668 34 140 - 500.34819 - 425 2445s 14614 10749 505.78494 34 123 - 500.35518 - 426 2450s 14628 10763 521.06050 38 141 - 500.35518 - 426 2455s 14651 10782 527.45998 48 137 - 500.35518 - 427 2460s 14678 10803 536.99481 56 117 - 500.35518 - 427 2465s 14709 10818 infeasible 63 - 500.35518 - 427 2470s 14737 10820 533.21215 28 138 - 500.37288 - 427 2475s 14766 10849 557.72889 46 125 - 500.37288 - 428 2480s 14843 10924 581.10520 117 127 - 500.37288 - 426 2485s 14884 10957 624.50198 148 139 - 500.37288 - 426 2490s 14940 10987 515.08771 30 132 - 500.39276 - 425 2495s 14964 11009 531.55826 44 145 - 500.39276 - 425 2500s 15000 11035 584.84076 71 129 - 500.39276 - 425 2505s 15035 11058 618.72757 93 135 - 500.39276 - 425 2510s 15070 11081 522.73566 41 136 - 500.39315 - 425 2515s 15111 11110 585.63903 70 138 - 500.39315 - 425 2520s 15132 11125 infeasible 81 - 500.39315 - 425 2525s 15153 11141 516.28222 34 139 - 500.46719 - 426 2530s 15193 11165 infeasible 54 - 500.46719 - 426 2535s 15214 11182 593.90027 64 122 - 500.46719 - 426 2540s 15237 11187 510.10525 33 100 - 500.81381 - 426 2545s 15261 11205 infeasible 47 - 500.81381 - 427 2550s 15304 11240 606.74839 81 130 - 500.81381 - 426 2555s 15346 11264 506.46258 22 160 - 500.82772 - 426 2560s 15383 11301 533.85212 43 117 - 500.82772 - 426 2565s 15457 11363 516.23100 32 133 - 500.83093 - 425 2570s 15478 11379 554.39995 40 129 - 500.83093 - 425 2576s 15491 11384 555.21065 45 138 - 500.83093 - 426 2580s 15529 11406 509.80989 22 162 - 500.83802 - 426 2585s 15549 11426 531.62638 34 129 - 500.83802 - 426 2590s 15648 11521 546.51247 126 75 - 500.83802 - 424 2595s 15694 11565 555.29300 165 84 - 500.83802 - 423 2600s 15742 11595 518.51936 34 138 - 500.86613 - 422 2605s 15769 11620 541.79828 52 122 - 500.86613 - 423 2610s 15795 11638 517.83832 38 132 - 500.94941 - 423 2615s 15829 11662 503.78596 21 151 - 500.97096 - 423 2620s 15846 11679 521.77165 26 145 - 500.97096 - 423 2625s 15908 11735 550.97622 72 93 - 500.97096 - 422 2630s 15979 11790 512.25363 20 141 - 501.02383 - 421 2635s 15995 11806 520.17335 24 150 - 501.02383 - 422 2640s 16039 11850 545.60022 60 149 - 501.02383 - 421 2645s 16069 11870 524.11902 47 139 - 501.02446 - 422 2650s 16099 11885 505.50475 20 156 - 501.02711 - 422 2655s 16120 11906 526.03872 31 141 - 501.02711 - 422 2660s 16158 11938 545.82385 54 125 - 501.02711 - 422 2665s 16185 11953 505.20672 25 127 - 501.03398 - 422 2670s 16200 11968 518.34698 32 142 - 501.03398 - 423 2675s 16256 12002 512.99432 23 152 - 501.03591 - 422 2680s 16291 12029 563.85584 49 134 - 501.03591 - 422 2685s 16322 12048 514.53349 30 152 - 501.05264 - 422 2690s 16343 12069 522.88409 34 146 - 501.05264 - 423 2695s 16369 12095 531.34209 40 109 - 501.05264 - 423 2700s 16395 12121 539.98631 51 138 - 501.05264 - 423 2705s 16414 12138 548.70849 60 131 - 501.05264 - 424 2710s 16436 12160 550.98022 65 122 - 501.05264 - 424 2715s 16468 12168 infeasible 78 - 501.05264 - 424 2720s 16488 12182 517.93232 38 125 - 501.06249 - 425 2725s 16570 12238 infeasible 29 - 501.11578 - 424 2731s 16582 12250 519.67367 29 114 - 501.12318 - 424 2735s 16605 12273 539.06190 38 142 - 501.12318 - 424 2740s 16630 12298 549.80655 58 116 - 501.12318 - 424 2745s 16662 12322 509.91484 25 157 - 501.12764 - 424 2750s 16690 12350 535.92722 42 134 - 501.12764 - 424 2755s 16769 12423 566.90237 99 101 - 501.12764 - 423 2760s 16815 12453 519.94006 32 131 - 501.13281 - 423 2765s 16846 12484 541.03714 53 128 - 501.13281 - 423 2770s 16903 12535 564.15489 100 136 - 501.13281 - 422 2775s 16949 12563 infeasible 57 - 501.18668 - 422 2780s 16985 12589 519.61826 39 153 - 501.18917 - 422 2785s 17019 12619 556.31212 55 136 - 501.18917 - 422 2790s 17052 12634 508.34668 23 142 - 501.19121 - 422 2795s 17091 12673 528.51744 57 134 - 501.19121 - 422 2800s 17128 12696 515.85510 38 126 - 501.21424 - 422 2805s 17167 12723 506.18800 21 143 - 501.29289 - 422 2810s 17201 12753 559.02398 46 138 - 501.29289 - 422 2815s 17238 12776 519.97041 41 129 - 501.37277 - 422 2820s 17289 12810 518.73482 39 138 - 501.37500 - 421 2825s 17320 12837 557.90709 62 146 - 501.37500 - 421 2830s 17349 12854 510.57570 39 118 - 501.39223 - 421 2835s 17391 12892 infeasible 67 - 501.39223 - 421 2840s 17445 12906 521.12756 38 125 - 501.42122 - 421 2845s 17511 12962 infeasible 85 - 501.42122 - 420 2850s 17559 12988 533.92527 39 113 - 501.45257 - 420 2855s 17592 13015 infeasible 60 - 501.45257 - 420 2860s 17627 13034 510.87556 34 117 - 501.46725 - 420 2865s 17655 13060 infeasible 53 - 501.46725 - 420 2870s 17702 13101 571.99053 81 111 - 501.46725 - 420 2875s 17741 13127 525.73274 42 139 - 501.46958 - 420 2880s 17766 13144 508.78932 27 141 - 501.47461 - 420 2885s 17795 13163 564.71875 47 146 - 501.47461 - 420 2890s 17822 13182 526.73062 42 128 - 501.47834 - 420 2895s 17888 13246 infeasible 97 - 501.47834 - 420 2900s 17905 13251 518.20546 37 111 - 501.51522 - 420 2905s 17926 13272 536.29407 51 123 - 501.51522 - 420 2910s 17945 13289 546.52697 63 155 - 501.51522 - 421 2915s 17957 13297 572.57014 65 137 - 501.51522 - 421 2920s 17976 13306 528.87949 51 145 - 501.53104 - 421 2925s 17992 13320 544.09630 60 103 - 501.53104 - 422 2930s 18018 13344 564.59299 73 120 - 501.53104 - 422 2935s 18061 13381 586.91484 99 111 - 501.53104 - 422 2940s 18088 13398 522.33197 56 124 - 501.56366 - 422 2945s 18122 13418 infeasible 71 - 501.56366 - 422 2950s 18150 13431 517.69659 39 141 - 501.56530 - 422 2955s 18177 13456 540.24112 58 138 - 501.56530 - 422 2960s 18201 13468 595.69151 66 133 - 501.56530 - 423 2965s 18228 13491 613.26496 83 122 - 501.56530 - 423 2970s 18255 13508 525.10694 31 142 - 501.59293 - 423 2975s 18289 13540 553.05285 54 125 - 501.59293 - 423 2980s 18319 13558 529.49841 52 128 - 501.59554 - 423 2985s 18346 13577 542.09225 65 143 - 501.59554 - 423 2990s 18365 13586 525.06658 25 161 - 501.60011 - 423 2995s 18396 13617 543.16248 48 111 - 501.60011 - 423 3000s 18417 13622 516.54263 33 144 - 501.66609 - 424 3005s 18441 13646 533.33775 44 114 - 501.66609 - 424 3010s 18545 13729 516.73593 24 139 - 501.70311 - 422 3015s 18567 13751 531.52998 33 133 - 501.70311 - 423 3020s 18609 13785 514.18909 25 144 - 501.71356 - 422 3025s 18643 13819 534.48665 48 140 - 501.71356 - 422 3030s 18683 13847 infeasible 76 - 501.71356 - 422 3035s 18701 13861 518.82384 29 138 - 501.73481 - 423 3040s 18737 13891 545.19436 56 129 - 501.73481 - 423 3045s 18767 13913 511.28695 28 115 - 501.73638 - 423 3050s 18796 13942 531.80660 50 128 - 501.73638 - 423 3055s 18823 13961 516.58127 34 149 - 501.73641 - 423 3060s 18841 13977 559.53470 46 134 - 501.73641 - 423 3065s 18874 14010 583.78003 71 126 - 501.73641 - 423 3070s 18924 14038 513.17868 28 146 - 501.73706 - 423 3075s 18944 14058 539.76123 39 131 - 501.73706 - 423 3080s 18977 14083 infeasible 61 - 501.73706 - 423 3085s 19009 14107 514.35347 31 139 - 501.74662 - 423 3090s 19033 14125 535.40174 42 105 - 501.74662 - 424 3095s 19057 14145 553.16814 58 148 - 501.74662 - 424 3100s 19080 14156 517.40040 30 165 - 501.80457 - 424 3105s 19111 14187 544.35850 47 138 - 501.80457 - 424 3110s 19130 14202 infeasible 58 - 501.80457 - 424 3115s 19170 14224 infeasible 82 - 501.80457 - 424 3120s 19189 14239 518.73843 38 129 - 501.90059 - 425 3125s 19254 14300 548.35262 91 111 - 501.90059 - 424 3130s 19295 14339 564.66151 114 95 - 501.90059 - 424 3135s 19328 14362 521.12950 36 144 - 501.90622 - 424 3140s 19346 14380 529.54502 41 130 - 501.90622 - 424 3145s 19375 14409 556.43943 62 128 - 501.90622 - 424 3150s 19425 14457 557.12671 87 66 - 501.90622 - 424 3155s 19471 14481 infeasible 107 - 501.90622 - 424 3160s 19486 14478 infeasible 37 - 501.91248 - 425 3167s 19497 14489 527.33078 45 147 - 501.91248 - 425 3170s 19515 14491 infeasible 53 - 501.91248 - 425 3175s 19538 14512 526.59228 51 145 - 501.92708 - 425 3180s 19543 14516 526.94273 55 147 - 501.92708 - 425 3185s 19579 14537 505.51639 36 134 - 501.96007 - 425 3190s 19630 14588 540.94412 80 133 - 501.96007 - 425 3195s 19663 14605 525.13562 39 116 - 501.96711 - 425 3200s 19704 14634 516.34251 41 130 - 501.98529 - 425 3205s 19760 14671 514.75812 45 122 - 501.99259 - 424 3210s 19813 14714 547.68145 80 87 - 501.99259 - 424 3215s 19858 14744 infeasible 103 - 501.99259 - 424 3220s 19890 14764 546.80095 32 128 - 501.99272 - 424 3225s 19926 14798 567.37662 60 116 - 501.99272 - 424 3230s 19992 14862 590.26271 112 109 - 501.99272 - 423 3235s 20051 14901 517.93050 29 155 - 501.99438 - 422 3240s 20084 14934 541.61620 45 121 - 501.99438 - 422 3245s 20130 14970 536.12063 57 107 - 502.02236 - 422 3250s 20178 15018 545.67611 89 122 - 502.02236 - 422 3255s 20207 15037 517.37903 41 147 - 502.04243 - 422 3260s 20245 15073 537.81207 66 118 - 502.04243 - 422 3265s 20273 15097 560.24767 83 108 - 502.04243 - 422 3270s 20309 15115 516.78768 22 169 - 502.06761 - 422 3275s 20317 15123 518.90784 24 163 - 502.06761 - 422 3280s 20333 15139 537.26021 31 143 - 502.06761 - 423 3285s 20365 15163 infeasible 57 - 502.06761 - 423 3290s 20385 15183 516.33851 47 143 - 502.07791 - 423 3295s 20418 15216 538.08420 72 101 - 502.07791 - 423 3300s 20453 15247 551.53390 91 86 - 502.07791 - 423 3305s 20473 15253 573.09970 97 55 - 502.07791 - 423 3310s 20523 15292 infeasible 130 - 502.07791 - 423 3315s 20562 15319 523.47424 40 153 - 502.07795 - 423 3320s 20588 15343 546.45712 59 132 - 502.07795 - 423 3325s 20653 15382 509.75409 24 135 - 502.10449 - 422 3330s 20690 15409 573.69391 50 140 - 502.10449 - 422 3335s 20731 15441 infeasible 82 - 502.10449 - 422 3340s 20756 15460 519.90539 47 128 - 502.10705 - 422 3345s 20802 15506 534.74353 86 82 - 502.10705 - 422 3350s 20829 15519 515.29330 32 144 - 502.12618 - 422 3355s 20849 15539 529.21827 41 100 - 502.12618 - 422 3360s 20866 15553 546.37658 50 115 - 502.12618 - 423 3365s 20930 15603 infeasible 93 - 502.12618 - 422 3370s 20961 15620 518.05925 45 106 - 502.13316 - 422 3375s 20991 15650 533.28840 63 120 - 502.13316 - 422 3380s 21034 15693 563.78607 94 107 - 502.13316 - 422 3385s 21067 15710 533.73610 32 147 - 502.15510 - 422 3390s 21087 15730 529.64763 42 107 - 502.15510 - 423 3395s 21113 15754 545.70587 57 95 - 502.15510 - 423 3400s 21205 15838 infeasible 107 - 502.15510 - 422 3405s 21238 15855 522.82655 45 123 - 502.20529 - 421 3410s 21269 15872 577.72562 64 130 - 502.20529 - 421 3415s 21283 15876 518.17328 26 145 - 502.23603 - 421 3420s 21293 15886 529.64731 34 123 - 502.23603 - 422 3425s 21308 15901 543.51383 42 129 - 502.23603 - 422 3430s 21328 15917 infeasible 51 - 502.23603 - 422 3435s 21356 15937 517.17146 47 128 - 502.23841 - 421 3440s 21390 15967 infeasible 70 - 502.23841 - 421 3445s 21403 15968 513.57815 29 149 - 502.27255 - 421 3450s 21429 15994 528.23208 47 117 - 502.27255 - 421 3455s 21487 16046 561.75681 90 113 - 502.27255 - 421 3460s 21527 16072 519.98945 35 136 - 502.31819 - 421 3465s 21557 16102 536.02483 51 115 - 502.31819 - 421 3470s 21600 16127 512.38465 31 131 - 502.31858 - 421 3475s 21634 16157 543.40951 51 124 - 502.31858 - 421 3480s 21675 16179 526.94821 47 147 - 502.34890 - 421 3485s 21696 16185 515.52540 26 144 - 502.35445 - 421 3490s 21723 16212 540.41690 45 129 - 502.35445 - 421 3495s 21738 16227 552.85019 55 131 - 502.35445 - 421 3500s 21761 16248 572.62033 72 117 - 502.35445 - 421 3505s 21792 16265 506.85310 23 154 - 502.36332 - 421 3510s 21815 16288 527.12846 36 116 - 502.36332 - 422 3515s 21862 16331 554.96456 68 101 - 502.36332 - 421 3520s 21901 16354 517.32503 27 147 - 502.37407 - 421 3525s 21920 16373 527.16209 35 112 - 502.37407 - 421 3530s 21955 16408 560.22838 55 126 - 502.37407 - 422 3535s 22011 16436 509.92949 27 162 - 502.40368 - 421 3540s 22034 16459 532.85995 42 118 - 502.40368 - 421 3545s 22076 16501 558.95506 74 124 - 502.40368 - 421 3550s 22145 16554 517.45232 36 140 - 502.45423 - 421 3555s 22204 16595 infeasible 79 - 502.45423 - 420 3560s 22235 16622 533.01679 48 104 - 502.47029 - 420 3565s 22277 16650 525.68694 32 141 - 502.49224 - 420 3570s 22315 16682 558.91148 53 115 - 502.49224 - 420 3575s 22333 16690 514.79838 30 126 - 502.49549 - 420 3580s 22358 16715 527.70669 48 142 - 502.49549 - 420 3585s 22406 16747 524.64480 31 137 - 502.50485 - 420 3590s 22445 16784 553.60361 60 135 - 502.50485 - 420 3595s Cutting planes: Gomory: 33 Cover: 152 Implied bound: 42 Clique: 1 Flow cover: 148 GUB cover: 15 Zero half: 4 Explored 22492 nodes (9476652 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.030000000000e+02, gap -