Gurobi 5.0.1 (linux64) logging started Fri Jan 4 23:27:59 2013 Optimize a model with 10402 rows, 10201 columns and 65677 nonzeros Presolve removed 2397 rows and 2928 columns Presolve time: 0.14s Presolved: 8005 rows, 7273 columns, 48613 nonzeros Variable types: 100 continuous, 7173 integer (7173 binary) Root relaxation: objective 4.373998e+02, 919 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 437.39979 0 175 - 437.39979 - - 0s 0 0 451.60314 0 203 - 451.60314 - - 0s 0 0 454.19220 0 158 - 454.19220 - - 0s 0 0 456.25630 0 180 - 456.25630 - - 1s 0 0 456.53846 0 177 - 456.53846 - - 1s 0 0 456.78368 0 187 - 456.78368 - - 1s 0 0 456.78515 0 184 - 456.78515 - - 1s 0 0 456.78515 0 184 - 456.78515 - - 1s 0 0 456.78515 0 180 - 456.78515 - - 2s 0 2 456.85847 0 179 - 456.85847 - - 3s 67 59 463.48121 3 179 - 460.93082 - 58.9 5s 488 435 528.32206 43 151 - 461.75080 - 45.4 10s 603 547 529.15852 46 159 - 461.75080 - 44.1 19s 604 548 521.84011 44 206 - 461.75080 - 44.0 29s 605 549 468.25142 10 157 - 461.75080 - 44.0 35s 606 549 476.77265 11 195 - 461.75080 - 43.9 47s 607 550 549.89999 51 178 - 463.83055 - 43.8 56s 608 551 581.42353 73 164 - 464.50549 - 43.7 65s 609 551 529.12645 36 157 - 465.46402 - 43.7 72s 610 552 521.84011 44 149 - 465.62321 - 43.6 78s 611 553 581.42353 73 158 - 465.85367 - 43.5 84s 612 553 549.89999 51 211 - 466.11604 - 43.5 95s 613 554 468.25142 10 158 - 466.63232 - 43.4 104s 614 555 529.29848 46 171 - 467.54803 - 43.3 111s 615 555 526.30656 23 216 - 468.10208 - 43.2 124s 616 556 581.42353 73 191 - 468.45005 - 43.2 136s 617 557 549.89999 51 216 - 469.21602 - 43.1 147s 618 557 581.42353 73 206 - 469.75318 - 43.0 160s 619 558 476.77265 11 208 - 470.50703 - 43.0 173s 620 559 673.91683 65 187 - 471.03835 - 42.9 183s 621 559 555.80325 31 234 - 471.23189 - 42.8 188s 622 560 673.91683 65 213 - 471.51800 - 42.8 199s 623 561 546.92351 54 218 - 471.63909 - 42.7 214s 624 561 489.69346 29 192 - 472.25484 - 42.6 229s 625 562 529.12645 36 218 - 472.61170 - 42.6 245s 626 563 581.42353 73 213 - 472.67496 - 42.5 258s 627 563 529.29848 46 206 - 472.70982 - 42.4 268s 628 564 526.30656 23 214 - 473.02955 - 42.4 284s 629 565 539.91095 28 233 - 473.11810 - 42.3 300s 633 567 549.89999 51 266 - 473.27443 - 42.0 305s 638 571 581.42353 73 264 - 473.38910 - 41.7 311s 641 573 582.35065 40 268 - 473.38912 - 41.5 317s 643 576 474.82780 15 257 - 473.47452 - 56.4 320s 786 670 532.11256 87 213 - 473.47452 - 60.0 325s 925 763 555.59486 157 145 - 473.47452 - 64.5 330s 1069 823 592.51510 68 84 - 473.76706 - 66.8 335s 1201 877 602.05080 49 128 - 473.85813 - 70.9 340s 1321 957 666.90496 109 167 - 473.85813 - 73.8 345s 1550 1110 718.31921 223 101 - 473.85813 - 68.9 350s 1744 1239 736.01126 320 85 - 473.85813 - 68.7 355s 1932 1328 525.42460 24 172 - 473.86401 - 69.6 360s 2037 1372 490.33076 57 166 - 474.31524 - 71.8 365s 2214 1490 584.42927 177 108 - 474.31524 - 70.1 370s 2528 1737 685.05065 270 60 - 474.31524 - 65.8 375s 2878 2057 853.56736 382 52 - 474.31524 - 62.2 380s 3113 2240 523.80519 41 178 - 474.90117 - 62.6 385s 3410 2537 634.74495 190 64 - 474.90117 - 59.7 390s 3633 2720 516.81863 43 211 - 475.74051 - 59.8 395s 3761 2840 631.13666 82 132 - 475.74051 - 61.4 400s 3909 2930 522.71938 65 150 - 475.90965 - 63.0 405s 4113 3106 489.01984 22 203 - 476.16517 - 62.7 410s 4371 3320 479.05532 21 255 - 476.16520 - 61.3 415s 4588 3535 714.44717 139 123 - 476.16520 - 60.9 420s 4818 3713 infeasible 232 - 476.16520 - 60.5 425s 5012 3882 481.81511 25 253 - 476.74963 - 60.3 430s 5371 4186 615.81661 107 104 - 476.74963 - 58.9 435s 5752 4508 488.18028 36 142 - 476.83988 - 57.4 440s 6097 4825 578.99103 84 107 - 476.84922 - 56.3 445s 6422 5106 531.66045 54 167 - 476.91155 - 55.4 450s 6646 5298 infeasible 112 - 477.23120 - 56.0 455s 6967 5572 563.34553 137 147 - 477.52626 - 55.4 460s 7152 5723 537.84007 94 80 - 477.60271 - 56.1 465s 7420 5969 582.94125 54 172 - 477.61146 - 55.7 470s 7587 6104 561.61392 62 144 - 477.62362 - 56.1 475s 7828 6316 510.05466 25 236 - 477.62392 - 55.9 480s 8121 6607 613.52544 259 95 - 477.62392 - 55.1 485s 8366 6807 656.47640 149 87 - 477.83985 - 54.9 490s 8610 7009 515.93585 22 238 - 478.11576 - 55.1 495s 8787 7159 515.10525 24 162 - 478.11686 - 55.4 500s 8997 7331 502.03743 27 203 - 478.14665 - 55.8 505s 9316 7624 655.95495 198 59 - 478.14665 - 55.1 510s 9668 7973 804.35235 443 52 - 478.14665 - 53.9 515s 9982 8219 infeasible 118 - 478.53667 - 53.6 520s 10201 8394 524.24208 47 134 - 478.64919 - 53.9 526s 10378 8537 518.94545 37 197 - 478.65114 - 54.0 530s 10571 8699 541.82483 39 194 - 478.75965 - 54.4 535s 10792 8906 635.35799 144 85 - 478.77958 - 54.5 540s 11104 9179 695.47384 354 39 - 478.77958 - 53.5 545s 11417 9398 593.97207 73 150 - 479.05725 - 53.2 550s 11580 9537 505.07802 55 148 - 479.53211 - 53.6 555s 11929 9847 539.14809 41 198 - 479.57782 - 53.1 560s 12243 10145 544.06614 194 89 - 479.62305 - 52.7 565s 12564 10421 565.02677 57 165 - 479.63331 - 52.5 570s 12736 10557 544.97455 37 187 - 479.64000 - 52.9 575s 12998 10797 627.69509 92 134 - 479.73302 - 53.0 580s 13209 10958 755.30061 143 158 - 479.73644 - 53.2 585s 13363 11064 520.02387 118 105 - 479.99589 - 53.7 590s 13702 11403 701.38414 309 58 - 479.99589 - 53.2 595s 14113 11731 500.47115 29 237 - 480.02025 - 52.7 600s 14381 11971 516.49229 39 208 - 480.09058 - 52.6 605s 14607 12171 563.64196 68 196 - 480.23509 - 52.8 610s 14873 12413 611.98455 94 132 - 480.35571 - 52.8 615s 15006 12494 543.06393 51 199 - 480.42718 - 53.4 620s 15152 12617 517.98335 27 242 - 480.53503 - 53.8 625s 15359 12803 490.84977 28 212 - 480.65184 - 53.9 630s 15528 12950 535.81169 50 177 - 480.66328 - 54.2 635s 15849 13269 607.61742 291 38 - 480.66328 - 53.6 640s 16055 13444 552.17245 59 125 - 480.72909 - 53.7 645s 16310 13679 602.54587 114 125 - 480.76622 - 53.8 650s 16542 13888 506.15865 31 224 - 480.80488 - 53.8 655s 16796 14111 632.57679 120 140 - 480.80523 - 53.8 660s 17019 14288 infeasible 129 - 480.81754 - 53.9 665s 17355 14601 707.71577 234 49 - 480.87300 - 53.5 670s 17772 14829 526.70861 35 140 - 480.99001 - 53.0 675s 17927 14966 514.41504 50 176 - 481.02271 - 53.3 680s 18112 15133 550.64224 107 120 - 481.06465 - 53.6 685s 18245 15244 590.09527 58 189 - 481.10645 - 54.0 690s 18401 15396 669.07852 118 83 - 481.10645 - 54.2 695s 18611 15562 544.71147 95 111 - 481.42907 - 54.3 700s 18868 15790 699.77710 138 111 - 481.46532 - 54.2 705s 19022 15912 525.24161 38 175 - 481.59850 - 54.4 710s 19200 16056 544.84222 51 187 - 481.61750 - 54.6 715s 19496 16313 infeasible 97 - 481.62868 - 54.6 720s 19673 16470 553.82092 45 211 - 481.66721 - 54.8 725s 19886 16656 545.82199 65 205 - 481.72316 - 55.0 730s 20192 16938 685.15889 222 96 - 481.72316 - 54.7 735s 20402 17106 543.21990 31 211 - 481.75662 - 54.6 740s 20615 17281 526.34182 41 143 - 481.79722 - 54.7 745s 20789 17428 666.01430 81 145 - 481.99606 - 54.9 750s 20992 17583 583.24061 51 184 - 482.00378 - 55.1 755s 21224 17773 584.19526 90 140 - 482.11839 - 55.1 760s 21437 17944 562.22980 74 167 - 482.47692 - 55.2 765s 21813 18296 684.79166 213 55 - 482.51974 - 54.9 770s 22115 18541 501.67829 61 136 - 482.62237 - 54.7 775s 22245 18651 518.00803 32 210 - 482.62244 - 55.1 780s 22481 18855 534.85264 50 163 - 482.66259 - 55.1 785s 22702 19058 660.73829 99 116 - 482.79265 - 55.1 790s 23049 19383 635.27476 298 93 - 483.00913 - 54.8 795s 23394 19601 517.00911 24 224 - 483.14334 - 54.6 800s 23678 19859 580.67061 69 153 - 483.23790 - 54.5 805s 23883 20020 622.41159 74 189 - 483.27412 - 54.7 810s 24080 20173 490.12379 24 206 - 483.31031 - 54.8 815s 24290 20367 621.67703 75 147 - 483.37999 - 54.9 820s 24545 20576 573.13502 88 160 - 483.48673 - 54.9 825s 24832 20813 580.95960 64 142 - 483.60500 - 54.7 830s 25084 21012 603.91462 74 173 - 483.62942 - 54.7 835s 25330 21219 infeasible 75 - 483.73808 - 54.8 840s 25474 21344 548.02678 36 187 - 483.79639 - 55.0 845s 25640 21486 669.15691 88 139 - 483.80042 - 55.2 850s 25870 21675 667.78967 79 149 - 483.89235 - 55.2 855s 26081 21843 491.03922 30 178 - 483.94315 - 55.3 860s 26374 22090 502.86979 31 185 - 483.94919 - 55.2 865s 26615 22315 677.53955 172 62 - 483.94919 - 55.3 870s 26857 22535 559.52766 45 147 - 483.97032 - 55.1 875s 27063 22729 597.87465 120 76 - 483.98138 - 55.2 880s 27427 23061 853.14123 314 80 - 483.98138 - 54.8 885s 27723 23300 568.32329 86 192 - 483.98173 - 54.7 890s 27967 23519 605.32167 131 69 - 484.00656 - 54.7 895s 28372 23874 507.33221 41 154 - 484.02444 - 54.3 900s 28787 24270 606.76906 268 52 - 484.04177 - 53.9 905s 29052 24481 676.19709 104 144 - 484.05132 - 53.9 910s 29300 24657 488.64845 39 162 - 484.13351 - 53.9 915s 29685 25004 488.68878 36 165 - 484.16598 - 53.7 920s 30038 25337 590.31129 97 125 - 484.17302 - 53.6 925s 30414 25676 542.05367 76 181 - 484.18227 - 53.4 930s 30630 25884 700.44156 180 74 - 484.18227 - 53.3 935s 30962 26169 506.59512 36 231 - 484.21276 - 53.1 940s 31178 26366 595.35490 90 107 - 484.22826 - 53.2 945s 31616 26753 641.56694 127 84 - 484.37338 - 52.9 950s 32073 27074 893.24115 314 35 - 484.37338 - 52.5 955s 32304 27244 528.15503 60 126 - 484.41674 - 52.5 960s 32801 27712 782.93548 374 49 - 484.41674 - 52.2 965s 33168 28000 561.39730 90 164 - 484.41836 - 52.0 970s 33706 28526 906.49923 450 38 - 484.41836 - 51.5 975s 34076 28836 683.96871 90 115 - 484.44124 - 51.3 980s 34497 29228 655.58510 258 71 - 484.46919 - 51.0 985s 34914 29595 infeasible 243 - 484.49085 - 50.9 990s 35099 29743 490.19502 41 146 - 484.53947 - 51.0 995s 35397 30026 596.21024 175 53 - 484.55061 - 51.0 1000s 35714 30274 645.26390 77 155 - 484.57598 - 51.0 1005s 35906 30394 517.77678 42 192 - 484.60523 - 51.1 1010s 36170 30642 628.30404 175 64 - 484.61653 - 51.1 1015s 36420 30856 685.44008 107 142 - 484.62422 - 51.2 1020s 36637 31049 633.55971 71 109 - 484.67661 - 51.3 1025s 36788 31166 629.06770 80 145 - 484.68651 - 51.3 1030s 37196 31510 infeasible 88 - 484.71630 - 51.2 1035s 37478 31741 675.17141 166 111 - 484.71964 - 51.2 1040s 37802 32019 626.13277 79 154 - 484.72765 - 51.1 1045s 37977 32154 522.91243 50 173 - 484.76566 - 51.3 1050s 38459 32634 686.46001 404 53 - 484.76566 - 50.9 1055s 38905 33008 488.23717 29 170 - 484.77016 - 50.7 1060s 39112 33193 537.36988 61 176 - 484.80122 - 50.8 1065s 39507 33491 581.47857 69 181 - 484.80656 - 50.7 1070s 39774 33688 501.43576 44 140 - 484.83551 - 50.7 1075s 40204 34113 720.26685 328 67 - 484.83551 - 50.4 1080s 40501 34371 537.55887 73 104 - 484.89344 - 50.4 1085s 40804 34672 627.31825 298 42 - 484.89344 - 50.2 1188s 40965 34827 683.67781 442 77 - 484.89344 - 50.1 1190s 41195 35030 646.95751 78 173 - 484.89496 - 50.2 1195s 41311 35106 528.70337 68 112 - 485.00247 - 50.4 1200s 41621 35394 636.31621 181 65 - 485.00247 - 50.3 1205s 41924 35646 527.61750 47 194 - 485.04381 - 50.3 1210s 42255 35942 508.86750 36 225 - 485.11927 - 50.3 1215s 42752 36438 741.79913 325 61 - 485.11927 - 50.0 1220s 43178 36817 613.87150 118 103 - 485.12260 - 49.8 1225s 43823 37460 864.60329 548 46 - 485.12260 - 49.4 1230s 44351 37945 722.73861 299 54 - 485.13010 - 49.1 1235s 44796 38310 664.14089 166 155 - 485.13991 - 48.9 1240s 45100 38561 588.32061 94 142 - 485.27517 - 48.9 1245s 45330 38749 527.74525 49 182 - 485.27753 - 49.0 1250s 45770 39137 518.76243 33 138 - 485.32935 - 48.8 1255s 45970 39301 554.68164 75 137 - 485.33235 - 48.9 1260s 46334 39638 525.91783 36 165 - 485.35029 - 48.8 1265s 46584 39858 565.94532 97 104 - 485.36228 - 48.9 1270s 47144 40336 946.71802 394 60 - 485.36228 - 48.6 1275s 47333 40474 504.36919 40 135 - 485.38080 - 48.7 1280s 47577 40689 537.37747 64 92 - 485.39777 - 48.8 1285s 48042 41119 765.63660 305 70 - 485.39777 - 48.6 1290s 48577 41608 589.04912 165 67 - 485.40588 - 48.4 1295s 49120 42068 542.53441 34 201 - 485.40697 - 48.1 1300s 49311 42235 660.61160 125 99 - 485.43170 - 48.3 1305s 49591 42455 566.58368 90 133 - 485.47646 - 48.3 1310s 49850 42680 639.71032 133 122 - 485.48857 - 48.4 1315s 50080 42848 548.75627 62 95 - 485.53717 - 48.5 1320s 50629 43396 854.93863 410 70 - 485.53717 - 48.3 1325s 51005 43750 620.71439 279 54 - 485.54320 - 48.1 1330s 51449 44123 889.91730 503 39 - 485.54320 - 47.9 1335s 51841 44468 610.31739 201 78 - 485.54704 - 47.8 1340s 52122 44698 570.19214 54 166 - 485.56500 - 47.8 1345s 52310 44857 535.54813 61 103 - 485.58962 - 48.0 1350s 52732 45250 594.44682 78 149 - 485.60550 - 47.9 1355s 52991 45442 infeasible 136 - 485.60603 - 47.9 1360s 53591 45995 822.68989 428 39 - 485.62244 - 47.6 1365s 53833 46154 599.33015 94 161 - 485.62538 - 47.7 1370s 54119 46414 634.81200 175 79 - 485.63217 - 47.7 1375s 54466 46743 625.71735 160 60 - 485.63395 - 47.6 1380s 54811 47033 724.03616 178 73 - 485.63821 - 47.6 1385s 55019 47216 577.90674 76 127 - 485.68814 - 47.7 1390s 55581 47735 592.79947 141 127 - 485.71660 - 47.5 1395s 55888 47998 575.82168 127 137 - 485.73377 - 47.4 1400s 56234 48299 555.91399 46 172 - 485.73691 - 47.4 1405s 56476 48505 558.65420 38 218 - 485.73691 - 47.4 1410s 56779 48787 726.91406 242 69 - 485.73691 - 47.4 1415s 57129 49090 599.73122 125 127 - 485.74999 - 47.3 1420s 57394 49332 581.32803 111 168 - 485.75003 - 47.4 1425s 57567 49481 605.22981 125 119 - 485.75536 - 47.5 1430s 57773 49631 infeasible 55 - 485.76169 - 47.6 1435s 57924 49730 infeasible 90 - 485.77450 - 47.7 1440s 58183 49979 718.67281 181 91 - 485.78912 - 47.7 1445s 58564 50324 514.42781 25 173 - 485.81009 - 47.7 1450s 59089 50842 881.57755 377 44 - 485.81009 - 47.5 1455s 59455 51119 infeasible 81 - 485.81035 - 47.4 1460s 59656 51286 664.96718 108 147 - 485.81901 - 47.5 1465s 59989 51593 749.85701 186 37 - 485.81911 - 47.5 1470s 60575 52095 500.60722 47 141 - 485.84106 - 47.2 1475s 61021 52514 565.30728 79 157 - 485.84564 - 47.1 1480s 61375 52857 infeasible 313 - 485.84564 - 47.0 1485s 61731 53208 665.21626 272 79 - 485.85457 - 46.9 1490s 62283 53705 566.29397 46 198 - 485.86636 - 46.7 1495s 62633 54030 597.54161 238 63 - 485.87346 - 46.6 1500s 63198 54491 490.48994 38 213 - 485.88393 - 46.4 1505s 63575 54867 589.39570 329 83 - 485.88393 - 46.3 1510s 63923 55198 613.33269 193 69 - 485.91926 - 46.3 1515s 64443 55679 518.44144 32 184 - 485.93134 - 46.1 1520s 64762 55988 infeasible 183 - 485.93134 - 46.1 1525s 65184 56398 719.72274 330 59 - 485.93318 - 46.0 1530s 65715 56871 530.26092 43 149 - 485.94704 - 45.8 1535s 65968 57087 567.86662 89 92 - 485.96297 - 45.9 1540s 66363 57385 594.50629 90 169 - 485.97573 - 45.8 1545s 66669 57621 488.22240 30 138 - 486.03787 - 45.8 1550s 66945 57875 635.16837 143 62 - 486.04602 - 45.9 1555s 67343 58211 511.47817 40 171 - 486.04704 - 45.9 1560s 67556 58386 591.80378 66 173 - 486.04950 - 46.0 1565s 67855 58610 555.39436 53 129 - 486.05967 - 46.0 1570s 68212 58942 629.66506 245 62 - 486.07262 - 46.0 1575s 68829 59518 725.46079 210 43 - 486.09462 - 45.7 1580s 69152 59793 540.89397 25 225 - 486.10250 - 45.8 1585s 69317 59927 532.46655 54 111 - 486.10307 - 45.9 1590s 69714 60285 542.76751 43 225 - 486.12810 - 45.8 1595s 70045 60578 532.03394 70 168 - 486.13641 - 45.8 1600s 70144 60643 516.03466 24 205 - 486.14945 - 46.0 1605s 70273 60762 infeasible 88 - 486.14945 - 46.1 1610s 70684 61117 732.10483 231 73 - 486.16961 - 46.0 1615s 71090 61410 487.93358 31 214 - 486.19930 - 46.0 1620s 71349 61626 615.34930 93 129 - 486.19930 - 46.0 1625s 71585 61846 565.22186 117 122 - 486.20725 - 46.0 1630s 71946 62174 637.80705 126 115 - 486.20749 - 46.0 1635s 72277 62453 636.98195 130 91 - 486.25017 - 46.0 1640s 72570 62692 513.62399 41 176 - 486.26309 - 46.0 1645s 72812 62877 498.84548 40 164 - 486.28196 - 46.0 1650s 72960 63002 infeasible 59 - 486.28537 - 46.1 1655s 73266 63285 622.91682 237 87 - 486.28932 - 46.1 1660s 73814 63699 488.89121 34 163 - 486.29985 - 46.0 1665s 74030 63886 527.65419 31 155 - 486.34456 - 46.0 1670s 74496 64348 728.43641 342 62 - 486.34456 - 45.9 1675s 74968 64800 703.10291 233 80 - 486.37595 - 45.8 1680s 75336 65104 561.92702 37 199 - 486.38564 - 45.8 1685s 75470 65214 541.50111 65 131 - 486.39136 - 45.9 1690s 75678 65373 534.02240 49 149 - 486.41422 - 46.0 1695s 75843 65509 504.45156 35 172 - 486.41892 - 46.1 1700s 76140 65785 704.55643 181 98 - 486.42701 - 46.1 1705s 76464 66066 506.13392 36 191 - 486.45542 - 46.1 1710s 76874 66425 533.93393 60 144 - 486.45764 - 46.0 1715s 77268 66770 489.65360 32 159 - 486.45885 - 45.9 1720s 77600 67049 568.33410 47 191 - 486.46823 - 46.0 1725s 77814 67236 553.63568 64 188 - 486.49873 - 46.0 1730s 78258 67637 548.53818 39 171 - 486.52708 - 46.0 1735s 78420 67745 566.42854 58 176 - 486.53940 - 46.0 1740s 79055 68325 822.81920 401 64 - 486.53940 - 45.8 1745s 79525 68709 625.52523 128 116 - 486.55981 - 45.7 1750s 80010 69139 681.59899 235 100 - 486.55998 - 45.6 1755s 80262 69339 546.05921 98 139 - 486.57172 - 45.7 1760s 80607 69620 631.41561 144 86 - 486.57280 - 45.7 1765s 80999 69969 575.18550 121 94 - 486.57280 - 45.6 1770s 81182 70122 infeasible 111 - 486.57445 - 45.7 1775s 81384 70297 501.58607 27 202 - 486.62392 - 45.8 1780s 81600 70511 605.97251 191 74 - 486.62392 - 45.8 1785s 82043 70954 781.65640 538 30 - 486.62392 - 45.6 1790s 82502 71338 565.76136 60 198 - 486.62980 - 45.6 1795s 82682 71498 572.61905 82 163 - 486.63363 - 45.6 1800s 83238 72044 736.98758 521 32 - 486.63363 - 45.4 1805s 83557 72272 607.96963 96 113 - 486.64506 - 45.4 1810s 83835 72532 660.99799 207 120 - 486.64801 - 45.4 1815s 84179 72833 705.28801 182 110 - 486.67552 - 45.4 1820s 84733 73320 523.58422 75 205 - 486.68192 - 45.3 1825s 84918 73493 671.77470 117 127 - 486.72352 - 45.4 1830s 85180 73710 infeasible 100 - 486.73898 - 45.4 1835s 85636 74149 707.62106 363 100 - 486.74180 - 45.3 1840s 86027 74474 566.27221 45 212 - 486.74314 - 45.3 1845s 86179 74614 654.44441 99 149 - 486.75865 - 45.4 1850s 86742 75173 825.03088 498 53 - 486.75865 - 45.2 1855s 87116 75507 619.72878 77 148 - 486.77354 - 45.2 1860s 87266 75628 infeasible 60 - 486.78814 - 45.3 1865s 87437 75773 512.21464 41 144 - 486.82281 - 45.4 1870s 87779 76072 639.66112 63 113 - 486.82958 - 45.4 1875s 88145 76341 547.97157 68 138 - 486.83150 - 45.4 1880s 88289 76457 544.58501 78 90 - 486.83393 - 45.5 1885s 88880 77036 835.47434 462 62 - 486.83393 - 45.3 1890s 89103 77211 infeasible 83 - 486.85389 - 45.3 1895s 89423 77512 733.80367 208 40 - 486.86148 - 45.3 1900s 89696 77732 523.24628 52 156 - 486.88254 - 45.4 1905s 89932 77948 585.67905 64 173 - 486.91552 - 45.4 1910s 90352 78346 591.92449 123 73 - 486.91697 - 45.4 1915s 90970 78874 487.77930 24 253 - 486.92584 - 45.2 1920s 91188 79026 493.42830 39 193 - 486.94770 - 45.3 1925s 91477 79304 636.04010 224 78 - 486.94770 - 45.3 1930s 91927 79699 489.65041 29 206 - 486.95516 - 45.2 1935s 92344 80102 678.14101 314 78 - 486.95646 - 45.1 1940s 92740 80456 604.52617 127 50 - 486.99446 - 45.1 1945s 93376 81026 517.31223 35 192 - 486.99739 - 44.9 1950s 93605 81225 542.41174 62 49 - 487.02307 - 45.0 1955s 94047 81667 613.58735 401 29 - 487.02307 - 44.8 1960s 94517 82016 564.89341 85 117 - 487.02675 - 44.8 1965s 94851 82332 575.98165 102 75 - 487.03515 - 44.8 1970s 95060 82515 529.22670 48 185 - 487.06927 - 44.8 1975s 95223 82654 537.39516 45 142 - 487.07042 - 44.9 1980s 95355 82758 665.21319 59 168 - 487.07826 - 45.0 1985s 95485 82858 573.98101 84 138 - 487.08469 - 45.1 1990s 95955 83303 infeasible 363 - 487.08469 - 45.0 1995s 96098 83402 543.81966 51 173 - 487.08527 - 45.1 2000s 96402 83692 636.97675 147 112 - 487.08750 - 45.1 2005s 96729 83957 infeasible 82 - 487.10465 - 45.1 2010s 96894 84087 508.92710 36 196 - 487.11839 - 45.2 2015s 97271 84416 571.87172 113 108 - 487.12438 - 45.2 2020s 97687 84681 533.57080 45 192 - 487.13649 - 45.1 2025s 98304 85296 885.72975 505 49 - 487.13649 - 45.0 2030s 98552 85489 514.84922 43 186 - 487.13940 - 45.0 2035s 99035 85860 505.58015 39 221 - 487.17191 - 44.9 2040s 99333 86122 infeasible 210 - 487.17191 - 45.0 2045s 99470 86174 525.98353 57 196 - 487.17197 - 45.1 2050s 100013 86705 703.66008 441 54 - 487.18172 - 45.0 2055s 100321 86940 499.25910 41 145 - 487.20247 - 45.0 2060s 100690 87307 626.36421 344 57 - 487.20247 - 44.9 2065s 101283 87882 infeasible 673 - 487.20247 - 44.8 2070s 101728 88236 786.84632 241 83 - 487.21121 - 44.7 2075s 102010 88495 699.64930 154 107 - 487.21228 - 44.8 2081s 102187 88615 540.95051 50 173 - 487.25990 - 44.8 2085s 102379 88775 507.70016 40 169 - 487.28369 - 44.9 2090s 102691 89066 565.89562 132 107 - 487.28765 - 44.9 2095s 103111 89458 569.38370 132 101 - 487.29275 - 44.8 2100s 103757 90057 540.79514 75 141 - 487.29869 - 44.7 2105s 104046 90295 564.91994 69 135 - 487.30175 - 44.7 2110s 104728 90945 959.36341 500 43 - 487.30175 - 44.5 2115s 105248 91391 494.95812 42 196 - 487.32084 - 44.5 2120s 105551 91644 556.29153 56 170 - 487.34427 - 44.5 2125s 105665 91735 542.85023 54 180 - 487.34536 - 44.6 2130s 105868 91900 534.57575 80 190 - 487.35309 - 44.7 2135s 106104 92080 505.75514 29 186 - 487.35886 - 44.7 2140s 106333 92293 538.43394 69 180 - 487.36237 - 44.8 2145s 106666 92622 753.48442 254 92 - 487.36237 - 44.8 2150s 107233 93135 557.54468 94 114 - 487.36605 - 44.7 2155s 107676 93535 579.37997 81 87 - 487.37223 - 44.6 2160s 108089 93928 693.92794 267 87 - 487.37415 - 44.6 2165s 108530 94336 591.59737 90 118 - 487.38585 - 44.6 2170s 109059 94800 532.78393 42 189 - 487.39124 - 44.5 2175s 109239 94953 517.38299 56 132 - 487.39124 - 44.5 2180s 109584 95266 558.53822 76 167 - 487.43046 - 44.5 2185s 109901 95570 654.57036 341 25 - 487.43046 - 44.5 2190s 110441 96065 545.89320 76 135 - 487.43183 - 44.4 2195s 110695 96300 604.41472 98 102 - 487.43815 - 44.4 2200s 110939 96488 652.67812 93 180 - 487.44453 - 44.4 2205s 111083 96594 infeasible 45 - 487.44718 - 44.5 2210s 111210 96702 600.96041 50 168 - 487.45374 - 44.6 2215s 111407 96870 608.08404 94 202 - 487.45973 - 44.6 2220s 111591 96996 infeasible 70 - 487.46174 - 44.7 2225s 111829 97222 619.53794 155 111 - 487.46235 - 44.7 2230s 112132 97497 623.90068 81 153 - 487.49765 - 44.7 2235s 112327 97692 673.41094 167 102 - 487.49765 - 44.7 2240s 112752 98024 1032.55690 366 69 - 487.49765 - 44.7 2245s 113076 98294 640.81186 122 110 - 487.50857 - 44.7 2250s 113393 98553 507.23853 51 156 - 487.56071 - 44.7 2255s 113658 98795 675.56165 149 94 - 487.58957 - 44.7 2260s 114347 99334 1180.56368 502 50 - 487.58957 - 44.6 2265s 114634 99556 641.64410 114 101 - 487.62837 - 44.6 2270s 114843 99721 552.28431 56 162 - 487.63725 - 44.7 2275s 115388 100265 716.43114 436 92 - 487.63725 - 44.6 2280s 115866 100687 698.19305 123 112 - 487.63927 - 44.5 2285s 116406 101198 532.42574 67 113 - 487.66111 - 44.4 2290s 116679 101427 539.36203 54 164 - 487.67397 - 44.5 2295s 117081 101794 573.85312 108 131 - 487.67952 - 44.4 2300s 117648 102335 879.03720 490 32 - 487.67952 - 44.3 2305s 117910 102555 535.72470 50 138 - 487.69945 - 44.3 2310s 118122 102752 580.53037 91 134 - 487.71110 - 44.3 2315s 118340 102924 530.01223 64 126 - 487.72117 - 44.4 2320s 118852 103430 715.50941 426 55 - 487.72117 - 44.3 2325s 119425 103912 615.84650 129 101 - 487.73660 - 44.2 2330s 119846 104267 694.15991 173 116 - 487.73976 - 44.2 2335s 120219 104598 594.23534 307 88 - 487.74534 - 44.1 2340s 120679 105049 901.51603 628 44 - 487.74534 - 44.0 2345s 121055 105361 495.31208 39 149 - 487.76738 - 44.0 2350s 121399 105663 560.89816 56 156 - 487.77930 - 44.0 2355s 121634 105871 502.42786 34 179 - 487.78187 - 44.1 2360s 122000 106215 579.37969 118 136 - 487.78433 - 44.0 2365s 122501 106707 809.29054 434 44 - 487.78433 - 44.0 2370s 122688 106837 611.04007 88 99 - 487.79103 - 44.0 2375s 123063 107170 592.23925 86 87 - 487.79394 - 44.0 2380s 123704 107788 814.54188 569 45 - 487.79394 - 43.9 2385s 124183 108216 724.73445 190 104 - 487.80144 - 43.8 2390s 124604 108595 669.31768 157 65 - 487.80811 - 43.8 2395s 125281 109241 572.66624 118 116 - 487.81512 - 43.7 2400s 126054 109926 489.75867 35 150 - 487.81545 - 43.5 2405s 126374 110231 597.76868 228 48 - 487.81571 - 43.5 2410s 126978 110775 490.36010 34 164 - 487.81883 - 43.4 2415s 127576 111310 1025.12661 361 37 - 487.81883 - 43.4 2420s 127943 111623 548.73230 72 107 - 487.83877 - 43.4 2425s 128455 112085 491.69722 28 165 - 487.85467 - 43.3 2430s 128669 112271 633.02923 78 171 - 487.85563 - 43.3 2435s 128902 112480 527.06815 47 120 - 487.87382 - 43.3 2440s 129071 112639 612.06782 119 158 - 487.87382 - 43.4 2445s 129180 112686 infeasible 137 - 487.87382 - 43.5 2450s 129372 112808 513.72298 64 168 - 487.89180 - 43.6 2455s 129523 112931 566.07358 90 101 - 487.89509 - 43.6 2460s 129883 113262 548.45599 81 92 - 487.91909 - 43.6 2465s 130290 113669 662.34177 379 57 - 487.91909 - 43.5 2470s 130850 114182 633.51954 133 138 - 487.92076 - 43.5 2475s 131123 114385 522.56997 55 134 - 487.92478 - 43.5 2480s 131714 114942 524.03983 42 180 - 487.93050 - 43.4 2485s 132104 115274 518.22579 33 173 - 487.94637 - 43.4 2490s 132292 115426 infeasible 58 - 487.95670 - 43.5 2495s 132441 115547 600.92716 82 149 - 487.96371 - 43.5 2500s 132702 115761 714.22063 210 65 - 487.96639 - 43.5 2505s 132924 115849 536.87587 54 170 - 487.96698 - 43.6 2510s 133206 116072 582.57905 95 126 - 487.96719 - 43.6 2515s 133773 116616 500.43154 41 141 - 487.97399 - 43.5 2520s 134054 116862 557.59401 64 192 - 487.97825 - 43.5 2525s 134231 116980 547.21633 75 144 - 487.98758 - 43.6 2530s 134561 117263 534.16863 69 128 - 487.98758 - 43.6 2535s 135245 117907 infeasible 522 - 487.98758 - 43.5 2540s 135592 118192 616.95166 97 114 - 487.99047 - 43.5 2545s 135932 118482 543.11552 53 150 - 487.99588 - 43.5 2550s 136253 118799 688.17995 297 73 - 487.99588 - 43.4 2555s 136797 119292 548.42547 71 100 - 487.99671 - 43.4 2560s 137074 119534 517.83926 55 132 - 488.00662 - 43.4 2565s 137335 119747 506.77957 35 202 - 488.00978 - 43.4 2570s 137562 119942 521.75993 39 159 - 488.01120 - 43.5 2575s 137934 120285 581.66213 96 127 - 488.01146 - 43.5 2580s 138583 120895 550.00388 69 95 - 488.01938 - 43.4 2585s 139019 121297 727.37440 183 100 - 488.01938 - 43.3 2590s 139258 121458 516.19709 45 138 - 488.03450 - 43.4 2595s 139670 121868 685.00081 363 74 - 488.03450 - 43.3 2600s 140086 122248 495.23926 23 237 - 488.04411 - 43.3 2605s 140286 122412 529.56369 27 189 - 488.06775 - 43.4 2610s 140441 122521 514.88935 49 168 - 488.07442 - 43.4 2615s 140692 122750 765.11064 152 107 - 488.07442 - 43.4 2620s 141025 123065 702.22171 201 53 - 488.07872 - 43.4 2625s 141637 123581 505.51786 32 156 - 488.08791 - 43.3 2630s 142105 124038 734.26819 189 53 - 488.08791 - 43.3 2635s 142590 124443 495.66047 44 194 - 488.11150 - 43.3 2640s 142780 124576 561.35672 55 174 - 488.11363 - 43.3 2645s 142978 124774 660.79710 163 107 - 488.11363 - 43.3 2650s 143721 125439 infeasible 590 - 488.11363 - 43.2 2655s 143885 125565 525.03017 57 145 - 488.12394 - 43.3 2660s 144239 125861 612.85209 133 95 - 488.12581 - 43.2 2665s 144567 126151 606.57807 100 124 - 488.12916 - 43.2 2670s 145079 126587 574.33657 147 79 - 488.13785 - 43.2 2675s 145558 126997 501.23567 39 214 - 488.15198 - 43.1 2680s 145887 127318 738.26048 244 92 - 488.15198 - 43.1 2685s 146400 127777 573.71879 102 64 - 488.16004 - 43.1 2690s 146847 128178 736.83186 245 78 - 488.16031 - 43.1 2695s 147121 128385 493.27565 36 162 - 488.16257 - 43.1 2700s 147556 128797 647.82533 170 62 - 488.16308 - 43.1 2705s 147979 129190 605.29408 83 162 - 488.16408 - 43.1 2710s 148214 129403 612.28835 105 135 - 488.16856 - 43.1 2715s 148750 129883 670.46454 87 165 - 488.16912 - 43.0 2720s 149155 130206 512.83153 44 194 - 488.18022 - 43.0 2725s 149626 130633 700.26038 272 60 - 488.18022 - 43.0 2730s 150059 131015 582.61579 105 162 - 488.18548 - 43.0 2735s 150345 131272 685.56986 183 101 - 488.18624 - 43.0 2740s 150875 131778 719.10147 348 57 - 488.19315 - 42.9 2745s 151247 132118 650.50138 84 106 - 488.19571 - 42.9 2750s 151500 132337 501.13338 32 118 - 488.20649 - 42.9 2755s 151902 132723 581.84848 81 153 - 488.20677 - 42.9 2760s 152096 132892 563.80509 88 85 - 488.21121 - 43.0 2765s 152559 133305 515.65931 43 191 - 488.21921 - 42.9 2770s 152901 133617 infeasible 235 - 488.22003 - 42.9 2775s 153104 133778 592.11320 82 177 - 488.22137 - 42.9 2780s 153298 133931 718.76892 90 175 - 488.22277 - 43.0 2785s 153605 134206 639.30869 158 86 - 488.23015 - 43.0 2790s 153913 134480 524.87961 41 161 - 488.23409 - 43.0 2795s 154107 134637 584.42772 88 169 - 488.23518 - 43.0 2800s 154363 134863 631.37580 134 81 - 488.23844 - 43.1 2805s 154622 135052 550.01328 58 118 - 488.24149 - 43.1 2810s 154962 135363 541.43175 53 139 - 488.24342 - 43.1 2815s 155375 135772 663.94839 338 59 - 488.24342 - 43.1 2820s 155886 136228 539.02364 63 161 - 488.24724 - 43.0 2825s 156565 136886 503.66016 31 217 - 488.25142 - 42.9 2830s 156759 137056 610.38392 93 107 - 488.25477 - 43.0 2835s 156986 137253 550.92918 62 131 - 488.26137 - 43.0 2840s 157220 137441 559.10980 44 199 - 488.26936 - 43.1 2845s 157410 137596 590.95014 70 173 - 488.27528 - 43.1 2850s 157627 137777 550.25652 77 138 - 488.27927 - 43.1 2855s 157927 138034 573.16768 67 178 - 488.29055 - 43.1 2860s 158386 138358 590.09012 58 126 - 488.29067 - 43.1 2865s 158579 138519 536.83170 67 196 - 488.29407 - 43.2 2870s 158886 138796 517.92233 42 170 - 488.29484 - 43.2 2875s 159167 139069 629.24735 167 70 - 488.29591 - 43.2 2880s 159527 139373 566.10341 98 117 - 488.30010 - 43.2 2885s 159767 139568 504.58292 50 160 - 488.31093 - 43.2 2890s 159904 139678 537.19741 60 101 - 488.31144 - 43.3 2895s 160144 139860 701.22939 123 143 - 488.31144 - 43.3 2900s 160311 139976 641.62016 90 155 - 488.31362 - 43.4 2905s 160447 140066 553.49161 48 190 - 488.35494 - 43.4 2910s 160697 140302 542.45854 68 165 - 488.36029 - 43.4 2915s 160897 140461 539.19011 72 179 - 488.38315 - 43.5 2920s 161248 140722 514.66611 39 173 - 488.39005 - 43.5 2925s 161462 140913 626.60478 112 140 - 488.39147 - 43.5 2930s 161913 141262 568.75547 86 119 - 488.39235 - 43.5 2935s 162565 141860 547.84274 74 71 - 488.39270 - 43.4 2940s 163047 142319 766.58953 311 62 - 488.39518 - 43.4 2945s 163532 142744 infeasible 599 - 488.39518 - 43.3 2950s 163858 143050 514.25939 43 123 - 488.40889 - 43.3 2955s 164244 143419 573.23380 89 92 - 488.41362 - 43.3 2960s 164666 143825 672.03020 232 55 - 488.42422 - 43.3 2965s 165180 144267 761.09957 336 84 - 488.42527 - 43.2 2970s 165674 144605 669.87310 155 126 - 488.43431 - 43.2 2975s 165967 144855 693.80373 166 135 - 488.43453 - 43.2 2980s 166183 145034 555.90049 66 143 - 488.43553 - 43.2 2985s 166457 145284 690.57390 169 114 - 488.43647 - 43.3 2990s 166969 145686 489.63077 37 142 - 488.43754 - 43.2 2995s 167515 146231 679.35244 438 64 - 488.43754 - 43.2 3000s 167991 146625 510.34211 44 142 - 488.45155 - 43.1 3005s 168499 147112 776.71331 395 79 - 488.45155 - 43.1 3010s 168832 147333 561.11828 66 184 - 488.45431 - 43.1 3015s 169168 147617 553.02131 198 66 - 488.45964 - 43.1 3020s 169680 148099 546.23933 77 116 - 488.45978 - 43.1 3025s 170182 148559 496.21301 36 184 - 488.46364 - 43.0 3030s 170516 148877 729.49103 192 69 - 488.46364 - 43.1 3035s 171059 149386 580.28949 141 123 - 488.46453 - 43.0 3040s 171341 149584 692.70890 122 87 - 488.46489 - 43.0 3045s 171901 150134 764.89279 418 54 - 488.46498 - 43.0 3050s 172333 150457 525.25933 50 174 - 488.47643 - 43.0 3055s 172618 150733 727.42809 211 83 - 488.47643 - 43.0 3060s 173041 151046 538.48476 56 156 - 488.48138 - 43.0 3065s 173390 151356 infeasible 54 - 488.48320 - 43.0 3070s 173476 151417 596.08063 63 152 - 488.48834 - 43.0 3075s 173792 151733 756.98487 275 49 - 488.48834 - 43.0 3080s 174149 152036 674.99043 97 143 - 488.49703 - 43.0 3085s 174450 152304 505.72701 33 142 - 488.50676 - 43.0 3090s 174701 152547 855.57265 168 88 - 488.50676 - 43.1 3095s 175122 152935 infeasible 310 - 488.51236 - 43.0 3100s 175421 153179 636.73356 107 92 - 488.51715 - 43.1 3105s 175959 153668 592.86736 74 131 - 488.51987 - 43.0 3110s 176202 153841 infeasible 101 - 488.52279 - 43.0 3115s 176436 154023 565.73332 101 144 - 488.52639 - 43.1 3120s 176722 154267 671.82557 92 183 - 488.52652 - 43.1 3125s 176935 154449 661.31024 87 182 - 488.52942 - 43.1 3130s 177224 154699 845.02955 193 61 - 488.53382 - 43.2 3135s 177537 154956 infeasible 157 - 488.53577 - 43.2 3140s 177828 155203 542.15606 51 163 - 488.54011 - 43.2 3145s 178273 155615 675.87882 161 122 - 488.54231 - 43.2 3150s 178615 155936 744.60025 231 51 - 488.54821 - 43.2 3155s 179028 156319 664.99103 230 90 - 488.55325 - 43.2 3160s 179713 156893 517.37144 32 189 - 488.55605 - 43.1 3165s 180190 157304 558.23821 136 104 - 488.56145 - 43.0 3170s 180628 157712 551.29795 74 173 - 488.56916 - 43.0 3175s 180907 157961 772.92917 179 47 - 488.56988 - 43.1 3180s 181404 158437 707.43942 384 58 - 488.57344 - 43.0 3185s 181873 158838 infeasible 82 - 488.57521 - 43.0 3190s 182159 159086 538.11840 49 185 - 488.58487 - 43.0 3195s 182372 159257 infeasible 95 - 488.59500 - 43.0 3200s 182612 159471 673.01162 154 59 - 488.59657 - 43.1 3205s 182985 159788 infeasible 90 - 488.60795 - 43.1 3210s 183330 160089 569.04314 167 69 - 488.62085 - 43.1 3215s 183707 160434 584.12490 156 60 - 488.62488 - 43.0 3221s 184189 160908 735.95377 562 36 - 488.62488 - 43.0 3225s 184591 161261 639.13823 193 76 - 488.63182 - 43.0 3230s 184950 161578 567.10555 61 185 - 488.64651 - 43.0 3235s 185262 161835 528.01746 41 203 - 488.64808 - 43.0 3240s 185442 161987 528.75402 43 133 - 488.64914 - 43.0 3245s 185606 162131 501.55333 37 182 - 488.64987 - 43.1 3250s 185855 162363 569.83790 94 136 - 488.65119 - 43.1 3255s 186125 162577 infeasible 82 - 488.65557 - 43.1 3260s 186668 163094 852.35344 402 50 - 488.65566 - 43.0 3265s 186946 163302 549.35834 63 142 - 488.66389 - 43.1 3270s 187205 163545 635.91868 180 69 - 488.66426 - 43.1 3275s 187740 164072 1024.37714 607 38 - 488.66426 - 43.0 3280s 188299 164562 619.70522 397 71 - 488.66669 - 43.0 3285s 188663 164885 665.94940 144 85 - 488.66695 - 43.0 3290s 189045 165234 581.65290 80 122 - 488.67030 - 43.0 3295s 189253 165381 562.01608 49 96 - 488.67653 - 43.0 3300s 189635 165749 619.13211 309 55 - 488.67887 - 43.0 3305s 190217 166266 591.66061 294 53 - 488.67931 - 42.9 3310s 190715 166720 567.91466 89 109 - 488.68682 - 42.9 3315s 191179 167138 499.41612 50 146 - 488.68803 - 42.8 3320s 191321 167249 550.34323 56 182 - 488.68899 - 42.9 3325s 191642 167524 498.11046 47 137 - 488.69300 - 42.9 3330s 191950 167802 525.55822 46 147 - 488.69663 - 42.9 3335s 192351 168143 541.02603 47 140 - 488.69721 - 42.9 3340s 192542 168297 496.59632 41 146 - 488.70001 - 42.9 3345s 192836 168555 505.31775 53 146 - 488.70885 - 42.9 3350s 193258 168973 813.55149 321 52 - 488.70885 - 42.9 3355s 193711 169400 734.17041 338 83 - 488.70886 - 42.9 3360s 193996 169624 559.75816 60 133 - 488.70980 - 42.9 3365s 194296 169924 721.11364 214 94 - 488.70980 - 42.9 3370s 194714 170255 587.49261 98 168 - 488.71057 - 42.9 3375s 195082 170566 563.38228 56 177 - 488.71567 - 42.9 3380s 195431 170880 570.08355 119 138 - 488.71615 - 42.9 3385s 196089 171495 535.20856 52 174 - 488.72214 - 42.8 3390s 196421 171777 500.33110 43 193 - 488.73190 - 42.8 3395s 196739 172072 559.02333 234 54 - 488.73226 - 42.8 3400s 197338 172612 567.16646 68 186 - 488.73404 - 42.8 3405s 197922 173177 706.77881 419 62 - 488.73467 - 42.7 3410s 198202 173405 infeasible 59 - 488.73665 - 42.7 3415s 198384 173525 501.53754 31 179 - 488.74198 - 42.8 3420s 198662 173778 548.27200 98 100 - 488.74354 - 42.8 3425s 199288 174342 519.24251 38 164 - 488.74534 - 42.7 3430s 199627 174680 647.12519 265 92 - 488.74534 - 42.7 3435s 200074 175059 493.06193 46 130 - 488.74969 - 42.7 3440s 200397 175345 511.12172 50 142 - 488.75282 - 42.7 3445s 200538 175441 518.31841 40 168 - 488.76713 - 42.8 3450s 200806 175689 627.48591 156 67 - 488.77851 - 42.8 3455s 201178 176045 632.65024 196 61 - 488.78431 - 42.8 3460s 201795 176625 489.47649 37 159 - 488.78910 - 42.7 3465s 202050 176876 789.72798 177 95 - 488.78910 - 42.7 3470s 202486 177260 620.97702 110 110 - 488.78933 - 42.7 3475s 202939 177652 659.89062 187 66 - 488.79554 - 42.7 3480s 203341 178022 647.01608 150 79 - 488.79672 - 42.7 3485s 203528 178169 545.80825 60 155 - 488.80537 - 42.7 3490s 203766 178381 604.33083 117 95 - 488.80828 - 42.8 3495s 204316 178915 960.16190 431 26 - 488.80828 - 42.7 3500s 204785 179295 498.28742 36 166 - 488.81455 - 42.7 3505s 205024 179519 637.33172 134 93 - 488.81459 - 42.7 3510s 205382 179808 555.92856 95 95 - 488.82471 - 42.7 3515s 205745 180117 infeasible 142 - 488.82500 - 42.7 3520s 206454 180730 510.14079 46 148 - 488.83052 - 42.7 3525s 206707 180967 527.14285 68 167 - 488.84639 - 42.7 3530s 206987 181182 527.06812 38 200 - 488.85306 - 42.7 3535s 207251 181406 603.31376 78 144 - 488.85610 - 42.7 3540s 207538 181638 572.27263 72 191 - 488.86459 - 42.7 3545s 207963 182051 673.05000 340 56 - 488.86517 - 42.7 3550s 208403 182445 507.93995 38 126 - 488.87143 - 42.7 3555s 208765 182778 592.39063 82 102 - 488.87273 - 42.7 3560s 209144 183114 537.85988 49 147 - 488.87733 - 42.7 3565s 209519 183477 658.17790 152 101 - 488.88099 - 42.7 3570s 209899 183794 518.69468 40 146 - 488.89321 - 42.7 3575s 210203 184094 577.04655 245 90 - 488.89321 - 42.7 3580s 210761 184575 522.25689 51 194 - 488.89350 - 42.6 3585s 211020 184788 591.07191 63 153 - 488.90267 - 42.7 3590s 211211 184939 525.66208 46 147 - 488.90371 - 42.7 3595s Cutting planes: Learned: 50 Gomory: 89 Cover: 129 Implied bound: 15 Clique: 13 MIR: 585 GUB cover: 40 Zero half: 234 Explored 211740 nodes (9035203 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.890000000000e+02, gap -