Gurobi 5.0.1 (linux64) logging started Tue Jan 1 06:12:57 2013 Optimize a model with 6722 rows, 6561 columns and 42530 nonzeros Presolve removed 1284 rows and 1672 columns Presolve time: 0.10s Presolved: 5438 rows, 4889 columns, 35269 nonzeros Variable types: 80 continuous, 4809 integer (4809 binary) Root relaxation: objective 4.076929e+02, 729 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 407.69287 0 146 - 407.69287 - - 0s 0 0 420.17398 0 174 - 420.17398 - - 0s 0 0 423.23260 0 163 - 423.23260 - - 0s 0 0 423.38332 0 174 - 423.38332 - - 0s 0 0 423.88547 0 155 - 423.88547 - - 0s 0 0 423.96047 0 173 - 423.96047 - - 0s 0 0 424.03720 0 189 - 424.03720 - - 0s 0 0 424.33547 0 121 - 424.33547 - - 1s 0 0 424.37118 0 140 - 424.37118 - - 1s 0 0 424.41880 0 133 - 424.41880 - - 2s 0 0 424.48547 0 122 - 424.48547 - - 2s 0 0 424.51404 0 147 - 424.51404 - - 2s 0 0 424.51404 0 130 - 424.51404 - - 2s 0 0 424.51404 0 139 - 424.51404 - - 2s 0 0 424.51404 0 139 - 424.51404 - - 2s 0 2 424.91746 0 135 - 424.91746 - - 3s 84 63 528.98357 31 151 - 427.16710 - 44.7 5s 603 504 472.60111 161 158 - 427.35763 - 22.8 13s 604 505 441.12800 22 114 - 427.35763 - 22.8 18s 605 506 453.30530 25 126 - 427.35763 - 22.7 24s 606 506 529.14811 230 127 - 428.73971 - 22.7 29s H 606 480 638.0000000 429.84385 32.6% 22.7 30s 608 482 486.19185 112 124 638.00000 430.99453 32.4% 22.6 37s 609 482 472.60624 32 151 638.00000 431.06165 32.4% 22.6 44s 610 483 441.12800 22 127 638.00000 431.16879 32.4% 22.5 50s 611 484 638.00000 311 138 638.00000 431.41342 32.4% 22.5 58s 612 484 472.60111 161 145 638.00000 431.50113 32.4% 22.5 65s 613 485 482.58214 93 148 638.00000 431.63031 32.3% 22.4 71s 614 486 434.61037 11 155 638.00000 431.71974 32.3% 22.4 80s 615 486 475.09003 35 150 638.00000 431.80151 32.3% 22.3 88s 616 487 529.14811 230 152 638.00000 431.81002 32.3% 22.3 97s 617 488 482.58214 93 162 638.00000 431.81373 32.3% 22.3 102s 618 488 638.00000 331 161 638.00000 431.81373 32.3% 22.2 107s H 618 463 636.0000000 431.81373 32.1% 22.2 107s H 646 457 634.0000000 431.89743 31.9% 32.1 110s H 673 452 632.0000000 431.89743 31.7% 32.4 111s H 700 449 619.0000000 431.89743 30.2% 32.5 114s 748 481 520.41288 77 103 619.00000 431.89743 30.2% 33.6 115s H 824 419 517.0000000 431.90425 16.5% 35.2 120s 997 507 439.62275 20 142 517.00000 431.90733 16.5% 43.5 125s H 1056 459 504.0000000 431.90921 14.3% 47.9 131s 1266 561 497.29588 91 129 504.00000 431.93388 14.3% 49.1 135s 1648 742 473.66151 84 122 504.00000 432.04112 14.3% 46.9 140s H 1864 849 500.0000000 432.11022 13.6% 46.1 149s 1933 906 488.49928 43 125 500.00000 432.11512 13.6% 46.5 150s 2264 1160 458.79688 26 117 500.00000 432.29146 13.5% 47.2 155s 2559 1350 476.04203 48 72 500.00000 432.63789 13.5% 49.1 160s 2957 1620 497.24409 42 125 500.00000 432.92720 13.4% 48.1 165s 3293 1857 444.13163 30 176 500.00000 433.13179 13.4% 48.5 170s 3658 2078 445.00404 21 171 500.00000 433.28528 13.3% 49.1 175s 3928 2223 468.81654 43 126 500.00000 433.55380 13.3% 50.3 180s 4235 2408 447.01338 33 137 500.00000 433.88745 13.2% 51.0 185s 4533 2600 487.86162 31 93 500.00000 434.08072 13.2% 51.9 190s 4808 2771 498.14518 71 93 500.00000 434.22765 13.2% 53.0 195s 5166 3032 460.46820 34 162 500.00000 434.45306 13.1% 52.5 200s 5449 3242 462.04830 40 159 500.00000 434.56515 13.1% 53.1 205s 5513 3272 infeasible 32 500.00000 434.56738 13.1% 53.3 210s 5756 3401 440.60636 21 149 500.00000 434.77726 13.0% 54.3 215s 5980 3529 484.69103 32 124 500.00000 434.88504 13.0% 55.3 220s 6254 3698 458.09429 20 147 500.00000 434.94259 13.0% 55.8 229s 6296 3716 479.60084 27 157 500.00000 434.95073 13.0% 55.8 230s 6597 3882 488.92314 34 152 500.00000 435.08028 13.0% 56.2 235s 6881 4021 443.27276 22 142 500.00000 435.36131 12.9% 56.8 240s 7234 4247 475.44633 35 139 500.00000 435.49608 12.9% 56.6 245s 7477 4394 444.53784 24 151 500.00000 435.62376 12.9% 57.3 250s 7807 4595 472.80282 34 102 500.00000 435.82202 12.8% 57.2 255s 8087 4743 457.13985 26 152 500.00000 435.98704 12.8% 57.5 260s 8434 4948 487.06088 31 135 500.00000 436.17437 12.8% 57.3 265s 8737 5116 cutoff 55 500.00000 436.27841 12.7% 57.5 270s 9028 5278 494.61157 33 114 500.00000 436.45413 12.7% 57.6 275s 9345 5454 492.46882 32 135 500.00000 436.62500 12.7% 57.8 280s 9644 5642 443.17807 30 164 500.00000 436.78306 12.6% 58.0 285s 9953 5818 443.55937 27 167 500.00000 436.88081 12.6% 58.2 290s 10201 5968 471.65907 48 145 500.00000 436.99471 12.6% 58.2 295s 10487 6120 446.23006 22 125 500.00000 437.06368 12.6% 58.3 300s 10769 6273 infeasible 30 500.00000 437.18577 12.6% 58.6 305s 11058 6438 486.06872 50 124 500.00000 437.25850 12.5% 58.8 310s 11363 6595 449.11267 25 160 500.00000 437.35896 12.5% 58.9 315s 11706 6811 462.11463 38 146 500.00000 437.51606 12.5% 58.8 320s 12035 7041 445.95060 31 148 500.00000 437.63552 12.5% 58.6 325s 12330 7235 473.28248 27 145 500.00000 437.72091 12.5% 58.9 330s 12656 7428 459.66190 41 119 500.00000 437.83152 12.4% 58.9 335s 12900 7551 454.10462 32 140 500.00000 437.87096 12.4% 59.3 340s 13205 7717 infeasible 35 500.00000 437.95421 12.4% 59.4 345s 13478 7851 454.04333 27 149 500.00000 438.06121 12.4% 59.6 350s 13778 7998 457.37431 25 133 500.00000 438.12696 12.4% 59.7 355s 14061 8149 462.31653 38 143 500.00000 438.20229 12.4% 59.9 360s 14249 8250 459.21437 26 149 500.00000 438.25000 12.3% 60.0 365s 14277 8259 454.38935 31 157 500.00000 438.25078 12.3% 60.0 370s 14296 8266 449.38289 28 166 500.00000 438.25338 12.3% 60.1 375s 14312 8272 457.52028 33 140 500.00000 438.25338 12.3% 60.2 380s 14324 8284 480.23231 37 87 500.00000 438.25338 12.3% 60.2 385s 14337 8289 485.44244 41 145 500.00000 438.25338 12.3% 60.2 390s 14353 8291 449.40927 25 161 500.00000 438.27997 12.3% 60.2 395s 14362 8300 475.61512 34 116 500.00000 438.27997 12.3% 60.2 400s 14372 8305 483.24065 40 109 500.00000 438.27997 12.3% 60.2 405s 14383 8307 447.11428 20 148 500.00000 438.28063 12.3% 60.2 410s 14391 8315 482.12826 28 147 500.00000 438.28063 12.3% 60.2 415s 14399 8318 493.40104 33 101 500.00000 438.28063 12.3% 60.2 420s 14409 8321 463.47996 21 148 500.00000 438.28613 12.3% 60.2 425s 14416 8324 492.92825 24 138 500.00000 438.28613 12.3% 60.3 430s 14426 8326 498.86375 28 126 500.00000 438.28613 12.3% 60.3 435s 14435 8329 471.15549 26 161 500.00000 438.30503 12.3% 60.3 440s 14441 8335 479.69804 32 157 500.00000 438.30503 12.3% 60.3 445s 14452 8336 460.32320 20 122 500.00000 438.30851 12.3% 60.3 450s 14458 8336 462.66412 21 118 500.00000 438.30851 12.3% 60.3 458s 14575 8401 460.21932 33 124 500.00000 438.31883 12.3% 60.4 460s 14865 8561 471.11288 40 90 500.00000 438.39754 12.3% 60.5 465s 15179 8729 478.27000 30 133 500.00000 438.48158 12.3% 60.7 470s 15470 8882 cutoff 36 500.00000 438.52871 12.3% 60.8 475s 15765 9038 485.29694 53 109 500.00000 438.62805 12.3% 60.9 480s 16031 9172 447.95965 30 162 500.00000 438.73600 12.3% 61.1 485s 16298 9290 493.05197 50 106 500.00000 438.88453 12.2% 61.3 490s 16595 9458 454.49942 29 160 500.00000 438.98310 12.2% 61.4 495s 16787 9523 444.96697 18 154 500.00000 439.06691 12.2% 61.9 500s 17043 9638 460.60999 23 156 500.00000 439.06691 12.2% 62.0 505s 17286 9734 489.18853 32 162 500.00000 439.11371 12.2% 62.3 510s 17561 9865 450.74418 32 162 500.00000 439.15862 12.2% 62.4 515s 17840 10025 445.41044 27 161 500.00000 439.20820 12.2% 62.6 520s 18096 10137 493.95109 45 105 500.00000 439.26502 12.1% 62.9 525s 18377 10255 453.22325 38 171 500.00000 439.34365 12.1% 63.1 530s 18666 10411 487.22806 30 137 500.00000 439.42590 12.1% 63.2 535s 18943 10529 439.69512 24 165 500.00000 439.51323 12.1% 63.4 540s 19246 10702 470.61465 25 137 500.00000 439.62587 12.1% 63.3 545s 19532 10814 478.57619 37 80 500.00000 439.66389 12.1% 63.4 550s 19863 11013 455.86486 31 158 500.00000 439.71055 12.1% 63.4 555s 20129 11125 infeasible 25 500.00000 439.77690 12.0% 63.6 560s 20374 11266 441.06204 25 168 500.00000 439.84675 12.0% 63.7 565s 20614 11396 473.82094 25 155 500.00000 439.86843 12.0% 63.7 570s 20870 11491 479.92429 32 120 500.00000 439.97120 12.0% 64.0 575s 21134 11595 467.20248 26 138 500.00000 440.05019 12.0% 64.1 580s 21434 11687 cutoff 26 500.00000 440.15394 12.0% 64.3 585s 21666 11804 cutoff 24 500.00000 440.16639 12.0% 64.5 590s 21975 11951 cutoff 37 500.00000 440.25000 11.9% 64.6 595s 22271 12111 464.70591 46 115 500.00000 440.33120 11.9% 64.6 600s 22497 12202 450.80641 25 154 500.00000 440.36608 11.9% 64.9 605s 22775 12342 infeasible 31 500.00000 440.49183 11.9% 65.0 610s 23069 12489 466.92299 24 108 500.00000 440.58520 11.9% 65.0 615s 23364 12591 489.50577 23 152 500.00000 440.69645 11.9% 65.1 620s 23639 12722 cutoff 36 500.00000 440.76630 11.8% 65.3 625s 23941 12869 461.09898 26 143 500.00000 440.83040 11.8% 65.3 630s 24223 12991 infeasible 27 500.00000 440.87333 11.8% 65.4 635s 24467 13087 491.09663 33 134 500.00000 440.96406 11.8% 65.6 640s 24700 13167 450.60782 26 147 500.00000 441.03129 11.8% 65.8 645s 24955 13287 466.50190 33 126 500.00000 441.11402 11.8% 66.0 650s 25228 13384 479.81222 29 156 500.00000 441.18274 11.8% 66.1 655s 25446 13472 485.04209 39 146 500.00000 441.23202 11.8% 66.3 660s 25712 13582 cutoff 33 500.00000 441.29451 11.7% 66.5 665s 26002 13765 478.31512 37 117 500.00000 441.33333 11.7% 66.4 670s 26267 13853 442.66895 31 137 500.00000 441.41432 11.7% 66.6 675s 26528 13976 481.71530 32 138 500.00000 441.48813 11.7% 66.7 680s 26844 14099 495.25362 36 144 500.00000 441.53356 11.7% 66.7 685s 27115 14233 cutoff 30 500.00000 441.59532 11.7% 66.7 690s 27402 14327 445.87083 21 161 500.00000 441.66289 11.7% 66.8 695s 27683 14462 473.54994 33 172 500.00000 441.69426 11.7% 66.9 700s 27940 14615 cutoff 35 500.00000 441.73637 11.7% 66.9 705s 28210 14737 496.13287 38 137 500.00000 441.80083 11.6% 67.0 710s 28492 14853 448.18220 24 164 500.00000 441.85566 11.6% 67.0 715s 28797 14999 465.21671 29 156 500.00000 441.89391 11.6% 67.0 720s 29026 15087 448.80682 27 145 500.00000 441.93595 11.6% 67.2 725s 29272 15187 495.34031 45 138 500.00000 442.00000 11.6% 67.4 730s 29503 15256 485.72606 38 120 500.00000 442.06228 11.6% 67.6 735s 29586 15295 459.06286 25 153 500.00000 442.07775 11.6% 67.6 758s 29717 15346 471.49474 29 156 500.00000 442.09251 11.6% 67.6 760s 30020 15474 468.68143 24 171 500.00000 442.14404 11.6% 67.6 765s 30307 15616 447.29121 23 158 500.00000 442.17449 11.6% 67.6 770s 30601 15739 cutoff 31 500.00000 442.20370 11.6% 67.6 775s 30865 15884 cutoff 53 500.00000 442.25405 11.5% 67.5 780s 31121 15988 465.04371 32 152 500.00000 442.28833 11.5% 67.6 785s 31378 16099 478.19566 40 120 500.00000 442.32800 11.5% 67.8 790s 31658 16214 455.97421 25 150 500.00000 442.38165 11.5% 67.8 795s 31926 16317 cutoff 33 500.00000 442.44783 11.5% 67.9 800s 32197 16396 450.61779 21 65 500.00000 442.52586 11.5% 68.0 805s 32419 16492 447.87371 26 182 500.00000 442.57041 11.5% 68.0 816s 32662 16577 450.74834 25 137 500.00000 442.61752 11.5% 68.0 820s 32893 16632 484.50354 30 118 500.00000 442.66793 11.5% 68.2 825s 33203 16817 cutoff 42 500.00000 442.70426 11.5% 68.1 830s 33560 16983 cutoff 30 500.00000 442.73627 11.5% 68.0 835s 33804 17050 482.81862 36 125 500.00000 442.77776 11.4% 68.2 840s 34126 17218 infeasible 23 500.00000 442.83347 11.4% 68.1 845s 34405 17367 494.87150 27 152 500.00000 442.89011 11.4% 68.2 850s 34675 17487 487.21126 46 119 500.00000 442.92357 11.4% 68.2 855s 34920 17584 443.87848 22 152 500.00000 442.95079 11.4% 68.3 860s 35230 17739 459.09019 41 132 500.00000 442.99388 11.4% 68.3 865s 35522 17853 444.04523 30 149 500.00000 443.03624 11.4% 68.3 870s 35805 17992 488.44460 41 147 500.00000 443.05358 11.4% 68.4 875s 36090 18127 476.32007 40 133 500.00000 443.10000 11.4% 68.4 880s 36360 18226 cutoff 44 500.00000 443.13338 11.4% 68.4 885s 36655 18372 463.21229 30 116 500.00000 443.18717 11.4% 68.5 890s 36911 18475 cutoff 33 500.00000 443.23257 11.4% 68.6 895s 37160 18607 infeasible 29 500.00000 443.27095 11.3% 68.7 900s 37433 18695 478.45596 33 139 500.00000 443.32491 11.3% 68.8 905s 37707 18799 482.44581 32 129 500.00000 443.36052 11.3% 68.8 910s 37956 18879 infeasible 33 500.00000 443.40421 11.3% 68.9 915s 38183 18980 498.00000 36 86 500.00000 443.43460 11.3% 69.1 920s 38444 19087 492.65260 30 159 500.00000 443.45141 11.3% 69.1 925s 38759 19249 452.31303 35 96 500.00000 443.46052 11.3% 69.1 930s 39059 19362 461.42852 28 153 500.00000 443.51852 11.3% 69.1 935s 39298 19464 485.84488 32 130 500.00000 443.55728 11.3% 69.2 940s 39608 19606 483.73444 34 143 500.00000 443.57407 11.3% 69.2 945s 39900 19723 497.12961 31 138 500.00000 443.61976 11.3% 69.2 950s 40279 19917 449.29635 26 160 500.00000 443.64230 11.3% 69.0 955s 40552 20016 453.00299 23 170 500.00000 443.68827 11.3% 69.1 960s 40805 20115 469.31243 37 139 500.00000 443.70823 11.3% 69.2 1013s 40807 20116 450.13971 34 156 500.00000 443.70823 11.3% 69.2 1020s 40808 20117 479.42954 26 147 500.00000 443.70823 11.3% 69.2 1028s 40809 20118 495.38191 36 177 500.00000 443.70823 11.3% 69.2 1031s 40810 20118 489.75930 38 158 500.00000 443.70823 11.3% 69.2 1042s 40811 20119 469.00443 36 173 500.00000 443.70823 11.3% 69.2 1053s 40812 20120 494.08542 51 161 500.00000 443.70823 11.3% 69.2 1066s 40814 20121 453.07571 40 160 500.00000 443.70823 11.3% 69.2 1081s 40815 20122 495.38191 36 168 500.00000 443.70823 11.3% 69.1 1094s 40816 20122 453.07571 40 154 500.00000 443.70823 11.3% 69.1 1101s 40817 20123 469.00443 36 147 500.00000 443.70823 11.3% 69.1 1111s 40819 20124 487.02888 33 136 500.00000 443.70823 11.3% 69.1 1124s 40820 20125 479.42954 26 165 500.00000 443.70823 11.3% 69.1 1134s 40821 20126 472.51432 39 139 500.00000 443.70823 11.3% 69.1 1144s 40822 20126 485.51954 41 188 500.00000 443.70823 11.3% 69.1 1146s 40824 20128 485.53796 32 163 500.00000 443.70823 11.3% 69.1 1156s 40825 20128 469.31243 37 171 500.00000 443.70823 11.3% 69.1 1163s 40826 20129 485.53796 32 176 500.00000 443.70823 11.3% 69.1 1167s 40827 20130 472.51432 39 152 500.00000 443.70823 11.3% 69.1 1174s 40828 20130 469.31243 37 167 500.00000 443.70823 11.3% 69.1 1181s 40830 20132 453.07571 40 169 500.00000 443.70823 11.3% 69.1 1197s 40831 20132 451.27504 32 163 500.00000 443.70823 11.3% 69.1 1211s 40832 20133 447.04444 38 166 500.00000 443.70823 11.3% 69.1 1219s 40833 20134 478.20645 35 170 500.00000 443.70823 11.3% 69.1 1227s 40834 20134 488.70918 38 172 500.00000 443.70823 11.3% 69.1 1236s 40835 20135 482.03173 46 195 500.00000 443.70823 11.3% 69.1 1240s 40837 20136 469.00443 36 184 500.00000 443.70823 11.3% 69.1 1245s 40839 20138 453.07571 40 181 500.00000 443.70823 11.3% 69.1 1251s 40841 20139 478.43546 32 193 500.00000 443.70823 11.3% 69.1 1258s 40842 20140 487.02888 33 183 500.00000 443.70823 11.3% 69.1 1261s 40844 20141 467.98396 42 197 500.00000 443.70823 11.3% 69.1 1267s 40845 20142 478.43546 32 192 500.00000 443.70823 11.3% 69.1 1270s 40847 20143 469.31243 37 198 500.00000 443.70823 11.3% 69.1 1276s 40849 20144 467.98396 42 185 500.00000 443.70823 11.3% 69.1 1281s 40851 20146 460.94778 30 196 500.00000 443.70823 11.3% 69.1 1288s 40852 20146 487.02888 33 195 500.00000 443.70823 11.3% 69.1 1291s 40854 20148 479.42954 26 194 500.00000 443.70823 11.3% 69.1 1297s 40856 20149 495.38191 36 182 500.00000 443.70823 11.3% 69.1 1302s 40857 20150 447.04444 38 174 500.00000 443.70823 11.3% 69.1 1305s 40859 20151 453.07571 40 181 500.00000 443.70823 11.3% 69.1 1311s 40863 20156 443.70823 27 82 500.00000 443.70823 11.3% 69.4 1315s 40882 20168 456.35439 37 92 500.00000 443.70823 11.3% 69.4 1320s 40985 20212 470.60131 47 151 500.00000 443.70823 11.3% 69.5 1325s 41133 20245 infeasible 53 500.00000 443.70823 11.3% 69.6 1330s 41259 20299 490.37245 68 131 500.00000 443.70823 11.3% 69.7 1336s 41373 20321 445.18760 39 144 500.00000 443.70823 11.3% 69.8 1340s 41534 20363 cutoff 38 500.00000 443.70823 11.3% 69.9 1345s 41691 20388 445.12500 36 160 500.00000 443.70823 11.3% 70.1 1350s 41859 20446 461.34226 44 173 500.00000 443.70823 11.3% 70.2 1355s 41958 20456 443.70823 34 128 500.00000 443.70823 11.3% 70.3 1365s 42179 20518 443.74934 31 160 500.00000 443.70823 11.3% 70.4 1370s 42316 20535 infeasible 53 500.00000 443.70823 11.3% 70.6 1375s 42482 20584 cutoff 63 500.00000 443.70823 11.3% 70.7 1380s 42583 20596 484.62500 42 146 500.00000 443.70823 11.3% 71.0 1385s 42753 20602 458.20539 44 159 500.00000 443.70823 11.3% 71.1 1390s 42853 20615 474.38880 40 187 500.00000 443.70823 11.3% 71.4 1395s 43005 20652 infeasible 56 500.00000 443.70823 11.3% 71.6 1400s 43170 20660 494.50000 63 80 500.00000 443.70823 11.3% 71.8 1405s 43353 20706 infeasible 42 500.00000 443.70823 11.3% 71.9 1410s 43387 20703 487.71058 45 142 500.00000 443.70823 11.3% 71.9 1420s 43528 20711 450.57592 44 188 500.00000 443.70823 11.3% 72.1 1425s 43687 20716 459.63742 38 184 500.00000 443.86081 11.2% 72.3 1430s 43861 20739 472.49393 46 171 500.00000 444.26984 11.1% 72.5 1435s 44018 20765 cutoff 45 500.00000 444.37500 11.1% 72.6 1440s 44147 20769 463.01576 39 149 500.00000 444.71143 11.1% 72.9 1445s 44321 20799 cutoff 41 500.00000 444.80732 11.0% 73.1 1450s 44549 20842 458.18416 40 166 500.00000 445.12500 11.0% 73.0 1455s 44726 20855 463.04089 35 136 500.00000 445.60235 10.9% 73.2 1460s 44865 20869 490.80056 43 135 500.00000 445.85714 10.8% 73.4 1465s 45048 20874 481.38256 45 153 500.00000 446.07143 10.8% 73.6 1470s 45175 20908 467.78436 40 164 500.00000 446.10773 10.8% 73.6 1476s 45299 20911 465.56522 40 120 500.00000 446.39957 10.7% 73.7 1480s 45545 20985 498.45580 66 39 500.00000 446.59737 10.7% 73.7 1485s 45727 21032 462.67842 45 137 500.00000 446.85420 10.6% 73.8 1490s 45864 21046 489.40314 41 184 500.00000 446.99550 10.6% 74.0 1495s 46078 21106 cutoff 42 500.00000 447.16693 10.6% 74.0 1500s 46234 21133 490.53805 43 172 500.00000 447.26546 10.5% 74.2 1505s H46237 20088 499.0000000 447.26546 10.4% 74.2 1505s 46448 20132 cutoff 71 499.00000 447.41466 10.3% 74.3 1510s 46696 20168 474.84983 47 174 499.00000 447.73214 10.3% 74.3 1515s 46876 20215 492.94142 59 161 499.00000 447.79586 10.3% 74.2 1532s 46925 20210 466.16981 39 156 499.00000 447.83961 10.3% 74.3 1535s 47175 20270 494.81449 68 55 499.00000 447.99822 10.2% 74.3 1540s 47365 20299 466.89658 47 150 499.00000 448.06897 10.2% 74.4 1545s 47535 20324 449.63553 36 188 499.00000 448.25752 10.2% 74.6 1550s 47705 20374 463.14713 45 128 499.00000 448.36170 10.1% 74.7 1555s 47845 20386 482.16864 56 153 499.00000 448.43940 10.1% 74.9 1560s 48030 20395 460.49711 41 130 499.00000 448.51313 10.1% 75.0 1565s 48281 20446 467.17416 47 153 499.00000 448.67710 10.1% 75.0 1570s 48487 20478 459.43110 45 114 499.00000 448.82303 10.1% 75.1 1575s 48661 20473 cutoff 44 499.00000 448.87515 10.0% 75.2 1580s 48847 20498 471.53231 45 117 499.00000 448.96472 10.0% 75.3 1585s 49007 20517 497.78788 50 111 499.00000 449.02716 10.0% 75.4 1590s 49207 20529 480.03315 48 155 499.00000 449.12228 10.0% 75.5 1595s 49421 20556 cutoff 55 499.00000 449.30064 10.0% 75.6 1600s 49632 20618 485.26187 91 74 499.00000 449.37419 9.95% 75.6 1605s 49794 20621 infeasible 43 499.00000 449.47693 9.92% 75.7 1610s 49982 20648 460.94444 37 152 499.00000 449.55971 9.91% 75.8 1615s 50212 20706 474.24150 46 124 499.00000 449.63131 9.89% 75.8 1620s 50512 20815 494.65639 58 118 499.00000 449.69220 9.88% 75.7 1625s 50762 20859 494.94175 53 123 499.00000 449.75505 9.87% 75.6 1630s 50957 20889 466.32216 49 110 499.00000 449.81308 9.86% 75.7 1635s 51097 20900 493.62162 45 114 499.00000 449.95081 9.83% 75.8 1640s 51259 20934 497.66146 46 169 499.00000 450.04134 9.81% 75.9 1645s 51480 20955 494.10000 51 101 499.00000 450.13290 9.79% 75.9 1650s 51709 20984 451.13846 44 149 499.00000 450.23485 9.77% 76.0 1655s 51953 21051 infeasible 44 499.00000 450.27401 9.76% 76.0 1660s 52177 21109 cutoff 44 499.00000 450.31170 9.76% 76.0 1665s 52397 21154 472.99741 61 112 499.00000 450.39352 9.74% 76.0 1670s 52555 21145 cutoff 49 499.00000 450.52003 9.72% 76.2 1675s 52803 21192 458.85060 43 154 499.00000 450.56065 9.71% 76.2 1680s 52960 21185 491.84446 43 133 499.00000 450.61742 9.70% 76.4 1685s 53110 21191 468.98748 43 154 499.00000 450.72800 9.67% 76.5 1690s 53339 21223 486.50554 54 154 499.00000 450.81798 9.66% 76.5 1695s 53538 21226 cutoff 46 499.00000 450.89054 9.64% 76.6 1700s 53757 21249 479.95295 42 147 499.00000 451.01803 9.62% 76.7 1705s 54004 21287 484.49029 58 114 499.00000 451.06897 9.61% 76.7 1710s 54179 21299 484.34621 49 155 499.00000 451.09964 9.60% 76.8 1715s 54436 21362 458.79242 46 121 499.00000 451.14610 9.59% 76.7 1720s 54575 21367 cutoff 60 499.00000 451.16703 9.59% 76.9 1725s 54797 21415 cutoff 49 499.00000 451.25695 9.57% 76.9 1730s 54931 21443 496.66207 53 138 499.00000 451.36022 9.55% 77.1 1735s 54943 21441 463.54266 42 176 499.00000 451.36281 9.55% 77.1 1758s 55008 21449 494.56999 37 162 499.00000 451.40320 9.54% 77.2 1760s 55167 21440 493.00000 47 97 499.00000 451.42639 9.53% 77.3 1765s 55401 21468 497.04325 61 75 499.00000 451.54074 9.51% 77.4 1770s 55565 21474 489.45909 56 116 499.00000 451.65570 9.49% 77.5 1775s 55733 21468 475.98437 49 130 499.00000 451.67667 9.48% 77.6 1780s 55956 21507 467.55183 44 141 499.00000 451.72687 9.47% 77.7 1785s 56124 21539 475.93534 40 183 499.00000 451.75321 9.47% 77.8 1790s 56262 21574 492.94783 51 136 499.00000 451.78472 9.46% 77.9 1795s 56486 21600 497.00000 62 67 499.00000 451.83062 9.45% 77.9 1800s 56677 21609 487.89925 44 125 499.00000 451.87914 9.44% 78.0 1805s 56907 21638 467.55390 47 154 499.00000 451.93750 9.43% 78.0 1810s 57101 21657 459.44261 52 136 499.00000 452.00000 9.42% 78.1 1815s 57321 21704 cutoff 37 499.00000 452.03475 9.41% 78.1 1820s 57533 21715 480.83361 36 150 499.00000 452.07216 9.40% 78.2 1825s 57732 21756 cutoff 73 499.00000 452.09186 9.40% 78.2 1830s 57941 21770 466.46330 50 182 499.00000 452.12268 9.39% 78.3 1835s 58143 21800 477.83009 43 148 499.00000 452.14579 9.39% 78.4 1840s 58304 21799 cutoff 54 499.00000 452.22037 9.37% 78.5 1845s 58446 21823 cutoff 61 499.00000 452.23006 9.37% 78.7 1850s 58596 21852 479.40966 48 141 499.00000 452.25200 9.37% 78.8 1862s 58679 21850 infeasible 55 499.00000 452.27976 9.36% 78.8 1865s 58905 21861 490.33333 54 133 499.00000 452.31285 9.36% 78.8 1870s 59079 21890 cutoff 65 499.00000 452.36889 9.34% 78.9 1875s 59298 21935 497.51009 39 180 499.00000 452.39242 9.34% 78.9 1880s 59491 21964 486.42723 57 132 499.00000 452.43686 9.33% 79.0 1885s 59759 22016 cutoff 52 499.00000 452.51381 9.32% 79.0 1890s 59893 22031 474.99344 55 154 499.00000 452.53595 9.31% 79.1 1895s 60101 22073 452.56319 45 182 499.00000 452.56319 9.31% 79.2 1900s 60361 22141 463.01175 39 161 499.00000 452.60728 9.30% 79.1 1905s 60492 22159 487.68421 69 147 499.00000 452.61185 9.30% 79.3 1910s 60722 22202 474.03902 43 145 499.00000 452.63438 9.29% 79.3 1915s 60968 22251 491.50000 45 87 499.00000 452.68750 9.28% 79.3 1920s 61133 22263 496.50000 51 114 499.00000 452.70985 9.28% 79.4 1925s 61342 22276 468.60833 54 148 499.00000 452.73521 9.27% 79.3 1930s 61498 22286 474.18187 53 154 499.00000 452.75056 9.27% 79.5 1935s 61750 22366 infeasible 46 499.00000 452.76072 9.27% 79.4 1940s 61875 22383 infeasible 71 499.00000 452.78351 9.26% 79.6 1945s 62078 22393 cutoff 59 499.00000 452.80586 9.26% 79.6 1950s 62227 22404 471.58333 53 112 499.00000 452.83378 9.25% 79.8 1955s 62365 22426 491.83620 45 102 499.00000 452.85254 9.25% 79.9 1960s 62572 22463 491.00000 56 74 499.00000 452.87500 9.24% 79.9 1965s 62747 22494 473.56333 55 152 499.00000 452.91268 9.24% 80.0 1970s 62936 22510 480.22980 53 159 499.00000 452.94433 9.23% 80.1 1975s 63119 22522 infeasible 57 499.00000 452.98049 9.22% 80.1 1980s 63243 22513 460.20000 42 123 499.00000 453.01830 9.21% 80.3 1985s 63411 22539 458.38960 52 179 499.00000 453.03672 9.21% 80.4 1990s 63667 22589 cutoff 45 499.00000 453.07216 9.20% 80.4 1995s 63813 22618 487.20690 57 109 499.00000 453.10146 9.20% 80.5 2000s 63958 22612 460.00000 42 108 499.00000 453.13793 9.19% 80.6 2005s 64126 22626 486.71644 50 117 499.00000 453.15495 9.19% 80.7 2010s 64300 22651 470.29430 52 147 499.00000 453.17560 9.18% 80.8 2015s 64595 22724 453.43286 41 163 499.00000 453.18757 9.18% 80.7 2020s 64739 22727 470.58333 43 114 499.00000 453.22775 9.17% 80.9 2025s 65058 22795 454.60115 44 142 499.00000 453.25809 9.17% 80.7 2030s 65250 22803 463.37255 45 188 499.00000 453.31011 9.16% 80.8 2035s 65399 22810 472.67432 58 156 499.00000 453.34364 9.15% 80.9 2040s 65534 22794 494.50191 47 128 499.00000 453.36640 9.15% 81.1 2045s 65694 22797 464.24749 41 152 499.00000 453.40932 9.14% 81.2 2050s 65860 22773 455.89964 45 162 499.00000 453.44644 9.13% 81.3 2055s 66017 22800 494.48532 47 158 499.00000 453.48422 9.12% 81.4 2060s 66182 22803 cutoff 48 499.00000 453.51181 9.12% 81.5 2065s 66240 22797 461.96745 46 161 499.00000 453.52865 9.11% 81.5 2076s 66316 22793 cutoff 70 499.00000 453.55118 9.11% 81.6 2080s 66451 22801 cutoff 48 499.00000 453.60766 9.10% 81.7 2085s 66620 22811 cutoff 51 499.00000 453.63548 9.09% 81.8 2090s 66804 22847 457.14193 45 156 499.00000 453.66670 9.08% 81.9 2095s 66938 22842 cutoff 53 499.00000 453.70917 9.08% 82.0 2100s 67178 22891 495.33960 50 159 499.00000 453.75000 9.07% 82.0 2105s 67357 22918 491.13072 46 100 499.00000 453.80435 9.06% 82.1 2110s 67561 22917 465.37008 56 149 499.00000 453.83333 9.05% 82.1 2115s 67721 22932 480.22837 53 149 499.00000 453.86765 9.04% 82.2 2120s 67947 22961 454.17823 38 169 499.00000 453.91897 9.03% 82.2 2125s 68248 23033 483.24578 57 158 499.00000 453.95838 9.03% 82.1 2130s 68440 23082 459.21287 54 129 499.00000 453.97778 9.02% 82.2 2135s 68676 23134 462.87097 49 156 499.00000 454.00000 9.02% 82.2 2140s 68833 23102 474.10830 49 148 499.00000 454.01117 9.02% 82.3 2145s 68967 23108 467.87143 57 160 499.00000 454.07216 9.00% 82.4 2150s 69178 23128 472.71450 54 152 499.00000 454.11273 9.00% 82.4 2155s 69355 23118 464.50000 45 102 499.00000 454.13344 8.99% 82.5 2160s 69522 23124 469.78370 42 177 499.00000 454.15439 8.99% 82.6 2165s 69774 23157 455.51086 42 170 499.00000 454.19151 8.98% 82.6 2170s 70081 23221 482.71622 54 150 499.00000 454.22289 8.97% 82.5 2175s 70248 23233 496.58130 56 159 499.00000 454.24592 8.97% 82.6 2180s 70424 23238 cutoff 47 499.00000 454.26510 8.96% 82.6 2185s 70631 23269 cutoff 60 499.00000 454.30188 8.96% 82.7 2190s 70829 23282 464.06926 47 156 499.00000 454.32992 8.95% 82.7 2195s 70983 23284 478.54853 46 145 499.00000 454.36208 8.95% 82.8 2200s 71106 23298 495.65180 55 145 499.00000 454.37867 8.94% 83.0 2205s 71296 23300 cutoff 60 499.00000 454.42019 8.93% 83.0 2210s 71407 23306 cutoff 60 499.00000 454.43783 8.93% 83.1 2215s 71841 23472 480.77313 54 134 499.00000 454.45538 8.93% 82.8 2220s 71983 23447 493.16954 46 142 499.00000 454.50066 8.92% 82.9 2225s 72151 23449 cutoff 49 499.00000 454.54115 8.91% 83.0 2230s 72289 23455 487.87846 45 184 499.00000 454.56636 8.90% 83.1 2235s 72438 23452 458.28673 39 193 499.00000 454.59573 8.90% 83.2 2240s 72631 23491 463.55414 59 151 499.00000 454.62550 8.89% 83.3 2245s 72811 23481 488.60186 50 134 499.00000 454.65715 8.89% 83.4 2250s 72966 23477 461.60978 49 172 499.00000 454.69137 8.88% 83.4 2255s 73220 23528 484.70513 58 162 499.00000 454.74265 8.87% 83.4 2260s 73426 23576 481.92159 50 125 499.00000 454.75596 8.87% 83.5 2265s 73584 23555 cutoff 49 499.00000 454.79900 8.86% 83.5 2270s 73744 23537 466.67824 42 170 499.00000 454.81536 8.85% 83.6 2275s 73920 23564 477.48196 42 135 499.00000 454.85040 8.85% 83.7 2280s 74068 23554 463.62744 41 156 499.00000 454.87947 8.84% 83.8 2285s 74239 23563 cutoff 54 499.00000 454.90519 8.84% 83.9 2290s 74408 23567 cutoff 67 499.00000 454.94387 8.83% 83.9 2295s 74485 23571 492.14083 61 87 499.00000 454.96343 8.82% 84.0 2324s 74501 23572 463.90600 55 150 499.00000 454.96749 8.82% 84.0 2325s 74674 23583 480.79259 54 129 499.00000 454.99315 8.82% 84.0 2330s 74826 23589 cutoff 56 499.00000 455.03468 8.81% 84.1 2335s 75071 23633 472.33333 42 113 499.00000 455.07216 8.80% 84.1 2340s 75226 23636 cutoff 51 499.00000 455.07768 8.80% 84.2 2345s 75387 23648 490.43994 54 124 499.00000 455.10417 8.80% 84.3 2350s 75651 23691 497.88500 64 58 499.00000 455.14177 8.79% 84.2 2355s 75816 23685 496.00000 54 78 499.00000 455.15889 8.79% 84.3 2360s 76015 23743 477.17832 51 150 499.00000 455.16715 8.78% 84.3 2365s 76228 23782 474.24077 50 139 499.00000 455.20235 8.78% 84.3 2370s 76413 23810 470.38630 51 153 499.00000 455.22505 8.77% 84.4 2375s 76590 23800 cutoff 58 499.00000 455.25673 8.77% 84.5 2380s 76795 23809 456.49484 49 133 499.00000 455.29889 8.76% 84.5 2385s 76989 23852 471.31358 53 141 499.00000 455.30596 8.76% 84.5 2390s 77172 23868 cutoff 54 499.00000 455.31746 8.75% 84.6 2395s 77366 23905 cutoff 63 499.00000 455.34122 8.75% 84.6 2400s 77534 23906 497.57699 43 97 499.00000 455.37695 8.74% 84.7 2405s 77682 23902 cutoff 52 499.00000 455.39105 8.74% 84.8 2410s 77891 23938 461.38261 46 190 499.00000 455.41940 8.73% 84.8 2415s 78116 23965 473.05456 45 142 499.00000 455.44821 8.73% 84.8 2420s 78254 23977 cutoff 61 499.00000 455.46397 8.72% 84.9 2425s 78376 23963 cutoff 52 499.00000 455.48924 8.72% 85.0 2430s 78598 24019 476.48356 46 116 499.00000 455.50123 8.72% 85.0 2435s 78764 24017 485.17466 52 115 499.00000 455.52083 8.71% 85.1 2440s 78968 24045 464.48846 49 160 499.00000 455.53664 8.71% 85.1 2445s 79152 24092 488.83013 60 164 499.00000 455.55136 8.71% 85.2 2450s 79297 24095 456.48952 45 172 499.00000 455.57129 8.70% 85.3 2455s 79489 24122 cutoff 66 499.00000 455.59094 8.70% 85.3 2460s 79620 24122 infeasible 53 499.00000 455.62093 8.69% 85.4 2465s 79770 24102 cutoff 50 499.00000 455.64676 8.69% 85.5 2470s 79966 24120 cutoff 52 499.00000 455.68175 8.68% 85.5 2475s 80093 24113 cutoff 42 499.00000 455.68775 8.68% 85.7 2480s 80347 24162 456.00000 35 130 499.00000 455.72423 8.67% 85.6 2485s 80502 24179 cutoff 62 499.00000 455.74518 8.67% 85.7 2490s 80737 24153 492.66667 46 147 499.00000 455.78104 8.66% 85.7 2495s 80894 24145 471.00000 51 125 499.00000 455.80160 8.66% 85.8 2500s 81046 24128 cutoff 40 499.00000 455.81672 8.65% 85.8 2505s 81234 24109 cutoff 51 499.00000 455.84665 8.65% 85.9 2510s 81397 24127 467.75132 55 100 499.00000 455.86328 8.64% 86.0 2515s 81608 24157 491.84711 50 152 499.00000 455.88002 8.64% 86.0 2520s 81720 24160 479.09390 53 150 499.00000 455.89964 8.64% 86.1 2525s 81950 24188 infeasible 48 499.00000 455.91364 8.63% 86.1 2530s 82137 24205 480.29392 61 159 499.00000 455.93371 8.63% 86.1 2535s 82340 24228 cutoff 61 499.00000 455.96519 8.62% 86.1 2540s 82582 24282 462.39607 48 152 499.00000 455.99599 8.62% 86.1 2545s 82728 24281 461.65710 43 126 499.00000 456.00000 8.62% 86.2 2550s 82999 24349 cutoff 50 499.00000 456.00000 8.62% 86.1 2555s 83275 24394 477.08959 54 147 499.00000 456.02729 8.61% 86.0 2560s 83488 24441 492.79550 51 137 499.00000 456.04342 8.61% 86.0 2565s 83709 24473 485.00000 48 66 499.00000 456.06478 8.60% 86.1 2570s 83932 24551 486.44904 48 100 499.00000 456.07489 8.60% 86.0 2575s 84059 24548 491.85006 59 173 499.00000 456.09901 8.60% 86.1 2580s 84215 24548 cutoff 53 499.00000 456.11034 8.60% 86.2 2585s 84388 24563 481.02738 52 143 499.00000 456.12123 8.59% 86.3 2590s 84531 24589 490.94178 47 105 499.00000 456.13138 8.59% 86.4 2595s 84723 24591 459.03860 43 164 499.00000 456.16667 8.58% 86.4 2600s 84933 24620 457.73728 44 158 499.00000 456.18277 8.58% 86.4 2605s 85061 24606 476.37597 56 149 499.00000 456.18785 8.58% 86.5 2610s 85263 24636 497.54059 64 54 499.00000 456.20076 8.58% 86.6 2615s 85406 24637 461.89975 49 117 499.00000 456.21973 8.57% 86.6 2620s 85576 24657 466.16497 50 124 499.00000 456.23946 8.57% 86.7 2625s 85728 24671 cutoff 52 499.00000 456.25233 8.57% 86.8 2630s 85905 24702 481.84390 56 145 499.00000 456.26676 8.56% 86.8 2635s 86020 24684 482.85690 51 104 499.00000 456.28234 8.56% 87.0 2640s 86224 24711 468.09271 45 159 499.00000 456.30787 8.56% 87.0 2645s 86413 24718 484.03190 59 71 499.00000 456.32261 8.55% 87.0 2650s 86605 24711 458.76573 52 137 499.00000 456.34136 8.55% 87.0 2655s 86751 24740 infeasible 53 499.00000 456.35296 8.55% 87.1 2660s 86941 24760 466.24146 42 125 499.00000 456.36362 8.54% 87.2 2665s 87193 24834 481.33550 69 83 499.00000 456.36885 8.54% 87.1 2670s 87460 24870 467.52111 52 150 499.00000 456.39683 8.54% 87.1 2675s 87727 24950 459.60166 44 167 499.00000 456.41551 8.53% 87.0 2680s 87864 24957 cutoff 55 499.00000 456.42506 8.53% 87.1 2685s 88017 24954 488.56250 42 149 499.00000 456.44676 8.53% 87.2 2690s 88181 24939 infeasible 45 499.00000 456.46420 8.52% 87.2 2695s 88385 24968 cutoff 51 499.00000 456.48146 8.52% 87.2 2700s 88635 25029 479.44853 55 127 499.00000 456.50231 8.52% 87.2 2705s 88845 25032 493.07389 44 138 499.00000 456.52030 8.51% 87.2 2710s 88993 25034 cutoff 58 499.00000 456.52955 8.51% 87.3 2715s 89103 25030 infeasible 54 499.00000 456.53548 8.51% 87.4 2720s 89299 25079 463.19261 43 195 499.00000 456.55208 8.51% 87.4 2725s 89500 25062 cutoff 45 499.00000 456.55978 8.51% 87.5 2730s 89591 25065 466.84351 56 147 499.00000 456.57782 8.50% 87.5 2757s 89676 25068 cutoff 56 499.00000 456.58953 8.50% 87.6 2760s 89822 25042 458.06803 58 104 499.00000 456.60703 8.50% 87.6 2765s 90023 25054 cutoff 58 499.00000 456.62745 8.49% 87.6 2770s 90254 25053 cutoff 59 499.00000 456.64419 8.49% 87.6 2775s 90419 25049 474.73855 44 166 499.00000 456.65424 8.49% 87.7 2780s 90611 25042 cutoff 48 499.00000 456.67684 8.48% 87.7 2785s 90776 25040 465.86656 41 189 499.00000 456.68940 8.48% 87.8 2790s 90985 25065 486.03190 51 72 499.00000 456.70174 8.48% 87.8 2795s 91190 25097 473.88431 47 147 499.00000 456.71742 8.47% 87.8 2800s 91354 25100 481.00810 52 146 499.00000 456.72903 8.47% 87.9 2805s 91399 25109 473.37498 52 155 499.00000 456.73983 8.47% 87.9 2820s 91612 25148 485.38713 56 152 499.00000 456.75056 8.47% 87.8 2825s 91809 25133 495.75545 48 72 499.00000 456.77422 8.46% 87.9 2831s 91930 25124 475.41936 56 141 499.00000 456.79101 8.46% 87.9 2835s 92096 25121 496.28580 47 147 499.00000 456.81372 8.45% 88.0 2840s 92271 25126 467.39273 54 94 499.00000 456.82796 8.45% 88.0 2845s 92443 25108 490.60030 53 152 499.00000 456.85531 8.45% 88.1 2850s 92602 25108 478.75229 46 163 499.00000 456.87020 8.44% 88.1 2855s 92735 25111 491.17614 51 132 499.00000 456.88281 8.44% 88.2 2860s 92926 25121 471.59581 41 145 499.00000 456.90592 8.44% 88.2 2865s 93094 25134 487.33031 50 118 499.00000 456.92308 8.43% 88.3 2870s 93311 25192 492.91827 59 171 499.00000 456.93752 8.43% 88.3 2875s 93481 25168 457.71225 45 106 499.00000 456.96791 8.42% 88.3 2880s 93652 25188 460.40586 48 173 499.00000 456.97770 8.42% 88.4 2885s 93811 25205 483.33759 53 122 499.00000 456.98427 8.42% 88.4 2890s 93958 25218 477.08961 47 144 499.00000 456.99624 8.42% 88.5 2895s 94117 25235 482.32021 59 142 499.00000 457.00000 8.42% 88.6 2900s 94327 25259 cutoff 49 499.00000 457.00000 8.42% 88.6 2905s 94658 25328 459.60609 45 161 499.00000 457.00820 8.42% 88.5 2910s 94866 25324 496.09342 57 86 499.00000 457.02141 8.41% 88.5 2915s 95046 25358 cutoff 60 499.00000 457.03908 8.41% 88.5 2920s 95234 25386 472.50000 39 128 499.00000 457.05316 8.41% 88.5 2925s 95382 25367 469.74558 54 152 499.00000 457.06611 8.40% 88.6 2930s 95563 25382 497.61060 56 69 499.00000 457.07340 8.40% 88.6 2935s 95725 25378 481.18823 51 151 499.00000 457.09779 8.40% 88.7 2940s 95895 25383 473.69586 47 195 499.00000 457.10512 8.40% 88.7 2945s 96016 25375 466.36857 42 153 499.00000 457.11436 8.39% 88.8 2950s 96189 25393 488.84752 81 88 499.00000 457.12850 8.39% 88.9 2955s 96347 25408 476.34718 60 138 499.00000 457.14207 8.39% 88.9 2960s 96534 25426 infeasible 55 499.00000 457.16667 8.38% 89.0 2965s 96683 25402 457.24160 41 111 499.00000 457.17354 8.38% 89.1 2970s 96909 25440 infeasible 55 499.00000 457.18657 8.38% 89.0 2975s 97128 25480 483.80520 86 68 499.00000 457.20588 8.38% 89.0 2980s 97400 25521 cutoff 63 499.00000 457.21545 8.37% 89.0 2985s 97560 25520 cutoff 57 499.00000 457.22715 8.37% 89.0 2990s 97700 25504 466.58259 43 104 499.00000 457.23949 8.37% 89.1 2995s 97844 25503 cutoff 70 499.00000 457.24645 8.37% 89.2 3000s 97968 25488 cutoff 44 499.00000 457.25519 8.37% 89.3 3005s 98072 25482 492.46190 64 105 499.00000 457.27240 8.36% 89.4 3010s 98221 25458 cutoff 56 499.00000 457.28836 8.36% 89.5 3015s 98432 25542 cutoff 46 499.00000 457.30000 8.36% 89.5 3020s 98558 25601 cutoff 51 499.00000 457.30360 8.36% 89.6 3025s 98692 25640 478.14464 47 160 499.00000 457.31952 8.35% 89.6 3030s 98836 25686 cutoff 51 499.00000 457.33083 8.35% 89.7 3035s 98982 25743 cutoff 44 499.00000 457.34118 8.35% 89.8 3040s 99177 25826 493.91398 50 156 499.00000 457.35641 8.35% 89.8 3045s 99380 25884 467.30969 48 143 499.00000 457.37049 8.34% 89.8 3050s 99542 25936 infeasible 50 499.00000 457.39078 8.34% 89.8 3055s 99744 26027 cutoff 48 499.00000 457.41254 8.33% 89.9 3060s 99877 26053 492.38499 46 130 499.00000 457.42687 8.33% 89.9 3065s 100053 26126 infeasible 51 499.00000 457.44094 8.33% 90.0 3070s 100232 26163 489.07715 61 133 499.00000 457.45324 8.33% 90.0 3075s 100355 26203 472.46714 54 117 499.00000 457.47143 8.32% 90.1 3080s 100482 26225 474.54134 51 156 499.00000 457.48327 8.32% 90.2 3085s 100632 26282 463.63183 39 145 499.00000 457.49403 8.32% 90.2 3090s 100779 26356 472.83333 44 182 499.00000 457.50007 8.32% 90.3 3095s 100931 26391 483.42270 53 145 499.00000 457.51636 8.31% 90.4 3100s 101108 26463 458.63265 43 121 499.00000 457.52371 8.31% 90.4 3105s 101339 26577 486.42422 52 126 499.00000 457.53594 8.31% 90.4 3110s 101534 26667 469.85942 50 149 499.00000 457.55049 8.31% 90.4 3115s 101682 26701 497.03190 49 75 499.00000 457.55568 8.31% 90.5 3120s 101859 26754 465.53639 50 153 499.00000 457.57304 8.30% 90.5 3125s 102071 26876 472.65881 45 136 499.00000 457.58415 8.30% 90.4 3130s 102257 26926 cutoff 51 499.00000 457.59667 8.30% 90.5 3135s 102398 26977 472.15259 44 106 499.00000 457.61645 8.29% 90.5 3140s 102585 27035 463.58136 43 164 499.00000 457.63036 8.29% 90.6 3145s 102720 27093 497.26696 51 166 499.00000 457.63790 8.29% 90.6 3150s 102822 27120 469.79839 43 141 499.00000 457.65014 8.29% 90.8 3155s 103066 27247 474.80421 61 155 499.00000 457.66302 8.28% 90.7 3160s 103249 27309 cutoff 46 499.00000 457.66756 8.28% 90.8 3165s 103379 27347 490.36681 53 119 499.00000 457.68836 8.28% 90.8 3170s 103567 27417 cutoff 50 499.00000 457.70367 8.28% 90.9 3175s 103717 27469 infeasible 56 499.00000 457.71014 8.27% 90.9 3180s 103903 27553 479.33726 50 151 499.00000 457.72124 8.27% 90.9 3185s 104052 27586 462.23164 53 127 499.00000 457.74269 8.27% 91.0 3190s 104225 27628 458.84630 40 155 499.00000 457.75884 8.26% 91.1 3195s 104380 27693 463.49639 44 132 499.00000 457.77630 8.26% 91.1 3200s 104493 27715 487.35017 53 149 499.00000 457.78431 8.26% 91.2 3205s 104665 27745 467.57838 47 143 499.00000 457.79750 8.26% 91.3 3210s 104837 27813 cutoff 57 499.00000 457.81063 8.25% 91.3 3215s 105033 27866 infeasible 51 499.00000 457.82004 8.25% 91.3 3220s 105196 27933 infeasible 50 499.00000 457.83658 8.25% 91.4 3225s 105402 28021 485.71154 48 171 499.00000 457.85107 8.25% 91.4 3230s 105561 28059 489.59427 57 120 499.00000 457.85983 8.24% 91.4 3235s 105703 28100 458.49248 51 142 499.00000 457.87514 8.24% 91.5 3240s 105864 28167 497.00000 51 99 499.00000 457.89090 8.24% 91.5 3245s 106013 28208 497.17729 52 151 499.00000 457.90556 8.24% 91.6 3250s 106201 28284 464.64593 39 120 499.00000 457.93181 8.23% 91.6 3255s 106383 28316 492.99767 56 151 499.00000 457.95126 8.23% 91.7 3260s 106498 28346 cutoff 59 499.00000 457.96885 8.22% 91.7 3265s 106688 28414 461.79136 56 122 499.00000 457.98058 8.22% 91.8 3270s 106850 28464 484.29605 48 148 499.00000 458.00000 8.22% 91.8 3275s 107021 28526 490.44728 57 142 499.00000 458.00000 8.22% 91.8 3280s 107379 28772 478.83333 41 136 499.00000 458.00000 8.22% 91.7 3285s 107580 28861 466.57745 54 152 499.00000 458.00041 8.22% 91.7 3290s 107732 28913 cutoff 57 499.00000 458.01205 8.21% 91.8 3295s 107916 28983 485.78665 55 150 499.00000 458.02759 8.21% 91.8 3300s 108064 29036 466.68177 40 117 499.00000 458.04095 8.21% 91.8 3337s 108123 29063 infeasible 54 499.00000 458.04388 8.21% 91.9 3340s 108243 29099 475.07214 60 162 499.00000 458.05117 8.21% 91.9 3345s 108395 29143 cutoff 50 499.00000 458.07216 8.20% 92.0 3350s 108514 29176 infeasible 57 499.00000 458.08221 8.20% 92.1 3355s 108832 29376 489.89966 65 145 499.00000 458.09479 8.20% 92.0 3360s 109093 29523 491.03190 43 127 499.00000 458.10015 8.20% 92.0 3365s 109254 29582 458.19964 39 154 499.00000 458.10613 8.20% 92.0 3370s 109503 29709 472.31349 43 122 499.00000 458.12477 8.19% 92.0 3375s 109689 29791 459.73716 55 161 499.00000 458.15134 8.19% 92.0 3380s 109835 29845 cutoff 48 499.00000 458.16168 8.18% 92.0 3385s 110008 29917 cutoff 48 499.00000 458.17876 8.18% 92.1 3390s 110235 30021 460.49980 53 142 499.00000 458.18613 8.18% 92.0 3395s 110399 30070 cutoff 46 499.00000 458.20000 8.18% 92.1 3400s 110712 30224 466.75000 49 114 499.00000 458.20427 8.18% 92.0 3405s 110942 30321 476.08593 50 167 499.00000 458.22582 8.17% 92.0 3410s 111120 30402 469.61991 40 147 499.00000 458.23469 8.17% 92.0 3415s 111295 30477 infeasible 52 499.00000 458.24227 8.17% 92.1 3420s 111516 30542 470.47983 40 172 499.00000 458.26510 8.16% 92.1 3425s 111688 30610 473.72312 54 177 499.00000 458.27498 8.16% 92.1 3430s 111902 30694 462.72498 43 151 499.00000 458.28489 8.16% 92.1 3435s 112191 30847 481.90870 57 163 499.00000 458.29365 8.16% 92.0 3440s 112358 30939 466.26717 38 145 499.00000 458.30635 8.16% 92.0 3445s 112514 31006 462.23215 46 159 499.00000 458.31752 8.15% 92.0 3450s 112670 31070 470.68132 52 155 499.00000 458.33447 8.15% 92.1 3455s 112833 31131 462.49430 43 133 499.00000 458.34952 8.15% 92.1 3460s 113029 31251 474.05034 51 154 499.00000 458.35688 8.14% 92.1 3465s 113168 31286 infeasible 49 499.00000 458.36376 8.14% 92.2 3470s 113423 31433 480.16330 47 135 499.00000 458.37857 8.14% 92.2 3475s 113616 31502 cutoff 67 499.00000 458.38512 8.14% 92.2 3480s 113815 31582 485.27402 51 170 499.00000 458.41201 8.13% 92.2 3485s 114010 31660 476.39156 45 156 499.00000 458.42065 8.13% 92.2 3490s 114385 31824 495.02318 45 109 499.00000 458.42559 8.13% 92.1 3495s 114595 31897 cutoff 65 499.00000 458.43665 8.13% 92.1 3500s 114751 31926 497.33926 44 149 499.00000 458.44966 8.13% 92.1 3505s 114897 31970 488.00419 42 158 499.00000 458.46492 8.12% 92.2 3510s 115068 32018 cutoff 56 499.00000 458.47390 8.12% 92.2 3515s 115252 32088 473.09390 44 138 499.00000 458.48718 8.12% 92.2 3520s 115438 32175 459.55590 49 157 499.00000 458.50302 8.12% 92.2 3525s 115662 32267 482.48018 61 148 499.00000 458.51952 8.11% 92.2 3530s 115844 32327 476.85392 53 151 499.00000 458.53034 8.11% 92.3 3535s 115980 32357 478.04545 48 116 499.00000 458.54597 8.11% 92.3 3540s 116114 32369 467.71892 52 156 499.00000 458.56111 8.10% 92.4 3545s 116281 32421 infeasible 53 499.00000 458.57152 8.10% 92.4 3550s 116435 32477 494.00000 47 100 499.00000 458.58736 8.10% 92.5 3555s 116649 32569 475.46356 44 131 499.00000 458.59565 8.10% 92.5 3560s 116782 32619 476.38243 40 137 499.00000 458.60264 8.10% 92.5 3565s 116928 32659 492.27562 42 155 499.00000 458.61658 8.09% 92.6 3570s 117132 32725 495.76531 62 145 499.00000 458.62149 8.09% 92.6 3575s 117282 32766 492.03190 45 55 499.00000 458.63724 8.09% 92.7 3580s 117549 32885 cutoff 54 499.00000 458.65607 8.08% 92.6 3585s 117720 32950 477.41353 61 161 499.00000 458.66667 8.08% 92.6 3590s 117912 33030 infeasible 54 499.00000 458.68048 8.08% 92.7 3595s Cutting planes: Learned: 46 Gomory: 66 Cover: 391 Implied bound: 27 Clique: 12 MIR: 944 Flow cover: 14 GUB cover: 66 Zero half: 273 Explored 118052 nodes (10949070 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.990000000000e+02, best bound 4.590000000000e+02, gap 8.0160%