Gurobi 5.0.1 (linux64) logging started Thu Jan 3 20:27:29 2013 Optimize a model with 10402 rows, 10201 columns and 63966 nonzeros Presolve removed 3079 rows and 3709 columns Presolve time: 0.14s Presolved: 7323 rows, 6492 columns, 45070 nonzeros Variable types: 100 continuous, 6392 integer (6392 binary) Root relaxation: objective 4.137403e+02, 787 iterations, 0.06 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 413.74028 0 193 - 413.74028 - - 0s 0 0 423.90995 0 199 - 423.90995 - - 0s 0 0 425.18425 0 206 - 425.18425 - - 0s 0 0 426.07867 0 213 - 426.07867 - - 0s 0 0 426.28540 0 216 - 426.28540 - - 1s 0 0 426.28749 0 215 - 426.28749 - - 1s 0 0 426.28749 0 225 - 426.28749 - - 1s 0 0 426.28749 0 187 - 426.28749 - - 1s 0 0 426.58674 0 197 - 426.58674 - - 1s 0 0 426.58674 0 215 - 426.58674 - - 2s 0 0 426.65726 0 190 - 426.65726 - - 2s 0 0 426.68290 0 211 - 426.68290 - - 2s 0 0 426.72777 0 209 - 426.72777 - - 2s 0 0 426.73162 0 215 - 426.73162 - - 2s 0 0 426.73162 0 196 - 426.73162 - - 2s 0 0 426.73162 0 182 - 426.73162 - - 3s 0 0 426.73162 0 190 - 426.73162 - - 3s 0 0 426.73162 0 198 - 426.73162 - - 3s 0 0 426.73162 0 198 - 426.73162 - - 4s 0 2 426.73162 0 188 - 426.73162 - - 5s 601 476 664.95330 210 198 - 426.73637 - 21.2 10s 603 477 565.72128 143 205 - 426.73637 - 21.1 18s 604 478 430.89833 3 174 - 426.75414 - 21.1 24s 605 479 597.64449 175 185 - 431.97734 - 21.1 34s 606 479 545.78718 122 227 - 434.26959 - 21.0 43s 608 481 465.39578 55 230 - 437.90810 - 21.0 49s 609 481 545.78718 122 227 - 440.04948 - 20.9 54s 610 482 490.93407 86 234 - 440.24614 - 20.9 55s 611 483 480.89651 75 227 - 440.55017 - 20.9 61s 612 483 441.09798 3 227 - 441.09798 - 20.8 70s 613 484 490.93407 86 214 - 441.73034 - 20.8 76s 615 485 448.84610 34 224 - 442.09282 - 20.7 83s 616 486 442.11747 17 215 - 442.11747 - 20.7 93s 617 487 456.73172 43 222 - 442.11931 - 20.7 104s 618 487 583.74606 160 222 - 442.13258 - 20.6 109s 619 488 664.95330 210 222 - 442.13258 - 20.6 115s 620 489 448.84610 34 219 - 442.13258 - 20.6 121s 622 490 471.76865 83 228 - 442.14375 - 20.5 133s 623 491 457.20918 63 226 - 442.14754 - 20.5 138s 625 492 545.78718 122 234 - 442.14754 - 20.4 140s 630 495 565.72128 143 247 - 442.14754 - 20.2 145s 634 499 471.76865 83 198 - 442.17894 - 31.0 150s 636 500 442.17894 3 202 - 442.17894 - 30.9 159s 637 501 442.17894 17 200 - 442.17894 - 30.8 169s 638 502 471.76865 83 219 - 442.17894 - 30.8 179s 639 502 501.33520 96 236 - 442.17894 - 30.7 180s 641 504 442.21914 17 224 - 442.21914 - 30.6 188s 643 505 442.21967 28 232 - 442.21967 - 30.5 190s 648 508 442.23483 15 245 - 442.23483 - 30.3 196s 651 512 442.31470 27 236 - 442.23483 - 35.6 200s 756 573 445.23150 34 207 - 442.31580 - 40.4 205s 1009 706 488.07889 62 166 - 442.31916 - 42.7 210s 1316 897 482.38686 161 85 - 442.36743 - 42.3 215s 1663 1060 459.98477 54 194 - 442.46242 - 41.4 220s 1907 1185 459.00785 42 188 - 442.47136 - 43.0 225s 2190 1349 512.31068 112 90 - 442.50826 - 42.8 230s 2755 1773 756.89332 380 32 - 442.50826 - 38.4 235s 3113 2001 523.88873 122 121 - 442.55784 - 38.3 240s 3395 2229 468.84925 47 137 - 442.72643 - 39.1 245s 3866 2591 466.23959 55 177 - 442.73728 - 38.3 250s 4268 2952 517.36778 104 103 - 442.75933 - 37.9 255s 4743 3373 infeasible 78 - 442.83594 - 36.5 260s 5033 3587 461.28338 70 91 - 442.92132 - 37.1 265s 5566 4094 534.42915 325 52 - 442.93341 - 36.1 270s 5926 4374 531.99603 81 148 - 443.03980 - 36.6 275s 6615 4965 641.89571 212 54 - 443.06342 - 35.2 280s 6912 5208 538.47500 79 162 - 443.11273 - 35.7 285s 7282 5568 677.02478 294 55 - 443.11273 - 35.4 290s 7683 5897 infeasible 73 - 443.17776 - 35.6 295s 8001 6158 474.06929 60 169 - 443.25327 - 36.0 300s 8223 6324 infeasible 94 - 443.26645 - 37.2 305s 8778 6834 494.13172 182 70 - 443.30805 - 36.4 310s 9387 7345 460.37789 43 183 - 443.31101 - 35.6 315s 9757 7705 603.78082 270 76 - 443.31101 - 35.8 320s 10133 8003 470.08819 85 130 - 443.32766 - 35.9 325s 10555 8343 444.60388 32 196 - 443.32766 - 35.4 330s 10974 8728 477.87420 119 114 - 443.33967 - 35.5 335s 11683 9350 584.48061 245 69 - 443.37408 - 35.0 340s 12418 9902 449.62054 37 203 - 443.41255 - 34.2 345s 12889 10310 470.95258 81 131 - 443.43249 - 34.1 350s 13388 10758 482.76457 64 155 - 443.43811 - 33.9 355s 13837 11167 542.44689 112 129 - 443.45368 - 33.9 360s 14302 11522 450.85016 36 184 - 443.49960 - 34.0 365s 14673 11863 504.24034 117 121 - 443.49960 - 34.2 370s 15117 12246 497.05102 97 109 - 443.50487 - 34.3 375s 15429 12506 507.92887 102 67 - 443.55861 - 34.7 380s 16037 12993 544.03223 113 86 - 443.57918 - 34.3 385s 16623 13495 464.13751 46 173 - 443.62461 - 34.1 390s 16884 13729 477.75630 66 132 - 443.63713 - 34.6 395s 17374 14175 575.85033 140 78 - 443.63713 - 34.6 400s 17713 14447 463.97347 50 174 - 443.68811 - 34.9 405s 18063 14765 543.51459 121 77 - 443.68939 - 35.1 410s 18610 15286 665.19666 308 48 - 443.69382 - 35.0 415s 19066 15619 infeasible 131 - 443.70312 - 35.1 420s 19481 15942 infeasible 64 - 443.72136 - 35.1 425s 19753 16176 infeasible 62 - 443.78452 - 35.4 430s 20143 16507 461.65106 51 173 - 443.78905 - 35.5 435s 20402 16721 499.86199 85 114 - 443.80235 - 35.7 440s 20680 16970 462.74866 49 165 - 443.80412 - 35.8 445s 21263 17506 447.18597 42 203 - 443.80516 - 35.5 450s 21688 17859 475.59715 58 169 - 443.82846 - 35.6 455s 22255 18394 527.03605 190 58 - 443.84949 - 35.5 460s 22800 18889 473.48880 61 148 - 443.90124 - 35.3 465s 23290 19320 509.18969 65 147 - 443.92072 - 35.1 470s 23662 19644 546.40227 100 130 - 443.95762 - 35.2 475s 24016 19979 576.49439 121 58 - 444.03203 - 35.4 480s 24540 20438 535.38070 95 124 - 444.03922 - 35.4 485s 25070 20907 infeasible 56 - 444.05011 - 35.2 490s 25629 21435 491.65952 97 116 - 444.05123 - 35.1 495s 26060 21758 458.45392 42 176 - 444.14284 - 35.2 500s 26322 21966 476.17693 71 138 - 444.15157 - 35.5 505s 26667 22267 476.65770 95 171 - 444.26770 - 35.7 510s 26898 22462 557.87103 69 166 - 444.30207 - 36.0 515s H26966 22010 704.0000000 444.30207 36.9% 36.0 516s H26966 21909 697.0000000 444.30207 36.3% 36.0 516s 27155 22075 569.64937 117 94 697.00000 444.34067 36.2% 36.1 520s 27427 22322 564.28923 68 117 697.00000 444.41484 36.2% 36.1 525s 27670 22514 488.96806 61 126 697.00000 444.43219 36.2% 36.2 530s 27914 22734 465.94329 50 137 697.00000 444.48046 36.2% 36.2 535s 28157 22961 496.24049 59 168 697.00000 444.51544 36.2% 36.0 540s 28307 23099 589.35179 121 99 697.00000 444.51544 36.2% 36.2 545s 28427 23215 612.18283 212 91 697.00000 444.51544 36.2% 36.1 552s 28454 23242 633.04547 222 71 697.00000 444.51544 36.2% 36.1 559s H28481 23085 682.0000000 444.51544 34.8% 36.1 570s 28509 23101 665.39450 248 77 682.00000 444.51544 34.8% 36.1 582s 28536 23110 469.64598 56 179 682.00000 444.51834 34.8% 36.1 596s 28563 23133 578.19211 81 166 682.00000 444.51834 34.8% 36.1 611s 28590 23152 487.88291 52 166 682.00000 444.52879 34.8% 36.1 624s 28593 23155 489.68056 55 167 682.00000 444.52879 34.8% 36.1 625s H28617 20957 625.0000000 444.52879 28.9% 36.1 644s 28713 21050 cutoff 173 625.00000 444.52879 28.9% 36.1 645s 28979 21264 449.19319 40 191 625.00000 444.54270 28.9% 36.3 650s 29405 21654 547.89758 69 114 625.00000 444.56036 28.9% 36.2 655s 29876 22065 602.91270 268 88 625.00000 444.60002 28.9% 36.1 660s 30157 22271 480.33241 82 141 625.00000 444.61261 28.9% 36.1 665s 30572 22646 579.81353 145 97 625.00000 444.65586 28.9% 36.1 670s *30651 22155 224 615.0000000 444.65586 27.7% 36.0 672s 30851 22315 586.10541 125 144 615.00000 444.66822 27.7% 36.0 675s 31114 22526 474.91716 114 93 615.00000 444.69364 27.7% 36.1 680s 31673 23036 554.02805 127 106 615.00000 444.71801 27.7% 35.9 685s 32038 23318 469.06990 51 171 615.00000 444.93422 27.7% 36.0 690s 32633 23860 605.99789 186 74 615.00000 444.99534 27.6% 35.9 695s 33126 24261 603.36012 278 80 615.00000 445.10922 27.6% 35.8 700s 33498 24558 578.26750 92 98 615.00000 445.18505 27.6% 35.9 705s 33952 24956 446.87550 35 201 615.00000 445.21698 27.6% 35.9 710s 34162 25108 447.75321 36 214 615.00000 445.27296 27.6% 36.2 715s 34499 25396 470.11499 73 168 615.00000 445.31140 27.6% 36.2 720s 35012 25828 497.10359 111 148 615.00000 445.34583 27.6% 36.1 725s 35247 25995 470.54908 47 182 615.00000 445.38272 27.6% 36.3 730s 35615 26297 524.44413 112 138 615.00000 445.39019 27.6% 36.4 735s 36027 26653 562.99599 240 85 615.00000 445.45805 27.6% 36.4 740s 36536 27068 601.31635 62 108 615.00000 445.50341 27.6% 36.3 745s 36963 27423 451.06613 50 178 615.00000 445.54788 27.6% 36.3 750s 37469 27880 482.24770 79 116 615.00000 445.57384 27.5% 36.3 755s 37885 28223 498.31831 67 175 615.00000 445.61523 27.5% 36.3 760s 38292 28559 infeasible 58 615.00000 445.67412 27.5% 36.3 765s 38805 29009 452.07328 52 167 615.00000 445.69419 27.5% 36.3 770s 39356 29494 446.88334 41 185 615.00000 445.71902 27.5% 36.2 775s 39880 29950 478.95875 69 91 615.00000 445.73623 27.5% 36.1 780s 40510 30502 457.29222 52 164 615.00000 445.79132 27.5% 36.0 785s H40804 30486 612.0000000 445.79368 27.2% 35.9 832s 40805 30487 567.27520 198 198 612.00000 445.79368 27.2% 35.9 836s 40807 30488 557.23583 166 205 612.00000 445.79368 27.2% 35.9 844s 40808 30489 472.30741 96 205 612.00000 445.79368 27.2% 35.9 855s 40809 30490 557.23583 166 213 612.00000 445.79368 27.2% 35.9 870s 40811 30491 502.51954 131 245 612.00000 445.79368 27.2% 35.9 879s 40812 30492 557.23583 166 208 612.00000 445.79368 27.2% 35.9 885s 40813 30492 488.93311 71 213 612.00000 445.79368 27.2% 35.9 900s 40814 30493 458.80561 52 213 612.00000 445.79368 27.2% 35.9 915s 40815 30494 549.06776 130 218 612.00000 445.79368 27.2% 35.9 932s 40816 30494 458.61663 66 218 612.00000 445.79368 27.2% 35.9 939s H40816 28969 573.0000000 445.79368 22.2% 35.9 940s 40826 28978 447.08860 44 186 573.00000 445.79368 22.2% 36.0 945s 40871 29008 467.85052 66 181 573.00000 445.79368 22.2% 36.1 950s H40898 27573 564.0000000 445.79368 21.0% 36.1 954s 40905 27580 514.15506 83 156 564.00000 445.79368 21.0% 36.1 955s H40925 26207 562.0000000 445.79368 20.7% 36.1 960s 41103 26284 480.35609 62 174 562.00000 445.79368 20.7% 36.2 965s H41170 24988 561.0000000 445.79368 20.5% 36.2 975s 41292 25070 521.12666 112 155 561.00000 445.79368 20.5% 36.3 980s 41535 25156 479.58701 91 142 561.00000 445.79368 20.5% 36.4 985s 41821 25332 502.86151 129 135 561.00000 445.79368 20.5% 36.3 990s H42018 23982 539.0000000 445.79368 17.3% 36.2 1000s 42233 24097 472.31068 68 148 539.00000 446.01286 17.3% 36.2 1005s 42498 24215 465.88697 75 97 539.00000 446.51043 17.2% 36.3 1010s 42835 24402 483.33107 61 141 539.00000 446.54703 17.2% 36.3 1015s 43206 24601 457.89765 48 217 539.00000 446.64621 17.1% 36.2 1020s 43550 24783 454.10269 48 163 539.00000 446.84426 17.1% 36.2 1025s 43862 24947 459.57205 58 175 539.00000 447.09653 17.1% 36.3 1030s 44249 25150 476.92891 93 135 539.00000 447.22699 17.0% 36.3 1035s *44405 24057 248 538.0000000 447.22699 16.9% 36.2 1036s 44725 24206 504.18350 119 92 538.00000 447.69917 16.8% 36.2 1040s 45133 24433 450.09347 47 206 538.00000 447.89765 16.7% 36.1 1045s 45493 24628 466.16133 53 178 538.00000 448.00179 16.7% 36.1 1050s 45737 24755 499.81602 164 147 538.00000 448.04458 16.7% 36.2 1055s 46243 25023 455.55319 49 210 538.00000 448.18926 16.7% 36.1 1060s 46584 25196 523.76201 75 196 538.00000 448.35614 16.7% 36.1 1065s 46952 25383 517.90011 108 156 538.00000 448.44579 16.6% 36.2 1070s 47345 25561 471.88466 71 166 538.00000 448.56692 16.6% 36.2 1075s 47809 25834 507.44111 251 102 538.00000 448.68603 16.6% 36.2 1080s 48166 25994 500.27720 90 203 538.00000 448.84151 16.6% 36.2 1085s 48529 26143 467.10222 72 185 538.00000 449.13104 16.5% 36.2 1090s 48926 26340 471.74652 75 107 538.00000 449.32380 16.5% 36.2 1095s H49079 24856 529.0000000 449.33161 15.1% 36.2 1101s 49378 25012 494.62670 73 168 529.00000 449.37451 15.1% 36.1 1105s 49748 25217 infeasible 110 529.00000 449.51817 15.0% 36.2 1110s 50089 25366 455.68214 50 227 529.00000 449.81791 15.0% 36.2 1115s 50565 25617 496.51245 78 222 529.00000 450.01095 14.9% 36.2 1120s 51005 25852 486.13933 176 167 529.00000 450.08102 14.9% 36.1 1125s 51332 26017 490.67558 228 80 529.00000 450.23827 14.9% 36.1 1130s 51773 26235 454.26336 52 230 529.00000 450.35979 14.9% 36.1 1135s 52093 26409 cutoff 77 529.00000 450.48830 14.8% 36.2 1140s 52420 26544 504.69552 156 125 529.00000 450.60871 14.8% 36.3 1145s 52882 26787 502.85731 260 107 529.00000 450.64969 14.8% 36.2 1150s 53290 27001 522.24807 121 165 529.00000 450.78230 14.8% 36.3 1155s 53620 27155 454.26495 52 211 529.00000 450.93248 14.8% 36.3 1160s 54010 27354 489.21269 105 189 529.00000 451.09874 14.7% 36.3 1165s 54292 27477 456.42121 60 193 529.00000 451.18230 14.7% 36.4 1170s 54835 27792 518.90743 148 83 529.00000 451.24667 14.7% 36.3 1175s 55267 28029 498.96302 103 105 529.00000 451.32398 14.7% 36.2 1180s 55696 28235 476.57842 85 105 529.00000 451.39093 14.7% 36.3 1185s 56009 28376 456.56424 50 217 529.00000 451.47634 14.7% 36.3 1190s 56476 28609 463.24681 71 192 529.00000 451.51271 14.6% 36.3 1195s 56889 28828 514.44267 74 178 529.00000 451.56752 14.6% 36.4 1200s 57208 28964 475.74093 70 200 529.00000 451.59262 14.6% 36.4 1205s 57521 29119 495.87781 106 122 529.00000 451.63381 14.6% 36.5 1210s 57947 29331 474.98900 73 165 529.00000 451.73437 14.6% 36.5 1215s 58160 29391 467.31229 52 189 529.00000 451.77286 14.6% 36.7 1220s 58420 29518 507.38508 66 190 529.00000 451.82702 14.6% 36.8 1225s 58854 29727 499.43341 129 157 529.00000 451.84149 14.6% 36.8 1230s 59184 29858 522.54910 137 100 529.00000 451.88042 14.6% 36.8 1235s 59434 29957 480.72755 59 209 529.00000 451.93553 14.6% 36.9 1240s 59709 30060 465.89460 55 199 529.00000 451.96854 14.6% 37.0 1245s 60122 30266 478.18556 78 150 529.00000 452.00230 14.6% 37.0 1250s 60546 30520 506.07890 274 94 529.00000 452.01851 14.6% 37.0 1255s 60993 30734 479.97095 118 153 529.00000 452.08048 14.5% 37.0 1260s 61206 30807 472.33599 65 147 529.00000 452.11774 14.5% 37.1 1266s 61441 30940 522.50679 174 84 529.00000 452.12084 14.5% 37.1 1270s 61477 30945 495.11215 62 186 529.00000 452.14369 14.5% 37.1 1275s 61496 30948 452.16021 56 183 529.00000 452.14692 14.5% 37.2 1280s 61507 30955 468.36252 67 199 529.00000 452.14692 14.5% 37.2 1285s 61519 30959 475.93063 76 184 529.00000 452.14692 14.5% 37.2 1290s 61529 30966 483.25275 86 214 529.00000 452.14692 14.5% 37.2 1295s 61537 30971 488.26960 94 175 529.00000 452.14692 14.5% 37.2 1300s 61546 30977 490.53912 103 144 529.00000 452.14692 14.5% 37.2 1305s 61548 30979 491.08509 105 184 529.00000 452.14692 14.5% 37.2 1311s 61814 31072 470.30136 61 203 529.00000 452.21698 14.5% 37.2 1315s 62177 31255 527.66338 153 78 529.00000 452.25129 14.5% 37.2 1320s 62559 31440 478.42165 62 216 529.00000 452.30268 14.5% 37.3 1325s 62845 31588 479.81819 87 172 529.00000 452.32413 14.5% 37.3 1330s 63380 31881 463.64198 63 183 529.00000 452.33900 14.5% 37.3 1335s 63846 32098 516.30349 142 70 529.00000 452.37562 14.5% 37.3 1340s 64197 32263 505.04397 97 193 529.00000 452.42101 14.5% 37.3 1345s 64455 32369 480.73439 56 200 529.00000 452.44638 14.5% 37.4 1350s 64798 32537 517.29985 82 202 529.00000 452.46977 14.5% 37.5 1355s 65122 32692 465.92440 69 139 529.00000 452.48092 14.5% 37.4 1375s 65466 32883 499.06095 103 196 529.00000 452.49867 14.5% 37.4 1380s 65802 32992 469.47303 66 177 529.00000 452.52059 14.5% 37.5 1385s 66203 33183 472.91205 54 180 529.00000 452.54061 14.5% 37.5 1390s 66519 33307 infeasible 66 529.00000 452.58750 14.4% 37.5 1395s 66788 33424 475.36053 60 203 529.00000 452.62292 14.4% 37.6 1400s 67152 33609 496.46883 144 144 529.00000 452.63463 14.4% 37.6 1405s 67504 33743 523.89327 76 132 529.00000 452.66286 14.4% 37.7 1410s 67920 33957 480.45524 66 206 529.00000 452.71829 14.4% 37.7 1415s 68322 34144 466.26037 56 152 529.00000 452.76309 14.4% 37.7 1420s 68685 34321 458.08131 65 193 529.00000 452.78563 14.4% 37.7 1425s 69041 34501 463.11254 54 210 529.00000 452.80186 14.4% 37.8 1430s 69394 34657 465.60925 56 191 529.00000 452.82953 14.4% 37.8 1435s 69875 34918 cutoff 221 529.00000 452.84372 14.4% 37.8 1440s 70250 35089 485.81540 70 167 529.00000 452.88828 14.4% 37.8 1445s 70730 35355 507.57921 133 107 529.00000 452.93183 14.4% 37.8 1450s 71199 35584 461.97869 82 184 529.00000 452.98466 14.4% 37.8 1455s 71465 35697 482.29077 70 142 529.00000 453.02608 14.4% 37.8 1460s 71938 35933 475.42375 78 199 529.00000 453.06772 14.4% 37.8 1465s 72164 36024 464.19712 54 144 529.00000 453.09555 14.3% 37.9 1470s *72741 35094 174 527.0000000 453.12047 14.0% 37.8 1474s 72775 35089 infeasible 56 527.00000 453.12853 14.0% 37.8 1475s 73126 35226 467.50447 59 205 527.00000 453.13871 14.0% 37.9 1480s 73609 35463 458.86743 66 216 527.00000 453.16829 14.0% 37.8 1485s 74011 35667 456.57454 55 202 527.00000 453.18464 14.0% 37.8 1490s 74537 35939 464.73214 53 169 527.00000 453.20384 14.0% 37.7 1495s 74895 36108 498.70036 106 152 527.00000 453.21858 14.0% 37.8 1500s 75270 36279 485.32099 80 105 527.00000 453.23391 14.0% 37.8 1505s 75694 36511 521.02645 292 92 527.00000 453.23391 14.0% 37.8 1510s 75988 36613 465.72832 60 194 527.00000 453.25873 14.0% 37.9 1515s 76246 36713 514.00384 62 232 527.00000 453.27471 14.0% 38.0 1520s 76749 36975 458.80306 54 158 527.00000 453.31454 14.0% 37.9 1525s 77051 37106 493.37722 64 168 527.00000 453.33957 14.0% 38.0 1530s 77419 37288 492.87057 103 113 527.00000 453.35696 14.0% 38.0 1535s 77977 37568 524.27226 115 114 527.00000 453.37194 14.0% 37.9 1540s 78295 37681 457.09759 63 170 527.00000 453.37863 14.0% 38.0 1545s 78561 37757 524.31895 99 180 527.00000 453.39308 14.0% 38.1 1550s 79126 38082 498.07899 86 169 527.00000 453.40955 14.0% 38.0 1555s 79612 38342 458.60871 65 210 527.00000 453.41900 14.0% 37.9 1560s 79980 38519 486.86591 156 84 527.00000 453.44009 14.0% 38.0 1565s 80492 38774 509.69921 88 194 527.00000 453.46025 14.0% 37.9 1570s 80934 39000 475.20944 83 223 527.00000 453.49146 13.9% 37.9 1575s 81336 39177 463.43641 56 166 527.00000 453.51308 13.9% 37.9 1580s 81630 39349 504.00612 153 98 527.00000 453.51698 13.9% 37.9 1585s 82191 39632 infeasible 69 527.00000 453.52702 13.9% 37.9 1590s 82450 39712 484.61989 171 83 527.00000 453.54106 13.9% 37.9 1595s 82764 39831 470.16647 88 190 527.00000 453.56489 13.9% 38.0 1600s 83220 40039 482.11251 69 155 527.00000 453.57923 13.9% 37.9 1605s 83714 40272 459.44145 59 188 527.00000 453.59666 13.9% 37.9 1610s 84127 40470 464.18207 61 183 527.00000 453.62441 13.9% 37.9 1615s 84658 40744 484.82054 86 109 527.00000 453.64217 13.9% 37.9 1620s 85095 40961 487.13967 77 150 527.00000 453.66743 13.9% 37.9 1625s 85463 41121 506.62428 90 170 527.00000 453.68522 13.9% 37.9 1630s 86038 41429 468.24785 64 153 527.00000 453.70983 13.9% 37.8 1635s 86571 41668 479.09720 85 138 527.00000 453.72515 13.9% 37.8 1640s 87083 41936 infeasible 127 527.00000 453.75899 13.9% 37.7 1645s 87494 42085 497.47878 71 181 527.00000 453.76835 13.9% 37.7 1650s 87747 42214 513.49394 132 131 527.00000 453.76835 13.9% 37.8 1655s 88298 42472 456.02292 57 171 527.00000 453.78991 13.9% 37.8 1660s 88821 42773 473.31327 81 171 527.00000 453.79800 13.9% 37.7 1665s 89261 43014 478.04683 62 213 527.00000 453.80583 13.9% 37.7 1670s 89697 43237 501.15251 94 167 527.00000 453.81495 13.9% 37.7 1675s 90179 43484 cutoff 102 527.00000 453.82321 13.9% 37.7 1680s 90502 43624 516.66391 174 58 527.00000 453.83552 13.9% 37.7 1685s 90810 43796 504.69006 86 135 527.00000 453.84259 13.9% 37.8 1690s 91098 43936 494.02379 104 88 527.00000 453.86604 13.9% 37.8 1701s 91479 44137 483.12936 102 100 527.00000 453.88422 13.9% 37.7 1705s 91809 44290 489.20100 61 186 527.00000 453.88728 13.9% 37.7 1710s 92081 44419 475.81838 81 136 527.00000 453.90201 13.9% 37.8 1715s 92504 44605 470.15276 71 194 527.00000 453.92635 13.9% 37.8 1720s 92772 44716 521.98463 60 202 527.00000 453.95072 13.9% 37.9 1725s 93149 44899 518.22639 113 119 527.00000 453.95671 13.9% 37.9 1730s 93609 45129 469.87364 61 181 527.00000 453.97629 13.9% 37.9 1735s 93870 45229 458.66330 55 197 527.00000 454.00261 13.9% 38.0 1740s 94361 45492 524.16045 72 175 527.00000 454.01031 13.9% 37.9 1745s 94750 45663 461.26560 52 183 527.00000 454.04432 13.8% 38.0 1750s 95146 45844 473.34445 59 200 527.00000 454.05452 13.8% 38.0 1755s 95448 45983 499.16900 93 130 527.00000 454.06961 13.8% 38.0 1760s 95823 46152 502.58641 70 205 527.00000 454.08022 13.8% 38.0 1765s 96282 46404 484.86268 125 117 527.00000 454.08353 13.8% 38.0 1770s 96726 46606 cutoff 68 527.00000 454.10904 13.8% 38.0 1775s 96997 46712 475.26863 63 170 527.00000 454.12764 13.8% 38.1 1780s 97426 46912 475.14263 70 182 527.00000 454.15068 13.8% 38.1 1785s 97820 47091 516.58811 93 207 527.00000 454.16693 13.8% 38.1 1790s 98253 47297 488.70176 97 137 527.00000 454.18452 13.8% 38.1 1795s 98608 47477 503.96175 116 118 527.00000 454.19884 13.8% 38.1 1800s 99115 47696 459.09679 64 196 527.00000 454.21272 13.8% 38.1 1805s 99531 47917 481.78177 132 181 527.00000 454.23801 13.8% 38.1 1810s 99995 48108 488.30301 70 184 527.00000 454.24559 13.8% 38.1 1815s 100310 48250 481.16200 78 191 527.00000 454.26328 13.8% 38.2 1820s 100712 48440 492.80657 78 193 527.00000 454.27206 13.8% 38.2 1825s 101159 48665 471.70925 68 145 527.00000 454.27767 13.8% 38.2 1830s 101566 48896 469.73571 108 155 527.00000 454.28211 13.8% 38.2 1835s 102010 49274 503.82884 207 114 527.00000 454.29464 13.8% 38.1 1840s 102684 49864 infeasible 88 527.00000 454.30334 13.8% 38.0 1845s 103122 50221 480.72801 56 186 527.00000 454.31567 13.8% 38.0 1850s 103508 50491 479.51969 83 109 527.00000 454.33083 13.8% 38.0 1855s 103872 50753 522.70758 71 180 527.00000 454.36851 13.8% 38.1 1860s 104270 51072 489.48453 71 132 527.00000 454.39221 13.8% 38.1 1865s 104795 51477 490.27772 123 163 527.00000 454.41545 13.8% 38.0 1870s 105145 51753 515.05280 104 149 527.00000 454.42459 13.8% 38.1 1875s 105485 52016 483.60364 82 188 527.00000 454.45706 13.8% 38.1 1880s 105691 52113 520.64257 83 196 527.00000 454.46418 13.8% 38.2 1885s 106186 52510 501.85177 86 118 527.00000 454.48259 13.8% 38.2 1890s 106586 52803 516.11853 99 193 527.00000 454.48997 13.8% 38.2 1895s 106894 53022 459.05386 56 199 527.00000 454.51319 13.8% 38.2 1900s 107178 53224 508.49540 91 137 527.00000 454.52747 13.8% 38.3 1905s 107571 53528 475.40755 62 199 527.00000 454.54371 13.7% 38.3 1910s 108204 54097 504.03099 225 73 527.00000 454.55756 13.7% 38.2 1915s 108766 54577 487.16788 94 217 527.00000 454.56690 13.7% 38.2 1920s 109139 54879 469.70430 112 182 527.00000 454.58776 13.7% 38.2 1925s 109499 55145 infeasible 97 527.00000 454.61253 13.7% 38.2 1930s 109865 55429 492.81367 114 82 527.00000 454.63639 13.7% 38.2 1935s 110355 55833 491.46086 82 183 527.00000 454.65881 13.7% 38.2 1940s 110840 56246 493.90042 96 166 527.00000 454.67063 13.7% 38.2 1945s 111391 56713 462.01770 64 176 527.00000 454.68193 13.7% 38.2 1950s 112004 57269 478.73216 75 110 527.00000 454.68747 13.7% 38.1 1955s 112300 57527 508.93816 123 112 527.00000 454.69411 13.7% 38.1 1960s 112651 57795 462.26341 51 212 527.00000 454.70899 13.7% 38.1 1965s 113044 58122 460.14474 60 198 527.00000 454.71743 13.7% 38.1 1970s 113407 58412 492.22910 109 148 527.00000 454.73057 13.7% 38.2 1975s 113983 58926 506.69744 260 101 527.00000 454.74232 13.7% 38.1 1980s 114388 59262 475.51714 91 187 527.00000 454.75018 13.7% 38.1 1985s 114952 59746 475.64035 78 149 527.00000 454.76787 13.7% 38.1 1990s 115366 60064 467.29880 59 208 527.00000 454.78284 13.7% 38.1 1995s 115692 60337 492.03046 91 175 527.00000 454.78856 13.7% 38.1 2000s 116156 60731 488.82531 91 139 527.00000 454.79893 13.7% 38.1 2005s 116649 61141 501.19821 75 139 527.00000 454.80600 13.7% 38.1 2010s 117195 61620 469.20084 58 141 527.00000 454.82075 13.7% 38.0 2015s 117646 61961 464.26240 51 192 527.00000 454.83825 13.7% 38.0 2020s 117972 62209 473.79018 65 169 527.00000 454.85390 13.7% 38.1 2025s 118315 62459 480.22074 59 179 527.00000 454.86342 13.7% 38.1 2030s 118631 62702 481.67336 67 188 527.00000 454.87911 13.7% 38.1 2035s 119055 63020 463.87968 51 232 527.00000 454.89572 13.7% 38.1 2040s 119332 63208 468.00542 61 161 527.00000 454.90905 13.7% 38.2 2045s 119648 63427 475.83076 71 161 527.00000 454.91127 13.7% 38.2 2050s 120086 63780 504.44794 89 190 527.00000 454.91485 13.7% 38.2 2055s 120329 63939 478.94497 75 131 527.00000 454.92982 13.7% 38.3 2060s 120719 64263 infeasible 60 527.00000 454.93440 13.7% 38.3 2065s 121066 64525 464.47161 53 185 527.00000 454.95062 13.7% 38.3 2070s 121339 64724 infeasible 69 527.00000 454.96179 13.7% 38.3 2075s 121633 64947 477.14852 56 184 527.00000 454.96999 13.7% 38.4 2080s 122038 65252 458.54863 51 188 527.00000 454.98775 13.7% 38.4 2085s 122464 65624 466.31618 95 162 527.00000 454.99354 13.7% 38.4 2090s 122646 65765 494.69074 90 196 527.00000 454.99896 13.7% 38.4 2095s 123133 66173 455.85153 53 163 527.00000 455.01466 13.7% 38.4 2100s 123578 66525 501.85868 63 173 527.00000 455.02724 13.7% 38.4 2105s 123850 66708 458.92356 60 139 527.00000 455.03245 13.7% 38.4 2110s 124216 67015 497.86857 87 168 527.00000 455.03816 13.7% 38.5 2115s 124533 67248 469.48713 61 192 527.00000 455.04364 13.7% 38.5 2120s 124968 67615 484.81491 59 197 527.00000 455.05790 13.7% 38.5 2125s 125291 67869 476.23530 66 158 527.00000 455.06938 13.6% 38.5 2130s 125889 68359 cutoff 110 527.00000 455.08693 13.6% 38.5 2135s 126335 68719 490.72348 115 144 527.00000 455.10515 13.6% 38.5 2140s 126695 68964 464.47895 62 190 527.00000 455.11637 13.6% 38.5 2145s 127102 69290 infeasible 59 527.00000 455.13960 13.6% 38.5 2150s 127401 69509 488.85123 85 186 527.00000 455.14797 13.6% 38.5 2155s 127754 69792 469.18031 61 186 527.00000 455.15295 13.6% 38.6 2160s 128262 70218 465.46470 65 173 527.00000 455.16160 13.6% 38.5 2165s 128821 70716 470.00834 54 212 527.00000 455.16836 13.6% 38.5 2170s 129134 70966 474.86433 60 193 527.00000 455.17854 13.6% 38.5 2175s 129542 71312 491.03596 242 120 527.00000 455.18801 13.6% 38.5 2180s 130030 71688 458.95190 62 170 527.00000 455.20885 13.6% 38.5 2185s 130411 71987 467.00324 64 190 527.00000 455.21672 13.6% 38.5 2190s 130822 72333 491.50966 91 102 527.00000 455.22220 13.6% 38.5 2195s 131233 72636 517.32738 68 175 527.00000 455.23648 13.6% 38.5 2200s 131604 72857 509.99992 90 192 527.00000 455.23735 13.6% 38.6 2205s 131920 73088 488.03231 85 135 527.00000 455.24881 13.6% 38.6 2210s 132568 73655 496.58069 312 57 527.00000 455.25584 13.6% 38.5 2215s 132881 73900 475.07694 70 198 527.00000 455.27565 13.6% 38.5 2220s 133248 74213 478.72726 84 149 527.00000 455.28789 13.6% 38.5 2225s 133694 74581 484.32545 78 177 527.00000 455.29238 13.6% 38.5 2230s 134198 75008 472.71405 57 183 527.00000 455.30126 13.6% 38.5 2235s 134460 75192 471.30927 60 174 527.00000 455.32051 13.6% 38.5 2240s 134897 75550 467.22956 68 178 527.00000 455.33292 13.6% 38.5 2245s 135248 75823 481.67397 73 213 527.00000 455.34108 13.6% 38.5 2250s 135734 76254 522.97471 97 145 527.00000 455.34320 13.6% 38.5 2255s 136141 76569 457.87803 47 192 527.00000 455.35280 13.6% 38.5 2260s 136479 76834 506.64760 121 131 527.00000 455.36672 13.6% 38.6 2265s 136978 77245 494.15112 75 210 527.00000 455.37953 13.6% 38.5 2270s 137461 77639 475.32970 68 183 527.00000 455.39070 13.6% 38.5 2275s 137814 77881 480.41862 88 138 527.00000 455.39830 13.6% 38.5 2280s 138338 78321 463.42588 75 162 527.00000 455.41619 13.6% 38.5 2285s 138538 78464 512.90479 75 186 527.00000 455.42513 13.6% 38.5 2305s 138976 78817 474.79044 75 156 527.00000 455.42997 13.6% 38.5 2310s 139491 79260 485.54373 90 171 527.00000 455.43505 13.6% 38.5 2315s 139874 79557 525.08631 124 76 527.00000 455.44159 13.6% 38.5 2320s 140500 80104 505.65415 127 140 527.00000 455.44932 13.6% 38.4 2325s 140941 80448 471.52056 72 190 527.00000 455.45820 13.6% 38.4 2330s 141352 80801 510.43436 116 132 527.00000 455.47017 13.6% 38.4 2335s 141796 81105 494.98717 126 115 527.00000 455.47884 13.6% 38.4 2340s 142438 81669 cutoff 291 527.00000 455.48546 13.6% 38.3 2345s 142903 82051 495.25202 111 65 527.00000 455.49530 13.6% 38.3 2351s 143165 82249 infeasible 79 527.00000 455.51449 13.6% 38.3 2355s 143487 82507 511.03237 154 136 527.00000 455.52372 13.6% 38.4 2360s 143979 82903 465.80990 54 208 527.00000 455.53666 13.6% 38.4 2365s 144315 83169 470.26292 68 153 527.00000 455.54440 13.6% 38.4 2370s 144751 83528 500.97626 68 216 527.00000 455.55684 13.6% 38.4 2375s 145372 84085 456.17923 49 214 527.00000 455.56431 13.6% 38.3 2380s 145780 84440 518.58538 113 102 527.00000 455.56620 13.6% 38.3 2385s 146199 84736 482.18382 54 191 527.00000 455.57259 13.6% 38.3 2390s 146697 85150 494.70573 63 216 527.00000 455.58423 13.6% 38.3 2395s 147156 85548 462.02230 61 156 527.00000 455.59576 13.5% 38.3 2400s 147606 85894 484.65315 67 195 527.00000 455.60462 13.5% 38.3 2405s 148257 86448 460.05663 60 146 527.00000 455.61435 13.5% 38.3 2410s 148733 86847 476.50527 69 191 527.00000 455.62336 13.5% 38.2 2415s 149141 87198 494.44683 195 140 527.00000 455.62594 13.5% 38.3 2420s 149681 87668 474.02138 54 160 527.00000 455.64177 13.5% 38.2 2425s 150030 87956 488.67091 108 122 527.00000 455.64938 13.5% 38.3 2430s 150365 88203 512.47249 82 180 527.00000 455.65286 13.5% 38.3 2435s 150736 88462 infeasible 60 527.00000 455.65988 13.5% 38.3 2440s 151120 88761 511.45712 131 180 527.00000 455.66886 13.5% 38.3 2445s 151544 89115 462.45658 66 140 527.00000 455.67639 13.5% 38.3 2450s 152102 89611 460.19478 86 207 527.00000 455.68389 13.5% 38.3 2455s 152581 90017 480.61318 96 197 527.00000 455.69483 13.5% 38.3 2460s 153032 90368 infeasible 61 527.00000 455.70097 13.5% 38.3 2465s 153129 90417 cutoff 85 527.00000 455.70688 13.5% 38.3 2470s 153503 90711 464.80056 49 188 527.00000 455.72133 13.5% 38.3 2475s 154002 91155 492.11182 61 212 527.00000 455.72694 13.5% 38.3 2480s 154482 91535 477.70889 67 218 527.00000 455.73318 13.5% 38.3 2485s 154867 91845 520.20833 111 193 527.00000 455.74062 13.5% 38.3 2490s 155168 92067 506.70027 112 105 527.00000 455.75124 13.5% 38.4 2495s 155703 92497 512.99141 62 155 527.00000 455.76808 13.5% 38.3 2500s 156188 92903 477.41965 89 102 527.00000 455.77629 13.5% 38.3 2505s 156658 93309 507.43353 247 96 527.00000 455.78443 13.5% 38.3 2510s 157056 93624 460.24454 48 215 527.00000 455.78918 13.5% 38.3 2515s 157457 93946 491.77484 152 139 527.00000 455.79168 13.5% 38.3 2520s 157843 94263 478.15089 64 182 527.00000 455.79543 13.5% 38.3 2525s 158401 94753 490.64179 159 138 527.00000 455.80204 13.5% 38.3 2530s 158679 94956 478.01810 74 148 527.00000 455.80627 13.5% 38.3 2535s 159062 95259 469.54336 56 160 527.00000 455.81613 13.5% 38.3 2540s 159629 95765 510.25186 252 132 527.00000 455.82896 13.5% 38.3 2545s 160057 96110 502.45316 72 147 527.00000 455.83893 13.5% 38.3 2550s 160539 96509 infeasible 79 527.00000 455.84536 13.5% 38.3 2555s 161041 96951 463.27925 55 150 527.00000 455.85153 13.5% 38.3 2560s 161486 97311 476.39703 69 182 527.00000 455.85858 13.5% 38.3 2565s 161886 97624 516.90819 132 128 527.00000 455.86076 13.5% 38.3 2570s 162139 97774 460.52297 52 187 527.00000 455.86463 13.5% 38.3 2575s 162425 97979 508.72928 66 187 527.00000 455.86463 13.5% 38.4 2580s 162656 98125 459.67349 59 188 527.00000 455.86792 13.5% 38.4 2585s 162880 98273 infeasible 68 527.00000 455.87681 13.5% 38.4 2590s 163221 98522 473.07778 59 192 527.00000 455.88430 13.5% 38.5 2595s 163507 98747 475.56081 64 209 527.00000 455.89426 13.5% 38.5 2600s 163853 98998 524.34632 107 174 527.00000 455.90482 13.5% 38.5 2605s 164368 99407 472.66860 65 143 527.00000 455.92635 13.5% 38.5 2610s 164803 99750 459.85362 61 171 527.00000 455.92987 13.5% 38.5 2615s 165104 99949 468.99532 62 204 527.00000 455.94051 13.5% 38.5 2620s 165482 100240 473.57991 97 144 527.00000 455.95160 13.5% 38.5 2625s 165932 100600 459.82986 70 174 527.00000 455.95805 13.5% 38.5 2630s 166355 100937 487.91941 120 132 527.00000 455.96637 13.5% 38.5 2635s 166834 101332 505.16877 54 221 527.00000 455.97284 13.5% 38.5 2640s 167402 101813 504.30921 277 134 527.00000 455.97795 13.5% 38.5 2645s 167647 101980 482.91798 130 132 527.00000 455.98404 13.5% 38.5 2650s 168165 102432 494.75208 171 108 527.00000 455.99351 13.5% 38.5 2655s 168683 102873 518.87474 142 56 527.00000 456.00232 13.5% 38.5 2660s 169119 103211 507.56552 90 100 527.00000 456.00997 13.5% 38.5 2665s 169550 103538 infeasible 138 527.00000 456.02167 13.5% 38.5 2670s 169854 103768 cutoff 72 527.00000 456.02793 13.5% 38.5 2675s 170236 104066 493.48913 102 77 527.00000 456.03351 13.5% 38.5 2680s 170816 104586 464.66386 66 177 527.00000 456.03568 13.5% 38.5 2685s 171395 105113 486.29624 81 180 527.00000 456.04170 13.5% 38.5 2690s 171668 105330 cutoff 87 527.00000 456.04563 13.5% 38.5 2695s 172138 105713 511.19253 91 121 527.00000 456.05316 13.5% 38.5 2700s 172612 106122 475.58613 80 175 527.00000 456.06525 13.5% 38.5 2705s 173107 106558 518.13629 235 98 527.00000 456.07141 13.5% 38.5 2710s 173506 106865 507.88360 211 149 527.00000 456.07717 13.5% 38.5 2716s 173791 107077 496.45505 114 122 527.00000 456.08042 13.5% 38.5 2732s 174041 107288 478.64447 68 207 527.00000 456.08108 13.5% 38.5 2735s 174341 107513 478.52399 69 193 527.00000 456.08711 13.5% 38.5 2740s 174677 107766 495.50007 97 138 527.00000 456.09694 13.5% 38.5 2745s 175069 108074 509.25217 66 203 527.00000 456.10192 13.5% 38.5 2750s 175509 108435 467.70766 99 150 527.00000 456.10643 13.5% 38.5 2755s 176077 108931 512.91048 140 167 527.00000 456.10765 13.5% 38.5 2760s 176396 109159 infeasible 80 527.00000 456.11571 13.5% 38.5 2765s 176757 109455 460.54985 63 217 527.00000 456.12741 13.4% 38.5 2770s 177187 109782 506.24516 73 87 527.00000 456.13601 13.4% 38.5 2775s 177572 110106 487.89826 82 177 527.00000 456.14098 13.4% 38.5 2780s 177995 110434 471.72201 71 140 527.00000 456.14786 13.4% 38.5 2785s 178476 110835 511.00047 237 61 527.00000 456.15086 13.4% 38.5 2790s 178800 111094 cutoff 122 527.00000 456.15489 13.4% 38.5 2795s 179227 111481 509.47422 114 121 527.00000 456.15708 13.4% 38.5 2800s 179716 111889 520.21481 76 188 527.00000 456.16045 13.4% 38.5 2805s 180318 112441 492.72279 157 104 527.00000 456.16353 13.4% 38.5 2810s 180933 112983 511.54418 177 132 527.00000 456.17186 13.4% 38.4 2815s 181427 113400 522.68102 153 96 527.00000 456.17868 13.4% 38.4 2820s 181860 113766 475.88702 72 138 527.00000 456.18369 13.4% 38.4 2825s 182344 114155 523.60370 108 169 527.00000 456.18995 13.4% 38.4 2830s 182528 114224 infeasible 56 527.00000 456.20028 13.4% 38.5 2835s 182756 114376 463.83238 50 162 527.00000 456.20633 13.4% 38.5 2840s 183153 114721 471.77181 84 170 527.00000 456.21151 13.4% 38.5 2845s 183605 115080 489.58086 90 181 527.00000 456.22609 13.4% 38.5 2850s 183893 115333 510.32424 156 158 527.00000 456.22940 13.4% 38.5 2855s 184347 115699 518.38941 114 201 527.00000 456.23717 13.4% 38.5 2860s 184785 116052 461.10313 84 191 527.00000 456.24727 13.4% 38.5 2865s 184798 116057 460.33200 55 203 527.00000 456.25423 13.4% 38.5 2882s 184979 116204 457.56378 82 181 527.00000 456.25703 13.4% 38.5 2885s 185399 116577 493.53727 126 125 527.00000 456.26029 13.4% 38.5 2890s 185930 117006 cutoff 122 527.00000 456.26583 13.4% 38.4 2895s 186455 117469 457.47699 76 199 527.00000 456.27363 13.4% 38.4 2900s 186775 117726 474.72228 60 130 527.00000 456.27742 13.4% 38.5 2905s 187307 118154 511.50777 121 114 527.00000 456.28648 13.4% 38.4 2910s 187666 118444 496.02816 76 203 527.00000 456.29143 13.4% 38.4 2915s 188112 118817 467.69657 59 200 527.00000 456.30201 13.4% 38.4 2920s 188601 119228 469.77050 107 159 527.00000 456.30924 13.4% 38.4 2925s 189053 119583 520.88980 58 205 527.00000 456.31991 13.4% 38.4 2930s 189454 119859 474.66957 87 196 527.00000 456.32210 13.4% 38.4 2935s 189893 120217 502.27026 109 139 527.00000 456.32941 13.4% 38.4 2940s 190325 120573 517.90581 110 131 527.00000 456.34089 13.4% 38.4 2945s 190556 120743 487.48582 61 207 527.00000 456.34442 13.4% 38.5 2950s 190967 121066 498.35035 77 185 527.00000 456.35088 13.4% 38.5 2955s 191280 121281 495.54920 76 221 527.00000 456.36278 13.4% 38.5 2960s 191629 121554 487.87951 78 114 527.00000 456.37159 13.4% 38.5 2965s 192088 121911 476.45884 60 185 527.00000 456.38280 13.4% 38.5 2970s 192481 122242 512.72857 115 133 527.00000 456.38566 13.4% 38.5 2975s 192811 122477 infeasible 74 527.00000 456.39917 13.4% 38.5 2980s 193204 122783 510.93011 107 179 527.00000 456.41284 13.4% 38.5 2985s 193552 123014 524.74751 86 156 527.00000 456.42120 13.4% 38.5 2990s 193908 123295 518.54537 65 203 527.00000 456.43186 13.4% 38.6 2996s 194229 123541 517.21881 95 182 527.00000 456.43641 13.4% 38.6 3000s 194679 123915 519.56938 86 183 527.00000 456.44342 13.4% 38.5 3005s 195049 124211 470.46283 71 170 527.00000 456.45022 13.4% 38.6 3010s 195391 124477 cutoff 65 527.00000 456.46113 13.4% 38.6 3015s 195861 124865 457.10378 50 201 527.00000 456.46369 13.4% 38.5 3020s 196172 125107 463.97821 56 196 527.00000 456.47183 13.4% 38.6 3025s 196409 125248 482.52513 61 196 527.00000 456.47920 13.4% 38.6 3030s 196831 125588 475.83206 72 151 527.00000 456.48259 13.4% 38.6 3035s 197199 125882 492.12692 83 154 527.00000 456.48428 13.4% 38.6 3040s 197725 126354 508.93636 142 110 527.00000 456.48511 13.4% 38.6 3045s 198194 126648 508.29834 94 90 527.00000 456.49898 13.4% 38.6 3050s 198582 126955 459.91799 62 171 527.00000 456.50232 13.4% 38.6 3055s 198915 127210 infeasible 66 527.00000 456.50693 13.4% 38.6 3060s 199388 127594 521.28370 85 196 527.00000 456.51612 13.4% 38.6 3065s 199824 127958 471.64568 68 162 527.00000 456.52132 13.4% 38.6 3070s 200181 128221 464.21686 59 186 527.00000 456.52952 13.4% 38.7 3075s 200680 128646 472.07530 68 208 527.00000 456.53512 13.4% 38.6 3080s 201048 128916 469.15812 72 213 527.00000 456.54087 13.4% 38.6 3085s 201394 129170 512.55369 101 175 527.00000 456.54427 13.4% 38.7 3090s 201887 129572 458.09260 51 160 527.00000 456.55148 13.4% 38.6 3095s 202392 130013 474.76121 71 154 527.00000 456.55638 13.4% 38.6 3100s 202676 130241 469.72122 66 126 527.00000 456.56485 13.4% 38.7 3105s 203141 130641 502.10280 80 193 527.00000 456.57153 13.4% 38.6 3110s 203668 131067 510.10670 60 179 527.00000 456.57597 13.4% 38.6 3115s 204023 131332 526.00038 68 154 527.00000 456.58075 13.4% 38.6 3120s 204277 131538 478.39456 64 181 527.00000 456.58526 13.4% 38.7 3125s 204744 131924 infeasible 65 527.00000 456.59162 13.4% 38.6 3130s 205099 132202 infeasible 58 527.00000 456.60005 13.4% 38.6 3135s 205374 132386 477.34005 65 224 527.00000 456.60587 13.4% 38.7 3140s 205779 132718 cutoff 105 527.00000 456.61102 13.4% 38.7 3145s 206085 132896 496.89191 68 200 527.00000 456.61519 13.4% 38.7 3150s 206589 133334 491.11110 70 188 527.00000 456.62112 13.4% 38.7 3155s 206904 133570 502.15023 91 137 527.00000 456.63129 13.4% 38.7 3160s 207214 133801 507.05556 91 181 527.00000 456.63925 13.4% 38.7 3165s 207544 134035 infeasible 97 527.00000 456.64238 13.4% 38.7 3170s 208048 134479 512.08430 157 106 527.00000 456.64879 13.3% 38.7 3175s 208486 134846 520.18340 128 170 527.00000 456.65725 13.3% 38.7 3180s 208939 135191 461.48813 55 210 527.00000 456.66540 13.3% 38.7 3185s 209399 135584 cutoff 94 527.00000 456.67392 13.3% 38.7 3190s 209759 135871 500.15900 65 174 527.00000 456.68403 13.3% 38.7 3195s 210244 136283 511.62260 110 165 527.00000 456.68848 13.3% 38.7 3200s 210605 136546 cutoff 61 527.00000 456.69522 13.3% 38.7 3205s 210974 136845 486.23415 110 154 527.00000 456.70494 13.3% 38.7 3210s 211391 137180 467.30093 57 159 527.00000 456.71198 13.3% 38.7 3215s 211788 137496 515.75769 94 158 527.00000 456.71282 13.3% 38.7 3220s 212075 137697 498.79529 102 151 527.00000 456.71917 13.3% 38.8 3225s 212349 137887 518.28608 76 202 527.00000 456.72954 13.3% 38.8 3230s 212776 138253 466.78794 76 171 527.00000 456.73526 13.3% 38.8 3235s 213281 138679 507.21842 107 169 527.00000 456.74267 13.3% 38.8 3240s 213656 138972 485.54794 82 183 527.00000 456.74673 13.3% 38.8 3245s 214039 139266 524.93063 96 166 527.00000 456.75247 13.3% 38.8 3250s 214262 139411 466.72070 53 200 527.00000 456.75750 13.3% 38.8 3255s 214489 139592 infeasible 98 527.00000 456.76157 13.3% 38.8 3260s 214948 139984 514.46241 98 151 527.00000 456.76770 13.3% 38.8 3265s 215243 140233 525.51982 93 77 527.00000 456.77502 13.3% 38.8 3270s 215631 140571 510.55201 94 187 527.00000 456.78182 13.3% 38.8 3275s 216194 141047 473.78343 56 204 527.00000 456.78712 13.3% 38.8 3280s 216385 141150 517.69231 109 191 527.00000 456.78758 13.3% 38.9 3285s 216603 141330 481.73850 89 160 527.00000 456.79485 13.3% 38.9 3290s 217020 141665 512.07927 123 209 527.00000 456.80217 13.3% 38.9 3295s 217571 142143 488.07570 157 132 527.00000 456.80391 13.3% 38.8 3300s 218143 142605 465.99965 57 211 527.00000 456.81091 13.3% 38.8 3305s 218567 142978 519.54436 109 135 527.00000 456.81509 13.3% 38.8 3310s 218798 143136 infeasible 71 527.00000 456.82363 13.3% 38.9 3315s 219106 143339 479.77515 66 195 527.00000 456.83448 13.3% 38.9 3320s 219471 143625 469.33665 87 171 527.00000 456.83920 13.3% 38.9 3325s 219763 143839 491.10229 74 156 527.00000 456.84265 13.3% 38.9 3330s 220001 144001 481.32854 56 192 527.00000 456.84714 13.3% 38.9 3335s 220270 144204 502.66282 162 141 527.00000 456.85153 13.3% 39.0 3340s 220762 144625 491.53146 85 156 527.00000 456.85774 13.3% 38.9 3345s 221257 145052 496.96241 82 212 527.00000 456.86444 13.3% 38.9 3350s 221618 145327 518.28415 71 185 527.00000 456.87065 13.3% 38.9 3355s 221863 145471 infeasible 55 527.00000 456.87780 13.3% 39.0 3360s 222216 145761 464.97330 57 156 527.00000 456.88057 13.3% 39.0 3365s 222538 146013 480.52192 74 152 527.00000 456.89421 13.3% 39.0 3370s 222994 146365 cutoff 77 527.00000 456.90231 13.3% 39.0 3375s 223551 146815 504.15301 331 109 527.00000 456.90976 13.3% 39.0 3380s 224131 147294 461.84157 64 169 527.00000 456.91427 13.3% 38.9 3385s 224530 147620 482.25931 69 178 527.00000 456.92050 13.3% 38.9 3390s 224800 147839 522.34102 189 94 527.00000 456.92164 13.3% 38.9 3395s 225322 148272 468.09674 72 117 527.00000 456.92674 13.3% 38.9 3400s 225679 148558 491.59349 73 190 527.00000 456.93353 13.3% 38.9 3405s 226016 148801 468.24696 66 168 527.00000 456.93899 13.3% 38.9 3410s 226519 149231 515.41211 131 158 527.00000 456.94456 13.3% 38.9 3415s 227127 149747 497.49167 92 109 527.00000 456.95175 13.3% 38.9 3420s 227618 150148 497.15079 160 97 527.00000 456.96076 13.3% 38.9 3425s 228176 150616 489.15852 60 206 527.00000 456.96991 13.3% 38.8 3430s 228577 150955 462.93650 72 166 527.00000 456.97276 13.3% 38.8 3435s 228895 151183 479.93088 64 173 527.00000 456.98140 13.3% 38.9 3440s 229308 151518 471.31427 78 180 527.00000 456.98832 13.3% 38.9 3445s 229794 151940 476.13104 74 207 527.00000 456.99605 13.3% 38.8 3450s 229975 152048 503.46644 82 146 527.00000 456.99754 13.3% 38.9 3468s 230065 152122 468.97678 91 206 527.00000 456.99759 13.3% 38.9 3470s 230307 152299 488.76508 102 97 527.00000 457.00000 13.3% 38.9 3475s 230772 152700 518.55101 80 184 527.00000 457.00557 13.3% 38.9 3480s 231238 153099 465.94603 57 189 527.00000 457.00956 13.3% 38.9 3485s 231598 153346 497.36108 91 140 527.00000 457.01596 13.3% 38.9 3490s 232000 153617 488.21591 65 202 527.00000 457.02084 13.3% 38.9 3495s 232306 153843 infeasible 65 527.00000 457.02660 13.3% 38.9 3500s 232751 154230 infeasible 80 527.00000 457.02908 13.3% 38.9 3505s 233174 154552 infeasible 60 527.00000 457.03891 13.3% 38.9 3510s 233403 154703 472.44467 63 182 527.00000 457.04260 13.3% 38.9 3515s 233975 155202 477.55125 103 182 527.00000 457.04737 13.3% 38.9 3520s 234434 155580 479.63851 78 200 527.00000 457.05316 13.3% 38.9 3525s 234796 155845 458.11838 58 147 527.00000 457.06003 13.3% 38.9 3530s 235022 156023 498.37842 89 128 527.00000 457.06159 13.3% 38.9 3535s 235404 156331 494.18729 121 142 527.00000 457.07735 13.3% 38.9 3540s 235885 156719 cutoff 64 527.00000 457.08164 13.3% 38.9 3545s 236128 156849 501.82839 98 159 527.00000 457.08590 13.3% 38.9 3550s 236619 157281 476.72902 79 154 527.00000 457.09030 13.3% 38.9 3555s 237025 157596 487.04622 71 169 527.00000 457.09759 13.3% 38.9 3560s 237403 157911 468.84768 61 156 527.00000 457.10075 13.3% 38.9 3565s 237818 158248 cutoff 61 527.00000 457.10542 13.3% 38.9 3570s 238117 158466 470.97157 69 145 527.00000 457.10780 13.3% 38.9 3575s 238583 158837 520.80862 125 183 527.00000 457.11561 13.3% 38.9 3580s 239226 159409 485.17478 171 111 527.00000 457.12105 13.3% 38.9 3585s 239784 159887 506.87500 169 122 527.00000 457.12281 13.3% 38.9 3590s 240168 160187 518.82595 122 160 527.00000 457.13057 13.3% 38.9 3595s Cutting planes: Learned: 61 Gomory: 67 Cover: 172 Implied bound: 24 Clique: 6 MIR: 370 Flow cover: 14 GUB cover: 28 Zero half: 132 Explored 240488 nodes (9358732 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 5.270000000000e+02, best bound 4.580000000000e+02, gap 13.0930%