Gurobi 5.0.1 (linux64) logging started Thu Jan 3 23:27:32 2013 Optimize a model with 10402 rows, 10201 columns and 64040 nonzeros Presolve removed 2977 rows and 3629 columns Presolve time: 0.14s Presolved: 7425 rows, 6572 columns, 43481 nonzeros Variable types: 100 continuous, 6472 integer (6472 binary) Root relaxation: objective 4.390992e+02, 789 iterations, 0.05 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 439.09916 0 175 - 439.09916 - - 0s 0 0 442.95754 0 201 - 442.95754 - - 0s 0 0 444.28167 0 231 - 444.28167 - - 0s 0 0 444.54195 0 219 - 444.54195 - - 0s 0 0 444.55742 0 224 - 444.55742 - - 1s 0 0 444.56141 0 219 - 444.56141 - - 1s 0 0 444.56141 0 224 - 444.56141 - - 1s 0 0 444.56141 0 224 - 444.56141 - - 2s 0 2 444.73324 0 224 - 444.73324 - - 3s 80 59 493.53227 15 208 - 445.84859 - 39.6 5s 601 546 855.66035 298 224 - 446.34774 - 25.6 10s 603 547 616.15704 104 183 - 446.34774 - 25.5 16s 604 548 493.57261 16 208 - 446.34774 - 25.5 21s 606 549 465.94343 8 182 - 449.76298 - 25.4 28s 607 550 702.53869 232 166 - 452.48172 - 25.3 35s 608 551 501.52347 34 207 - 455.69836 - 25.3 43s 609 551 458.93730 10 201 - 456.31582 - 25.2 52s 610 552 507.91752 36 210 - 457.24953 - 25.2 60s 611 553 579.05028 61 193 - 457.89765 - 25.2 69s 612 553 539.35826 46 207 - 458.22034 - 25.1 78s 613 554 507.91752 36 208 - 459.75332 - 25.1 87s 614 555 493.57261 16 211 - 460.24555 - 25.0 100s 615 555 567.25816 76 209 - 460.79908 - 25.0 109s 616 556 528.15352 49 215 - 461.18004 - 25.0 119s 617 557 476.78053 24 217 - 461.20610 - 24.9 131s 618 557 461.20623 10 216 - 461.20623 - 24.9 142s 619 558 647.40043 204 217 - 461.20623 - 24.8 147s 620 559 477.83329 18 217 - 461.20623 - 24.8 152s 623 562 539.35826 46 224 - 461.36394 - 31.2 158s 625 563 616.15704 104 185 - 461.36394 - 31.1 165s 626 564 539.35826 46 196 - 461.36394 - 31.1 173s 627 565 507.91752 36 197 - 461.36394 - 31.0 183s 628 565 476.78053 24 200 - 461.36394 - 31.0 189s 629 566 855.66035 298 196 - 461.36394 - 30.9 198s 630 567 461.36394 7 206 - 461.36394 - 30.9 207s 631 567 628.16986 113 204 - 461.36394 - 30.8 218s 632 568 579.05028 61 213 - 461.36394 - 30.8 227s 633 569 465.94343 8 204 - 461.36394 - 30.7 238s 634 569 616.15704 104 206 - 461.36394 - 30.7 244s 635 570 476.78053 24 206 - 461.36394 - 30.7 248s 636 571 702.53869 232 206 - 461.36394 - 30.6 252s 681 602 483.25493 45 202 - 461.61562 - 35.0 255s 957 766 552.91462 84 130 - 461.63131 - 36.8 260s 1287 983 774.85805 250 36 - 461.63131 - 35.9 265s 1653 1160 462.17881 25 228 - 462.11151 - 36.3 270s 1862 1294 infeasible 123 - 462.11151 - 38.8 275s 2189 1461 526.85882 60 165 - 462.23015 - 39.1 280s 2579 1772 566.46156 81 143 - 462.30635 - 38.2 285s 3056 2219 611.49419 130 69 - 462.50470 - 36.4 290s 3359 2438 579.38911 74 120 - 462.52130 - 37.2 295s 3634 2695 infeasible 116 - 462.52160 - 38.0 300s 3897 2883 510.87793 42 137 - 462.58439 - 38.0 305s 4248 3179 584.00370 145 102 - 462.60913 - 37.6 310s 4653 3508 594.98872 118 81 - 462.64923 - 37.1 315s 5058 3857 506.25175 53 188 - 462.68914 - 36.5 320s 5530 4284 563.91625 131 82 - 462.80094 - 35.9 325s 5830 4550 638.25198 150 97 - 462.81812 - 36.4 330s 6279 4952 726.44317 248 64 - 462.86446 - 35.8 335s 6701 5353 647.28681 247 78 - 462.88422 - 35.5 340s 7200 5767 521.20278 49 172 - 462.88544 - 35.1 345s 7592 6128 501.28622 45 145 - 462.92061 - 35.0 350s 8058 6532 539.36572 60 161 - 463.00585 - 34.8 355s 8515 6872 510.86855 54 182 - 463.03541 - 34.7 360s 9052 7352 873.47927 364 51 - 463.03541 - 34.1 365s 9420 7652 468.10270 31 189 - 463.08040 - 34.2 370s 9831 8006 640.43808 188 68 - 463.14999 - 34.3 375s 10164 8310 613.13375 166 89 - 463.15445 - 34.5 380s 10553 8674 784.36611 394 56 - 463.15445 - 33.9 385s 11099 9136 601.35987 223 100 - 463.18742 - 33.5 390s 11643 9516 573.98223 61 174 - 463.19285 - 33.2 395s 12114 9917 569.07214 163 103 - 463.25115 - 33.0 400s 12590 10327 498.53469 46 197 - 463.28672 - 32.8 405s 12734 10467 624.70695 117 93 - 463.28672 - 33.1 410s 13026 10705 575.60687 65 194 - 463.28712 - 33.0 415s 13481 11113 783.15729 339 72 - 463.28712 - 32.7 420s 13852 11398 465.35114 33 220 - 463.32911 - 32.6 425s 14220 11710 485.68608 34 199 - 463.36180 - 32.6 430s 14589 12053 498.54912 46 211 - 463.36768 - 32.7 435s 14922 12334 547.78498 58 171 - 463.38844 - 33.0 440s 15425 12750 517.51803 40 198 - 463.39017 - 32.8 445s 15685 12996 612.65439 118 102 - 463.42339 - 33.1 450s 16109 13392 623.28624 128 102 - 463.46504 - 33.1 455s 16587 13818 561.76876 138 93 - 463.49806 - 33.0 460s 17009 14195 537.18204 69 144 - 463.51684 - 33.0 465s 17488 14588 537.69220 64 185 - 463.54527 - 32.9 470s 18089 15105 514.53487 46 184 - 463.55037 - 32.7 475s 18398 15362 764.11083 154 63 - 463.55037 - 33.0 480s 18883 15752 823.43195 175 76 - 463.55993 - 32.9 485s 19400 16210 631.44314 219 71 - 463.59062 - 32.8 490s 20034 16729 549.66718 53 189 - 463.63871 - 32.6 495s 20263 16945 561.78201 60 183 - 463.64900 - 32.9 500s 20542 17202 522.73416 57 163 - 463.64900 - 32.9 505s 20935 17541 infeasible 308 - 463.64900 - 33.0 510s 21223 17777 587.76514 130 99 - 463.66956 - 33.2 515s 21591 18069 550.86126 45 204 - 463.69361 - 33.3 520s 21934 18386 715.33642 219 71 - 463.69361 - 33.4 525s 22159 18567 555.37024 51 154 - 463.75776 - 33.7 530s 22848 19181 695.72166 330 83 - 463.76018 - 33.3 535s 23134 19400 574.66308 94 144 - 463.77819 - 33.5 540s 23644 19867 492.06826 45 179 - 463.78955 - 33.4 545s 24006 20197 520.51778 70 161 - 463.81330 - 33.5 550s 24594 20744 555.64801 45 184 - 463.81869 - 33.3 555s 25288 21308 516.80674 52 209 - 463.81911 - 33.1 560s 25635 21639 504.20955 48 174 - 463.82519 - 33.1 565s 25805 21778 502.65830 51 202 - 463.82572 - 33.4 570s 25974 21933 690.27319 134 76 - 463.82572 - 33.6 575s 26112 22071 805.53317 187 70 - 463.82572 - 34.1 580s 26204 22113 infeasible 56 - 463.85052 - 34.5 585s 26612 22476 494.23361 43 201 - 463.87579 - 34.4 590s 26845 22693 554.51024 86 95 - 463.87763 - 34.6 595s 27124 22940 594.66149 96 131 - 463.89252 - 34.7 600s 27408 23182 488.75222 36 223 - 463.93884 - 34.8 605s 27645 23358 498.62387 43 203 - 463.93999 - 35.0 610s 28104 23760 761.44791 283 65 - 463.93999 - 34.9 615s 28466 24018 560.50362 71 122 - 463.98824 - 35.0 620s 28870 24351 486.20030 35 162 - 463.99408 - 35.0 625s 29266 24641 791.12172 200 88 - 463.99408 - 35.0 630s 29390 24739 574.92444 74 155 - 463.99740 - 35.3 635s 29761 25096 564.14454 132 118 - 464.00986 - 35.3 640s 30023 25321 622.21744 101 100 - 464.02879 - 35.5 645s 30550 25843 815.71648 436 39 - 464.02879 - 35.3 650s 30909 26142 486.75797 40 186 - 464.04146 - 35.2 655s 31201 26404 580.85137 89 150 - 464.04151 - 35.3 660s 31658 26815 548.10890 82 107 - 464.07601 - 35.2 665s 32001 27137 589.87765 122 109 - 464.07626 - 35.3 670s 32304 27398 615.58178 143 129 - 464.08627 - 35.4 675s 32867 27888 520.02008 58 187 - 464.10567 - 35.2 680s 33321 28293 734.31180 262 73 - 464.11066 - 35.2 685s 33659 28515 543.57967 69 157 - 464.13374 - 35.4 690s 34192 28915 541.14140 84 131 - 464.13761 - 35.3 695s 34805 29448 518.74333 50 172 - 464.15288 - 35.1 701s 34825 29468 509.06748 58 187 - 464.15288 - 35.4 705s 35002 29628 519.09901 47 178 - 464.15578 - 35.6 710s 35308 29919 525.19139 61 160 - 464.15598 - 35.7 715s 35893 30465 612.01497 102 106 - 464.16707 - 35.5 720s 36338 30845 527.52653 69 171 - 464.17666 - 35.4 725s 36769 31232 592.81512 82 170 - 464.18082 - 35.4 730s 37168 31569 664.20450 106 93 - 464.18292 - 35.4 735s 37457 31820 700.55340 151 93 - 464.19527 - 35.6 740s 37880 32195 576.16182 88 120 - 464.20300 - 35.6 745s 38252 32538 548.54566 82 145 - 464.20300 - 35.6 750s 38684 32922 562.21392 79 122 - 464.20324 - 35.6 755s 39076 33239 605.78224 80 150 - 464.20434 - 35.5 760s 39326 33398 491.10378 40 203 - 464.23021 - 35.7 765s 39801 33818 494.85865 34 189 - 464.23783 - 35.6 770s 40175 34152 499.05305 39 169 - 464.24826 - 35.7 775s 40540 34484 538.57687 60 175 - 464.24895 - 35.6 780s 40805 34733 612.10418 153 224 - 464.24895 - 35.6 850s 40807 34734 541.91853 62 190 - 464.24895 - 35.6 859s 40808 34735 685.50652 237 174 - 465.18744 - 35.6 866s 40809 34736 690.51970 349 211 - 465.87172 - 35.6 878s 40810 34736 712.51371 182 220 - 465.93394 - 35.6 891s 40811 34737 690.51970 349 227 - 465.94959 - 35.6 903s 40812 34738 600.28329 126 230 - 465.94985 - 35.6 913s 40813 34738 479.85334 37 230 - 465.94985 - 35.6 922s 40814 34739 690.51970 349 233 - 465.94985 - 35.6 930s 40815 34740 476.29168 45 233 - 465.94985 - 35.6 938s 40816 34740 690.51970 349 230 - 465.95432 - 35.6 949s 40817 34741 712.51371 182 236 - 465.95432 - 35.6 953s 40818 34742 479.85334 37 225 - 465.95432 - 35.6 965s 40819 34742 594.53498 133 231 - 465.95432 - 35.6 975s 40820 34743 625.32099 159 233 - 465.95432 - 35.6 987s 40821 34744 720.55196 187 233 - 465.95432 - 35.6 1000s 40822 34744 612.10418 153 233 - 465.95432 - 35.6 1006s 40823 34745 571.08926 103 233 - 465.95432 - 35.6 1013s 40825 34748 465.99681 33 237 - 465.99681 - 35.7 1015s 40831 34752 468.02872 36 229 - 466.28765 - 35.7 1020s 40871 34779 533.95695 56 208 - 466.28765 - 35.8 1026s 40894 34794 524.25723 68 204 - 466.28765 - 36.0 1030s 41033 34887 572.79714 137 142 - 466.28765 - 36.0 1035s 41190 34972 509.21643 68 220 - 466.37403 - 36.1 1040s 41305 35046 557.16739 126 145 - 466.37403 - 36.3 1045s 41452 35113 489.48579 44 195 - 466.50759 - 36.4 1050s 41495 35142 540.00427 66 193 - 466.50759 - 36.7 1055s 41669 35242 580.75035 153 165 - 466.50759 - 36.8 1060s 41894 35388 645.92865 265 102 - 466.50759 - 37.0 1065s 42195 35583 738.38000 416 112 - 466.50759 - 37.0 1070s 42433 35686 infeasible 144 - 466.52177 - 37.0 1075s 42625 35772 667.27095 93 138 - 469.95432 - 37.1 1080s 42959 35993 700.62493 340 91 - 469.95432 - 37.0 1085s 43304 36191 491.91565 43 219 - 471.58341 - 36.9 1090s 43359 36228 573.23889 58 198 - 471.58341 - 37.1 1095s 43387 36246 573.56777 63 140 - 471.58341 - 37.4 1100s 43651 36413 657.34727 188 133 - 471.58341 - 37.4 1105s 43924 36493 491.37805 53 213 - 473.56693 - 37.3 1110s 44194 36622 495.11792 41 236 - 474.33126 - 37.4 1115s 44272 36668 621.80184 88 171 - 474.33126 - 37.6 1120s 44600 36883 757.06974 331 83 - 474.33126 - 37.4 1125s 44799 36974 566.20198 86 165 - 476.74740 - 37.6 1130s 45194 37237 736.93092 384 79 - 476.74740 - 37.4 1135s 45555 37392 526.09493 64 146 - 477.58977 - 37.3 1140s 45823 37519 infeasible 46 - 478.59067 - 37.4 1145s 46023 37590 504.84082 49 193 - 479.83405 - 37.5 1150s 46247 37690 543.30457 85 130 - 480.00167 - 37.7 1155s 46541 37843 481.30594 47 177 - 480.20098 - 37.7 1160s 46644 37882 541.24384 61 196 - 480.23198 - 37.9 1165s 46744 37940 600.01866 119 125 - 480.23198 - 38.0 1170s 47012 38058 515.23142 52 200 - 480.43578 - 38.1 1175s 47243 38178 498.73456 65 208 - 480.45158 - 38.1 1180s 47439 38309 623.04036 162 85 - 480.45158 - 38.3 1185s 47808 38525 552.74544 111 106 - 480.51044 - 38.2 1190s 47992 38605 534.37875 59 174 - 480.51282 - 38.3 1195s 48200 38702 infeasible 107 - 480.51282 - 38.4 1200s 48436 38828 641.44586 124 129 - 480.91247 - 38.5 1205s 48767 38987 593.75957 77 138 - 480.92594 - 38.5 1210s 48992 39103 497.06196 54 189 - 481.31694 - 38.6 1215s 49298 39257 494.00012 46 185 - 481.55101 - 38.7 1220s 49509 39355 540.08274 55 164 - 481.59239 - 38.7 1225s 49804 39490 491.62873 48 179 - 481.83728 - 38.8 1230s 50164 39723 777.62401 229 106 - 481.83728 - 38.8 1235s 50391 39814 546.35525 88 163 - 482.14854 - 38.9 1240s 50828 40101 746.90972 388 78 - 482.14854 - 38.7 1245s 51037 40186 597.50452 90 160 - 482.19676 - 38.7 1250s 51453 40404 573.90061 76 161 - 482.23198 - 38.7 1255s 51615 40484 564.53885 74 144 - 482.33087 - 38.8 1260s 51896 40611 487.04560 53 224 - 482.40510 - 38.9 1265s 52098 40677 524.60973 53 209 - 482.50949 - 39.0 1270s 52382 40836 514.43857 65 195 - 482.53882 - 39.1 1275s 52659 40901 526.44370 83 193 - 482.60707 - 39.1 1280s 52974 41054 508.85476 52 200 - 482.71151 - 39.2 1285s 53218 41188 569.51575 84 134 - 482.79885 - 39.3 1290s 53452 41327 597.39170 119 151 - 482.89272 - 39.3 1295s 53701 41437 607.44497 147 96 - 483.01962 - 39.4 1300s 54002 41570 infeasible 107 - 483.11116 - 39.4 1305s 54175 41645 539.71124 60 193 - 483.19084 - 39.6 1310s 54667 41938 506.24109 56 193 - 483.25790 - 39.4 1315s 54804 42001 561.48343 83 170 - 483.27374 - 39.6 1320s 55302 42271 853.24842 423 84 - 483.27374 - 39.4 1325s 55651 42442 542.58436 57 208 - 483.33331 - 39.5 1330s 55859 42540 502.96198 57 184 - 483.41802 - 39.6 1335s 56275 42778 713.01618 228 77 - 483.52070 - 39.5 1340s 56639 42958 523.59697 49 208 - 483.64533 - 39.5 1345s 56767 43039 585.05210 127 130 - 483.64533 - 39.6 1350s 56971 43130 544.38695 57 219 - 483.75903 - 39.7 1355s 57290 43261 495.16709 61 228 - 483.79024 - 39.8 1360s 57620 43427 518.05797 73 205 - 483.99144 - 39.8 1365s 58138 43754 866.93044 407 51 - 483.99144 - 39.6 1370s 58518 43948 608.09755 109 151 - 484.19676 - 39.6 1375s 58704 44051 546.04763 66 189 - 484.25317 - 39.7 1380s 59141 44276 535.75716 55 201 - 484.35348 - 39.7 1385s 59348 44371 551.11054 74 159 - 484.42779 - 39.8 1390s 59532 44424 530.17024 66 139 - 484.46503 - 39.9 1395s 59920 44674 762.69598 266 81 - 484.46503 - 39.8 1400s 60185 44803 630.78570 109 111 - 484.50999 - 39.9 1405s 60480 44943 586.69135 99 116 - 484.64032 - 40.0 1410s 60786 45071 559.41662 69 168 - 484.86203 - 40.0 1415s 61086 45240 538.26832 61 203 - 484.88388 - 40.0 1420s 61308 45359 489.03092 57 202 - 484.89211 - 40.0 1425s 61576 45515 544.62111 57 174 - 484.89524 - 40.0 1430s 61848 45684 622.16168 81 102 - 484.91573 - 40.1 1435s 62356 45953 489.33128 36 229 - 485.01230 - 40.0 1440s 62571 46093 618.63995 100 150 - 485.01230 - 40.1 1445s 62859 46164 529.44848 65 201 - 485.03572 - 40.2 1450s 63044 46255 512.30497 54 206 - 485.13851 - 40.3 1455s 63389 46412 596.68057 77 189 - 485.14429 - 40.3 1460s 63611 46522 628.64451 85 112 - 485.15528 - 40.4 1465s 63912 46658 548.53596 57 184 - 485.24825 - 40.4 1470s 63957 46682 614.76720 81 201 - 485.24825 - 40.6 1475s 64214 46797 567.45007 75 159 - 485.28276 - 40.6 1480s 64455 46902 491.05611 46 177 - 485.31513 - 40.6 1485s 64624 46978 524.24765 58 197 - 485.36435 - 40.8 1490s 64990 47189 507.85397 52 208 - 485.46481 - 40.8 1495s 65298 47314 525.58806 75 217 - 485.51245 - 40.8 1500s 65664 47510 infeasible 60 - 485.56217 - 40.8 1505s 65856 47614 576.42669 104 84 - 485.63585 - 40.9 1510s 66259 47798 496.54395 53 187 - 485.65865 - 40.9 1515s 66678 48007 infeasible 57 - 485.66296 - 40.9 1520s 66826 48075 671.11543 113 104 - 485.66564 - 41.0 1525s 67135 48217 705.96253 194 118 - 485.71776 - 41.1 1530s 67404 48315 560.41653 52 183 - 485.77015 - 41.1 1535s 67764 48476 510.97383 62 222 - 485.79377 - 41.1 1540s 67911 48552 504.31477 51 229 - 485.83071 - 41.2 1545s 68082 48644 547.37860 51 210 - 485.84317 - 41.3 1550s 68354 48783 706.21048 137 134 - 485.85843 - 41.4 1555s 68581 48883 549.94598 61 175 - 485.86220 - 41.4 1560s 68829 48991 587.20855 65 142 - 485.87401 - 41.5 1565s 69219 49208 644.36557 159 112 - 485.93359 - 41.5 1570s 69738 49446 504.30692 54 212 - 485.95338 - 41.4 1575s 69773 49469 526.64613 60 177 - 485.95338 - 41.5 1580s 69860 49527 581.37750 80 120 - 485.95338 - 41.6 1585s 70146 49661 553.31511 71 159 - 485.98364 - 41.7 1590s 70479 49839 505.87054 47 218 - 486.03235 - 41.6 1595s 70796 49996 659.83334 109 107 - 486.04255 - 41.7 1600s 71067 50115 555.49848 56 198 - 486.18544 - 41.7 1605s 71407 50341 712.54926 296 84 - 486.18544 - 41.7 1611s 71572 50401 537.36651 70 216 - 486.22426 - 41.7 1615s 71839 50527 738.82643 188 71 - 486.22426 - 41.8 1620s 71971 50563 531.55946 64 146 - 486.23438 - 41.9 1625s 72180 50691 615.18542 123 102 - 486.25569 - 42.0 1630s 72448 50835 658.31143 127 142 - 486.27804 - 42.0 1635s 72654 50941 599.50139 118 109 - 486.29630 - 42.0 1640s 72988 51089 517.43340 56 178 - 486.33111 - 42.0 1645s 73203 51177 506.92874 64 199 - 486.41691 - 42.1 1650s 73482 51267 502.79596 66 201 - 486.51749 - 42.2 1655s 73705 51354 infeasible 83 - 486.57110 - 42.3 1660s 74120 51553 560.80357 63 179 - 486.64483 - 42.2 1665s 74658 51880 779.44695 313 102 - 486.70482 - 42.1 1670s 74928 52009 550.54450 86 152 - 486.72994 - 42.2 1675s 75038 52080 614.77211 145 179 - 486.72994 - 42.3 1680s 75379 52209 505.33257 55 206 - 486.78897 - 42.3 1685s 75581 52302 570.29362 90 136 - 486.79956 - 42.3 1690s 75829 52415 547.36270 80 106 - 486.84000 - 42.4 1695s 76300 52657 697.39480 126 125 - 486.85272 - 42.4 1700s 76636 52827 infeasible 202 - 486.85496 - 42.4 1705s 76802 52894 537.21880 66 143 - 486.92802 - 42.5 1710s 76973 52984 594.51067 91 117 - 486.93583 - 42.6 1715s 77208 53051 609.83217 122 129 - 487.08094 - 42.6 1720s 77697 53301 541.40365 69 121 - 487.17748 - 42.5 1725s 78003 53455 658.61969 176 90 - 487.22622 - 42.5 1730s 78242 53580 573.70219 130 166 - 487.25688 - 42.6 1735s 78400 53631 543.53033 64 159 - 487.28790 - 42.7 1740s 78803 53884 598.85966 170 120 - 487.32590 - 42.6 1745s 78964 53907 573.62484 78 149 - 487.33171 - 42.8 1750s 79320 54119 639.00346 110 149 - 487.35348 - 42.8 1755s 79646 54276 524.46499 53 192 - 487.35961 - 42.8 1760s 79960 54430 infeasible 119 - 487.41392 - 42.8 1765s 80219 54565 610.39546 110 120 - 487.42157 - 42.9 1770s 80470 54710 639.44737 99 111 - 487.43355 - 42.9 1775s 80786 54883 615.34355 192 134 - 487.43424 - 42.9 1780s 81014 54991 533.22046 70 192 - 487.52667 - 43.0 1785s 81087 55028 644.03349 85 172 - 487.52667 - 43.1 1790s 81374 55112 538.33486 63 190 - 487.59585 - 43.1 1795s 81562 55233 688.65543 153 107 - 487.59585 - 43.2 1800s 81642 55278 541.88863 60 181 - 487.62650 - 43.2 1805s 81815 55365 497.71832 52 227 - 487.65233 - 43.3 1810s 81886 55394 669.38661 85 163 - 487.65233 - 43.5 1815s 82187 55542 825.48619 181 108 - 487.66221 - 43.5 1820s 82384 55637 497.16588 43 204 - 487.68418 - 43.5 1825s 82691 55815 551.06126 69 174 - 487.70123 - 43.6 1830s 83151 56100 779.48248 323 81 - 487.70123 - 43.5 1835s 83666 56391 772.55813 307 93 - 487.73405 - 43.4 1840s 83917 56476 509.58448 51 158 - 487.75198 - 43.4 1845s 84081 56560 547.48883 63 209 - 487.76868 - 43.5 1850s 84169 56618 625.18398 112 95 - 487.76868 - 43.7 1855s 84482 56767 513.22426 65 182 - 487.77159 - 43.7 1860s 84805 56946 512.75839 65 163 - 487.80491 - 43.7 1865s 85088 57087 707.27966 140 119 - 487.83399 - 43.7 1870s 85584 57336 infeasible 91 - 487.84577 - 43.6 1875s 85950 57519 511.67364 47 187 - 487.93003 - 43.6 1880s 86266 57714 638.66158 147 133 - 487.93003 - 43.7 1885s 86589 57852 532.45464 58 188 - 487.93814 - 43.7 1890s 86912 58026 554.12015 77 173 - 487.98956 - 43.7 1895s 87584 58412 845.41732 410 89 - 487.99461 - 43.5 1900s 87968 58606 infeasible 49 - 488.00479 - 43.5 1905s 88146 58713 556.34313 114 133 - 488.02177 - 43.6 1910s 88582 58898 542.07165 74 164 - 488.14845 - 43.6 1915s 88985 59064 551.89937 81 159 - 488.14854 - 43.5 1920s 89435 59326 527.09422 62 181 - 488.19982 - 43.5 1925s 89926 59552 559.65865 52 134 - 488.23576 - 43.5 1930s 90284 59709 496.35834 60 225 - 488.31048 - 43.5 1935s 90554 59835 infeasible 63 - 488.33328 - 43.5 1940s 91254 60223 510.78538 63 183 - 488.33467 - 43.3 1945s 91734 60478 693.19361 166 103 - 488.33563 - 43.3 1950s 91918 60558 565.92006 75 197 - 488.34186 - 43.3 1955s 92346 60797 530.23658 79 132 - 488.35589 - 43.3 1960s 92465 60844 537.36269 60 122 - 488.36758 - 43.4 1965s 92760 61020 544.47162 89 156 - 488.38412 - 43.4 1970s 93027 61178 610.42515 107 145 - 488.39921 - 43.4 1975s 93127 61206 504.37438 46 219 - 488.43542 - 43.5 1980s 93376 61342 790.42939 150 111 - 488.44061 - 43.6 1985s 93670 61459 521.57058 62 183 - 488.53021 - 43.6 1990s 94075 61665 527.59086 48 198 - 488.53321 - 43.6 1995s 94381 61767 626.30549 124 63 - 488.53321 - 43.6 2000s 94809 62008 647.87688 166 82 - 488.54838 - 43.5 2005s 95400 62294 517.78504 57 185 - 488.56425 - 43.4 2010s 95908 62566 494.07592 60 212 - 488.59538 - 43.3 2015s 96498 62884 490.60067 42 193 - 488.60006 - 43.2 2020s 96895 63130 697.69642 158 89 - 488.60438 - 43.2 2025s 97230 63308 infeasible 101 - 488.60495 - 43.2 2030s 97401 63379 572.14715 66 194 - 488.63594 - 43.3 2035s 97645 63468 infeasible 62 - 488.64840 - 43.4 2040s 97910 63594 497.97681 45 219 - 488.69820 - 43.4 2045s 98139 63705 517.72376 63 217 - 488.73715 - 43.5 2050s 98398 63822 569.29314 63 162 - 488.75039 - 43.5 2055s 98746 64034 569.61584 104 91 - 488.75401 - 43.5 2060s 99367 64371 518.85988 51 194 - 488.76104 - 43.4 2065s 99604 64474 infeasible 49 - 488.78809 - 43.4 2070s 99864 64579 515.20118 51 214 - 488.81281 - 43.4 2075s 100099 64701 604.04425 97 199 - 488.81471 - 43.5 2080s 100329 64781 499.49949 46 225 - 488.83321 - 43.5 2085s 100613 64944 620.11232 124 130 - 488.85371 - 43.5 2090s 101070 65151 496.16548 43 192 - 488.91867 - 43.5 2095s 101205 65223 547.84531 59 163 - 488.93411 - 43.6 2100s 101445 65360 544.16911 92 138 - 488.94438 - 43.6 2105s 101952 65630 507.69179 62 226 - 488.99754 - 43.5 2110s 102031 65654 510.29858 56 187 - 488.99797 - 43.6 2115s 102198 65716 549.37471 68 172 - 489.01653 - 43.7 2120s 102450 65796 525.47166 50 216 - 489.04301 - 43.7 2125s 102623 65909 664.27118 150 98 - 489.04301 - 43.8 2130s 102854 66000 514.99420 62 209 - 489.07918 - 43.8 2135s 103095 66089 506.84195 60 168 - 489.13448 - 43.8 2140s 103516 66297 498.59366 52 163 - 489.13892 - 43.8 2145s 103869 66494 517.81485 56 203 - 489.14921 - 43.8 2150s 104422 66835 514.38775 72 196 - 489.15043 - 43.7 2155s 104805 67025 547.79980 87 179 - 489.16114 - 43.7 2160s H104954 62800 780.0000000 489.16827 37.3% 43.8 2163s 105087 62852 669.84194 110 114 780.00000 489.17413 37.3% 43.7 2165s H105210 59921 754.0000000 489.19151 35.1% 43.8 2168s 105375 60033 636.24300 240 81 754.00000 489.19151 35.1% 43.7 2170s *105487 58230 352 747.0000000 489.19151 34.5% 43.7 2171s 105714 58355 722.51599 123 63 747.00000 489.19731 34.5% 43.7 2175s 105960 58442 519.27673 55 153 747.00000 489.22089 34.5% 43.7 2180s 106014 58466 648.17945 86 148 747.00000 489.22096 34.5% 43.7 2185s 106041 58484 669.56734 113 170 747.00000 489.22096 34.5% 43.7 2190s H106068 55533 724.0000000 489.22096 32.4% 43.7 2199s 106091 55536 523.34621 67 228 724.00000 489.22990 32.4% 43.7 2200s H106095 53610 718.0000000 489.22990 31.9% 43.7 2215s 106122 53630 604.55261 98 137 718.00000 489.22990 31.9% 43.7 2227s 106149 53648 645.76839 125 115 718.00000 489.22990 31.9% 43.7 2245s 106180 53652 489.47224 40 239 718.00000 489.25920 31.9% 43.7 2260s H106207 52128 716.0000000 489.25920 31.7% 43.7 2273s 106332 52190 588.52675 100 116 716.00000 489.26156 31.7% 43.7 2275s 106497 52249 496.80580 45 173 716.00000 489.28633 31.7% 43.7 2280s 106922 52493 700.14798 212 113 716.00000 489.29317 31.7% 43.7 2285s 107234 52636 581.59380 93 191 716.00000 489.31875 31.7% 43.6 2290s 107444 52740 632.28109 108 124 716.00000 489.33709 31.7% 43.7 2295s 107744 52896 562.40420 94 122 716.00000 489.36279 31.7% 43.7 2300s 107987 52986 528.62384 57 198 716.00000 489.36720 31.7% 43.7 2305s 108288 53146 infeasible 72 716.00000 489.37552 31.7% 43.7 2310s 108559 53244 562.19982 65 161 716.00000 489.43475 31.6% 43.7 2315s 108821 53353 infeasible 66 716.00000 489.45827 31.6% 43.7 2320s 109130 53505 625.96668 99 134 716.00000 489.47326 31.6% 43.7 2325s 109480 53655 568.21211 77 193 716.00000 489.48671 31.6% 43.7 2330s 109828 53824 509.63635 62 209 716.00000 489.51539 31.6% 43.7 2335s 110110 53926 582.52837 121 61 716.00000 489.52137 31.6% 43.7 2340s 110611 54201 704.52376 193 108 716.00000 489.53957 31.6% 43.6 2345s 111000 54398 506.13080 45 193 716.00000 489.57635 31.6% 43.5 2350s 111440 54620 500.06274 70 221 716.00000 489.60133 31.6% 43.5 2355s 111664 54712 546.03577 64 171 716.00000 489.63774 31.6% 43.5 2360s 111918 54841 cutoff 109 716.00000 489.69548 31.6% 43.6 2365s 112169 54946 553.91806 78 209 716.00000 489.72262 31.6% 43.6 2370s 112524 55139 infeasible 122 716.00000 489.76974 31.6% 43.5 2375s 113005 55374 606.23886 87 163 716.00000 489.80660 31.6% 43.5 2380s 113465 55635 680.49033 267 107 716.00000 489.83973 31.6% 43.4 2385s 113848 55802 708.26927 132 133 716.00000 489.85524 31.6% 43.4 2390s 114153 55930 558.09491 68 195 716.00000 489.92769 31.6% 43.4 2395s 114372 56045 520.15130 41 156 716.00000 489.94265 31.6% 43.5 2400s 115017 56405 659.04380 337 64 716.00000 489.94777 31.6% 43.3 2405s H115102 55467 714.0000000 489.95408 31.4% 43.3 2405s 115409 55703 561.63661 90 188 714.00000 489.98311 31.4% 43.3 2410s H115883 55568 709.0000000 489.99918 30.9% 43.2 2428s 116089 55770 680.51965 274 65 709.00000 489.99918 30.9% 43.2 2430s 116363 55955 498.95782 52 185 709.00000 490.02596 30.9% 43.2 2435s 116672 56199 infeasible 81 709.00000 490.05762 30.9% 43.2 2440s 116988 56489 501.22656 50 222 709.00000 490.07281 30.9% 43.2 2445s 117370 56810 516.73003 43 170 709.00000 490.09860 30.9% 43.2 2450s 117846 57192 495.60575 58 209 709.00000 490.11320 30.9% 43.1 2455s 118156 57450 539.88070 79 184 709.00000 490.12604 30.9% 43.1 2460s 118451 57657 492.36265 46 237 709.00000 490.14318 30.9% 43.2 2465s 118819 57964 539.76084 73 167 709.00000 490.15359 30.9% 43.1 2470s 118907 58033 541.49583 68 206 709.00000 490.15480 30.9% 43.2 2475s 119140 58238 504.88733 63 155 709.00000 490.16559 30.9% 43.2 2480s 119550 58580 604.33798 77 107 709.00000 490.21480 30.9% 43.2 2485s 119810 58757 610.96307 79 180 709.00000 490.24125 30.9% 43.2 2490s 120123 59026 671.87311 188 117 709.00000 490.25820 30.9% 43.2 2495s 120481 59290 684.90289 138 95 709.00000 490.28199 30.8% 43.2 2500s 120980 59698 563.44021 73 192 709.00000 490.33845 30.8% 43.2 2505s 121347 59998 674.54824 174 123 709.00000 490.35523 30.8% 43.2 2510s 121645 60243 548.38452 62 161 709.00000 490.39289 30.8% 43.2 2515s 122007 60541 519.30470 52 174 709.00000 490.39922 30.8% 43.2 2521s 122501 60981 506.79444 70 194 709.00000 490.40949 30.8% 43.1 2526s 122698 61150 506.29659 77 209 709.00000 490.44410 30.8% 43.1 2530s 122967 61372 674.78742 119 171 709.00000 490.45025 30.8% 43.1 2535s 123292 61605 583.78345 78 169 709.00000 490.48192 30.8% 43.1 2540s 123857 62069 499.52877 54 178 709.00000 490.50736 30.8% 43.0 2545s 124190 62351 569.43580 77 178 709.00000 490.52926 30.8% 43.0 2550s 124605 62647 511.85582 81 184 709.00000 490.56220 30.8% 43.0 2555s 125065 63013 511.90569 59 213 709.00000 490.57747 30.8% 43.0 2560s 125418 63323 500.73055 59 231 709.00000 490.60870 30.8% 43.0 2565s 125792 63620 564.77769 58 170 709.00000 490.62925 30.8% 43.0 2570s 126255 64054 696.11003 288 74 709.00000 490.65089 30.8% 42.9 2575s 126649 64346 548.72364 51 192 709.00000 490.67403 30.8% 42.9 2580s 126969 64599 673.35643 78 155 709.00000 490.68713 30.8% 42.9 2585s 127317 64832 584.81311 89 205 709.00000 490.68966 30.8% 42.9 2590s 127731 65174 498.31038 57 200 709.00000 490.70631 30.8% 42.9 2595s 128151 65544 552.20524 50 179 709.00000 490.71201 30.8% 42.9 2600s 128270 65629 531.16464 113 197 709.00000 490.71434 30.8% 42.8 2605s 128288 65647 585.31506 131 164 709.00000 490.71434 30.8% 42.8 2610s 128301 65660 589.40027 144 148 709.00000 490.71434 30.8% 42.8 2615s 128317 65666 492.37590 51 179 709.00000 490.71686 30.8% 42.8 2624s 128318 65667 492.62657 52 196 709.00000 490.71686 30.8% 42.8 2630s 128319 65668 495.64142 52 167 709.00000 490.71686 30.8% 42.8 2641s 128524 65849 584.95521 104 149 709.00000 490.72179 30.8% 42.9 2645s 128749 66026 522.57015 80 178 709.00000 490.73544 30.8% 42.9 2650s 129031 66220 538.25872 48 148 709.00000 490.74302 30.8% 42.9 2655s 129301 66438 526.55740 59 144 709.00000 490.76609 30.8% 42.9 2660s 129813 66894 703.23560 314 66 709.00000 490.77004 30.8% 42.8 2665s 130191 67195 515.20244 73 213 709.00000 490.77797 30.8% 42.8 2670s 130536 67496 649.21229 171 101 709.00000 490.77940 30.8% 42.8 2675s 130931 67868 648.72850 144 77 709.00000 490.78028 30.8% 42.8 2680s 131515 68247 570.62963 86 148 709.00000 490.79033 30.8% 42.7 2685s 131779 68468 522.57904 57 151 709.00000 490.80107 30.8% 42.7 2690s 132375 68987 504.38165 61 158 709.00000 490.80432 30.8% 42.6 2695s 132702 69252 702.22345 142 121 709.00000 490.80456 30.8% 42.6 2701s 132987 69488 499.43929 48 189 709.00000 490.82670 30.8% 42.6 2705s 133255 69740 661.49081 150 132 709.00000 490.83110 30.8% 42.7 2710s 133755 70165 523.96567 89 170 709.00000 490.87977 30.8% 42.6 2715s 134208 70556 683.48953 161 132 709.00000 490.88939 30.8% 42.6 2720s 134696 70950 515.76547 69 221 709.00000 490.90381 30.8% 42.5 2725s 135028 71208 525.07325 75 223 709.00000 490.91336 30.8% 42.6 2730s 135533 71651 infeasible 129 709.00000 490.91910 30.8% 42.5 2735s 135967 72014 581.79438 81 173 709.00000 490.93073 30.8% 42.5 2740s 136648 72619 521.18140 64 152 709.00000 490.96902 30.8% 42.4 2745s 137018 72931 552.03611 58 190 709.00000 490.98909 30.7% 42.4 2750s 137403 73272 555.30772 88 211 709.00000 491.00927 30.7% 42.3 2755s 137938 73721 534.74176 66 201 709.00000 491.02736 30.7% 42.3 2760s 138321 74044 579.11452 114 168 709.00000 491.04972 30.7% 42.3 2765s 138581 74270 570.59452 85 81 709.00000 491.06445 30.7% 42.3 2770s 139001 74620 495.75720 40 224 709.00000 491.08660 30.7% 42.3 2775s 139359 74878 508.14603 54 153 709.00000 491.10720 30.7% 42.3 2780s 139670 75120 510.45532 50 166 709.00000 491.14845 30.7% 42.3 2785s 140105 75533 649.18927 162 158 709.00000 491.14900 30.7% 42.3 2790s 140274 75661 547.53038 66 186 709.00000 491.15109 30.7% 42.3 2795s 140703 76009 499.64633 53 222 709.00000 491.16092 30.7% 42.3 2800s 141069 76296 515.47041 80 167 709.00000 491.17754 30.7% 42.3 2805s 141401 76557 540.26189 49 195 709.00000 491.20535 30.7% 42.3 2810s 141675 76781 548.89629 78 179 709.00000 491.22014 30.7% 42.3 2815s 142068 77120 629.04007 252 69 709.00000 491.22125 30.7% 42.3 2820s *142222 77148 406 708.0000000 491.22125 30.6% 42.3 2820s *142234 77050 405 707.0000000 491.22125 30.5% 42.3 2820s *142242 76929 405 706.0000000 491.22125 30.4% 42.3 2820s *142259 76789 405 705.0000000 491.22125 30.3% 42.3 2820s 142515 76994 496.73765 58 173 705.00000 491.22579 30.3% 42.3 2825s 142881 77313 587.86668 91 173 705.00000 491.23198 30.3% 42.3 2830s 142983 77389 infeasible 101 705.00000 491.23735 30.3% 42.3 2835s 143240 77594 537.99481 68 204 705.00000 491.27018 30.3% 42.4 2840s 143534 77852 557.58816 86 157 705.00000 491.27991 30.3% 42.4 2845s 143805 78077 503.64327 42 187 705.00000 491.28724 30.3% 42.4 2850s 144177 78418 infeasible 185 705.00000 491.29153 30.3% 42.4 2855s 144549 78686 580.11383 112 159 705.00000 491.33128 30.3% 42.4 2860s 144918 78994 585.57517 112 118 705.00000 491.33858 30.3% 42.4 2865s 145404 79405 501.64366 64 185 705.00000 491.36441 30.3% 42.4 2870s 145884 79803 504.35284 51 187 705.00000 491.37332 30.3% 42.3 2875s 146114 80022 688.55835 166 101 705.00000 491.37332 30.3% 42.4 2880s 146460 80271 infeasible 78 705.00000 491.40132 30.3% 42.4 2885s 146856 80626 512.13989 71 198 705.00000 491.41347 30.3% 42.4 2890s 147114 80842 infeasible 165 705.00000 491.41833 30.3% 42.4 2895s 147555 81252 526.52094 71 172 705.00000 491.42626 30.3% 42.3 2900s 147942 81574 infeasible 146 705.00000 491.43574 30.3% 42.3 2905s 148159 81762 601.78950 134 102 705.00000 491.44472 30.3% 42.4 2910s 148798 82319 496.39775 60 159 705.00000 491.45897 30.3% 42.3 2915s 149159 82628 498.39417 51 206 705.00000 491.46990 30.3% 42.3 2920s 149588 82986 494.72927 49 211 705.00000 491.48254 30.3% 42.3 2925s 150016 83338 529.67808 72 172 705.00000 491.49349 30.3% 42.2 2930s 150274 83542 500.98032 41 232 705.00000 491.49793 30.3% 42.3 2935s 150659 83832 543.39314 50 161 705.00000 491.50317 30.3% 42.3 2940s 151041 84138 504.51285 61 155 705.00000 491.50857 30.3% 42.2 2945s 151456 84499 573.74599 81 193 705.00000 491.52039 30.3% 42.2 2950s 151641 84665 560.87178 80 192 705.00000 491.52755 30.3% 42.3 2955s 151846 84829 556.84846 91 135 705.00000 491.52937 30.3% 42.3 2960s 152450 85366 689.37540 331 95 705.00000 491.53800 30.3% 42.2 2965s 152760 85591 493.63504 49 215 705.00000 491.56825 30.3% 42.2 2970s 153072 85831 605.78489 115 127 705.00000 491.57624 30.3% 42.2 2975s 153268 85993 613.06883 78 97 705.00000 491.58962 30.3% 42.3 2980s 153658 86310 503.90930 73 215 705.00000 491.59955 30.3% 42.2 2985s 154060 86657 520.39289 67 212 705.00000 491.61363 30.3% 42.2 2990s 154388 86927 cutoff 87 705.00000 491.61987 30.3% 42.2 2995s 154659 87156 569.22582 73 148 705.00000 491.63058 30.3% 42.3 3000s 155024 87442 573.06082 124 156 705.00000 491.64397 30.3% 42.3 3005s 155230 87592 547.74219 64 165 705.00000 491.64548 30.3% 42.3 3010s 155603 87901 608.20656 111 173 705.00000 491.66121 30.3% 42.3 3015s 155989 88218 684.65512 195 124 705.00000 491.66893 30.3% 42.3 3020s 156474 88597 541.71775 77 205 705.00000 491.67087 30.3% 42.3 3025s 156980 89037 636.64173 103 177 705.00000 491.68339 30.3% 42.2 3030s 157526 89526 688.03557 160 150 705.00000 491.69284 30.3% 42.2 3035s 158157 90082 652.08873 110 153 705.00000 491.69421 30.3% 42.1 3040s 158644 90468 663.93831 142 93 705.00000 491.70592 30.3% 42.1 3045s 159021 90779 644.71978 89 88 705.00000 491.71642 30.3% 42.1 3050s 159431 91115 561.46021 79 173 705.00000 491.72202 30.3% 42.1 3055s 159745 91375 533.75462 45 214 705.00000 491.73846 30.2% 42.1 3060s 159975 91557 493.22018 44 234 705.00000 491.74964 30.2% 42.1 3065s 160517 92052 495.41017 47 196 705.00000 491.76564 30.2% 42.0 3070s 160920 92396 515.88545 50 200 705.00000 491.78206 30.2% 42.0 3075s 161244 92675 563.82646 81 145 705.00000 491.78965 30.2% 42.0 3080s 161807 93166 646.44302 160 80 705.00000 491.80196 30.2% 42.0 3085s 162079 93411 586.07275 98 100 705.00000 491.80774 30.2% 42.0 3090s 162597 93821 604.23286 86 179 705.00000 491.81005 30.2% 42.0 3095s 162860 94045 559.50022 72 145 705.00000 491.83559 30.2% 42.0 3100s 163154 94225 500.01094 49 202 705.00000 491.86710 30.2% 42.0 3105s 163419 94460 infeasible 94 705.00000 491.87047 30.2% 42.0 3110s 163717 94712 602.58976 122 152 705.00000 491.87142 30.2% 42.0 3115s 164001 94947 638.21075 105 128 705.00000 491.87395 30.2% 42.0 3120s 164492 95242 599.46769 62 184 705.00000 491.90070 30.2% 42.0 3125s 164799 95494 618.66073 154 105 705.00000 491.91922 30.2% 42.0 3130s 165111 95736 556.42539 75 201 705.00000 491.92932 30.2% 42.0 3135s 165501 96051 603.41897 101 203 705.00000 491.94481 30.2% 42.0 3140s 165823 96297 511.67893 80 198 705.00000 491.95598 30.2% 42.0 3145s 166158 96597 591.76716 91 173 705.00000 491.96142 30.2% 42.1 3150s 166461 96844 552.33688 102 194 705.00000 491.97076 30.2% 42.1 3155s 166865 97176 696.98454 148 159 705.00000 491.98031 30.2% 42.1 3160s 167287 97522 528.73780 71 173 705.00000 491.98404 30.2% 42.0 3165s 167576 97744 514.88565 70 200 705.00000 492.00063 30.2% 42.1 3170s 167929 98006 538.72155 67 184 705.00000 492.02930 30.2% 42.1 3175s 168347 98366 infeasible 57 705.00000 492.03785 30.2% 42.0 3180s 168612 98573 563.25941 64 209 705.00000 492.04021 30.2% 42.1 3185s 169086 98981 622.67241 86 194 705.00000 492.05484 30.2% 42.0 3190s 169473 99318 498.07818 47 209 705.00000 492.06216 30.2% 42.0 3195s 169820 99631 547.66119 82 200 705.00000 492.06496 30.2% 42.0 3200s 170130 99915 556.08174 83 133 705.00000 492.07606 30.2% 42.0 3205s *170647 99748 393 701.0000000 492.07727 29.8% 42.0 3209s 170685 99774 578.06418 72 151 701.00000 492.08287 29.8% 42.0 3210s 171129 100138 cutoff 194 701.00000 492.09519 29.8% 42.0 3215s 171497 100434 588.60152 65 163 701.00000 492.10566 29.8% 42.0 3220s 171846 100717 601.48357 167 90 701.00000 492.11659 29.8% 42.0 3225s 172229 101035 550.01683 101 171 701.00000 492.13315 29.8% 42.0 3230s 172601 101325 517.80690 46 191 701.00000 492.14591 29.8% 42.0 3235s 172844 101504 535.19635 45 200 701.00000 492.15479 29.8% 42.0 3240s 173103 101713 506.85988 66 210 701.00000 492.16246 29.8% 42.0 3245s 173484 102019 653.89020 113 175 701.00000 492.16742 29.8% 42.0 3250s 173624 102109 499.20547 54 174 701.00000 492.17293 29.8% 42.0 3255s 173968 102381 564.51045 86 193 701.00000 492.19358 29.8% 42.0 3260s 174333 102674 521.13094 46 211 701.00000 492.19890 29.8% 42.0 3265s 174811 103059 587.06257 109 120 701.00000 492.20594 29.8% 42.0 3270s 175218 103388 513.50329 57 184 701.00000 492.22283 29.8% 42.0 3275s 175647 103731 682.94774 109 109 701.00000 492.24022 29.8% 42.0 3280s 176073 104066 559.40046 59 206 701.00000 492.25287 29.8% 42.0 3285s 176469 104380 576.21382 89 116 701.00000 492.25959 29.8% 42.0 3290s 176692 104558 563.90634 60 200 701.00000 492.27208 29.8% 42.0 3295s 176906 104719 505.37518 83 181 701.00000 492.27875 29.8% 42.0 3300s 177163 104945 608.11821 138 121 701.00000 492.28331 29.8% 42.0 3305s 177448 105144 523.11219 62 227 701.00000 492.28994 29.8% 42.0 3310s 177778 105417 507.36010 55 180 701.00000 492.30256 29.8% 42.0 3315s 178034 105606 539.89045 54 197 701.00000 492.31802 29.8% 42.1 3320s 178302 105797 494.48806 50 196 701.00000 492.32539 29.8% 42.1 3325s 178590 106039 505.04907 53 211 701.00000 492.32933 29.8% 42.1 3330s 178990 106368 612.80348 89 196 701.00000 492.34278 29.8% 42.1 3335s 179283 106589 604.28545 71 193 701.00000 492.35064 29.8% 42.1 3340s 179659 106890 509.10069 58 202 701.00000 492.35460 29.8% 42.1 3345s 179962 107135 515.09537 58 210 701.00000 492.36345 29.8% 42.1 3350s 180302 107417 562.51177 64 190 701.00000 492.37618 29.8% 42.1 3355s 180702 107758 580.74224 174 163 701.00000 492.38799 29.8% 42.1 3360s 180984 107975 587.65756 84 183 701.00000 492.40178 29.8% 42.1 3365s 181262 108176 515.46389 49 199 701.00000 492.41878 29.8% 42.2 3370s 181562 108412 518.44596 53 173 701.00000 492.43370 29.8% 42.2 3375s 181824 108610 638.01789 103 176 701.00000 492.44644 29.8% 42.2 3380s 182088 108825 649.59474 142 84 701.00000 492.44838 29.8% 42.2 3385s 182626 109294 585.71266 103 194 701.00000 492.46090 29.7% 42.2 3390s 182998 109600 590.92613 113 119 701.00000 492.47578 29.7% 42.2 3395s 183334 109844 495.14107 50 184 701.00000 492.49891 29.7% 42.2 3400s 183612 110061 508.85143 57 193 701.00000 492.50251 29.7% 42.2 3405s 183815 110212 532.34114 73 199 701.00000 492.50757 29.7% 42.2 3410s 184210 110526 infeasible 109 701.00000 492.50932 29.7% 42.2 3415s 184454 110742 576.87548 88 204 701.00000 492.51488 29.7% 42.2 3420s 184865 111088 503.67099 58 167 701.00000 492.52458 29.7% 42.2 3425s 185272 111417 498.21479 46 190 701.00000 492.52804 29.7% 42.2 3430s 185606 111698 537.15251 83 165 701.00000 492.53612 29.7% 42.2 3435s 185951 111951 551.44204 85 181 701.00000 492.54221 29.7% 42.2 3440s 186274 112217 568.57349 78 186 701.00000 492.54661 29.7% 42.2 3445s 186599 112478 497.59469 44 226 701.00000 492.56611 29.7% 42.2 3450s 186939 112785 588.24786 124 74 701.00000 492.56791 29.7% 42.2 3455s 187444 113243 536.42580 59 197 701.00000 492.57316 29.7% 42.2 3460s 187885 113596 524.62321 55 203 701.00000 492.58327 29.7% 42.2 3465s 188262 113945 infeasible 120 701.00000 492.58444 29.7% 42.2 3470s 188596 114216 533.14380 56 201 701.00000 492.59121 29.7% 42.2 3475s 188780 114375 530.88806 60 199 701.00000 492.59123 29.7% 42.2 3480s 189186 114696 526.51039 59 178 701.00000 492.59457 29.7% 42.2 3485s 189450 114881 infeasible 91 701.00000 492.60091 29.7% 42.2 3490s 189753 115156 570.15644 113 154 701.00000 492.60617 29.7% 42.2 3495s 190077 115421 544.91472 69 205 701.00000 492.61584 29.7% 42.2 3500s 190448 115717 577.55423 89 188 701.00000 492.62003 29.7% 42.2 3505s 191052 116249 507.38046 55 194 701.00000 492.62914 29.7% 42.2 3510s 191241 116416 669.38693 113 117 701.00000 492.62975 29.7% 42.2 3515s 191521 116624 cutoff 150 701.00000 492.63199 29.7% 42.2 3520s 191852 116868 684.75212 140 132 701.00000 492.63960 29.7% 42.2 3525s 192325 117294 661.05216 233 84 701.00000 492.65376 29.7% 42.2 3530s 192854 117708 infeasible 143 701.00000 492.65636 29.7% 42.2 3535s 193191 117990 630.07428 67 136 701.00000 492.66488 29.7% 42.2 3540s 193620 118336 557.44507 87 181 701.00000 492.67745 29.7% 42.2 3545s 193908 118537 557.43005 57 196 701.00000 492.68004 29.7% 42.2 3551s 194192 118765 639.18574 82 122 701.00000 492.68131 29.7% 42.2 3555s 194563 119058 575.45414 91 202 701.00000 492.68713 29.7% 42.2 3560s 195015 119425 699.33716 201 135 701.00000 492.69294 29.7% 42.1 3565s 195298 119664 674.87559 193 79 701.00000 492.69652 29.7% 42.2 3570s 195621 119941 537.26561 58 193 701.00000 492.70086 29.7% 42.2 3575s 196008 120225 505.02236 59 212 701.00000 492.70823 29.7% 42.2 3580s 196303 120475 513.96298 57 216 701.00000 492.72063 29.7% 42.2 3585s 196599 120733 626.89541 146 126 701.00000 492.73170 29.7% 42.2 3590s 196931 120980 537.99412 71 165 701.00000 492.73634 29.7% 42.2 3595s Cutting planes: Learned: 39 Gomory: 50 Cover: 13 Implied bound: 23 Clique: 3 MIR: 132 Flow cover: 24 GUB cover: 7 Zero half: 53 Explored 197309 nodes (8323782 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 7.010000000000e+02, best bound 4.930000000000e+02, gap 29.6719%