Gurobi 5.0.1 (linux64) logging started Sat Jan 5 02:28:02 2013 Optimize a model with 10402 rows, 10201 columns and 65674 nonzeros Presolve removed 2355 rows and 2981 columns Presolve time: 0.14s Presolved: 8047 rows, 7220 columns, 48512 nonzeros Variable types: 100 continuous, 7120 integer (7120 binary) Root relaxation: objective 4.694892e+02, 800 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 469.48916 0 169 - 469.48916 - - 0s 0 0 492.52542 0 189 - 492.52542 - - 0s 0 0 497.47750 0 193 - 497.47750 - - 0s 0 0 501.04198 0 187 - 501.04198 - - 1s 0 0 501.86674 0 202 - 501.86674 - - 1s 0 0 502.44500 0 204 - 502.44500 - - 1s 0 0 502.54843 0 211 - 502.54843 - - 1s 0 0 502.55149 0 209 - 502.55149 - - 1s 0 0 502.56772 0 203 - 502.56772 - - 1s 0 0 503.52540 0 211 - 503.52540 - - 1s 0 0 503.63768 0 213 - 503.63768 - - 1s 0 0 503.65438 0 213 - 503.65438 - - 2s 0 0 503.65438 0 193 - 503.65438 - - 2s 0 0 503.65438 0 196 - 503.65438 - - 2s 0 0 503.65438 0 196 - 503.65438 - - 3s 0 2 503.83900 0 187 - 503.83900 - - 4s 13 15 515.66019 11 164 - 507.09167 - 45.5 5s 493 461 678.86183 123 108 - 507.53046 - 28.9 10s 603 548 825.73109 227 167 - 507.56379 - 28.6 20s 604 549 691.10532 130 146 - 507.56379 - 28.5 29s 605 550 825.73109 227 180 - 508.36227 - 28.5 37s 606 550 575.71765 79 195 - 513.05254 - 28.4 46s 607 551 525.28933 21 204 - 515.37108 - 28.4 56s 608 552 675.38288 159 207 - 518.06383 - 28.3 68s 609 552 691.10532 130 189 - 519.48772 - 28.3 77s 610 553 825.73109 227 208 - 519.95511 - 28.2 86s 611 554 669.94345 139 198 - 520.49449 - 28.2 99s 612 554 524.24106 37 230 - 521.11560 - 28.1 105s 613 555 575.71765 79 193 - 521.26805 - 28.1 117s 614 556 521.31760 22 204 - 521.31760 - 28.0 125s 615 556 524.24106 37 191 - 521.35231 - 28.0 135s 616 557 575.71765 79 200 - 521.35874 - 28.0 145s 617 558 521.41200 22 175 - 521.41200 - 27.9 155s 618 558 689.22597 134 201 - 521.43570 - 27.9 169s 619 559 825.73109 227 238 - 521.45197 - 27.8 181s 620 560 521.49372 22 206 - 521.49372 - 27.8 190s 621 560 525.28933 21 194 - 521.62772 - 27.7 201s 622 561 675.04262 147 189 - 521.66355 - 27.7 214s 623 562 669.94345 139 163 - 521.69114 - 27.6 225s 624 562 675.38288 159 171 - 521.73792 - 27.6 235s 625 563 669.94345 139 179 - 521.76971 - 27.6 248s 626 564 689.22597 134 190 - 521.77030 - 27.5 256s 627 564 776.79119 218 187 - 521.77030 - 27.5 262s 628 565 528.91579 36 187 - 521.77030 - 27.4 265s 671 586 540.30288 21 155 - 521.88207 - 49.4 270s 887 722 648.91844 126 86 - 521.88207 - 50.0 275s 1202 902 561.52012 29 124 - 522.05688 - 46.6 280s 1441 1025 680.37556 140 90 - 522.05688 - 47.6 285s 1754 1170 580.06553 49 191 - 522.11501 - 46.5 290s 1979 1315 692.16830 135 80 - 522.11501 - 47.8 295s 2409 1622 839.10709 293 33 - 522.11501 - 44.3 300s 2717 1859 706.10719 63 74 - 522.17142 - 44.3 305s 2924 2064 729.61468 186 46 - 522.17142 - 45.6 310s 3108 2204 infeasible 22 - 522.30768 - 47.3 315s 3350 2446 627.55306 77 130 - 522.30768 - 47.9 320s 3720 2816 666.81033 162 91 - 522.30768 - 46.1 325s 4108 3066 813.26394 245 35 - 522.30768 - 45.5 330s 4404 3314 630.25286 85 91 - 522.33678 - 45.2 335s 4793 3688 779.27374 246 31 - 522.33678 - 43.7 340s 5092 3935 657.57970 80 96 - 522.36907 - 43.8 345s 5476 4284 575.62697 31 198 - 522.41350 - 43.1 350s 6014 4822 698.92344 337 49 - 522.41350 - 41.2 355s 6426 5188 545.07204 27 211 - 522.46622 - 40.8 360s 6795 5546 734.07990 170 73 - 522.46622 - 40.7 365s 7113 5804 570.94553 52 174 - 522.59746 - 40.8 370s 7334 5981 646.42004 51 152 - 522.79989 - 41.9 375s 7657 6293 696.22081 171 40 - 522.81075 - 42.0 380s 8060 6668 634.41986 69 142 - 522.85362 - 41.7 385s 8562 7111 625.37960 37 205 - 522.93516 - 41.0 390s 8823 7316 575.79119 44 200 - 522.93516 - 41.3 395s 8953 7428 662.30422 54 164 - 523.02446 - 42.2 400s 9142 7601 618.42756 33 199 - 523.16045 - 42.9 405s 9529 7985 733.34237 323 33 - 523.16045 - 42.0 410s 9833 8244 735.91426 168 78 - 523.64491 - 42.0 415s 10121 8454 692.83780 140 75 - 523.69718 - 42.3 420s 10359 8641 550.90315 41 183 - 524.11361 - 42.0 425s 10599 8851 607.15845 48 187 - 524.64491 - 42.4 430s 10948 9120 582.45104 39 144 - 526.04519 - 42.4 435s 11303 9442 620.48501 34 209 - 526.77030 - 42.2 440s 11574 9691 620.77856 89 110 - 527.71544 - 42.5 445s 11962 10013 627.60519 93 95 - 527.71544 - 42.3 450s 12363 10304 infeasible 22 - 528.26314 - 42.2 455s 12828 10764 771.09432 327 36 - 528.26314 - 41.5 460s 13303 11200 668.68402 189 60 - 529.38743 - 40.9 465s 13800 11638 758.59909 220 85 - 529.70238 - 40.6 470s 14166 11945 781.52993 173 75 - 529.97809 - 40.4 475s 14497 12157 infeasible 40 - 530.33752 - 40.7 480s 14768 12376 610.90474 61 175 - 530.64491 - 41.1 485s 15172 12745 572.37983 38 206 - 530.64491 - 41.0 490s 15495 13029 546.13213 29 207 - 530.66025 - 41.1 495s 15793 13276 557.66729 34 211 - 530.92011 - 41.3 500s 16194 13635 infeasible 37 - 531.08262 - 41.2 505s 16418 13813 534.92746 30 184 - 531.63269 - 41.7 510s 16738 14107 infeasible 186 - 531.63269 - 41.8 515s 17141 14443 736.14245 168 74 - 531.75567 - 41.7 520s 17369 14629 645.35686 139 115 - 531.78607 - 42.0 525s 17848 15016 706.26056 171 103 - 531.79330 - 41.8 530s 18154 15300 739.17418 194 77 - 532.02674 - 41.8 535s 18558 15654 584.45453 53 142 - 532.02823 - 41.5 540s 19051 16147 718.96980 286 62 - 532.02823 - 41.1 545s 19420 16433 684.04511 132 61 - 532.06069 - 41.2 550s 19650 16649 707.05914 124 87 - 532.09738 - 41.4 555s 19985 16926 624.80306 80 118 - 532.20312 - 41.4 560s 20217 17086 629.46866 52 175 - 532.20312 - 41.7 565s 20419 17273 587.87480 37 157 - 532.22281 - 41.7 570s 20643 17459 609.74534 63 145 - 532.27053 - 42.0 575s 21084 17859 infeasible 178 - 532.27488 - 41.8 580s 21495 18209 infeasible 241 - 532.45945 - 41.6 585s 21814 18432 584.89286 29 145 - 532.57168 - 41.7 590s 22256 18870 800.00360 298 42 - 532.57168 - 41.4 595s 22620 19196 651.45556 119 57 - 532.73429 - 41.4 600s 22980 19478 infeasible 24 - 532.77030 - 41.2 605s 23336 19760 640.77189 106 74 - 532.77030 - 41.3 610s 23738 20103 562.84220 40 196 - 532.96858 - 41.3 615s 24099 20436 631.11942 62 141 - 533.10546 - 41.3 620s 24503 20789 905.82784 288 72 - 533.10546 - 41.1 625s 24972 21201 808.53330 245 65 - 533.11566 - 41.0 630s 25440 21570 771.35208 220 40 - 533.18588 - 40.8 635s 25731 21803 748.35098 175 66 - 533.20750 - 41.0 640s 26027 22061 614.65103 92 66 - 533.21925 - 41.0 645s 26327 22264 infeasible 92 - 533.25347 - 41.1 650s 26591 22522 740.56528 210 43 - 533.25780 - 41.1 655s 26909 22807 623.25260 116 76 - 533.31411 - 41.2 660s 27377 23227 infeasible 259 - 533.45797 - 41.0 665s 27856 23671 695.22689 198 79 - 533.84705 - 40.9 670s 28325 24099 infeasible 226 - 533.84805 - 40.8 675s 28720 24454 795.07900 208 53 - 533.88839 - 40.7 680s 29091 24791 722.26563 236 48 - 533.92537 - 40.7 685s 29529 25163 565.05396 36 125 - 534.03269 - 40.6 690s 29888 25440 infeasible 32 - 534.04486 - 40.6 695s 30259 25792 829.63908 243 68 - 534.04486 - 40.5 700s 30603 26030 613.87062 35 156 - 534.12246 - 40.5 705s 30939 26310 816.96085 203 103 - 534.12246 - 40.5 710s 31331 26641 563.81508 60 147 - 534.18353 - 40.6 715s 31781 27030 infeasible 106 - 534.23634 - 40.5 720s 32143 27352 581.63019 31 149 - 534.37754 - 40.6 725s 32529 27688 639.26285 63 84 - 534.39199 - 40.6 730s 32842 27853 555.23049 37 219 - 534.41009 - 40.7 735s 33113 28098 720.11366 116 119 - 534.41562 - 40.9 740s 33340 28273 641.39066 69 147 - 534.46332 - 41.0 745s 33729 28590 594.20644 39 164 - 534.47662 - 41.0 750s 34273 29053 600.26068 37 137 - 534.48630 - 40.7 755s 34709 29453 642.19162 158 102 - 534.48630 - 40.6 760s 35221 29880 616.85816 37 174 - 534.52374 - 40.4 765s 35510 30122 681.50956 125 104 - 534.54341 - 40.5 770s 35781 30334 595.70247 53 191 - 534.57832 - 40.7 775s 36086 30599 564.39737 36 180 - 534.64042 - 40.8 780s 36552 31014 556.99839 25 207 - 534.66315 - 40.6 785s 36904 31318 550.42405 28 154 - 534.69593 - 40.6 790s 37169 31540 715.51838 163 91 - 534.69593 - 40.9 795s 37530 31818 541.30274 25 186 - 534.75246 - 40.8 800s 37825 32085 637.78965 110 53 - 534.75246 - 40.9 805s 38263 32476 603.39575 73 136 - 534.79984 - 40.8 810s 38615 32779 564.75829 38 148 - 534.82019 - 40.8 815s 38890 32999 641.21751 74 185 - 534.85282 - 41.0 820s 39126 33184 555.56385 41 149 - 534.87730 - 41.2 825s 39480 33495 682.76394 110 99 - 534.91539 - 41.2 830s 39822 33785 667.42040 101 109 - 534.92746 - 41.3 835s 40275 34194 654.24634 154 79 - 534.93683 - 41.2 840s 40616 34475 610.40821 32 153 - 534.95593 - 41.2 845s 40804 34639 670.42565 53 109 - 534.96138 - 41.3 960s 41080 34841 550.95776 34 148 - 534.96969 - 41.3 965s 41444 35179 578.32325 39 157 - 534.98725 - 41.2 970s 41806 35486 600.88227 44 207 - 535.07418 - 41.3 975s 42182 35822 570.45290 54 85 - 535.18401 - 41.3 980s 42662 36262 558.17214 25 220 - 535.18801 - 41.2 985s 43076 36664 715.79727 191 50 - 535.18801 - 41.1 990s 43537 37093 676.51128 143 87 - 535.19013 - 41.0 995s 43970 37422 infeasible 199 - 535.24359 - 41.0 1000s 44379 37746 642.98719 80 152 - 535.25608 - 40.9 1005s 44816 38107 544.23980 27 161 - 535.27942 - 40.9 1010s 45228 38447 901.99142 237 25 - 535.27942 - 40.8 1015s 45572 38749 633.43882 113 69 - 535.33778 - 40.9 1020s 46001 39098 738.35293 112 119 - 535.36252 - 40.8 1025s 46447 39496 704.02203 227 88 - 535.41510 - 40.8 1030s 46695 39687 696.26362 80 140 - 535.55097 - 40.9 1035s 47065 40031 622.12422 51 163 - 535.56274 - 40.9 1040s 47449 40376 584.56046 47 155 - 535.56414 - 40.9 1045s 47866 40761 606.59131 27 168 - 535.58813 - 40.8 1050s 48328 41159 639.85866 97 97 - 535.63437 - 40.8 1055s 48694 41494 576.14285 45 160 - 535.63499 - 40.8 1060s 49030 41812 762.63375 138 79 - 535.63700 - 40.8 1065s 49478 42179 696.52176 173 66 - 535.65227 - 40.7 1070s 49830 42460 671.84313 109 63 - 535.69123 - 40.7 1075s 50248 42858 639.51804 123 122 - 535.69146 - 40.6 1080s 50633 43158 760.48152 131 109 - 535.72230 - 40.6 1085s 51005 43481 655.44834 160 72 - 535.78934 - 40.6 1091s 51473 43906 734.25022 204 85 - 535.79352 - 40.5 1095s 51799 44184 infeasible 81 - 535.85855 - 40.5 1100s 52263 44606 587.49359 33 147 - 535.94162 - 40.4 1105s 52681 44949 918.01097 211 47 - 535.94162 - 40.4 1110s 53064 45257 603.84360 57 155 - 535.94651 - 40.4 1115s 53498 45638 702.78109 181 56 - 536.09718 - 40.4 1120s 53958 46005 709.44491 197 87 - 536.10875 - 40.3 1125s 54299 46289 629.11337 74 179 - 536.10875 - 40.3 1130s 54517 46486 707.70734 131 96 - 536.11440 - 40.4 1135s 55017 46846 infeasible 59 - 536.11550 - 40.4 1140s 55340 47109 556.16410 32 162 - 536.16476 - 40.4 1145s 55682 47435 787.63550 204 31 - 536.16644 - 40.4 1150s 56076 47803 649.34310 77 137 - 536.18057 - 40.4 1155s 56492 48158 650.28631 86 116 - 536.19643 - 40.3 1160s 57088 48703 679.67011 109 136 - 536.20050 - 40.2 1165s 57473 49035 754.82475 128 125 - 536.24175 - 40.2 1170s 57779 49298 684.74145 105 101 - 536.26756 - 40.3 1175s 58169 49569 569.27264 30 193 - 536.30174 - 40.3 1180s 58627 49949 550.05903 27 150 - 536.30405 - 40.2 1185s 58837 50138 604.39367 50 184 - 536.31961 - 40.3 1190s 59176 50411 infeasible 197 - 536.31961 - 40.3 1195s 59423 50606 infeasible 68 - 536.36009 - 40.4 1200s 59752 50902 796.80051 187 85 - 536.36677 - 40.4 1205s 60080 51158 587.13097 23 228 - 536.41442 - 40.4 1210s 60560 51580 586.65691 40 172 - 536.45574 - 40.4 1215s 60946 51905 610.60758 61 97 - 536.50489 - 40.4 1220s 61166 52096 640.99080 67 150 - 536.53042 - 40.5 1225s 61346 52247 622.91083 107 103 - 536.54107 - 40.5 1230s 61781 52629 595.59408 52 205 - 536.61026 - 40.4 1235s 62231 53025 infeasible 94 - 536.61170 - 40.4 1240s 62521 53256 592.75617 44 183 - 536.66369 - 40.5 1245s 62915 53593 601.94989 47 174 - 536.66953 - 40.4 1250s 63158 53794 664.00443 53 168 - 536.71219 - 40.5 1255s 63529 54135 794.31172 215 71 - 536.71497 - 40.5 1260s 63999 54552 578.85446 22 205 - 536.77842 - 40.5 1265s 64353 54876 576.24561 53 131 - 536.79363 - 40.5 1270s 64706 55179 554.68495 23 117 - 536.82451 - 40.5 1275s 65097 55534 703.73142 121 82 - 536.82960 - 40.5 1280s 65408 55744 580.93300 32 161 - 536.87700 - 40.6 1285s 65766 56050 594.62232 46 155 - 536.91185 - 40.6 1290s 66041 56280 587.42911 35 199 - 536.92542 - 40.7 1295s 66395 56634 780.64715 236 71 - 536.92542 - 40.7 1300s 66825 57018 701.63732 145 116 - 536.92843 - 40.6 1305s 67171 57295 742.05928 104 99 - 536.97168 - 40.7 1310s 67525 57604 617.32015 41 196 - 536.99951 - 40.7 1315s 67874 57895 573.68400 30 217 - 537.06786 - 40.7 1320s 68167 58160 594.46249 60 157 - 537.07296 - 40.8 1325s 68497 58435 649.87853 91 153 - 537.09192 - 40.8 1330s 68997 58885 626.80926 80 119 - 537.10942 - 40.8 1335s 69465 59297 595.67065 43 185 - 537.17483 - 40.8 1340s 69790 59568 623.94312 120 123 - 537.18220 - 40.8 1345s 70204 59914 728.50564 103 124 - 537.18737 - 40.8 1350s 70553 60225 551.29245 23 154 - 537.19270 - 40.8 1355s 70997 60622 618.55795 88 116 - 537.20401 - 40.8 1360s 71257 60837 620.60153 59 127 - 537.22439 - 40.9 1365s 71519 61071 infeasible 150 - 537.23186 - 40.9 1370s 71787 61301 616.21679 60 177 - 537.25152 - 41.0 1375s 72060 61572 811.75254 218 69 - 537.25152 - 41.0 1380s 72504 61961 717.67508 94 89 - 537.29003 - 41.0 1385s 72781 62212 683.73377 98 149 - 537.31361 - 41.0 1390s 73055 62464 696.75792 167 93 - 537.31361 - 41.0 1395s 73620 62973 844.00000 242 28 - 537.33392 - 40.9 1400s 73778 63098 593.07284 29 192 - 537.35034 - 41.0 1405s 74047 63334 596.09115 75 87 - 537.36196 - 41.1 1410s 74285 63551 659.82317 111 104 - 537.38769 - 41.2 1415s 74727 63953 763.17396 185 79 - 537.39163 - 41.1 1420s 75175 64348 infeasible 227 - 537.54709 - 41.1 1425s 75466 64591 658.65462 91 86 - 537.55000 - 41.1 1430s 75772 64865 651.22109 97 140 - 537.58506 - 41.1 1435s 76132 65143 557.94851 33 185 - 537.61721 - 41.1 1440s 76475 65460 596.06910 55 113 - 537.65249 - 41.1 1445s 76907 65849 655.42847 107 126 - 537.69638 - 41.1 1450s 77271 66168 570.58770 48 208 - 537.74580 - 41.1 1455s 77499 66362 687.17590 56 134 - 537.86478 - 41.1 1460s 77864 66672 554.06847 30 222 - 537.88461 - 41.1 1465s 78236 67032 737.02007 214 80 - 537.88534 - 41.1 1470s 78639 67367 563.69194 32 172 - 537.89079 - 41.1 1475s 79028 67719 infeasible 49 - 537.92483 - 41.1 1480s 79360 67997 622.77349 71 178 - 538.01499 - 41.1 1485s 79579 68160 601.06788 25 212 - 538.09611 - 41.2 1490s 79814 68361 682.73739 75 161 - 538.15664 - 41.2 1495s 80080 68552 597.56109 57 150 - 538.16690 - 41.3 1500s 80435 68873 679.92011 85 140 - 538.17077 - 41.3 1505s 80794 69201 709.26325 129 54 - 538.17103 - 41.3 1510s 81068 69437 infeasible 84 - 538.18304 - 41.3 1515s 81372 69679 670.13195 109 121 - 538.22040 - 41.4 1520s 81608 69863 581.14051 41 173 - 538.22423 - 41.4 1525s 81873 70071 590.54068 43 200 - 538.27587 - 41.4 1530s 82247 70385 787.25107 184 57 - 538.29759 - 41.4 1535s 82711 70788 568.00117 35 202 - 538.30828 - 41.4 1540s 82999 71057 599.00270 46 181 - 538.32145 - 41.4 1545s 83301 71318 655.31388 124 103 - 538.34129 - 41.5 1550s 83723 71663 760.97921 65 154 - 538.38749 - 41.5 1555s 84132 72033 722.92788 211 71 - 538.40875 - 41.4 1560s 84485 72330 698.46605 70 160 - 538.43028 - 41.5 1565s 84846 72645 648.28560 89 139 - 538.43932 - 41.4 1570s 85171 72894 591.38289 52 161 - 538.45564 - 41.5 1575s 85384 73105 679.33693 120 75 - 538.45564 - 41.5 1580s 85726 73433 663.39873 122 115 - 538.45683 - 41.5 1585s 86141 73807 729.16826 142 76 - 538.45911 - 41.5 1590s 86358 73984 infeasible 98 - 538.46909 - 41.6 1595s 86676 74255 687.60993 82 133 - 538.48708 - 41.6 1600s 87174 74718 638.02572 101 124 - 538.51854 - 41.6 1605s 87623 75132 621.96410 254 66 - 538.53361 - 41.5 1610s 87921 75363 584.10542 29 209 - 538.55260 - 41.5 1615s 88258 75635 829.46828 171 113 - 538.55260 - 41.6 1620s 88646 75916 702.20001 107 98 - 538.55391 - 41.6 1625s 89046 76258 685.20286 115 148 - 538.60045 - 41.6 1630s 89322 76472 infeasible 71 - 538.63787 - 41.7 1635s 89784 76836 545.67336 28 148 - 538.67381 - 41.7 1640s 90251 77283 796.56917 202 48 - 538.74952 - 41.6 1645s 90432 77419 558.31306 31 211 - 538.77269 - 41.7 1650s 90727 77635 552.92026 30 159 - 538.77974 - 41.8 1655s 91103 77955 584.50816 39 200 - 538.79416 - 41.8 1660s 91565 78383 670.22573 131 80 - 538.79587 - 41.7 1665s 91809 78587 681.99379 79 74 - 538.83760 - 41.7 1670s 91970 78710 656.71284 44 177 - 538.84302 - 41.8 1675s 92180 78898 692.19490 124 97 - 538.88577 - 41.9 1680s 92618 79294 759.16169 190 61 - 538.90720 - 41.9 1685s 92913 79529 557.15434 31 184 - 538.93424 - 41.9 1690s 93224 79802 700.57292 109 105 - 538.93960 - 41.9 1695s 93718 80221 625.47146 71 128 - 538.97064 - 41.8 1700s 94247 80714 569.72426 31 180 - 538.99946 - 41.8 1705s 94622 81069 801.47560 179 97 - 538.99946 - 41.8 1710s 94928 81325 591.08020 46 146 - 539.01770 - 41.9 1715s 95314 81675 743.31727 126 110 - 539.02481 - 41.9 1720s 95610 81939 554.22138 24 196 - 539.07442 - 41.9 1725s 95911 82180 infeasible 72 - 539.07854 - 42.0 1730s 96260 82464 837.46832 198 90 - 539.09595 - 42.0 1735s 96637 82797 637.23359 96 181 - 539.12072 - 42.0 1740s 97032 83179 834.81960 335 65 - 539.12072 - 41.9 1745s 97561 83635 566.79193 36 169 - 539.16092 - 41.9 1750s 97823 83869 598.73459 60 167 - 539.17895 - 41.9 1755s 98211 84224 612.59900 93 104 - 539.18337 - 41.9 1760s 98655 84629 871.73542 238 54 - 539.19296 - 41.9 1765s 98982 84904 626.68343 60 179 - 539.24618 - 41.9 1770s 99328 85222 724.38710 110 117 - 539.27028 - 41.9 1775s 99804 85611 636.97893 85 125 - 539.27899 - 41.9 1780s 100032 85774 569.99108 27 201 - 539.31987 - 41.9 1785s 100432 86149 862.85597 221 59 - 539.36584 - 41.9 1790s 100762 86448 637.08223 113 106 - 539.41673 - 41.9 1795s 101017 86655 infeasible 126 - 539.43166 - 42.0 1800s 101303 86902 infeasible 185 - 539.44086 - 42.0 1805s 101656 87209 737.96117 176 55 - 539.47094 - 42.0 1810s 102010 87537 714.82686 164 91 - 539.49382 - 42.0 1815s 102335 87821 708.89195 117 90 - 539.50187 - 41.9 1820s 102599 88015 556.70481 27 115 - 539.53496 - 42.0 1825s 102982 88378 733.51259 204 73 - 539.53615 - 42.0 1830s 103402 88735 663.04522 175 99 - 539.54045 - 42.0 1835s 103731 89004 634.76930 96 132 - 539.56798 - 42.0 1840s 104085 89295 601.03509 41 148 - 539.59194 - 42.0 1845s 104518 89659 590.08644 55 170 - 539.68548 - 42.0 1850s 104935 90060 607.24040 119 115 - 539.70794 - 42.0 1855s 105451 90546 737.73794 326 50 - 539.71063 - 41.9 1860s 105798 90826 660.60659 81 129 - 539.73042 - 41.9 1865s 106111 91102 750.42875 181 84 - 539.73211 - 41.9 1870s 106454 91409 684.40560 180 55 - 539.75323 - 41.9 1875s 106798 91678 575.91563 44 148 - 539.75891 - 41.9 1880s 107024 91851 647.44718 42 192 - 539.78792 - 42.0 1885s 107437 92190 infeasible 104 - 539.79708 - 42.0 1890s 107717 92415 665.46157 90 149 - 539.83286 - 42.0 1895s 108058 92700 615.30066 65 179 - 539.86416 - 42.0 1900s 108443 93023 582.34145 46 127 - 539.86826 - 42.0 1905s 108782 93329 602.13097 41 185 - 539.87396 - 42.0 1910s 109009 93532 658.46132 127 96 - 539.88038 - 42.1 1915s 109427 93902 594.96714 51 160 - 539.89072 - 42.1 1920s 109837 94265 605.04764 57 150 - 539.90934 - 42.1 1925s 110197 94563 697.91573 90 82 - 539.92122 - 42.1 1930s 110555 94849 545.63364 28 158 - 539.94271 - 42.1 1935s 110869 95102 754.75504 148 86 - 539.98894 - 42.1 1940s 111194 95366 636.01738 63 182 - 540.02605 - 42.1 1945s 111401 95523 692.10799 87 140 - 540.02605 - 42.2 1950s 111732 95786 586.48596 66 74 - 540.07740 - 42.2 1955s 112278 96324 844.53156 426 40 - 540.07740 - 42.1 1960s 112492 96479 635.29641 89 150 - 540.07880 - 42.1 1965s 112685 96631 581.18135 40 164 - 540.08371 - 42.2 1970s 112925 96828 680.21948 46 149 - 540.08987 - 42.3 1975s 113088 96965 596.96488 39 176 - 540.10073 - 42.3 1980s 113424 97246 580.66306 26 161 - 540.13881 - 42.3 1985s 113648 97438 infeasible 84 - 540.15548 - 42.4 1990s 114001 97779 722.40079 176 68 - 540.16102 - 42.4 1995s 114338 98061 617.56443 27 227 - 540.19310 - 42.4 2000s 114641 98340 666.54772 150 74 - 540.21305 - 42.4 2005s 115089 98748 853.88325 198 43 - 540.24454 - 42.4 2010s 115392 98995 618.00502 56 152 - 540.26159 - 42.4 2015s 115791 99324 624.70359 41 153 - 540.27281 - 42.4 2020s 115944 99457 605.08653 48 188 - 540.28225 - 42.5 2025s 116350 99833 603.57001 31 182 - 540.28432 - 42.5 2030s 116691 100126 585.90461 52 169 - 540.30118 - 42.5 2035s 117206 100630 869.67290 358 28 - 540.30118 - 42.4 2040s 117583 100923 578.26968 38 170 - 540.30453 - 42.4 2045s 117981 101263 589.43158 27 220 - 540.31138 - 42.4 2050s 118285 101541 673.37948 113 136 - 540.32238 - 42.4 2055s 118625 101815 667.17572 101 89 - 540.32842 - 42.4 2060s 118977 102129 761.20844 199 116 - 540.34346 - 42.4 2065s 119458 102567 570.88760 38 141 - 540.38312 - 42.4 2070s 119743 102803 575.90038 41 175 - 540.39184 - 42.5 2075s H120183 83759 734.0000000 540.39270 26.4% 42.4 2080s 120482 84013 633.43666 137 129 734.00000 540.43797 26.4% 42.4 2085s 120765 84257 579.37616 41 173 734.00000 540.46480 26.4% 42.4 2090s 121012 84460 636.97943 54 141 734.00000 540.46760 26.4% 42.3 2095s 121160 84576 599.94350 38 174 734.00000 540.50892 26.4% 42.4 2100s 121309 84713 646.23833 92 107 734.00000 540.51038 26.4% 42.4 2105s 121484 84871 638.68395 89 129 734.00000 540.51815 26.4% 42.4 2110s 121673 85024 626.72088 77 124 734.00000 540.51868 26.4% 42.4 2115s 121835 85170 625.12994 89 149 734.00000 540.52064 26.4% 42.3 2120s 122024 85343 713.86843 114 131 734.00000 540.53950 26.4% 42.3 2125s 122159 85453 602.21706 58 194 734.00000 540.62692 26.3% 42.3 2130s 122295 85571 647.61293 126 115 734.00000 540.62946 26.3% 42.3 2135s 122449 85705 580.71631 42 157 734.00000 540.63312 26.3% 42.3 2140s 122511 85749 607.56301 59 141 734.00000 540.64287 26.3% 42.3 2145s 122623 85837 577.40282 42 154 734.00000 540.65120 26.3% 42.3 2150s 122744 85913 628.81580 58 114 734.00000 540.65751 26.3% 42.3 2155s 122874 86008 603.76124 65 109 734.00000 540.68093 26.3% 42.3 2160s 123001 86116 624.74846 78 174 734.00000 540.70025 26.3% 42.3 2165s 123149 86239 cutoff 205 734.00000 540.70025 26.3% 42.3 2170s 123258 86332 595.10899 48 156 734.00000 540.72820 26.3% 42.3 2175s 123379 86453 675.03355 169 145 734.00000 540.72820 26.3% 42.3 2180s 123491 86544 599.48042 42 175 734.00000 540.73974 26.3% 42.3 2185s 123595 86640 710.71724 94 122 734.00000 540.73974 26.3% 42.3 2190s 123705 86737 719.57009 134 113 734.00000 540.73993 26.3% 42.3 2195s 123811 86820 600.38431 36 154 734.00000 540.80967 26.3% 42.3 2200s 123865 86874 640.42141 90 118 734.00000 540.80967 26.3% 42.3 2208s 123892 86901 651.71948 117 136 734.00000 540.80967 26.3% 42.3 2218s H123919 78777 709.0000000 540.80967 23.7% 42.3 2233s H123946 70609 688.0000000 540.80967 21.4% 42.3 2256s H123973 70205 687.0000000 540.81076 21.3% 42.3 2288s H124000 68968 684.0000000 540.81076 20.9% 42.3 2317s 124151 69097 663.64708 76 168 684.00000 540.86366 20.9% 42.3 2320s 124517 69421 663.52191 208 72 684.00000 540.90967 20.9% 42.3 2325s 124855 69686 621.38406 79 151 684.00000 540.96125 20.9% 42.3 2330s 125209 70010 670.59610 58 95 684.00000 540.97176 20.9% 42.2 2335s 125470 70237 613.83407 60 182 684.00000 541.01310 20.9% 42.3 2340s 125712 70428 606.63100 58 122 684.00000 541.06369 20.9% 42.3 2345s 125997 70635 589.55215 40 196 684.00000 541.10493 20.9% 42.3 2350s 126314 70920 623.85447 122 137 684.00000 541.13420 20.9% 42.3 2355s 126842 71387 611.19168 59 189 684.00000 541.21721 20.9% 42.2 2360s 127240 71725 585.96960 35 184 684.00000 541.26257 20.9% 42.2 2365s 127578 72013 549.03197 33 169 684.00000 541.29745 20.9% 42.2 2370s H127846 71299 682.0000000 541.31105 20.6% 42.2 2374s 127860 71309 604.48463 30 200 682.00000 541.32508 20.6% 42.2 2375s 128265 71676 653.00938 173 128 682.00000 541.37757 20.6% 42.2 2380s 128609 71941 676.37726 57 144 682.00000 541.43594 20.6% 42.2 2385s 128978 72239 577.04551 51 148 682.00000 541.47777 20.6% 42.2 2390s 129368 72552 585.70506 79 144 682.00000 541.56527 20.6% 42.2 2395s 129807 72929 663.29863 117 117 682.00000 541.58820 20.6% 42.2 2400s 130244 73280 625.74440 50 145 682.00000 541.65149 20.6% 42.2 2405s 130517 73466 cutoff 92 682.00000 541.66993 20.6% 42.2 2410s 130739 73629 599.86333 68 147 682.00000 541.71570 20.6% 42.2 2415s 131070 73890 607.06104 53 138 682.00000 541.75389 20.6% 42.2 2420s 131466 74238 667.76693 128 97 682.00000 541.79561 20.6% 42.2 2425s 131824 74521 546.40977 29 170 682.00000 541.83759 20.6% 42.2 2430s 132186 74832 567.92001 39 167 682.00000 541.89969 20.5% 42.2 2435s 132557 75127 590.63925 38 204 682.00000 541.92304 20.5% 42.2 2440s 132708 75263 609.51710 39 192 682.00000 541.92569 20.5% 42.2 2445s 132960 75461 630.73487 47 190 682.00000 541.95653 20.5% 42.3 2450s 133346 75782 573.10548 35 100 682.00000 542.00197 20.5% 42.3 2455s 133759 76159 643.00000 115 48 682.00000 542.02401 20.5% 42.3 2460s 134136 76460 563.14132 27 199 682.00000 542.10432 20.5% 42.3 2465s 134408 76667 586.43582 49 178 682.00000 542.12676 20.5% 42.3 2470s 134785 76971 612.80205 63 157 682.00000 542.19992 20.5% 42.3 2475s 135140 77251 cutoff 98 682.00000 542.24514 20.5% 42.3 2480s 135531 77558 641.27607 89 170 682.00000 542.25063 20.5% 42.3 2485s 135868 77845 652.98853 140 156 682.00000 542.26238 20.5% 42.3 2490s 136233 78141 567.59764 44 172 682.00000 542.28934 20.5% 42.3 2495s 136629 78447 603.15955 42 141 682.00000 542.34436 20.5% 42.3 2500s 137149 78909 620.84832 29 180 682.00000 542.41370 20.5% 42.2 2505s 137523 79231 563.39513 27 171 682.00000 542.53899 20.4% 42.2 2510s 137980 79622 569.75159 40 187 682.00000 542.57793 20.4% 42.2 2515s 138347 79921 668.47894 112 124 682.00000 542.60878 20.4% 42.2 2520s 138711 80222 598.66394 66 168 682.00000 542.66944 20.4% 42.2 2525s 139078 80517 infeasible 56 682.00000 542.68992 20.4% 42.2 2530s 139293 80687 660.01912 77 151 682.00000 542.71076 20.4% 42.2 2535s 139584 80915 622.52990 55 91 682.00000 542.72676 20.4% 42.3 2540s 139836 81098 infeasible 85 682.00000 542.74858 20.4% 42.3 2545s 140192 81358 645.96068 117 139 682.00000 542.80368 20.4% 42.3 2550s 140234 81394 665.23361 154 101 682.00000 542.80368 20.4% 42.3 2555s 140254 81407 677.33467 169 114 682.00000 542.80368 20.4% 42.3 2560s 140276 81409 577.29524 35 199 682.00000 542.80625 20.4% 42.3 2565s 140287 81420 594.39925 46 171 682.00000 542.80625 20.4% 42.3 2570s 140297 81430 598.89853 56 169 682.00000 542.80625 20.4% 42.3 2575s 140306 81439 606.67463 65 152 682.00000 542.80625 20.4% 42.3 2580s 140314 81447 608.87769 73 172 682.00000 542.80625 20.4% 42.3 2585s 140322 81455 612.71911 81 143 682.00000 542.80625 20.4% 42.3 2590s 140329 81462 665.00457 88 127 682.00000 542.80625 20.4% 42.3 2595s 140338 81467 673.03323 94 134 682.00000 542.80625 20.4% 42.3 2600s 140345 81473 675.10980 101 144 682.00000 542.80625 20.4% 42.3 2605s 140355 81474 678.27864 104 134 682.00000 542.80625 20.4% 42.3 2610s 140363 81476 565.36036 33 176 682.00000 542.81191 20.4% 42.3 2615s 140369 81482 581.06090 39 191 682.00000 542.81191 20.4% 42.3 2620s 140375 81488 587.03930 45 182 682.00000 542.81191 20.4% 42.3 2625s 140381 81494 598.42982 51 176 682.00000 542.81191 20.4% 42.3 2630s 140386 81499 633.92332 56 160 682.00000 542.81191 20.4% 42.3 2635s 140391 81504 649.99022 61 172 682.00000 542.81191 20.4% 42.3 2640s 140398 81507 660.85031 65 166 682.00000 542.81191 20.4% 42.3 2645s 140401 81510 661.64750 68 158 682.00000 542.81191 20.4% 42.3 2652s 140402 81511 661.71777 69 83 682.00000 542.81191 20.4% 42.3 2664s 140471 81564 601.42982 56 187 682.00000 542.83903 20.4% 42.3 2665s 140677 81704 660.30977 64 194 682.00000 542.85951 20.4% 42.3 2670s 141091 82066 662.80480 130 144 682.00000 542.87036 20.4% 42.3 2675s 141561 82439 564.68116 30 210 682.00000 542.90762 20.4% 42.3 2680s 141928 82731 656.34721 55 103 682.00000 542.96971 20.4% 42.3 2685s 142284 83046 654.42729 85 55 682.00000 542.98926 20.4% 42.3 2690s 142733 83415 594.60730 40 151 682.00000 543.03502 20.4% 42.3 2695s 142938 83576 640.60084 55 176 682.00000 543.05517 20.4% 42.3 2700s 143301 83882 cutoff 116 682.00000 543.09375 20.4% 42.3 2705s 143700 84222 623.59405 41 200 682.00000 543.12169 20.4% 42.3 2710s 143946 84386 621.64100 43 197 682.00000 543.17368 20.4% 42.3 2715s 144281 84661 617.45945 66 172 682.00000 543.19316 20.4% 42.3 2720s 144606 84907 672.19390 135 94 682.00000 543.23277 20.3% 42.3 2725s 144922 85162 609.87633 61 151 682.00000 543.26019 20.3% 42.3 2730s 145203 85394 595.91336 67 105 682.00000 543.27758 20.3% 42.3 2735s 145529 85650 568.80082 36 163 682.00000 543.29692 20.3% 42.3 2740s 145962 86017 632.48907 94 176 682.00000 543.33685 20.3% 42.3 2745s 146373 86340 626.02891 57 158 682.00000 543.40658 20.3% 42.3 2750s 146692 86607 609.70734 55 177 682.00000 543.42128 20.3% 42.3 2755s 147008 86858 612.14676 21 166 682.00000 543.43086 20.3% 42.3 2760s 147377 87166 658.02313 43 169 682.00000 543.48380 20.3% 42.3 2765s 147690 87386 633.39790 40 182 682.00000 543.50401 20.3% 42.3 2770s 147998 87633 634.11943 62 77 682.00000 543.51914 20.3% 42.4 2775s 148410 87953 623.08158 30 168 682.00000 543.54816 20.3% 42.3 2780s 148768 88260 667.67674 88 148 682.00000 543.56426 20.3% 42.3 2785s 149177 88568 610.38038 67 119 682.00000 543.62137 20.3% 42.3 2790s 149406 88752 633.00238 103 167 682.00000 543.65736 20.3% 42.3 2809s 149436 88771 569.72939 50 125 682.00000 543.66268 20.3% 42.3 2810s 149669 88962 infeasible 117 682.00000 543.66671 20.3% 42.3 2815s 150011 89240 625.35950 61 177 682.00000 543.68472 20.3% 42.3 2820s 150393 89523 577.76906 43 187 682.00000 543.70506 20.3% 42.3 2825s 150809 89870 609.27862 59 202 682.00000 543.72027 20.3% 42.3 2830s 151053 90075 infeasible 71 682.00000 543.72642 20.3% 42.3 2835s 151365 90325 564.35401 24 201 682.00000 543.74148 20.3% 42.4 2840s 151704 90610 612.20568 48 174 682.00000 543.75560 20.3% 42.4 2845s 152098 90898 cutoff 101 682.00000 543.79814 20.3% 42.3 2850s 152315 91078 596.39457 58 178 682.00000 543.86254 20.3% 42.4 2855s 152567 91293 658.14786 80 163 682.00000 543.86886 20.3% 42.4 2860s 152853 91511 652.73997 86 166 682.00000 543.88864 20.3% 42.4 2865s 153104 91714 615.31287 45 188 682.00000 543.89866 20.2% 42.4 2870s 153426 91979 624.10342 70 137 682.00000 543.90624 20.2% 42.4 2875s 153766 92246 584.21177 59 144 682.00000 543.92199 20.2% 42.4 2880s 154007 92420 620.34178 42 189 682.00000 543.93909 20.2% 42.4 2885s 154418 92782 672.08082 135 76 682.00000 543.95475 20.2% 42.4 2890s 154678 92988 639.61354 46 128 682.00000 543.98551 20.2% 42.5 2895s 155044 93284 584.86632 40 172 682.00000 543.99083 20.2% 42.4 2900s 155436 93594 581.18020 41 202 682.00000 544.00775 20.2% 42.4 2905s 155804 93868 600.48737 31 129 682.00000 544.02306 20.2% 42.4 2910s 156294 94299 652.96576 120 126 682.00000 544.03456 20.2% 42.4 2915s 156631 94562 592.27980 41 164 682.00000 544.04404 20.2% 42.4 2920s 156927 94792 626.41807 68 204 682.00000 544.06891 20.2% 42.4 2925s 157296 95066 cutoff 172 682.00000 544.09658 20.2% 42.4 2930s 157623 95326 585.14489 34 147 682.00000 544.11509 20.2% 42.4 2935s 157990 95616 574.85105 36 111 682.00000 544.14905 20.2% 42.4 2940s 158403 95952 633.91523 76 138 682.00000 544.17906 20.2% 42.4 2945s 158828 96300 cutoff 103 682.00000 544.20535 20.2% 42.4 2950s 159190 96595 581.76301 51 145 682.00000 544.24585 20.2% 42.4 2955s 159679 97007 611.71637 63 177 682.00000 544.26895 20.2% 42.4 2960s 160071 97321 568.64648 32 177 682.00000 544.29273 20.2% 42.4 2965s 160440 97609 593.55828 50 177 682.00000 544.30579 20.2% 42.4 2970s 160759 97876 623.01987 78 121 682.00000 544.32258 20.2% 42.4 2975s 161145 98161 554.35703 32 168 682.00000 544.34125 20.2% 42.4 2980s 161691 98614 560.76039 30 181 682.00000 544.36196 20.2% 42.4 2985s 162119 98969 591.18017 42 182 682.00000 544.38152 20.2% 42.3 2990s 162444 99224 641.06885 53 172 682.00000 544.39349 20.2% 42.4 2995s 162753 99469 infeasible 59 682.00000 544.41505 20.2% 42.4 3000s 163059 99713 626.20228 59 163 682.00000 544.44759 20.2% 42.4 3005s 163310 99916 601.92492 49 164 682.00000 544.47199 20.2% 42.4 3010s 163659 100205 667.56263 114 134 682.00000 544.49277 20.2% 42.4 3015s 163991 100480 556.21039 33 179 682.00000 544.52943 20.2% 42.4 3020s 164458 100874 579.40376 54 88 682.00000 544.54030 20.2% 42.4 3025s 164820 101133 626.97539 70 180 682.00000 544.55063 20.2% 42.4 3030s 165145 101402 557.68440 30 182 682.00000 544.57391 20.2% 42.4 3035s 165669 101863 664.69669 68 120 682.00000 544.59430 20.1% 42.3 3040s 166064 102171 593.04241 47 202 682.00000 544.63196 20.1% 42.3 3045s 166409 102447 634.08303 95 125 682.00000 544.64067 20.1% 42.3 3050s 166874 102835 554.79956 34 162 682.00000 544.67116 20.1% 42.3 3055s 167236 103129 626.44154 48 181 682.00000 544.69025 20.1% 42.3 3060s 167584 103386 562.93360 25 181 682.00000 544.71027 20.1% 42.3 3065s 168004 103736 586.42732 42 166 682.00000 544.73369 20.1% 42.3 3070s 168431 104084 558.62272 28 126 682.00000 544.76225 20.1% 42.3 3075s 168739 104324 618.80463 65 129 682.00000 544.77356 20.1% 42.3 3080s 169219 104723 581.50615 54 147 682.00000 544.79447 20.1% 42.3 3085s 169653 105119 671.10891 78 119 682.00000 544.80619 20.1% 42.2 3090s 170035 105434 679.46913 173 52 682.00000 544.82039 20.1% 42.2 3095s 170429 105747 589.54235 45 160 682.00000 544.88520 20.1% 42.2 3100s 170799 106035 597.64839 37 190 682.00000 544.90069 20.1% 42.2 3105s 171112 106294 677.70409 58 150 682.00000 544.91618 20.1% 42.2 3110s 171563 106668 586.84680 55 181 682.00000 544.97911 20.1% 42.2 3115s 171947 106973 609.09821 53 167 682.00000 545.01702 20.1% 42.2 3120s 172369 107304 605.20195 65 166 682.00000 545.04494 20.1% 42.2 3125s 172682 107554 591.57115 59 176 682.00000 545.07115 20.1% 42.2 3130s 173039 107835 656.14159 91 145 682.00000 545.09848 20.1% 42.2 3135s 173421 108127 557.21477 21 135 682.00000 545.12935 20.1% 42.2 3140s 173469 108175 651.99298 45 162 682.00000 545.12935 20.1% 42.2 3166s 173605 108266 579.67540 31 205 682.00000 545.14154 20.1% 42.2 3170s 173889 108517 640.79131 100 162 682.00000 545.14903 20.1% 42.2 3175s 174169 108757 669.36669 171 104 682.00000 545.15541 20.1% 42.2 3180s 174610 109110 568.64564 30 153 682.00000 545.18389 20.1% 42.2 3185s 174932 109363 cutoff 60 682.00000 545.19889 20.1% 42.2 3190s 175350 109728 639.86942 102 132 682.00000 545.20547 20.1% 42.2 3195s 175751 110062 557.60406 36 163 682.00000 545.23749 20.1% 42.2 3200s 176029 110262 634.80778 56 148 682.00000 545.25452 20.1% 42.2 3205s 176544 110691 603.05544 53 144 682.00000 545.27489 20.0% 42.2 3210s 176940 110989 628.78931 90 167 682.00000 545.28693 20.0% 42.2 3215s 177293 111264 570.63226 46 115 682.00000 545.30587 20.0% 42.2 3220s 177573 111494 infeasible 39 682.00000 545.32393 20.0% 42.2 3225s 177782 111620 628.47741 70 168 682.00000 545.33998 20.0% 42.3 3230s 178164 111925 555.23174 34 184 682.00000 545.35474 20.0% 42.3 3235s 178504 112217 659.58794 103 134 682.00000 545.36885 20.0% 42.3 3240s 178851 112469 586.55734 37 206 682.00000 545.38272 20.0% 42.3 3245s 179268 112830 607.89519 59 170 682.00000 545.39344 20.0% 42.3 3250s 179649 113160 625.32759 63 158 682.00000 545.40058 20.0% 42.3 3255s 180071 113491 575.54781 33 136 682.00000 545.42647 20.0% 42.2 3260s 180489 113840 603.49595 65 191 682.00000 545.43454 20.0% 42.2 3265s 180861 114129 549.77713 28 169 682.00000 545.46565 20.0% 42.2 3270s 181172 114374 573.77291 35 208 682.00000 545.47868 20.0% 42.2 3275s 181683 114803 642.61709 117 90 682.00000 545.50199 20.0% 42.2 3280s 181914 114966 infeasible 60 682.00000 545.50959 20.0% 42.2 3285s 182310 115289 infeasible 90 682.00000 545.52680 20.0% 42.2 3290s 182664 115508 661.96934 207 74 682.00000 545.53064 20.0% 42.2 3295s 183152 115890 581.33242 58 161 682.00000 545.54721 20.0% 42.2 3300s 183532 116198 563.71694 28 160 682.00000 545.56071 20.0% 42.2 3305s 183707 116316 594.11668 64 159 682.00000 545.58539 20.0% 42.2 3310s 184210 116768 590.09109 42 179 682.00000 545.59207 20.0% 42.2 3315s 184639 117120 592.19238 34 182 682.00000 545.62083 20.0% 42.2 3320s 185019 117450 617.72778 64 171 682.00000 545.63561 20.0% 42.2 3325s 185411 117788 640.51181 109 171 682.00000 545.64454 20.0% 42.2 3330s 185852 118155 598.72515 82 185 682.00000 545.66830 20.0% 42.2 3335s 186219 118447 556.96136 28 217 682.00000 545.68394 20.0% 42.2 3340s 186528 118683 656.64347 56 147 682.00000 545.69612 20.0% 42.2 3345s 186943 119028 infeasible 100 682.00000 545.70734 20.0% 42.2 3350s 187225 119254 595.73871 42 176 682.00000 545.71243 20.0% 42.2 3355s 187690 119635 581.55111 34 221 682.00000 545.72611 20.0% 42.2 3360s 187925 119820 597.68438 54 172 682.00000 545.72818 20.0% 42.2 3365s 188251 120089 infeasible 84 682.00000 545.73053 20.0% 42.2 3370s 188788 120570 628.20225 88 112 682.00000 545.73773 20.0% 42.2 3375s 189291 120973 infeasible 54 682.00000 545.75380 20.0% 42.1 3380s 189599 121215 559.05581 30 176 682.00000 545.77286 20.0% 42.1 3385s 190079 121610 infeasible 33 682.00000 545.78987 20.0% 42.1 3390s 190380 121844 647.41896 67 183 682.00000 545.80222 20.0% 42.1 3395s 190709 122118 585.06994 41 181 682.00000 545.84100 20.0% 42.1 3400s 191103 122427 590.23481 33 172 682.00000 545.86183 20.0% 42.1 3405s 191490 122722 653.14889 90 146 682.00000 545.90251 20.0% 42.1 3410s 191917 123098 625.96565 76 164 682.00000 545.91400 20.0% 42.1 3415s 192398 123501 cutoff 91 682.00000 545.94223 19.9% 42.1 3420s 192775 123805 608.38330 68 132 682.00000 545.96503 19.9% 42.1 3425s 193200 124161 651.20895 139 116 682.00000 545.97907 19.9% 42.1 3430s 193592 124424 585.69621 40 182 682.00000 545.98439 19.9% 42.1 3435s 193945 124711 598.90093 52 193 682.00000 546.00833 19.9% 42.0 3440s 194486 125203 659.13317 62 119 682.00000 546.01594 19.9% 42.0 3445s 194761 125404 660.95198 89 163 682.00000 546.03187 19.9% 42.0 3450s 195121 125690 547.28830 34 152 682.00000 546.06663 19.9% 42.0 3455s 195529 126000 565.78561 35 200 682.00000 546.07083 19.9% 42.0 3460s 195948 126352 652.44488 83 143 682.00000 546.10638 19.9% 42.0 3465s 196398 126708 576.91970 39 129 682.00000 546.12793 19.9% 42.0 3470s 196834 127076 615.42368 82 151 682.00000 546.13212 19.9% 42.0 3475s 197183 127349 592.82748 40 179 682.00000 546.16133 19.9% 42.0 3480s 197447 127529 653.57261 39 178 682.00000 546.18594 19.9% 42.0 3485s 197732 127747 668.25424 53 197 682.00000 546.20117 19.9% 42.0 3490s 198074 128017 588.17766 33 183 682.00000 546.21384 19.9% 42.0 3495s 198431 128300 660.52286 66 165 682.00000 546.23272 19.9% 42.1 3500s 198746 128536 infeasible 97 682.00000 546.24564 19.9% 42.1 3505s 199161 128891 infeasible 93 682.00000 546.27654 19.9% 42.1 3510s 199558 129224 662.68507 126 141 682.00000 546.29020 19.9% 42.0 3515s 200043 129653 676.31511 128 144 682.00000 546.29384 19.9% 42.0 3520s 200386 129930 622.06149 60 137 682.00000 546.30237 19.9% 42.0 3525s 200757 130258 632.03890 102 146 682.00000 546.30746 19.9% 42.0 3530s 201079 130491 595.33268 60 190 682.00000 546.32366 19.9% 42.0 3535s 201402 130750 566.18720 27 147 682.00000 546.34948 19.9% 42.0 3540s 201754 131025 667.14412 84 156 682.00000 546.35622 19.9% 42.0 3545s 202127 131313 578.58450 40 123 682.00000 546.36767 19.9% 42.0 3550s 202527 131647 554.64602 31 196 682.00000 546.38438 19.9% 42.0 3555s 202972 132043 658.51623 219 97 682.00000 546.39512 19.9% 42.0 3560s 203423 132383 673.77728 92 139 682.00000 546.40858 19.9% 42.0 3565s 203789 132666 668.84254 36 139 682.00000 546.42206 19.9% 42.0 3570s 204109 132926 648.48648 88 151 682.00000 546.43266 19.9% 42.0 3575s 204385 133137 624.60875 98 92 682.00000 546.43731 19.9% 42.0 3580s 204916 133582 556.95372 32 172 682.00000 546.44885 19.9% 42.0 3585s 205205 133817 566.40653 43 159 682.00000 546.45033 19.9% 42.0 3590s 205640 134185 668.96822 147 83 682.00000 546.45881 19.9% 41.9 3595s Cutting planes: Learned: 52 Gomory: 80 Cover: 350 Implied bound: 34 Clique: 6 MIR: 677 GUB cover: 25 Zero half: 123 Mod-K: 1 Explored 205903 nodes (8644953 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.820000000000e+02, best bound 5.470000000000e+02, gap 19.7947%