Gurobi 5.0.1 (linux64) logging started Sat Jan 5 17:28:19 2013 Optimize a model with 10402 rows, 10201 columns and 66102 nonzeros Presolve removed 2181 rows and 2783 columns Presolve time: 0.15s Presolved: 8221 rows, 7418 columns, 50004 nonzeros Variable types: 100 continuous, 7318 integer (7318 binary) Root relaxation: objective 4.593102e+02, 763 iterations, 0.07 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 459.31017 0 182 - 459.31017 - - 0s 0 0 487.33103 0 206 - 487.33103 - - 0s 0 0 496.81271 0 208 - 496.81271 - - 1s 0 0 499.12776 0 225 - 499.12776 - - 1s 0 0 499.62363 0 244 - 499.62363 - - 1s 0 0 499.91720 0 228 - 499.91720 - - 1s 0 0 500.08333 0 223 - 500.08333 - - 1s 0 0 500.66667 0 228 - 500.66667 - - 1s 0 0 500.66667 0 219 - 500.66667 - - 2s 0 0 500.68889 0 228 - 500.68889 - - 2s 0 0 500.74691 0 177 - 500.74691 - - 2s 0 0 500.74691 0 179 - 500.74691 - - 2s 0 0 500.74691 0 179 - 500.74691 - - 3s 0 2 500.94444 0 179 - 500.94444 - - 4s 3 5 505.50000 2 218 - 503.14815 - 262 5s 386 330 586.20724 78 105 - 505.50000 - 43.8 10s 603 516 566.17117 37 188 - 509.21834 - 38.0 21s 604 517 542.99991 20 164 - 509.21834 - 37.9 29s 605 518 575.60360 109 186 - 509.21834 - 37.8 41s 606 518 542.99991 20 163 - 512.83798 - 37.8 52s 607 519 582.12510 63 196 - 513.95147 - 37.7 66s 608 520 525.33487 63 170 - 516.01554 - 37.6 79s 609 520 601.88110 73 165 - 517.08271 - 37.6 91s 610 521 593.72663 95 180 - 517.43828 - 37.5 101s 611 522 519.11529 35 170 - 517.87758 - 37.5 112s 612 522 542.99991 20 106 - 518.03298 - 37.4 117s 613 523 527.63493 83 122 - 518.03332 - 37.3 126s 614 524 566.17117 37 128 - 518.03814 - 37.3 133s 615 524 582.12510 63 193 - 518.08666 - 37.2 149s 616 525 566.17117 37 202 - 518.33715 - 37.2 160s 617 526 582.12510 63 205 - 518.33715 - 37.1 176s 618 526 519.11529 35 209 - 518.33715 - 37.0 185s 619 527 562.46565 27 207 - 518.33715 - 37.0 193s 620 528 528.41824 4 207 - 518.33715 - 36.9 196s 629 536 519.04219 19 152 - 519.04219 - 52.7 200s 770 624 624.44894 89 114 - 521.40149 - 59.5 205s 935 718 631.92228 90 123 - 521.70398 - 61.2 210s 1274 944 752.96325 259 35 - 521.70398 - 54.4 215s 1454 1032 577.74706 70 145 - 521.78230 - 56.3 220s 1757 1225 740.58509 239 60 - 521.78230 - 51.9 225s 1919 1293 572.79258 81 175 - 521.95000 - 54.5 230s 2105 1403 538.78170 32 195 - 522.11344 - 55.1 235s 2350 1603 677.70387 159 82 - 522.11344 - 54.1 240s 2685 1875 550.54930 40 164 - 522.98232 - 52.1 245s 2996 2183 584.30053 92 98 - 522.98232 - 51.1 250s 3293 2450 800.64797 200 55 - 522.98232 - 51.2 255s 3576 2711 628.38943 117 135 - 523.33509 - 50.9 260s 3851 2986 773.39635 209 89 - 523.33509 - 49.8 265s 4132 3263 830.06106 285 70 - 523.33509 - 49.2 270s 4422 3496 infeasible 22 - 523.69148 - 49.7 275s 4697 3769 660.14391 154 44 - 523.69148 - 49.7 280s 4946 3990 663.13112 93 116 - 523.76985 - 49.9 285s 5333 4345 770.46650 216 56 - 523.76985 - 48.8 290s 5555 4523 660.76775 80 132 - 523.91000 - 49.7 295s 5869 4795 751.94044 181 63 - 523.91000 - 49.3 300s 6130 5003 609.60832 59 152 - 524.01449 - 49.4 305s 6451 5288 infeasible 20 - 524.01449 - 49.0 310s 6708 5507 556.30063 32 160 - 524.18116 - 49.0 315s 6934 5712 563.92504 51 151 - 524.18116 - 49.6 320s 7165 5917 infeasible 111 - 524.27188 - 50.1 325s 7469 6153 647.93396 134 67 - 524.40576 - 50.1 330s 7768 6402 655.65518 136 99 - 524.41042 - 50.0 335s 7947 6575 735.55556 224 81 - 524.41042 - 50.8 340s 8288 6859 561.81628 41 190 - 524.47979 - 49.8 345s 8444 7015 671.90727 128 82 - 524.47979 - 50.5 350s 8733 7252 581.60448 43 192 - 524.55701 - 50.4 355s 9031 7536 600.09194 119 98 - 524.92107 - 50.1 360s 9326 7793 719.79198 308 54 - 524.92107 - 49.7 365s 9681 8118 863.81946 520 57 - 524.92107 - 48.8 370s 9972 8350 574.68565 45 128 - 524.98032 - 48.7 375s 10205 8575 677.62666 189 74 - 524.98032 - 48.3 380s 10573 8913 585.01238 42 176 - 525.16141 - 47.5 385s 10825 9141 591.69066 42 166 - 525.17132 - 47.7 390s 11080 9374 586.41222 27 172 - 525.38853 - 47.9 395s 11363 9631 648.37099 120 96 - 525.79125 - 48.2 400s 11670 9924 744.77287 203 58 - 526.30755 - 48.2 405s 12044 10288 876.88849 515 51 - 526.30755 - 47.2 410s 12422 10626 598.57229 67 140 - 526.32191 - 46.8 415s 12832 10958 726.55497 201 77 - 526.32191 - 46.6 420s 13280 11210 581.58921 60 159 - 526.32254 - 46.3 425s 13550 11458 740.78633 206 78 - 526.32254 - 46.3 430s 13869 11643 647.00370 98 137 - 526.36149 - 46.3 435s 14090 11808 583.70702 35 210 - 526.46136 - 46.6 440s 14205 11913 690.43049 98 118 - 526.46136 - 47.3 445s 14453 12121 580.76898 55 144 - 526.46343 - 47.4 450s 14735 12391 733.33778 187 74 - 526.46343 - 47.4 455s 15091 12687 570.88410 33 162 - 526.76576 - 47.2 460s 15301 12852 539.66519 25 187 - 527.12255 - 47.5 465s 15633 13182 725.76169 244 54 - 527.12255 - 47.1 470s 15940 13417 677.21835 119 87 - 527.17262 - 47.1 475s 16229 13645 627.65325 145 72 - 527.24938 - 47.2 480s 16697 14113 776.79278 476 66 - 527.24938 - 46.4 485s 17009 14393 663.12790 171 84 - 527.25286 - 46.4 490s 17485 14837 647.58390 126 134 - 527.25388 - 46.0 495s 17800 15112 595.56248 71 119 - 527.46554 - 46.2 500s 18212 15520 718.87304 380 61 - 527.46554 - 45.7 505s 18532 15805 652.65633 96 121 - 527.69278 - 45.7 510s 18907 16102 540.61450 30 179 - 527.74130 - 45.6 515s 19173 16301 563.79845 27 202 - 527.77153 - 45.6 520s 19409 16495 infeasible 156 - 527.77153 - 45.8 525s 19634 16650 555.42911 29 195 - 527.83396 - 46.0 530s 19864 16874 671.14402 161 62 - 527.83396 - 46.1 535s 20124 17046 567.69730 34 101 - 528.04913 - 46.1 540s 20323 17231 657.06779 89 141 - 528.11201 - 46.3 545s 20577 17483 719.84402 281 49 - 528.11201 - 46.0 550s 21018 17871 530.27215 27 191 - 528.15820 - 45.5 555s 21534 18383 781.12799 318 52 - 528.15820 - 45.1 560s 21881 18677 603.15869 102 112 - 528.26382 - 45.0 565s 22376 19079 546.80078 27 222 - 528.28681 - 44.5 570s 22574 19255 570.72125 36 172 - 528.30482 - 44.8 575s 22938 19587 780.36129 277 55 - 528.30482 - 44.6 580s 23252 19861 697.37357 87 145 - 528.30482 - 44.6 585s 23412 19983 610.28531 57 152 - 528.32421 - 45.0 590s 23644 20175 607.76107 82 131 - 528.32552 - 45.2 595s 23929 20428 685.39747 161 58 - 528.39986 - 45.2 600s 24348 20820 556.19539 38 210 - 528.42937 - 44.9 605s 24602 21073 692.74335 158 86 - 528.42937 - 45.1 610s 25003 21472 959.64590 457 49 - 528.42937 - 44.8 615s 25436 21889 706.76369 329 65 - 528.44570 - 44.6 620s 25844 22230 551.03187 39 161 - 528.51677 - 44.5 625s 26155 22441 740.66658 171 69 - 528.51677 - 44.4 630s 26532 22655 640.54221 93 125 - 528.55353 - 44.4 635s 26901 23004 724.11189 193 74 - 528.65072 - 44.3 640s 27299 23359 633.95236 81 154 - 528.80101 - 44.1 645s 27692 23714 533.15496 24 199 - 528.90970 - 44.0 650s 28111 24133 761.55947 290 68 - 528.90970 - 43.9 655s 28656 24588 645.34352 85 137 - 528.91485 - 43.5 660s 29003 24922 677.15932 210 80 - 528.91864 - 43.5 665s 29522 25403 647.38434 131 54 - 528.95040 - 43.1 670s 30025 25798 568.32718 28 203 - 528.97097 - 42.8 675s 30526 26299 706.61681 394 64 - 528.97097 - 42.5 680s 30749 26492 604.90811 75 125 - 529.01889 - 42.6 685s 31238 26975 802.50287 355 52 - 529.01889 - 42.4 690s 31620 27270 545.66320 40 159 - 529.03814 - 42.4 695s 31904 27518 619.44585 83 131 - 529.05773 - 42.5 700s 32124 27670 646.94886 103 117 - 529.18683 - 42.7 705s 32636 28181 848.69397 450 55 - 529.18683 - 42.4 710s 32980 28487 712.82003 162 50 - 529.22298 - 42.3 715s 33284 28743 567.75319 37 194 - 529.24357 - 42.3 720s 33898 29332 557.24744 54 152 - 529.31312 - 41.9 725s 34281 29599 877.16182 240 73 - 529.31312 - 42.0 730s 34554 29810 697.32191 118 92 - 529.37641 - 42.1 735s 34794 29972 631.81456 56 120 - 529.42358 - 42.2 740s 35041 30183 672.79164 109 98 - 529.51711 - 42.3 745s 35548 30632 655.89867 169 90 - 529.52832 - 42.2 750s 35992 31054 588.98321 42 181 - 529.53657 - 42.0 755s 36255 31315 678.52065 164 76 - 529.53657 - 42.1 760s 36717 31711 577.65930 37 164 - 529.56411 - 41.9 765s 36908 31892 650.29634 149 131 - 529.56411 - 42.1 770s 37096 32048 infeasible 85 - 529.61748 - 42.2 775s 37311 32227 682.52562 97 134 - 529.65961 - 42.4 780s 37776 32680 852.42867 370 37 - 529.65961 - 42.3 785s 38297 33137 673.97270 233 70 - 529.69145 - 42.1 790s 38806 33539 579.62689 40 180 - 529.74109 - 41.9 795s 39098 33786 739.44648 167 80 - 529.74109 - 42.0 800s 39684 34293 683.30792 263 71 - 529.74525 - 41.8 805s 40426 34953 535.71799 30 183 - 529.81231 - 41.4 810s 40804 35310 811.06404 259 73 - 529.81231 - 41.4 937s 40951 35397 606.48898 42 109 - 529.87748 - 41.4 940s 41201 35585 566.42667 38 130 - 529.92608 - 41.5 945s 41516 35898 692.79422 229 59 - 529.92608 - 41.4 950s 42050 36383 638.84432 93 91 - 529.97799 - 41.3 955s 42430 36683 591.91794 84 162 - 529.99094 - 41.3 960s 42526 36767 658.24365 132 123 - 529.99094 - 41.6 965s 42826 37014 561.93439 41 190 - 529.99094 - 41.6 970s 43068 37252 650.34290 138 80 - 529.99094 - 41.7 975s 43566 37749 866.86382 475 42 - 529.99094 - 41.5 980s 43941 38082 682.66130 223 72 - 530.00631 - 41.4 985s 44333 38406 567.34576 46 152 - 530.00631 - 41.3 990s 44789 38846 885.14533 320 37 - 530.00631 - 41.2 995s 45165 39165 597.26732 80 61 - 530.02247 - 41.2 1000s 45816 39812 878.28441 494 52 - 530.02247 - 40.9 1005s 46108 40048 618.98880 85 131 - 530.16483 - 41.0 1010s 46313 40184 612.19339 32 96 - 530.22222 - 41.1 1015s 46544 40367 580.88053 61 162 - 530.23465 - 41.3 1020s 47005 40815 infeasible 386 - 530.23465 - 41.1 1025s 47345 41089 607.00381 73 130 - 530.25010 - 41.1 1030s 47858 41573 552.86706 39 166 - 530.27354 - 41.0 1035s 48386 42066 890.92080 363 62 - 530.27354 - 40.8 1040s 48706 42288 583.72759 40 208 - 530.30450 - 40.9 1045s 49006 42568 669.71013 140 84 - 530.31935 - 41.0 1050s 49549 43016 644.40968 70 147 - 530.35537 - 40.8 1055s 49764 43187 597.71233 76 137 - 530.37200 - 40.9 1060s 50244 43643 650.93725 79 131 - 530.43157 - 40.8 1065s 50634 43993 868.20127 336 66 - 530.43157 - 40.8 1070s 51005 44270 692.92614 169 100 - 530.47211 - 40.7 1076s 51358 44562 578.81358 36 143 - 530.49443 - 40.7 1080s 51970 45160 797.96265 472 59 - 530.49443 - 40.5 1085s 52260 45376 630.24273 71 150 - 530.51017 - 40.6 1090s 52477 45591 695.22478 161 80 - 530.51017 - 40.7 1095s 53112 46158 555.07873 43 219 - 530.53773 - 40.4 1100s 53269 46303 607.17262 64 163 - 530.56409 - 40.6 1105s 53719 46721 769.51576 283 56 - 530.57405 - 40.5 1110s 54209 47145 543.70777 34 197 - 530.59263 - 40.5 1115s 54659 47593 804.84500 316 71 - 530.59263 - 40.4 1120s 55295 48170 734.68656 374 58 - 530.60385 - 40.2 1125s 55540 48385 635.76811 81 158 - 530.63429 - 40.3 1130s 55832 48626 596.08350 76 100 - 530.65351 - 40.4 1135s 55971 48725 607.87321 50 87 - 530.65560 - 40.6 1140s 56284 49020 661.41426 148 94 - 530.65991 - 40.6 1145s 56829 49516 632.00250 82 105 - 530.68620 - 40.5 1150s 57260 49863 693.53027 194 57 - 530.69411 - 40.5 1155s 57924 50470 639.16462 131 62 - 530.69677 - 40.3 1160s 58359 50863 688.13532 99 171 - 530.75283 - 40.2 1165s 58542 51008 659.87861 54 137 - 530.88905 - 40.4 1170s 58783 51210 620.81613 87 170 - 530.94944 - 40.5 1175s 59299 51720 infeasible 463 - 530.94944 - 40.4 1180s 59892 52236 599.16904 34 175 - 530.99804 - 40.3 1185s 60360 52700 724.16353 426 69 - 530.99804 - 40.1 1190s 60944 53231 594.01247 69 160 - 531.05402 - 40.0 1195s 61077 53352 infeasible 90 - 531.05402 - 40.2 1200s 61206 53439 603.48465 85 71 - 531.07747 - 40.3 1206s 61599 53794 933.26729 330 43 - 531.07747 - 40.2 1210s 62059 54230 772.37659 342 55 - 531.08460 - 40.1 1215s 62335 54425 infeasible 119 - 531.12255 - 40.2 1220s 62599 54674 649.20482 215 73 - 531.14391 - 40.2 1225s 63089 55088 617.04087 84 128 - 531.14830 - 40.2 1230s 63359 55332 607.49602 117 99 - 531.24310 - 40.2 1235s 63679 55596 659.86129 81 86 - 531.25772 - 40.3 1240s 64192 56031 1138.45098 370 58 - 531.25772 - 40.2 1245s 64517 56325 691.86147 214 52 - 531.29414 - 40.3 1250s 64883 56621 674.73937 124 89 - 531.33618 - 40.3 1255s 65184 56884 712.34863 172 71 - 531.34879 - 40.3 1260s 65597 57261 infeasible 115 - 531.35315 - 40.3 1265s 65947 57567 811.48106 268 69 - 531.35315 - 40.3 1270s 66295 57877 651.28663 148 54 - 531.40420 - 40.2 1275s 66874 58304 579.04388 40 235 - 531.41371 - 40.1 1280s 67031 58425 infeasible 124 - 531.41371 - 40.3 1285s 67230 58568 infeasible 102 - 531.46417 - 40.4 1290s 67490 58760 588.67229 41 130 - 531.51238 - 40.5 1295s 67911 59162 653.82294 82 131 - 531.53449 - 40.5 1300s 68410 59631 537.83589 27 185 - 531.57791 - 40.4 1305s 68793 59973 708.49783 222 82 - 531.60508 - 40.3 1310s 69283 60437 685.03796 96 104 - 531.60986 - 40.3 1315s 69753 60893 965.30657 388 30 - 531.60986 - 40.2 1320s 69938 61046 641.34966 64 95 - 531.61386 - 40.3 1325s 69957 61061 647.64968 69 100 - 531.61386 - 40.5 1330s 70422 61516 734.11086 408 50 - 531.61386 - 40.3 1335s 70810 61868 689.98388 277 49 - 531.63908 - 40.3 1340s 71171 62170 706.17445 92 113 - 531.63912 - 40.3 1345s 71462 62457 840.68241 266 43 - 531.63912 - 40.2 1350s 71800 62716 631.69918 90 129 - 531.67602 - 40.3 1355s 72156 62953 infeasible 241 - 531.67602 - 40.3 1360s 72303 63072 676.75097 121 131 - 531.70845 - 40.4 1365s 72562 63273 641.02515 118 98 - 531.73532 - 40.5 1370s 73077 63679 579.90227 51 174 - 531.74220 - 40.4 1375s 73347 63915 630.95481 114 108 - 531.75603 - 40.5 1380s 73857 64394 629.32706 108 138 - 531.78205 - 40.4 1385s 74251 64771 822.78623 339 70 - 531.78205 - 40.4 1390s 74716 65168 587.65930 37 190 - 531.86031 - 40.3 1395s 75082 65523 790.41894 256 58 - 531.86031 - 40.3 1400s 75538 65885 633.52695 168 95 - 531.86898 - 40.2 1405s 76048 66365 651.32440 97 73 - 531.90248 - 40.1 1410s 76389 66652 619.93697 174 72 - 531.93509 - 40.1 1415s 76938 67161 616.92409 91 159 - 531.94412 - 40.1 1420s 77374 67535 561.86536 34 192 - 531.98976 - 40.0 1425s 77527 67664 590.47407 44 209 - 531.99139 - 40.1 1430s 77904 67923 887.50602 215 67 - 531.99139 - 40.1 1435s 78332 68324 848.75495 316 70 - 532.00028 - 40.1 1440s 78630 68562 591.74085 71 175 - 532.01913 - 40.1 1445s 79187 69107 869.78638 344 54 - 532.01913 - 40.0 1450s 79678 69550 706.51181 279 74 - 532.04926 - 40.0 1455s 80079 69901 669.29115 139 89 - 532.07108 - 40.0 1460s 80519 70275 648.17893 91 152 - 532.07872 - 40.0 1465s 80816 70570 770.39499 285 79 - 532.07872 - 40.0 1470s 81257 70952 infeasible 89 - 532.10105 - 40.0 1475s 81608 71255 680.96477 224 59 - 532.14693 - 40.0 1481s 81965 71514 611.85139 63 148 - 532.15706 - 40.0 1485s 82596 72070 541.65352 36 92 - 532.19209 - 39.9 1490s 82942 72387 infeasible 119 - 532.19209 - 39.9 1495s 83315 72736 539.29937 34 170 - 532.28013 - 39.9 1500s 83772 73161 544.82904 38 149 - 532.32463 - 39.8 1505s 84063 73448 691.98113 200 68 - 532.32463 - 39.8 1510s 84631 73985 703.17055 211 79 - 532.33562 - 39.8 1515s 85056 74362 609.31723 70 117 - 532.36361 - 39.8 1520s 85242 74548 708.53237 166 55 - 532.36361 - 39.9 1525s 85665 74953 1000.78100 390 55 - 532.36361 - 39.8 1530s 85901 75114 662.75728 99 100 - 532.40424 - 39.9 1535s 86437 75562 604.34888 37 190 - 532.40602 - 39.8 1540s 87009 76134 747.82171 429 49 - 532.40602 - 39.7 1545s 87367 76441 714.94862 146 75 - 532.42742 - 39.7 1550s 87743 76777 590.36226 49 187 - 532.45422 - 39.6 1555s 87986 76990 648.68537 85 72 - 532.46057 - 39.7 1560s 88129 77117 668.31351 94 135 - 532.47948 - 39.8 1565s 88565 77543 infeasible 370 - 532.47948 - 39.8 1570s 88948 77804 567.17068 33 189 - 532.51966 - 39.8 1575s 89336 78192 863.31984 266 63 - 532.51966 - 39.7 1580s 89606 78358 648.44954 68 132 - 532.54230 - 39.8 1585s 90299 79014 549.88751 33 152 - 532.54753 - 39.7 1590s 90598 79270 584.68480 42 128 - 532.63416 - 39.7 1595s 90831 79472 713.45985 95 96 - 532.65886 - 39.8 1600s 91050 79653 678.63850 90 64 - 532.68714 - 39.9 1605s 91554 80095 590.36285 56 143 - 532.69811 - 39.8 1610s 91809 80344 731.30947 209 70 - 532.69811 - 39.8 1615s 92220 80716 788.46212 147 51 - 532.70625 - 39.8 1620s 92755 81203 637.89846 39 153 - 532.71634 - 39.7 1625s 93282 81696 578.15999 41 179 - 532.71680 - 39.7 1630s 93788 82174 537.39343 32 198 - 532.78247 - 39.6 1635s 94172 82554 757.27328 314 52 - 532.78247 - 39.6 1640s 94575 82941 831.41168 256 47 - 532.79335 - 39.6 1645s 94986 83302 692.88913 244 70 - 532.82148 - 39.5 1650s 95445 83691 537.33263 45 142 - 532.84904 - 39.5 1655s 95850 84070 542.12163 34 231 - 532.85858 - 39.5 1660s 96030 84250 711.42291 157 73 - 532.85858 - 39.5 1665s 96297 84469 583.18437 36 161 - 532.90543 - 39.6 1670s 96631 84731 589.20626 78 121 - 532.90790 - 39.6 1675s 97098 85157 601.36366 56 189 - 532.90892 - 39.5 1680s 97238 85265 601.17326 38 159 - 532.90956 - 39.6 1685s 97429 85418 584.05847 25 187 - 532.93580 - 39.7 1690s 97680 85641 663.20552 93 114 - 532.95136 - 39.7 1695s 98187 86117 931.48646 403 30 - 532.95136 - 39.7 1700s 98686 86542 727.43345 256 77 - 532.95136 - 39.6 1705s 99134 86901 689.08371 157 93 - 532.98445 - 39.6 1710s 99522 87261 663.17128 88 113 - 532.98562 - 39.6 1715s 99992 87679 577.16439 41 205 - 532.98562 - 39.5 1720s 100462 88144 916.07207 355 62 - 532.98562 - 39.5 1725s 100821 88442 665.77009 132 84 - 532.99857 - 39.5 1730s 101270 88834 609.10520 30 219 - 533.00852 - 39.5 1735s 101667 89225 842.35724 280 37 - 533.00852 - 39.5 1740s 101947 89445 582.76704 78 161 - 533.01475 - 39.5 1745s 102141 89625 637.63443 144 93 - 533.02385 - 39.5 1750s 102529 89988 602.31826 69 78 - 533.03761 - 39.5 1755s 102981 90416 644.13126 86 109 - 533.04351 - 39.5 1760s 103381 90795 627.97872 75 139 - 533.05131 - 39.5 1765s 103581 90927 541.14176 28 185 - 533.06512 - 39.5 1770s 103721 91067 715.00000 101 130 - 533.06512 - 39.6 1775s 103959 91275 695.02314 124 112 - 533.07151 - 39.7 1780s 104457 91738 630.10596 64 158 - 533.11782 - 39.6 1785s 105014 92285 836.45427 384 49 - 533.11782 - 39.6 1790s 105439 92631 688.94744 181 88 - 533.14107 - 39.6 1795s 105826 92998 746.43951 197 69 - 533.18469 - 39.5 1800s 106341 93463 568.05980 33 161 - 533.24318 - 39.5 1805s 106798 93898 634.60665 63 86 - 533.25638 - 39.5 1810s 107222 94305 733.15237 315 72 - 533.25777 - 39.5 1815s 107644 94629 586.08827 29 163 - 533.29984 - 39.5 1820s 107864 94845 705.56376 159 94 - 533.29984 - 39.5 1825s 108354 95259 infeasible 445 - 533.29984 - 39.5 1830s 108764 95630 649.99373 300 75 - 533.30084 - 39.5 1835s 109128 95941 741.00533 121 100 - 533.30293 - 39.5 1840s 109708 96413 599.38183 51 109 - 533.38129 - 39.4 1845s 110138 96830 696.85799 46 145 - 533.40028 - 39.4 1850s 110580 97236 634.94357 272 98 - 533.41434 - 39.4 1855s 110968 97552 558.26517 73 163 - 533.43431 - 39.4 1860s 111199 97739 603.78431 47 165 - 533.44668 - 39.5 1865s 111673 98209 872.50519 296 73 - 533.44668 - 39.4 1870s 112105 98620 786.63179 241 57 - 533.45282 - 39.4 1875s 112467 98934 565.46704 54 164 - 533.46160 - 39.4 1880s 112686 99110 683.35981 98 132 - 533.54350 - 39.5 1885s 113236 99617 562.40809 49 114 - 533.58896 - 39.4 1890s 113773 100105 568.36742 22 186 - 533.59083 - 39.4 1895s 114118 100432 782.55529 240 71 - 533.59625 - 39.4 1900s 114478 100727 infeasible 156 - 533.59961 - 39.4 1905s 114703 100883 545.90048 35 177 - 533.62016 - 39.4 1910s 114918 101048 650.34926 64 131 - 533.62880 - 39.5 1915s 115392 101487 593.44052 65 157 - 533.63783 - 39.5 1920s 115942 101997 589.94646 49 103 - 533.63901 - 39.4 1925s 116515 102514 579.97222 34 155 - 533.64837 - 39.3 1930s 116798 102757 infeasible 102 - 533.67668 - 39.4 1935s 117184 103055 684.28921 86 90 - 533.69411 - 39.4 1940s 117709 103551 543.81042 46 177 - 533.69411 - 39.4 1945s 118109 103949 761.92661 266 69 - 533.69411 - 39.4 1950s 118637 104438 566.47601 62 164 - 533.72782 - 39.3 1955s 118885 104650 543.14942 34 168 - 533.73546 - 39.4 1960s 119310 105051 732.39467 244 58 - 533.73804 - 39.4 1965s 119738 105453 684.40884 198 79 - 533.76568 - 39.3 1970s 120220 105855 624.62281 49 100 - 533.79361 - 39.3 1975s 120721 106308 926.10205 346 20 - 533.79361 - 39.3 1980s 120991 106558 629.81305 112 99 - 533.81679 - 39.3 1985s 121508 107027 603.27881 77 87 - 533.83047 - 39.3 1990s 122019 107523 857.30061 411 57 - 533.83047 - 39.2 1995s 122341 107739 573.82302 63 130 - 533.83320 - 39.2 2000s 122535 107905 556.08298 36 108 - 533.86382 - 39.2 2005s 123022 108386 748.40148 346 38 - 533.86382 - 39.2 2010s 123525 108815 600.08084 68 122 - 533.86479 - 39.2 2015s 123895 109147 626.60620 187 78 - 533.86571 - 39.2 2020s 124278 109501 602.49726 63 83 - 533.87084 - 39.2 2025s 124672 109856 600.85513 38 112 - 533.87182 - 39.2 2030s 125313 110404 585.70218 61 146 - 533.87349 - 39.1 2035s 125510 110577 659.89017 88 165 - 533.91660 - 39.2 2040s 125813 110830 685.87303 122 94 - 533.92076 - 39.2 2045s 126320 111281 607.77207 71 126 - 533.92753 - 39.1 2050s 126555 111473 infeasible 127 - 533.93863 - 39.2 2055s 126771 111647 591.75358 63 124 - 533.95027 - 39.2 2060s 127204 112029 547.90873 43 166 - 533.96355 - 39.2 2065s 127494 112284 544.29568 46 96 - 533.97301 - 39.2 2070s 127806 112592 674.22502 191 66 - 533.97301 - 39.2 2075s 128188 112940 598.60512 69 139 - 533.97355 - 39.2 2080s 128638 113361 615.11749 88 75 - 533.98117 - 39.2 2085s 128986 113687 697.08663 248 53 - 533.98180 - 39.2 2090s 129353 114004 742.86656 197 69 - 534.01193 - 39.2 2095s 129753 114350 625.40080 110 83 - 534.01691 - 39.1 2100s 130327 114888 588.20835 54 170 - 534.03371 - 39.1 2105s 130614 115147 642.82678 106 77 - 534.04915 - 39.1 2110s 131189 115671 652.40456 127 114 - 534.05162 - 39.1 2115s 131738 116097 631.02828 75 138 - 534.07696 - 39.0 2120s 131877 116212 658.69946 93 105 - 534.09144 - 39.1 2125s 132405 116696 585.28744 49 154 - 534.09241 - 39.0 2130s 132575 116836 639.23711 94 116 - 534.12874 - 39.1 2135s 133042 117303 804.37108 384 58 - 534.12874 - 39.0 2140s 133401 117571 648.68589 92 145 - 534.13638 - 39.0 2145s 133629 117765 653.34999 114 66 - 534.14202 - 39.1 2150s 134223 118311 579.86710 37 142 - 534.14512 - 39.0 2155s 134807 118885 987.97174 440 56 - 534.14512 - 39.0 2160s 135086 119090 558.32240 41 181 - 534.15950 - 39.0 2165s 135685 119634 540.98315 28 142 - 534.17879 - 38.9 2170s 135944 119857 646.60905 98 129 - 534.19611 - 38.9 2175s 136109 119974 550.11367 51 157 - 534.22797 - 39.0 2180s 136589 120434 837.82197 299 47 - 534.22797 - 39.0 2185s 137048 120859 744.49560 336 56 - 534.23344 - 39.0 2190s 137381 121138 619.25540 111 139 - 534.23381 - 39.0 2195s 137914 121641 569.20171 64 104 - 534.23928 - 38.9 2200s 138451 122145 616.81986 85 123 - 534.24169 - 38.9 2205s 138953 122601 596.57878 45 183 - 534.25345 - 38.9 2210s 139546 123151 576.74808 32 190 - 534.28861 - 38.8 2215s 139960 123561 830.55417 292 48 - 534.28861 - 38.8 2220s 140562 124112 902.35566 335 33 - 534.30491 - 38.7 2225s 141061 124574 730.68084 391 79 - 534.31254 - 38.7 2230s 141513 124917 536.40001 27 229 - 534.32699 - 38.7 2235s 141959 125360 762.55668 302 22 - 534.32699 - 38.6 2240s 142420 125804 761.80064 313 54 - 534.35665 - 38.6 2245s 142900 126198 765.51467 182 60 - 534.36126 - 38.6 2250s 143265 126429 573.15571 40 152 - 534.36477 - 38.6 2255s 143603 126741 730.61558 238 62 - 534.36477 - 38.6 2260s 144022 127092 634.78604 103 122 - 534.37696 - 38.6 2265s 144361 127297 582.80250 61 176 - 534.38802 - 38.6 2270s 144689 127625 767.87065 234 59 - 534.38802 - 38.6 2275s 145171 128016 559.33691 39 209 - 534.40950 - 38.6 2280s 145460 128281 687.88871 149 74 - 534.41110 - 38.6 2285s 146068 128854 629.30083 92 161 - 534.41378 - 38.6 2290s 146237 129005 644.96440 81 117 - 534.42981 - 38.6 2295s 146656 129401 578.54425 65 141 - 534.44797 - 38.6 2300s 147085 129826 762.92291 352 71 - 534.44797 - 38.6 2305s 147430 130042 586.32594 43 152 - 534.48328 - 38.7 2310s 148033 130594 567.58084 37 154 - 534.48328 - 38.6 2315s 148270 130815 679.85071 177 98 - 534.48328 - 38.6 2320s 148837 131282 543.34949 36 200 - 534.49697 - 38.6 2325s 149013 131451 673.41138 124 110 - 534.49697 - 38.7 2330s 149533 131896 588.70510 89 79 - 534.49800 - 38.6 2335s 150059 132357 611.65588 77 128 - 534.50347 - 38.6 2340s 150201 132475 669.71030 81 104 - 534.50401 - 38.6 2345s 150356 132574 605.90074 68 140 - 534.51280 - 38.7 2350s 150866 133081 934.80060 405 45 - 534.51280 - 38.7 2355s 151351 133533 700.22732 219 70 - 534.52190 - 38.6 2360s 151802 133883 566.22908 39 189 - 534.52842 - 38.7 2365s 152249 134323 882.67149 256 55 - 534.52842 - 38.6 2370s 152780 134777 887.70458 337 49 - 534.52940 - 38.6 2375s 153163 135067 616.66310 126 77 - 534.54040 - 38.6 2380s 153815 135667 590.56440 72 192 - 534.54998 - 38.5 2385s 154357 136161 602.30848 73 130 - 534.56178 - 38.5 2390s 154888 136617 546.94436 32 202 - 534.58879 - 38.5 2395s 155394 137118 946.36982 314 55 - 534.58879 - 38.4 2400s 155714 137322 infeasible 109 - 534.59597 - 38.4 2405s 156189 137723 infeasible 40 - 534.61025 - 38.4 2410s 156655 138187 846.06345 311 66 - 534.61025 - 38.4 2415s 157263 138746 786.89430 385 53 - 534.61671 - 38.4 2420s 157615 139018 587.65417 37 185 - 534.63439 - 38.4 2425s 158044 139443 1109.42405 296 68 - 534.63439 - 38.4 2430s 158327 139664 715.43937 125 78 - 534.63557 - 38.4 2435s 158729 139870 619.50865 64 126 - 534.64722 - 38.4 2440s 159211 140306 849.21075 318 46 - 534.64722 - 38.4 2445s 159682 140759 785.61035 338 57 - 534.65424 - 38.4 2450s 159951 140936 553.21450 32 107 - 534.66727 - 38.4 2455s 160229 141181 635.17931 104 132 - 534.67970 - 38.5 2460s 160656 141548 infeasible 250 - 534.69048 - 38.4 2465s 161006 141818 568.06581 39 211 - 534.72782 - 38.5 2470s 161659 142448 598.57351 57 160 - 534.73132 - 38.4 2475s 161960 142694 588.12786 52 148 - 534.74185 - 38.4 2480s 162231 142922 607.14596 87 136 - 534.74916 - 38.5 2485s 162717 143335 576.76487 33 191 - 534.74941 - 38.5 2490s 163163 143768 898.43575 332 62 - 534.74941 - 38.5 2495s 163466 144048 606.38893 52 168 - 534.77070 - 38.4 2500s 164093 144669 896.83799 489 46 - 534.77070 - 38.4 2505s 164404 144883 572.62480 43 177 - 534.80079 - 38.4 2510s 164991 145400 603.99382 66 96 - 534.80422 - 38.4 2515s 165514 145913 906.72953 353 39 - 534.80422 - 38.3 2520s 165773 146091 553.62789 41 125 - 534.80925 - 38.4 2525s 165887 146191 595.30997 48 197 - 534.83280 - 38.4 2530s 166419 146701 900.92727 345 38 - 534.83280 - 38.4 2535s 166738 147000 744.61769 216 64 - 534.84501 - 38.4 2540s 167161 147319 592.16919 41 190 - 534.86419 - 38.4 2545s 167423 147547 551.56995 60 168 - 534.86923 - 38.4 2550s 167713 147819 670.93308 189 80 - 534.86923 - 38.4 2555s 168384 148452 750.88829 301 44 - 534.88069 - 38.4 2560s 168663 148685 infeasible 69 - 534.89527 - 38.4 2565s 168937 148946 715.55619 167 75 - 534.90401 - 38.4 2570s 169325 149304 623.30459 79 142 - 534.92060 - 38.4 2575s 169784 149725 629.22042 89 102 - 534.92721 - 38.4 2580s 170252 150081 548.68134 39 129 - 534.94303 - 38.4 2585s 170505 150302 666.74629 103 130 - 534.95484 - 38.4 2590s 171083 150796 565.07539 26 169 - 534.97109 - 38.3 2595s 171373 151075 689.43899 202 104 - 534.97283 - 38.4 2600s 171849 151483 718.92953 82 123 - 534.97390 - 38.3 2605s 172428 151994 598.83215 43 148 - 534.97463 - 38.3 2610s 172772 152307 640.49175 186 61 - 535.01495 - 38.3 2615s 173205 152700 628.17156 68 100 - 535.02398 - 38.3 2620s 173593 153086 infeasible 339 - 535.02398 - 38.3 2625s 173914 153341 648.56524 99 176 - 535.03829 - 38.3 2630s 174407 153819 589.11756 51 177 - 535.04196 - 38.3 2635s 174944 154350 893.26633 379 60 - 535.04196 - 38.3 2640s 175284 154649 580.30421 39 155 - 535.06637 - 38.3 2645s 175475 154822 745.33197 139 116 - 535.06637 - 38.3 2650s 176156 155440 589.02692 65 160 - 535.07154 - 38.3 2655s 176495 155769 949.23679 283 54 - 535.07154 - 38.3 2660s 176766 155979 694.16479 75 121 - 535.07990 - 38.3 2665s 177277 156450 980.38571 348 55 - 535.07990 - 38.3 2670s 177682 156762 686.38267 102 130 - 535.10672 - 38.3 2675s 177916 156970 685.45277 87 154 - 535.12196 - 38.4 2680s 178480 157504 732.47709 425 61 - 535.13234 - 38.3 2685s 179041 158002 731.46403 230 93 - 535.13562 - 38.3 2690s 179359 158260 609.61784 50 137 - 535.13989 - 38.3 2695s 179969 158822 583.42444 47 117 - 535.14006 - 38.2 2700s 180278 159103 661.07613 151 59 - 535.16922 - 38.3 2705s 180808 159607 1039.91391 467 74 - 535.16922 - 38.2 2710s 181196 159958 717.03432 239 67 - 535.16927 - 38.2 2715s 181584 160199 535.81763 45 148 - 535.18301 - 38.2 2720s 181902 160465 579.44535 35 128 - 535.20153 - 38.2 2725s 182136 160672 606.79336 41 149 - 535.21239 - 38.3 2730s 182542 161066 771.92474 310 67 - 535.21239 - 38.3 2735s 182919 161408 655.84933 99 96 - 535.21674 - 38.3 2740s 183448 161892 580.74579 43 123 - 535.21720 - 38.3 2745s 183707 162149 675.86580 194 74 - 535.21720 - 38.3 2750s 184080 162466 615.38206 64 123 - 535.21953 - 38.3 2755s 184265 162603 578.68332 31 154 - 535.23509 - 38.3 2760s 184480 162794 infeasible 140 - 535.23509 - 38.3 2765s 184785 163039 645.85879 215 73 - 535.23587 - 38.3 2770s 185243 163414 597.42200 56 151 - 535.24473 - 38.3 2775s 185520 163656 611.70879 71 115 - 535.26283 - 38.4 2780s 186182 164264 616.41314 92 166 - 535.26950 - 38.3 2785s 186610 164665 638.45836 112 127 - 535.29135 - 38.3 2790s 186866 164875 557.89607 36 168 - 535.30816 - 38.3 2795s 186992 164983 infeasible 66 - 535.30877 - 38.4 2800s 187473 165435 infeasible 318 - 535.31617 - 38.4 2805s 187816 165662 574.19278 28 170 - 535.33485 - 38.4 2810s 188462 166288 959.25576 436 40 - 535.33485 - 38.4 2815s 188748 166526 641.80192 74 144 - 535.34678 - 38.4 2820s 189247 166998 901.29879 363 44 - 535.34678 - 38.3 2825s 189829 167484 547.39388 30 207 - 535.36567 - 38.3 2830s 190120 167755 696.99464 130 79 - 535.36567 - 38.3 2835s 190576 168154 670.67931 123 111 - 535.37131 - 38.3 2840s 191034 168566 613.84194 26 215 - 535.37526 - 38.3 2845s 191113 168629 615.76553 51 141 - 535.38231 - 38.4 2850s 191625 169088 583.21895 40 154 - 535.38326 - 38.3 2855s 191802 169247 664.50183 83 139 - 535.38956 - 38.4 2860s 192192 169637 796.01230 310 73 - 535.38956 - 38.4 2865s 192533 169901 625.94636 63 158 - 535.45916 - 38.4 2870s 192722 170073 666.94720 121 107 - 535.45959 - 38.4 2875s 193135 170454 625.04438 60 72 - 535.45969 - 38.4 2880s 193418 170686 599.60460 61 157 - 535.49831 - 38.4 2885s 193860 171020 572.33769 30 181 - 535.50960 - 38.4 2890s 194134 171289 731.90977 207 78 - 535.50960 - 38.4 2895s 194614 171716 609.66067 66 137 - 535.52756 - 38.4 2900s 195021 172088 728.36788 306 77 - 535.52824 - 38.4 2905s 195419 172428 615.17762 48 192 - 535.53550 - 38.4 2910s 195591 172562 584.61498 60 85 - 535.54568 - 38.4 2915s 195788 172711 655.40649 76 119 - 535.55417 - 38.5 2920s 196414 173278 704.70920 124 82 - 535.56212 - 38.4 2925s 196964 173771 infeasible 78 - 535.57007 - 38.4 2930s 197354 174147 734.83384 245 78 - 535.57551 - 38.4 2935s 197922 174676 608.15058 60 108 - 535.58205 - 38.4 2940s 198539 175237 953.38061 401 56 - 535.58893 - 38.3 2945s 198786 175414 594.51690 41 160 - 535.59859 - 38.4 2950s 199141 175767 736.05842 260 68 - 535.59859 - 38.4 2955s 199533 176112 678.29528 105 88 - 535.60032 - 38.4 2960s 200014 176519 590.13497 63 135 - 535.60047 - 38.4 2965s 200252 176714 601.28570 73 174 - 535.61098 - 38.4 2970s 200723 177175 912.19946 420 47 - 535.61098 - 38.4 2975s 201372 177760 556.47242 55 172 - 535.61646 - 38.3 2980s 201576 177926 615.04295 52 187 - 535.61931 - 38.4 2985s 202148 178484 1086.82081 399 49 - 535.61931 - 38.3 2990s 202370 178639 583.10655 34 165 - 535.66258 - 38.4 2995s 202566 178791 695.62233 97 146 - 535.67359 - 38.4 3000s 202982 179163 680.93651 285 88 - 535.67858 - 38.4 3005s 203515 179639 545.90071 37 155 - 535.69557 - 38.4 3010s 204088 180209 934.72960 398 64 - 535.69557 - 38.3 3015s 204391 180465 659.78225 121 95 - 535.70186 - 38.3 3020s 204598 180653 661.70683 76 157 - 535.70260 - 38.4 3025s 204702 180707 670.61405 92 135 - 535.70260 - 38.4 3030s 204876 180749 584.78235 41 155 - 535.70321 - 38.5 3035s 205291 181139 546.68433 45 184 - 535.71388 - 38.5 3040s 205737 181555 887.19015 338 53 - 535.71388 - 38.4 3045s 206197 181948 771.38648 288 62 - 535.71430 - 38.4 3050s 206549 182253 689.79327 201 63 - 535.71579 - 38.4 3055s 206972 182630 598.71672 170 104 - 535.73176 - 38.4 3060s 207468 183089 570.21782 61 99 - 535.73190 - 38.4 3065s 207698 183287 651.97542 82 149 - 535.74140 - 38.4 3070s 207897 183432 infeasible 91 - 535.74833 - 38.5 3075s 208069 183586 690.88687 105 81 - 535.75471 - 38.5 3080s 208540 184039 624.43807 75 166 - 535.75851 - 38.5 3085s 208894 184317 infeasible 97 - 535.76581 - 38.5 3090s 209085 184502 672.39012 150 66 - 535.76723 - 38.5 3095s 209513 184852 infeasible 91 - 535.76989 - 38.5 3100s 209854 185105 634.18082 74 112 - 535.77873 - 38.6 3105s 210137 185370 722.46753 185 91 - 535.79513 - 38.6 3110s 210546 185718 567.01158 50 175 - 535.80992 - 38.6 3115s 211047 186187 579.60406 51 150 - 535.81760 - 38.5 3120s 211252 186354 682.64789 78 124 - 535.82014 - 38.6 3125s 211684 186782 813.41219 396 69 - 535.82014 - 38.6 3130s 212139 187172 648.82960 133 75 - 535.82016 - 38.6 3135s 212566 187557 592.15628 56 151 - 535.82637 - 38.6 3140s 212771 187714 597.51794 54 179 - 535.85399 - 38.6 3145s 213263 188195 infeasible 384 - 535.85399 - 38.6 3150s 213737 188631 775.62548 347 69 - 535.85868 - 38.6 3155s 214164 189028 688.45104 216 101 - 535.86419 - 38.5 3160s 214468 189294 infeasible 72 - 535.86763 - 38.5 3165s 214960 189753 557.81650 45 153 - 535.86800 - 38.5 3170s 215479 190249 703.15510 344 67 - 535.86800 - 38.5 3175s 215892 190632 661.47028 134 94 - 535.88724 - 38.5 3180s 216391 191062 633.71655 88 151 - 535.88773 - 38.5 3185s 216892 191537 837.28043 319 66 - 535.89351 - 38.5 3190s 217183 191792 736.02607 139 88 - 535.90333 - 38.5 3195s 217692 192227 infeasible 74 - 535.90739 - 38.5 3200s 217987 192472 548.95821 56 161 - 535.92594 - 38.5 3205s 218178 192622 634.85410 82 175 - 535.92677 - 38.5 3210s 218362 192762 663.48301 71 61 - 535.92935 - 38.6 3215s 218884 193232 621.19037 77 127 - 535.93205 - 38.5 3220s 219124 193458 664.40298 148 115 - 535.93584 - 38.5 3225s 219533 193851 infeasible 393 - 535.93584 - 38.5 3230s 219697 193966 575.88511 29 169 - 535.95494 - 38.6 3235s 219857 194120 678.67142 104 115 - 535.95494 - 38.6 3240s 220210 194426 infeasible 104 - 535.96100 - 38.6 3245s 220644 194802 550.16938 37 189 - 535.97276 - 38.6 3250s 220966 195109 646.10829 178 38 - 535.97356 - 38.6 3255s 221447 195558 638.44927 75 97 - 535.97999 - 38.6 3260s 221721 195768 635.75064 86 130 - 535.99559 - 38.6 3265s 222213 196216 infeasible 100 - 535.99780 - 38.6 3270s 222505 196418 596.37124 72 154 - 536.00341 - 38.7 3275s 222809 196717 759.97185 263 74 - 536.00341 - 38.7 3280s 223208 197018 infeasible 54 - 536.03122 - 38.7 3285s 223655 197423 797.76631 285 63 - 536.04515 - 38.7 3290s 224132 197816 626.54136 70 121 - 536.04618 - 38.6 3295s 224449 198040 603.43305 85 150 - 536.05041 - 38.6 3300s 224600 198149 631.56072 81 173 - 536.05340 - 38.7 3305s 224855 198387 711.50839 140 120 - 536.05805 - 38.7 3310s 225298 198806 765.67203 315 65 - 536.05915 - 38.7 3315s 225736 199113 572.80009 57 138 - 536.06959 - 38.7 3320s 226225 199579 594.46234 63 163 - 536.07038 - 38.7 3325s 226319 199673 693.64132 108 58 - 536.07038 - 38.7 3330s 226770 200098 infeasible 329 - 536.07038 - 38.7 3335s 227208 200469 714.01597 211 67 - 536.07267 - 38.7 3340s 227659 200875 752.08645 213 74 - 536.08161 - 38.7 3345s 228165 201253 596.32243 68 120 - 536.09227 - 38.7 3350s 228573 201627 666.17328 78 151 - 536.10565 - 38.7 3355s 229045 202070 599.53309 79 95 - 536.10592 - 38.7 3360s 229617 202572 603.74007 72 134 - 536.11563 - 38.6 3365s 230200 203112 667.24197 137 89 - 536.11637 - 38.6 3370s 230666 203508 592.19665 51 162 - 536.12260 - 38.6 3375s 230978 203755 557.60042 37 118 - 536.15585 - 38.6 3380s 231403 204144 572.38142 29 165 - 536.16483 - 38.6 3385s 231731 204397 636.51798 113 93 - 536.17523 - 38.6 3390s 232096 204752 827.74319 321 57 - 536.17523 - 38.6 3395s 232507 205046 677.40741 96 107 - 536.17770 - 38.6 3400s 233054 205539 586.20828 31 193 - 536.18309 - 38.6 3405s 233393 205866 747.99697 152 67 - 536.19094 - 38.6 3410s 233826 206249 549.07173 39 199 - 536.19258 - 38.6 3415s 234352 206757 837.45520 390 51 - 536.19258 - 38.6 3420s 234801 207099 680.10652 148 83 - 536.19339 - 38.6 3426s 235235 207472 618.52104 100 136 - 536.19667 - 38.6 3430s 235726 207943 infeasible 442 - 536.19667 - 38.5 3435s 235989 208120 636.26455 65 115 - 536.20350 - 38.6 3440s 236579 208669 640.76629 84 134 - 536.20412 - 38.5 3445s 237144 209157 606.41798 38 209 - 536.20447 - 38.5 3450s 237381 209363 635.85334 99 91 - 536.20714 - 38.5 3455s 237978 209906 infeasible 65 - 536.21339 - 38.5 3460s 238329 210237 692.36238 202 79 - 536.22260 - 38.5 3465s 238949 210813 688.25259 266 62 - 536.23081 - 38.5 3470s 239375 211142 557.81482 46 115 - 536.23542 - 38.5 3475s 239638 211346 infeasible 87 - 536.24914 - 38.5 3480s 239838 211492 569.18562 36 173 - 536.25950 - 38.6 3485s 240044 211650 557.54951 49 145 - 536.26569 - 38.6 3490s 240446 212029 723.13415 264 71 - 536.27583 - 38.6 3495s 241030 212503 600.32907 69 145 - 536.28113 - 38.6 3500s 241480 212947 876.80353 364 49 - 536.28113 - 38.5 3505s 242108 213451 545.55880 45 152 - 536.28324 - 38.5 3510s 242516 213828 759.14041 252 55 - 536.29391 - 38.5 3515s 242913 214114 566.10401 49 142 - 536.31104 - 38.5 3520s 243260 214441 670.57295 204 85 - 536.31439 - 38.5 3525s 243714 214865 589.39023 76 81 - 536.32416 - 38.5 3530s 244269 215394 652.44599 131 80 - 536.32507 - 38.5 3535s 244841 215861 597.77181 71 96 - 536.36147 - 38.5 3540s 245052 216054 710.56512 128 101 - 536.36785 - 38.5 3545s 245584 216532 616.08853 77 168 - 536.37228 - 38.4 3550s 245817 216739 669.33767 137 80 - 536.38022 - 38.5 3555s 246216 217074 638.56528 93 129 - 536.38130 - 38.5 3560s 246685 217479 630.06387 41 123 - 536.39484 - 38.5 3565s 247173 217956 820.14782 353 52 - 536.39484 - 38.5 3570s 247556 218226 619.04619 85 102 - 536.40236 - 38.5 3575s 248107 218752 620.63548 77 153 - 536.40515 - 38.4 3580s 248597 219242 854.56337 385 46 - 536.40515 - 38.4 3585s 248833 219423 595.03848 44 164 - 536.41653 - 38.4 3590s 249250 219834 830.57825 295 24 - 536.41653 - 38.4 3595s Cutting planes: Learned: 43 Gomory: 60 Cover: 212 Implied bound: 25 Clique: 8 MIR: 642 GUB cover: 35 Zero half: 155 Explored 249585 nodes (9595567 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 5.370000000000e+02, gap -