Gurobi 5.0.1 (linux64) logging started Sat Dec 29 06:33:07 2012 Optimize a model with 3722 rows, 3721 columns and 17583 nonzeros Presolve removed 1327 rows and 752 columns Presolve time: 0.07s Presolved: 2395 rows, 2969 columns, 24087 nonzeros Variable types: 60 continuous, 2909 integer (2909 binary) Root relaxation: objective 3.051910e+02, 297 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 305.19103 0 78 - 305.19103 - - 0s 0 0 336.18180 0 118 - 336.18180 - - 0s 0 0 338.37500 0 112 - 338.37500 - - 0s 0 0 338.58333 0 114 - 338.58333 - - 0s 0 0 338.58333 0 100 - 338.58333 - - 0s 0 0 338.58333 0 109 - 338.58333 - - 0s 0 0 338.83333 0 105 - 338.83333 - - 0s 0 0 338.87500 0 120 - 338.87500 - - 0s 0 0 338.87500 0 117 - 338.87500 - - 0s 0 0 338.87500 0 110 - 338.87500 - - 0s 0 0 338.87500 0 105 - 338.87500 - - 0s 0 0 338.87500 0 116 - 338.87500 - - 0s 0 0 338.87500 0 119 - 338.87500 - - 0s 0 0 338.87500 0 116 - 338.87500 - - 0s 0 0 338.87500 0 110 - 338.87500 - - 0s 0 0 338.87500 0 111 - 338.87500 - - 0s 0 0 338.87500 0 111 - 338.87500 - - 0s 0 2 338.87500 0 111 - 338.87500 - - 1s 605 565 497.75780 124 93 - 344.76439 - 19.1 5s 614 571 430.21408 74 134 - 355.47866 - 18.8 10s 623 577 377.02737 57 147 - 359.08333 - 18.5 15s 628 580 374.09925 56 150 - 361.15385 - 18.4 20s 637 586 364.92435 33 143 - 363.18844 - 18.1 25s 647 593 497.75780 124 132 - 364.79661 - 17.8 30s 658 600 543.24496 147 153 - 365.15566 - 17.5 35s 669 607 377.02737 57 144 - 365.75982 - 17.2 40s 680 615 461.62701 122 163 - 365.77173 - 17.0 45s 695 626 374.09925 56 149 - 366.06673 - 39.1 50s 1008 758 381.26254 62 72 - 366.66667 - 42.5 55s 1664 1072 383.35376 43 102 - 366.71429 - 44.5 60s 2381 1484 493.12453 121 49 - 366.73333 - 43.8 65s 3382 2241 498.94744 101 50 - 367.02203 - 39.7 70s 4317 3066 479.35280 103 71 - 367.20968 - 37.9 75s 5335 3938 390.81260 65 90 - 367.49020 - 36.3 80s 6166 4646 493.35399 118 45 - 367.60000 - 36.2 85s 7043 5400 390.09721 49 69 - 367.71210 - 35.9 90s 7965 6191 526.50000 82 43 - 367.75000 - 35.4 95s 8526 6676 infeasible 160 - 367.78238 - 36.6 100s 9410 7428 462.62534 103 51 - 367.79102 - 36.2 105s 10472 8347 384.73062 55 113 - 367.83964 - 34.8 110s 11388 9098 377.26512 43 100 - 367.93532 - 34.7 115s 12413 9948 470.63983 121 45 - 368.00000 - 34.2 120s 13370 10771 404.95686 61 96 - 368.01316 - 33.9 125s 14282 11550 487.53885 106 25 - 368.05443 - 33.8 130s 15329 12449 502.07507 92 60 - 368.12748 - 33.4 135s 16460 13416 752.50032 229 27 - 368.21296 - 32.9 140s 17483 14261 388.94794 53 84 - 368.36101 - 32.7 145s 18430 15119 550.50111 136 33 - 368.39759 - 32.6 150s 19334 15904 646.82249 154 33 - 368.47752 - 32.6 155s 20273 16663 417.95537 81 85 - 368.50000 - 32.5 160s 21216 17488 413.31760 81 81 - 368.58667 - 32.3 165s 21993 18158 447.44109 82 54 - 368.62778 - 32.5 170s 22938 18975 393.87706 58 82 - 368.68290 - 32.4 175s 23862 19782 480.95065 106 65 - 368.73303 - 32.5 180s 24909 20635 554.94031 145 51 - 368.78165 - 32.3 185s 25827 21390 662.55155 207 41 - 368.84079 - 32.4 190s 26680 22109 616.48780 141 37 - 368.87337 - 32.5 195s 27677 22958 452.88685 109 83 - 368.96252 - 32.4 200s 28599 23750 486.43961 100 62 - 368.99713 - 32.5 205s 29483 24517 452.26470 95 74 - 369.00141 - 32.5 210s 30353 25144 455.03832 111 72 - 369.05000 - 32.5 215s 31069 25683 377.45966 46 114 - 369.06765 - 32.7 220s 31882 26261 406.76688 70 84 - 369.10683 - 32.8 225s 32718 26944 428.58291 85 66 - 369.13686 - 32.8 230s 33414 27462 424.62968 72 83 - 369.17232 - 33.1 235s 34209 28133 611.69179 147 38 - 369.19940 - 33.2 240s 35144 28936 422.00106 83 88 - 369.23333 - 33.2 245s 36079 29699 596.52380 193 20 - 369.23913 - 33.1 250s 36968 30410 512.04818 120 54 - 369.25000 - 33.2 255s 37870 31183 431.45812 108 62 - 369.27549 - 33.3 260s 38800 31945 378.47368 47 92 - 369.32524 - 33.3 265s 39766 32781 542.05653 105 67 - 369.34799 - 33.3 270s 40804 33673 559.82646 164 43 - 369.37745 - 33.1 287s 41484 34183 infeasible 145 - 369.39286 - 33.0 290s 42570 35076 444.93962 74 74 - 369.42212 - 32.9 295s 43630 35986 462.33584 128 52 - 369.45803 - 32.8 300s 44590 36801 559.45790 165 23 - 369.49628 - 32.8 305s 45539 37628 538.05616 132 79 - 369.50000 - 32.8 310s 46384 38343 457.66509 111 64 - 369.54167 - 32.9 315s 47321 39122 681.38035 140 30 - 369.54419 - 32.9 320s 48191 39840 418.74628 78 67 - 369.59091 - 33.0 325s 49082 40576 657.78665 192 34 - 369.62500 - 33.0 330s 49900 41253 585.18822 153 47 - 369.64669 - 33.1 335s 50889 42072 423.94188 79 62 - 369.65714 - 33.1 340s 51750 42806 553.40208 166 35 - 369.66667 - 33.1 345s 52771 43657 398.47906 67 89 - 369.68750 - 33.1 350s 53849 44618 714.88593 203 36 - 369.75000 - 33.0 355s 54743 45292 595.37688 98 41 - 369.77824 - 33.1 360s 55960 46368 487.14959 101 61 - 369.80324 - 32.9 365s 56845 47087 466.50746 91 65 - 369.82267 - 33.0 370s 57843 47845 420.61865 83 49 - 369.82759 - 33.0 375s 58621 48457 489.35747 112 67 - 369.84896 - 33.1 380s 59604 49319 549.45176 133 54 - 369.87500 - 33.1 385s 60532 50031 452.91878 103 96 - 369.89286 - 33.1 390s 61404 50761 infeasible 167 - 369.92717 - 33.1 395s 62499 51699 673.23101 209 66 - 369.94098 - 33.0 400s 63477 52524 561.90178 119 36 - 369.94863 - 33.1 405s 64565 53462 681.47409 196 39 - 369.96154 - 33.0 410s 65589 54374 604.84486 150 72 - 369.98095 - 33.0 415s 66688 55281 484.99920 110 47 - 370.01060 - 32.9 420s 67645 56100 385.37255 49 107 - 370.03333 - 33.0 425s 68693 56967 446.91519 98 63 - 370.05877 - 32.9 430s 69669 57679 386.50984 56 93 - 370.07692 - 32.9 435s 70647 58554 541.28397 151 45 - 370.10864 - 32.9 440s 71551 59265 515.52503 122 56 - 370.12813 - 32.9 445s 72584 60131 580.14698 144 49 - 370.15776 - 32.9 450s 73725 61125 539.60839 93 54 - 370.17571 - 32.8 455s 74881 62045 690.34421 202 41 - 370.20205 - 32.8 460s 76160 63066 441.86470 58 84 - 370.22619 - 32.7 465s 77146 63917 605.92907 129 49 - 370.23457 - 32.7 470s 78274 64859 509.99754 122 57 - 370.25000 - 32.6 475s 79340 65664 588.78530 164 56 - 370.25769 - 32.6 480s 80388 66517 615.62486 187 39 - 370.26716 - 32.6 485s 81533 67458 787.94012 211 44 - 370.27392 - 32.6 490s 82554 68338 774.53775 244 37 - 370.28882 - 32.5 495s 83648 69217 599.14323 152 36 - 370.31358 - 32.5 500s 84752 70119 602.43795 185 40 - 370.33214 - 32.5 505s 85674 70800 483.42165 85 60 - 370.34848 - 32.6 510s 86653 71567 639.81548 144 64 - 370.38556 - 32.6 515s 87924 72644 520.86071 170 69 - 370.39951 - 32.5 520s 88835 73362 588.73019 173 60 - 370.40593 - 32.5 525s 89822 74150 864.07598 247 37 - 370.43442 - 32.5 530s 90724 74874 637.69524 194 40 - 370.43606 - 32.6 535s 91712 75579 710.59487 237 58 - 370.44690 - 32.6 540s 92779 76360 597.07472 168 52 - 370.46429 - 32.5 545s 93711 77080 401.86669 63 101 - 370.47713 - 32.6 550s 94715 77766 522.76307 106 88 - 370.50312 - 32.6 555s 95569 78377 393.87736 57 119 - 370.51899 - 32.6 560s 96634 79209 415.07432 60 97 - 370.52285 - 32.6 565s 97495 79923 787.48363 252 31 - 370.53333 - 32.7 570s 98525 80703 565.87990 99 75 - 370.56902 - 32.6 575s 99635 81607 685.36023 176 50 - 370.57836 - 32.6 580s 100721 82411 654.42410 190 38 - 370.63087 - 32.6 585s 101710 83124 384.35875 62 90 - 370.64900 - 32.6 590s 102532 83722 389.24574 46 99 - 370.66863 - 32.6 595s 103578 84590 670.31831 177 42 - 370.68576 - 32.7 600s 104856 85627 387.25938 49 126 - 370.69529 - 32.6 605s 105797 86275 507.71315 83 71 - 370.70014 - 32.6 610s 106919 87238 567.81477 139 67 - 370.71920 - 32.5 615s 108109 88250 373.13793 47 113 - 370.73492 - 32.5 620s 109228 89150 500.07677 109 61 - 370.75000 - 32.5 625s 110456 90098 468.58038 113 48 - 370.78118 - 32.4 630s 111277 90784 408.65828 73 83 - 370.80421 - 32.5 635s 112300 91620 489.03204 110 71 - 370.82202 - 32.5 640s 113118 92218 infeasible 87 - 370.83333 - 32.5 645s 114330 93188 infeasible 78 - 370.84551 - 32.5 650s 115272 93891 581.47216 107 85 - 370.85124 - 32.5 655s 116385 94820 639.97985 184 38 - 370.87143 - 32.5 660s 117541 95712 564.80379 100 76 - 370.87500 - 32.5 665s 118334 96341 636.49496 142 42 - 370.89370 - 32.5 670s 119152 96966 468.42258 72 67 - 370.91667 - 32.6 675s 120164 97806 630.40518 197 49 - 370.94118 - 32.6 680s 121443 98904 431.79822 75 69 - 370.99110 - 32.5 685s 122466 99784 infeasible 216 - 371.00000 - 32.5 690s 123357 100506 574.57280 173 13 - 371.00000 - 32.5 695s 124354 101282 457.04791 87 65 - 371.03043 - 32.5 700s 125411 102158 infeasible 127 - 371.04083 - 32.5 705s 126513 103068 455.15183 63 88 - 371.04689 - 32.5 710s 127646 103995 740.23141 208 23 - 371.05882 - 32.5 715s 128709 104868 641.51178 177 63 - 371.07115 - 32.5 720s 129522 105485 517.07774 104 80 - 371.07945 - 32.5 725s 130578 106374 409.78130 67 83 - 371.09091 - 32.5 730s 131714 107312 553.69223 161 55 - 371.09375 - 32.5 735s 132722 108180 infeasible 165 - 371.10526 - 32.4 740s 133679 108832 400.93000 68 69 - 371.12767 - 32.5 745s 134606 109491 449.32066 59 70 - 371.13697 - 32.5 750s 135726 110447 603.34011 191 45 - 371.15517 - 32.5 755s 136936 111454 396.14042 64 82 - 371.16148 - 32.4 760s 138063 112337 443.87189 87 64 - 371.16667 - 32.4 765s 139234 113326 418.87938 65 86 - 371.18954 - 32.4 770s 140446 114295 infeasible 146 - 371.19444 - 32.3 775s 141350 114892 infeasible 63 - 371.21003 - 32.4 780s 142530 115898 648.94644 189 48 - 371.22102 - 32.3 785s 143617 116840 379.36420 42 117 - 371.23062 - 32.3 790s 144746 117783 548.53730 146 49 - 371.25000 - 32.3 795s 145808 118630 623.28041 113 54 - 371.25389 - 32.3 800s 147034 119585 infeasible 57 - 371.26813 - 32.2 805s 148009 120299 409.55289 70 84 - 371.28030 - 32.3 810s 149170 121254 517.82182 151 48 - 371.28571 - 32.2 815s 150231 121928 381.07675 52 83 - 371.30000 - 32.2 820s 151386 122891 539.52471 127 56 - 371.30769 - 32.2 825s 152387 123671 395.37717 61 99 - 371.32416 - 32.2 830s 153412 124564 382.95840 52 98 - 371.33333 - 32.2 835s 154321 125359 679.67824 202 54 - 371.33333 - 32.2 840s 155275 126189 738.15669 222 36 - 371.33765 - 32.2 845s 156239 126929 507.97787 137 62 - 371.34733 - 32.2 850s 157342 127811 676.96526 237 42 - 371.35000 - 32.2 855s 158225 128479 510.79604 66 81 - 371.37389 - 32.3 860s 159489 129542 681.21091 213 42 - 371.37810 - 32.2 865s 160558 130393 529.16099 136 55 - 371.39034 - 32.2 870s 161513 131173 480.16377 73 102 - 371.40000 - 32.2 875s 162719 132135 392.66580 60 82 - 371.40460 - 32.2 880s 163587 132885 560.68685 145 42 - 371.41667 - 32.2 885s 164931 133990 infeasible 228 - 371.42704 - 32.1 890s 165807 134686 634.12995 123 52 - 371.44041 - 32.2 895s 167002 135655 461.37567 69 92 - 371.45799 - 32.1 900s 167967 136405 373.95833 48 104 - 371.46667 - 32.2 905s 168932 137166 717.60681 178 50 - 371.47059 - 32.2 910s 170070 138111 infeasible 178 - 371.47849 - 32.1 915s 171293 139091 infeasible 118 - 371.50000 - 32.1 920s 172474 140088 622.00985 187 52 - 371.50000 - 32.1 925s 173483 140853 500.98426 102 65 - 371.50323 - 32.1 930s 174637 141825 377.70363 51 106 - 371.50975 - 32.1 935s 175787 142826 502.34187 95 37 - 371.51507 - 32.0 940s 176835 143662 580.85083 143 65 - 371.52778 - 32.0 945s 178002 144529 infeasible 141 - 371.54620 - 32.0 950s 178812 145189 772.14132 200 33 - 371.56732 - 32.1 955s 179885 146056 524.44559 111 59 - 371.57968 - 32.1 960s 181091 147061 573.56903 169 28 - 371.60111 - 32.0 965s 182019 147768 389.12177 54 90 - 371.61917 - 32.1 970s 182841 148380 585.60230 169 53 - 371.62500 - 32.1 975s 183681 149061 388.13446 55 97 - 371.63093 - 32.1 980s 184894 150090 436.53892 81 90 - 371.63716 - 32.1 985s 186053 151088 infeasible 129 - 371.65319 - 32.1 990s 187210 152065 667.24327 216 26 - 371.66667 - 32.0 995s 188553 153228 707.27500 249 18 - 371.66735 - 32.0 1000s 189779 154192 754.64209 304 37 - 371.68176 - 32.0 1005s 190895 155144 493.83086 110 78 - 371.69530 - 32.0 1010s 191802 155896 523.50469 107 62 - 371.70000 - 32.0 1015s 193065 156922 689.91893 163 62 - 371.71008 - 31.9 1020s 194019 157686 634.86257 198 48 - 371.71429 - 31.9 1025s 195147 158597 426.29653 55 101 - 371.71979 - 31.9 1030s 196014 159270 463.59345 85 76 - 371.73504 - 31.9 1035s 197141 160242 796.49195 282 27 - 371.74661 - 31.9 1040s 198623 161482 492.03653 138 44 - 371.75000 - 31.8 1045s 199862 162532 389.44608 57 110 - 371.75833 - 31.8 1050s 200963 163487 704.76726 199 49 - 371.76162 - 31.8 1055s 202375 164712 661.89794 249 42 - 371.77150 - 31.8 1060s 203637 165800 435.17990 56 86 - 371.78215 - 31.7 1065s 204755 166688 383.13785 55 104 - 371.78571 - 31.7 1070s 205970 167778 772.72910 213 33 - 371.79057 - 31.7 1075s 207143 168680 533.42059 144 60 - 371.80000 - 31.7 1080s 208263 169518 infeasible 248 - 371.81084 - 31.6 1085s 209136 170186 573.19415 117 67 - 371.81810 - 31.7 1090s 210306 171054 462.91445 85 85 - 371.83064 - 31.7 1095s 211358 171922 516.61425 102 76 - 371.83366 - 31.7 1100s 212377 172767 infeasible 52 - 371.83983 - 31.7 1105s 213563 173732 619.31575 190 43 - 371.85000 - 31.6 1110s 214743 174586 401.52382 59 88 - 371.86345 - 31.6 1115s 215747 175396 660.62001 206 36 - 371.86667 - 31.6 1120s 216815 176258 453.39821 84 93 - 371.87500 - 31.6 1125s 217931 177184 522.93675 113 70 - 371.87885 - 31.6 1130s 219298 178260 559.29615 110 52 - 371.88318 - 31.6 1135s 220643 179417 831.74605 303 29 - 371.88889 - 31.5 1140s 221916 180443 infeasible 195 - 371.90000 - 31.5 1145s 223100 181417 infeasible 134 - 371.90557 - 31.5 1150s 224431 182547 543.42841 198 27 - 371.91111 - 31.5 1155s 225346 183297 451.14409 65 73 - 371.91667 - 31.5 1160s 226370 184086 459.60550 88 62 - 371.91803 - 31.5 1165s 227473 185005 606.76605 175 46 - 371.92236 - 31.5 1170s 228656 185945 491.69034 86 41 - 371.92696 - 31.4 1175s 229883 186938 401.65081 64 99 - 371.94444 - 31.4 1180s 230701 187638 379.32693 38 102 - 371.95455 - 31.5 1185s 231793 188565 781.85781 215 51 - 371.96689 - 31.5 1190s 232829 189434 infeasible 185 - 371.97843 - 31.5 1195s 234151 190546 414.17087 68 98 - 371.98810 - 31.4 1200s 235334 191575 650.17005 161 31 - 371.99275 - 31.4 1205s 236380 192464 564.15348 164 61 - 372.00000 - 31.4 1210s 237607 193513 684.61166 242 58 - 372.00000 - 31.4 1215s 238757 194492 724.09506 244 20 - 372.00000 - 31.4 1220s 239643 195166 infeasible 268 - 372.00000 - 31.4 1225s 240476 195761 497.44960 130 48 - 372.00000 - 31.4 1230s 241451 196560 546.12812 96 70 - 372.00425 - 31.4 1235s 242722 197604 563.31961 145 38 - 372.01240 - 31.4 1240s 244061 198674 infeasible 198 - 372.02411 - 31.4 1245s 245002 199437 699.62922 229 50 - 372.02778 - 31.4 1250s 246158 200404 423.76894 54 89 - 372.04476 - 31.4 1255s 247186 201329 739.34262 248 55 - 372.04965 - 31.4 1260s 248314 202252 infeasible 180 - 372.05556 - 31.3 1265s 249681 203412 563.11088 82 72 - 372.05930 - 31.3 1270s 250600 204137 684.35242 156 60 - 372.06822 - 31.3 1275s 251775 205098 533.21089 123 63 - 372.07114 - 31.3 1280s 252892 206015 430.92550 65 70 - 372.07818 - 31.3 1285s 254005 206919 574.70167 151 63 - 372.09583 - 31.3 1290s 255203 207830 638.27125 128 35 - 372.10714 - 31.3 1295s 256128 208607 645.67670 211 47 - 372.12042 - 31.3 1300s 257373 209682 389.26775 48 97 - 372.12613 - 31.3 1305s 258415 210521 489.53451 99 76 - 372.13333 - 31.3 1310s 259702 211559 443.67521 84 78 - 372.14079 - 31.3 1315s 260602 212300 601.23513 182 69 - 372.14631 - 31.3 1320s 261694 213196 480.36306 58 60 - 372.15000 - 31.3 1325s 262801 214056 572.26739 128 46 - 372.15175 - 31.3 1330s 263742 214794 388.65778 52 99 - 372.15972 - 31.3 1335s 264613 215481 374.12726 50 101 - 372.16667 - 31.3 1340s 265487 216131 591.83013 138 74 - 372.16667 - 31.3 1345s 266584 216974 614.91730 149 46 - 372.17279 - 31.3 1350s 267543 217736 582.65754 143 67 - 372.18056 - 31.3 1355s 268538 218557 506.12439 110 84 - 372.18310 - 31.3 1360s 269694 219480 infeasible 207 - 372.19312 - 31.3 1365s 270641 220225 406.35278 68 80 - 372.20437 - 31.4 1370s 271670 221025 477.56560 69 97 - 372.21321 - 31.4 1375s 272631 221786 426.85917 51 67 - 372.23039 - 31.4 1380s 273822 222791 611.23529 147 55 - 372.24167 - 31.4 1385s 274821 223616 infeasible 164 - 372.25000 - 31.4 1390s 275784 224363 626.45450 204 25 - 372.25714 - 31.4 1395s 276782 225200 659.35931 144 54 - 372.26373 - 31.4 1400s 277820 225960 infeasible 177 - 372.27778 - 31.4 1405s 278832 226780 663.06205 135 56 - 372.29012 - 31.4 1410s 279792 227590 598.93000 189 60 - 372.30471 - 31.4 1415s 280945 228476 infeasible 63 - 372.31250 - 31.4 1420s 281882 229207 548.23861 111 79 - 372.32134 - 31.4 1425s 282877 229951 647.50601 184 66 - 372.33029 - 31.5 1430s 284075 230851 430.16765 62 96 - 372.33333 - 31.4 1435s 285341 231915 497.25165 72 86 - 372.33333 - 31.4 1440s 286414 232730 502.16899 98 68 - 372.33846 - 31.4 1445s 287517 233607 677.42129 158 50 - 372.34647 - 31.4 1450s 288822 234738 481.38919 74 38 - 372.35758 - 31.4 1455s 289983 235590 372.38557 46 107 - 372.36794 - 31.4 1460s 291047 236488 689.77830 211 43 - 372.37500 - 31.4 1465s 292106 237312 560.25416 149 60 - 372.38889 - 31.4 1470s 293287 238272 490.25395 104 83 - 372.40000 - 31.4 1475s 294577 239343 infeasible 158 - 372.41026 - 31.4 1480s 295529 240125 415.39589 56 83 - 372.41336 - 31.4 1485s 296411 240871 infeasible 177 - 372.41667 - 31.4 1490s 297182 241451 681.96181 252 47 - 372.42008 - 31.4 1495s 298233 242182 489.79400 88 63 - 372.42593 - 31.4 1500s 299469 243200 infeasible 162 - 372.43222 - 31.4 1505s 300409 243909 infeasible 121 - 372.44033 - 31.4 1510s 301518 244820 673.83666 153 57 - 372.45000 - 31.4 1515s 302654 245594 631.45824 172 44 - 372.45540 - 31.4 1520s 303803 246551 infeasible 77 - 372.46497 - 31.4 1525s 304754 247257 560.66038 104 42 - 372.47619 - 31.4 1530s 305885 248197 768.19465 254 29 - 372.48762 - 31.4 1535s 306747 248858 518.69515 90 91 - 372.50000 - 31.4 1540s 308156 249978 756.09996 209 47 - 372.50000 - 31.4 1545s 309409 251016 588.60296 184 56 - 372.50000 - 31.4 1550s 310531 251950 711.15912 260 54 - 372.50000 - 31.4 1555s 311571 252843 528.11348 95 84 - 372.50124 - 31.4 1560s 312681 253705 387.40833 55 101 - 372.51556 - 31.4 1565s 313875 254708 433.25245 83 58 - 372.52117 - 31.4 1570s 314712 255350 573.02776 157 53 - 372.52956 - 31.4 1575s 315916 256360 489.56030 81 106 - 372.53428 - 31.4 1580s 316488 256789 573.66318 110 72 - 372.53867 - 31.4 1585s 317547 257624 infeasible 116 - 372.54545 - 31.4 1590s 318505 258362 640.11923 173 63 - 372.55556 - 31.4 1595s 319394 259030 699.22676 173 50 - 372.57052 - 31.4 1600s 320430 259815 562.16965 108 42 - 372.57692 - 31.4 1605s 321543 260674 infeasible 278 - 372.57936 - 31.4 1610s 322575 261463 infeasible 63 - 372.58333 - 31.4 1615s 323640 262370 665.43560 206 45 - 372.58824 - 31.4 1620s 324950 263460 707.19467 241 47 - 372.59589 - 31.4 1625s 326262 264537 663.10708 172 44 - 372.60112 - 31.4 1630s 327144 265237 infeasible 88 - 372.61429 - 31.4 1635s 328220 266130 468.07650 90 79 - 372.62500 - 31.4 1640s 329080 266858 633.95381 184 38 - 372.62679 - 31.4 1645s 329980 267560 390.11851 62 72 - 372.63333 - 31.4 1650s 330901 268241 551.74466 116 57 - 372.63969 - 31.5 1655s 332001 269076 606.31478 133 65 - 372.65000 - 31.5 1660s 333070 269936 395.81101 47 116 - 372.65894 - 31.5 1665s 334078 270806 549.74321 125 56 - 372.66170 - 31.5 1670s 335295 271737 615.87090 113 49 - 372.66667 - 31.4 1675s 336306 272567 405.76248 51 89 - 372.67705 - 31.5 1680s 337437 273535 583.17253 111 86 - 372.67918 - 31.4 1685s 338549 274498 550.61038 103 59 - 372.68155 - 31.4 1690s 339624 275289 688.56135 184 47 - 372.68387 - 31.4 1695s 340583 276050 728.88402 214 34 - 372.69333 - 31.4 1700s 341727 277006 610.22144 165 70 - 372.70160 - 31.4 1705s 343055 278172 399.63522 48 93 - 372.70808 - 31.4 1710s 344241 279120 440.00998 77 74 - 372.71471 - 31.4 1715s 345240 279860 507.22104 108 77 - 372.72357 - 31.4 1720s 346443 280752 554.87135 141 76 - 372.72702 - 31.4 1725s 347497 281593 infeasible 248 - 372.72917 - 31.4 1730s 348745 282588 565.71003 112 49 - 372.73333 - 31.4 1735s 349672 283379 380.67514 43 119 - 372.73694 - 31.4 1740s 350861 284334 533.99845 100 77 - 372.74521 - 31.4 1745s 351919 285171 infeasible 131 - 372.75000 - 31.4 1750s 353204 286238 479.99655 102 51 - 372.75000 - 31.4 1755s 354419 287263 infeasible 131 - 372.75000 - 31.4 1760s 355629 288305 421.73074 55 96 - 372.75874 - 31.4 1765s 356650 289165 621.30027 167 57 - 372.76103 - 31.4 1770s 357586 289910 556.28065 130 65 - 372.76639 - 31.4 1775s 358632 290815 infeasible 208 - 372.77113 - 31.4 1780s 359771 291717 infeasible 72 - 372.77561 - 31.4 1785s 360966 292711 578.60894 96 78 - 372.78010 - 31.4 1790s 362117 293690 744.53489 158 56 - 372.78242 - 31.4 1795s 363073 294402 496.00438 123 74 - 372.78944 - 31.4 1800s 364116 295227 593.16271 111 76 - 372.79167 - 31.4 1805s 365159 296064 605.70874 146 61 - 372.79567 - 31.4 1810s 366245 296909 infeasible 156 - 372.80000 - 31.4 1815s 367259 297753 614.83399 116 68 - 372.80767 - 31.4 1820s 368147 298517 664.92965 173 44 - 372.81113 - 31.4 1825s 369094 299289 627.11164 129 55 - 372.81819 - 31.4 1830s 370138 300125 560.98392 156 43 - 372.82643 - 31.4 1835s 371170 300903 infeasible 63 - 372.83333 - 31.4 1840s 372049 301621 478.12065 70 90 - 372.83333 - 31.4 1845s 373022 302446 617.70241 233 20 - 372.83523 - 31.4 1850s 374197 303391 500.76180 87 84 - 372.84286 - 31.4 1855s 375225 304240 387.26510 50 94 - 372.84615 - 31.4 1860s 376166 304991 786.91139 207 60 - 372.85423 - 31.4 1865s 377058 305630 557.37265 91 57 - 372.85714 - 31.4 1870s 377996 306371 infeasible 65 - 372.86225 - 31.4 1875s 378883 307093 494.34334 61 64 - 372.87023 - 31.5 1880s 379944 307993 529.42134 152 52 - 372.87342 - 31.5 1885s 381006 308840 infeasible 114 - 372.87500 - 31.5 1890s 381964 309661 633.03937 174 54 - 372.87836 - 31.5 1895s 383032 310559 685.94644 175 41 - 372.88249 - 31.5 1900s 384050 311358 562.42731 112 97 - 372.89161 - 31.5 1905s 384919 312051 463.90360 103 82 - 372.89422 - 31.5 1910s 385809 312807 infeasible 275 - 372.90043 - 31.5 1915s 386730 313502 748.22423 191 38 - 372.90369 - 31.5 1920s 387624 314098 682.79724 141 46 - 372.90909 - 31.5 1925s 388514 314835 543.55637 105 79 - 372.91334 - 31.5 1930s 389542 315635 473.35546 99 86 - 372.91667 - 31.5 1935s 390613 316513 591.11261 151 60 - 372.91683 - 31.5 1940s 391811 317535 infeasible 154 - 372.92170 - 31.5 1945s 392890 318363 394.14134 45 95 - 372.92759 - 31.5 1950s 393904 319211 464.14109 73 89 - 372.93020 - 31.5 1955s 395024 320170 643.53807 181 38 - 372.93750 - 31.5 1960s 396053 321007 403.46224 78 69 - 372.94498 - 31.5 1965s 396984 321721 716.08473 198 65 - 372.95000 - 31.6 1970s 398015 322462 392.85131 54 95 - 372.95652 - 31.6 1975s 398780 323084 457.11314 100 83 - 372.96053 - 31.6 1980s 399744 323869 577.10682 123 59 - 372.96847 - 31.6 1985s 400744 324717 452.94646 74 101 - 372.97222 - 31.6 1990s 401700 325501 550.62186 104 74 - 372.98182 - 31.6 1995s 402773 326320 522.43170 95 72 - 372.98611 - 31.6 2000s 403683 327049 531.04790 102 75 - 372.99691 - 31.6 2005s 404940 328157 562.62513 87 65 - 373.00000 - 31.6 2010s 405715 328788 520.72142 92 112 - 373.00000 - 31.6 2015s 406526 329398 485.75478 79 76 - 373.00000 - 31.6 2020s 407715 330440 630.25345 182 44 - 373.00000 - 31.6 2025s 408660 331246 infeasible 76 - 373.00000 - 31.6 2030s 409811 332177 502.29186 60 77 - 373.00595 - 31.6 2035s 410844 333000 569.30375 153 48 - 373.01132 - 31.6 2040s 411849 333854 637.37465 143 71 - 373.01771 - 31.6 2045s 412798 334555 781.64169 209 47 - 373.02372 - 31.6 2050s 413680 335270 502.20300 117 88 - 373.02459 - 31.6 2055s 414502 335890 505.13280 128 56 - 373.02957 - 31.7 2060s 415599 336798 438.40352 72 61 - 373.03612 - 31.7 2065s 416592 337665 infeasible 140 - 373.04542 - 31.7 2070s 417583 338389 409.06909 52 106 - 373.05252 - 31.7 2075s 418508 339166 415.84808 64 93 - 373.05471 - 31.7 2080s 419461 339941 infeasible 119 - 373.05851 - 31.7 2085s 420560 340875 681.86138 199 58 - 373.06188 - 31.7 2090s 421561 341726 653.31218 157 34 - 373.06395 - 31.7 2095s 422728 342598 742.25603 196 49 - 373.07060 - 31.7 2100s 423580 343167 481.05316 78 67 - 373.07496 - 31.7 2105s 424712 344045 518.84479 111 67 - 373.08059 - 31.7 2110s 425858 344930 522.93070 86 77 - 373.08705 - 31.7 2115s 427179 346009 378.98408 51 107 - 373.09470 - 31.7 2120s 427956 346636 511.38338 114 67 - 373.10000 - 31.7 2125s 428850 347338 599.19346 158 45 - 373.10458 - 31.7 2130s 429707 348035 627.93706 178 65 - 373.10714 - 31.7 2135s 430836 348912 infeasible 157 - 373.11438 - 31.7 2140s 431956 349868 466.18291 115 66 - 373.12405 - 31.7 2145s 432858 350612 384.38048 61 91 - 373.12763 - 31.7 2150s 433979 351507 518.15457 111 50 - 373.13014 - 31.7 2155s 435162 352516 379.12161 47 103 - 373.13793 - 31.7 2160s 436315 353459 511.68702 85 74 - 373.14131 - 31.7 2165s 437438 354407 402.77083 55 102 - 373.15000 - 31.7 2170s 438490 355297 518.00342 128 65 - 373.15936 - 31.7 2175s 439410 356071 695.46373 214 32 - 373.16667 - 31.7 2180s 440477 356924 530.68268 105 85 - 373.16667 - 31.7 2185s 441189 357470 430.16929 89 92 - 373.17047 - 31.7 2190s 442276 358309 499.72382 99 84 - 373.17836 - 31.7 2195s 443133 359000 592.55987 119 69 - 373.18490 - 31.7 2200s 444164 359769 832.70260 231 66 - 373.18637 - 31.7 2205s 445451 360841 789.62055 247 36 - 373.18875 - 31.7 2210s 446244 361411 412.96399 69 91 - 373.19878 - 31.7 2215s 447180 362151 508.37092 110 76 - 373.20000 - 31.8 2220s 448092 362855 448.45395 67 81 - 373.20228 - 31.8 2225s 448988 363591 573.63575 86 63 - 373.20833 - 31.8 2230s 449840 364248 386.60754 48 105 - 373.21429 - 31.8 2235s 450675 364987 521.16604 131 71 - 373.21839 - 31.8 2240s 451516 365637 626.18000 157 69 - 373.22023 - 31.8 2245s 452419 366375 682.77871 157 49 - 373.22619 - 31.8 2250s 453639 367408 673.63256 250 30 - 373.22942 - 31.8 2255s 454708 368301 631.14917 177 50 - 373.23404 - 31.8 2260s 456100 369522 579.14360 120 70 - 373.23680 - 31.8 2265s 457167 370349 622.78904 158 62 - 373.24368 - 31.8 2270s 458161 371134 469.01104 82 82 - 373.25000 - 31.8 2275s 459296 372036 448.81272 98 77 - 373.25000 - 31.8 2280s 460462 373047 422.52119 58 81 - 373.25130 - 31.8 2285s 461346 373783 674.45385 187 47 - 373.25833 - 31.8 2290s 462617 374884 608.00876 132 85 - 373.26018 - 31.7 2295s 463540 375682 496.94776 112 89 - 373.26481 - 31.8 2300s 464490 376425 467.07961 88 73 - 373.27419 - 31.8 2305s 465420 377229 636.94752 196 43 - 373.27683 - 31.8 2310s 466542 378169 552.87574 100 88 - 373.28072 - 31.8 2315s 467701 379068 468.92949 58 81 - 373.29322 - 31.8 2320s 468635 379796 infeasible 152 - 373.30000 - 31.8 2325s 469669 380640 infeasible 148 - 373.30213 - 31.8 2330s 470625 381391 408.21781 66 87 - 373.30769 - 31.8 2335s 471634 382250 617.92247 94 41 - 373.31250 - 31.8 2340s 472404 382846 427.79443 67 104 - 373.31944 - 31.8 2345s 473509 383749 infeasible 76 - 373.32706 - 31.8 2350s 474510 384554 639.30579 180 55 - 373.33333 - 31.8 2355s 475171 385057 632.26942 150 66 - 373.33333 - 31.8 2360s 476591 386176 infeasible 103 - 373.33519 - 31.8 2365s 477725 387114 786.03015 290 32 - 373.34558 - 31.8 2370s 478746 387893 680.87082 188 55 - 373.35294 - 31.8 2375s 479803 388729 547.16209 114 83 - 373.36364 - 31.8 2380s 480643 389370 infeasible 202 - 373.37500 - 31.8 2385s 481765 390333 707.80589 134 61 - 373.38125 - 31.8 2390s 482789 391112 549.44665 131 71 - 373.39048 - 31.8 2395s 483901 392035 644.68866 181 36 - 373.40000 - 31.8 2400s 484875 392808 519.29874 106 99 - 373.40118 - 31.8 2405s 485907 393489 459.98179 75 82 - 373.40481 - 31.8 2410s 486745 394162 619.72603 94 65 - 373.40625 - 31.8 2415s 487959 395150 infeasible 156 - 373.41254 - 31.8 2420s 489028 396021 732.65194 209 49 - 373.41820 - 31.8 2425s 490004 396749 588.03514 171 64 - 373.42384 - 31.8 2430s 490839 397469 594.91580 148 58 - 373.42914 - 31.8 2435s 491990 398409 659.60129 129 55 - 373.43333 - 31.8 2440s 492917 399109 418.85157 54 91 - 373.44715 - 31.8 2445s 493754 399766 629.03549 133 62 - 373.45192 - 31.8 2450s 494742 400568 562.84645 124 96 - 373.45652 - 31.8 2455s 495731 401429 420.60249 80 77 - 373.46296 - 31.8 2460s 496888 402401 672.01182 268 54 - 373.46869 - 31.8 2465s 498168 403439 706.26781 162 48 - 373.47426 - 31.8 2470s 499394 404432 489.31551 115 50 - 373.47833 - 31.8 2475s 500321 405232 503.66550 91 89 - 373.48485 - 31.8 2480s 501344 406056 478.40637 89 80 - 373.49383 - 31.8 2485s 502265 406797 infeasible 107 - 373.49523 - 31.8 2490s 503347 407715 infeasible 99 - 373.50000 - 31.8 2495s 504553 408661 infeasible 276 - 373.50000 - 31.8 2500s 505788 409582 679.78299 166 35 - 373.50000 - 31.8 2505s 506600 410190 448.96310 69 85 - 373.50000 - 31.8 2510s 507731 411080 461.86283 69 91 - 373.50000 - 31.8 2515s 508941 412077 641.81164 211 32 - 373.50000 - 31.8 2520s 510019 412965 493.26566 107 73 - 373.50077 - 31.8 2525s 510893 413671 657.92891 191 45 - 373.50749 - 31.8 2530s 511975 414514 673.92424 174 62 - 373.51082 - 31.8 2535s 513115 415390 604.92298 148 49 - 373.51351 - 31.8 2540s 514241 416345 infeasible 122 - 373.52122 - 31.8 2545s 515141 417127 651.22241 194 50 - 373.52500 - 31.8 2550s 516371 418079 768.36589 206 50 - 373.53125 - 31.8 2555s 517650 419147 567.96289 125 73 - 373.53426 - 31.8 2560s 518758 420033 561.77975 125 52 - 373.54282 - 31.8 2565s 520133 421120 776.41752 178 59 - 373.55000 - 31.8 2570s 521010 421856 infeasible 189 - 373.55556 - 31.8 2575s 522086 422768 559.34736 157 86 - 373.55926 - 31.8 2580s 522964 423452 655.92412 174 41 - 373.56250 - 31.8 2585s 523951 424253 679.95521 152 50 - 373.57143 - 31.8 2590s 525116 425164 742.39314 233 45 - 373.57780 - 31.8 2595s 526021 425813 397.57814 44 86 - 373.57872 - 31.8 2600s 527413 427042 541.21968 118 55 - 373.58129 - 31.8 2605s 528451 427903 infeasible 175 - 373.58333 - 31.8 2610s 529390 428668 511.97883 105 53 - 373.59074 - 31.8 2615s 530697 429825 560.81534 102 74 - 373.60162 - 31.8 2620s 531454 430434 infeasible 129 - 373.60435 - 31.8 2625s 532380 431070 492.16883 99 72 - 373.60797 - 31.8 2630s 533406 431906 840.03686 181 69 - 373.61190 - 31.8 2635s 534451 432782 532.58018 104 65 - 373.62063 - 31.8 2640s 535501 433583 597.49942 110 60 - 373.62500 - 31.8 2645s 536553 434443 797.06237 265 25 - 373.62945 - 31.8 2650s 537490 435198 572.04642 150 52 - 373.63267 - 31.8 2655s 538435 435945 540.15809 168 62 - 373.63563 - 31.8 2660s 539604 436921 infeasible 90 - 373.63965 - 31.8 2665s 540607 437743 564.97626 151 53 - 373.64405 - 31.8 2670s 541477 438408 584.58817 141 64 - 373.64918 - 31.8 2675s 542530 439300 infeasible 270 - 373.65754 - 31.8 2680s 543566 440140 418.87356 55 76 - 373.66138 - 31.8 2685s 544787 441174 580.57274 171 38 - 373.66667 - 31.8 2690s 545789 442062 616.14126 186 46 - 373.66667 - 31.8 2695s 546664 442742 702.32655 165 55 - 373.66667 - 31.8 2700s 547551 443463 629.33580 156 75 - 373.67482 - 31.8 2705s 548559 444287 infeasible 176 - 373.67992 - 31.8 2710s 549714 445151 544.15597 121 52 - 373.68750 - 31.8 2715s 550737 446008 565.54713 106 73 - 373.69444 - 31.8 2720s 551615 446720 infeasible 122 - 373.70000 - 31.8 2725s 552640 447548 562.55365 123 33 - 373.70833 - 31.8 2730s 553710 448411 471.40044 89 108 - 373.71597 - 31.8 2735s 554782 449280 425.15897 59 80 - 373.72321 - 31.8 2740s 555907 450262 575.99552 94 63 - 373.72727 - 31.8 2745s 557020 451173 563.00463 145 49 - 373.73333 - 31.8 2750s 558004 451916 infeasible 109 - 373.74328 - 31.8 2755s 559228 452958 758.44406 182 54 - 373.74834 - 31.8 2760s 560284 453823 552.11146 123 49 - 373.75000 - 31.8 2765s 561500 454814 600.34492 136 55 - 373.75000 - 31.8 2770s 562492 455613 721.20851 187 73 - 373.75000 - 31.8 2775s 563726 456577 685.89937 161 56 - 373.75081 - 31.8 2780s 564939 457540 384.87074 51 81 - 373.75753 - 31.8 2785s 565878 458286 402.58449 58 76 - 373.76120 - 31.8 2790s 566681 458968 467.30493 117 66 - 373.76923 - 31.8 2795s 567703 459841 infeasible 218 - 373.77193 - 31.8 2800s 568512 460468 infeasible 174 - 373.77778 - 31.8 2805s 569352 461149 487.38799 67 64 - 373.78285 - 31.8 2810s 570447 462044 869.22860 208 48 - 373.78667 - 31.8 2815s 571537 462930 481.99285 84 71 - 373.79144 - 31.8 2820s 572370 463629 infeasible 177 - 373.79505 - 31.8 2825s 573153 464262 609.19251 210 62 - 373.79758 - 31.9 2830s 574239 465136 540.75117 134 62 - 373.80082 - 31.9 2835s 575404 466057 504.49452 89 51 - 373.80380 - 31.8 2840s 576509 466968 404.93876 56 106 - 373.81695 - 31.8 2845s 577365 467676 infeasible 161 - 373.82353 - 31.9 2850s 578272 468395 628.57037 174 52 - 373.83333 - 31.9 2855s 579381 469374 693.36452 222 66 - 373.83333 - 31.9 2860s 580519 470325 382.02871 55 95 - 373.83333 - 31.9 2865s 581774 471342 402.87191 43 76 - 373.83838 - 31.8 2870s 582522 471959 420.82520 57 86 - 373.84211 - 31.9 2875s 583545 472801 743.65057 246 31 - 373.84694 - 31.9 2880s 584882 473923 453.95053 68 78 - 373.85152 - 31.8 2885s 586007 474863 infeasible 192 - 373.85714 - 31.8 2890s 587128 475768 infeasible 161 - 373.86138 - 31.8 2895s 588316 476724 598.42466 136 46 - 373.86525 - 31.8 2900s 589470 477671 469.32107 75 60 - 373.87123 - 31.8 2905s 590431 478489 551.66773 133 66 - 373.87500 - 31.8 2910s 591456 479386 613.75953 163 53 - 373.88025 - 31.8 2915s 592317 480172 infeasible 207 - 373.88571 - 31.8 2920s 593441 481065 413.72220 59 96 - 373.89145 - 31.8 2925s 594610 482014 405.39173 64 91 - 373.89773 - 31.8 2930s 595677 482890 593.37671 92 53 - 373.90000 - 31.8 2935s 596671 483663 453.38979 86 80 - 373.90667 - 31.8 2940s 597661 484339 598.59849 127 67 - 373.91170 - 31.8 2945s 598813 485279 686.92155 211 56 - 373.91562 - 31.8 2950s 599944 486213 530.60121 71 39 - 373.92074 - 31.8 2955s 600907 486966 infeasible 124 - 373.92825 - 31.8 2960s 601915 487790 416.88026 72 65 - 373.93044 - 31.8 2965s 602784 488517 519.78436 118 89 - 373.93537 - 31.8 2970s 603832 489383 473.15120 68 86 - 373.93978 - 31.8 2975s 604687 490090 623.27386 93 65 - 373.94664 - 31.9 2980s 605585 490764 491.35900 58 64 - 373.95833 - 31.9 2985s 606442 491463 infeasible 188 - 373.96111 - 31.9 2990s 607326 492182 430.57300 78 79 - 373.96561 - 31.9 2995s 608322 493017 520.75348 70 74 - 373.96705 - 31.9 3000s 609273 493787 485.12758 149 72 - 373.97305 - 31.9 3005s 610221 494524 infeasible 102 - 373.97767 - 31.9 3010s 611185 495268 infeasible 105 - 373.98333 - 31.9 3015s 612245 496150 541.72562 116 60 - 373.98730 - 31.9 3020s 613113 496847 569.77993 98 58 - 373.99377 - 31.9 3025s 614035 497549 485.75514 76 77 - 373.99955 - 31.9 3030s 614913 498297 594.59657 176 49 - 374.00000 - 31.9 3035s 616131 499345 544.68712 179 75 - 374.00000 - 31.9 3040s 617405 500430 392.13678 52 66 - 374.00000 - 31.9 3045s 618790 501584 527.19160 107 71 - 374.00000 - 31.9 3050s 620040 502526 541.62883 134 47 - 374.00000 - 31.9 3055s 621452 503680 453.01807 102 101 - 374.00000 - 31.9 3060s 622491 504521 infeasible 194 - 374.00000 - 31.9 3065s 623628 505490 593.77896 153 79 - 374.00356 - 31.8 3070s 624486 506154 601.61366 166 39 - 374.01258 - 31.8 3075s 625263 506765 454.93656 97 90 - 374.01505 - 31.9 3080s 626155 507529 497.82534 81 104 - 374.01793 - 31.9 3085s 627163 508385 389.08200 56 91 - 374.02561 - 31.9 3090s 628326 509374 721.10956 234 56 - 374.02836 - 31.9 3095s 629155 510047 399.86920 67 95 - 374.03333 - 31.9 3100s 630109 510821 607.37801 119 65 - 374.03918 - 31.9 3105s 631384 511918 657.69188 227 34 - 374.04110 - 31.9 3110s 632355 512704 698.87214 156 46 - 374.04675 - 31.9 3115s 633109 513336 604.72483 158 75 - 374.04902 - 31.9 3120s 634340 514392 403.16667 52 87 - 374.05176 - 31.9 3125s 635427 515270 453.74516 71 70 - 374.05556 - 31.9 3130s 636403 516114 infeasible 172 - 374.06086 - 31.9 3135s 637289 516842 460.22924 112 62 - 374.06689 - 31.9 3140s 638616 518019 624.24859 185 75 - 374.06991 - 31.9 3145s 639520 518773 435.00060 66 79 - 374.07692 - 31.9 3150s 640573 519624 486.07189 101 68 - 374.07836 - 31.9 3155s 641379 520336 619.30923 197 53 - 374.07836 - 31.9 3160s 642259 521066 infeasible 167 - 374.08333 - 31.9 3165s 643162 521787 infeasible 128 - 374.08824 - 31.9 3170s 644196 522616 621.12296 135 63 - 374.09091 - 31.9 3175s 645312 523512 infeasible 215 - 374.09339 - 31.9 3180s 646181 524203 infeasible 246 - 374.09825 - 31.9 3185s 646968 524839 445.60966 74 88 - 374.10158 - 31.9 3190s 648262 525910 506.22371 106 65 - 374.10466 - 31.9 3195s 649399 526879 infeasible 215 - 374.11417 - 31.9 3200s 650451 527734 695.23802 208 23 - 374.12223 - 31.9 3205s 651527 528644 812.67953 269 47 - 374.12500 - 31.9 3210s 652525 529433 443.89134 85 92 - 374.12562 - 31.9 3215s 653619 530291 476.43551 59 52 - 374.12975 - 31.9 3220s 654604 531060 515.60345 136 38 - 374.13333 - 31.9 3225s 655522 531833 597.49183 159 52 - 374.13492 - 31.9 3230s 656440 532538 427.15335 71 101 - 374.13770 - 31.9 3235s 657560 533404 379.47139 49 94 - 374.14074 - 31.9 3240s 658720 534386 infeasible 194 - 374.14415 - 31.9 3245s 659608 535086 389.18575 43 86 - 374.14697 - 31.9 3250s 660792 536118 760.44693 269 29 - 374.15000 - 31.9 3255s 662026 537153 456.21591 90 55 - 374.15113 - 31.9 3260s 663122 538032 761.26500 191 55 - 374.15486 - 31.9 3265s 663960 538675 747.62618 231 44 - 374.16036 - 31.9 3270s 664935 539502 394.77698 60 74 - 374.16667 - 31.9 3275s 665997 540340 465.56388 83 100 - 374.16667 - 31.9 3280s 667129 541268 439.38068 76 87 - 374.16917 - 31.9 3285s 668364 542293 488.37105 97 79 - 374.17549 - 31.9 3290s 669664 543406 infeasible 140 - 374.17836 - 31.9 3295s 670882 544426 infeasible 187 - 374.18381 - 31.9 3300s 671931 545293 510.88631 105 83 - 374.18750 - 31.9 3305s 673085 546253 767.85812 265 32 - 374.19375 - 31.9 3310s 674247 547272 582.26802 192 31 - 374.19546 - 31.9 3315s 675229 548096 406.09219 60 111 - 374.20109 - 31.9 3320s 676431 549099 411.34742 53 102 - 374.20865 - 31.9 3325s 677459 549989 infeasible 142 - 374.21472 - 31.9 3330s 678455 550790 467.83222 74 76 - 374.22001 - 31.9 3335s 679647 551806 616.08215 115 66 - 374.22222 - 31.9 3340s 680760 552778 520.71953 92 89 - 374.22885 - 31.8 3345s 681698 553540 501.25721 110 53 - 374.23102 - 31.9 3350s 682617 554261 700.20575 173 83 - 374.23307 - 31.9 3355s 683599 555107 404.90222 55 99 - 374.23769 - 31.9 3360s 684656 556040 755.69311 277 32 - 374.24011 - 31.9 3365s 685535 556735 463.67547 90 76 - 374.25000 - 31.9 3370s 686536 557497 490.37965 78 72 - 374.25000 - 31.9 3375s 687706 558442 809.39175 225 50 - 374.25000 - 31.9 3380s 688927 559445 657.59274 210 62 - 374.25566 - 31.9 3385s 689995 560393 535.06613 85 80 - 374.26485 - 31.9 3390s 690921 561115 580.56446 123 46 - 374.26667 - 31.9 3395s 692183 562122 699.80483 184 42 - 374.26923 - 31.8 3400s 693146 562932 infeasible 140 - 374.27554 - 31.9 3405s 694197 563803 612.62916 235 47 - 374.27778 - 31.9 3410s 695133 564510 infeasible 67 - 374.28000 - 31.9 3415s 696022 565268 387.33333 52 77 - 374.28230 - 31.9 3420s 697236 566277 631.98269 139 48 - 374.28571 - 31.9 3425s 698370 567194 infeasible 173 - 374.28889 - 31.8 3430s 699465 568077 513.14823 83 68 - 374.29211 - 31.8 3435s 700488 568924 764.08648 205 50 - 374.29575 - 31.8 3440s 701577 569808 493.73852 88 64 - 374.29938 - 31.8 3445s 702651 570695 434.40616 63 70 - 374.30710 - 31.8 3450s 703487 571364 523.71143 111 81 - 374.30819 - 31.9 3455s 704428 572153 701.25229 202 50 - 374.31204 - 31.9 3460s 705558 573031 424.42589 71 96 - 374.32000 - 31.9 3465s 706730 574055 486.08479 91 76 - 374.32500 - 31.8 3470s 707627 574800 626.84055 128 77 - 374.32778 - 31.9 3475s 708705 575645 472.30066 75 77 - 374.33245 - 31.9 3480s 709645 576417 560.63323 114 73 - 374.33333 - 31.9 3485s 710706 577269 377.38235 47 88 - 374.33333 - 31.9 3490s 711712 578134 560.14538 113 45 - 374.33333 - 31.9 3495s 712793 579006 640.88845 163 67 - 374.33333 - 31.9 3500s 713535 579598 516.87059 90 62 - 374.34656 - 31.9 3505s 714575 580411 infeasible 144 - 374.35170 - 31.9 3510s 715407 581068 502.84238 74 73 - 374.35330 - 31.9 3515s 716463 581931 430.38609 60 88 - 374.35645 - 31.9 3520s 717554 582889 614.95349 125 60 - 374.36000 - 31.9 3525s 718481 583588 521.75144 95 74 - 374.36508 - 31.9 3530s 719368 584271 419.53698 57 101 - 374.37332 - 31.9 3535s 720329 585112 600.89635 146 63 - 374.37518 - 31.9 3540s 721304 585881 804.63661 181 40 - 374.37891 - 31.9 3545s 722327 586658 549.29217 109 72 - 374.38307 - 31.9 3550s 723311 587453 514.10902 140 76 - 374.38889 - 31.9 3555s 724275 588241 516.04306 87 66 - 374.39506 - 31.9 3560s 725254 589094 550.06864 159 29 - 374.40000 - 31.9 3565s 726195 589811 464.47867 87 45 - 374.40000 - 31.9 3570s 727068 590536 457.50379 78 90 - 374.41190 - 31.9 3575s 727987 591284 infeasible 158 - 374.41586 - 31.9 3580s 728881 591990 infeasible 114 - 374.41667 - 31.9 3585s 729785 592708 625.50225 123 76 - 374.42130 - 31.9 3590s 730953 593561 infeasible 89 - 374.42516 - 31.9 3595s Cutting planes: Gomory: 7 Cover: 241 Implied bound: 245 Clique: 16 MIR: 175 GUB cover: 3 Zero half: 78 Explored 731905 nodes (23370541 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 3.750000000000e+02, gap -