Gurobi 5.0.1 (linux64) logging started Sat Jan 5 07:28:08 2013 Optimize a model with 10202 rows, 10201 columns and 47916 nonzeros Presolve removed 5247 rows and 2891 columns Presolve time: 0.11s Presolved: 4955 rows, 7310 columns, 33886 nonzeros Variable types: 100 continuous, 7210 integer (7210 binary) Root relaxation: objective 3.778710e+02, 627 iterations, 0.03 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 377.87104 0 169 - 377.87104 - - 0s 0 0 411.69976 0 193 - 411.69976 - - 0s 0 0 416.55000 0 219 - 416.55000 - - 0s 0 0 418.90625 0 209 - 418.90625 - - 0s 0 0 419.16667 0 205 - 419.16667 - - 0s 0 0 419.82500 0 221 - 419.82500 - - 0s 0 0 420.00833 0 227 - 420.00833 - - 0s 0 0 420.05000 0 224 - 420.05000 - - 0s 0 0 420.67500 0 223 - 420.67500 - - 0s 0 0 420.69643 0 229 - 420.69643 - - 0s 0 0 420.69643 0 176 - 420.69643 - - 0s 0 0 420.78571 0 173 - 420.78571 - - 0s 0 0 420.78571 0 239 - 420.78571 - - 1s 0 0 420.84071 0 173 - 420.84071 - - 1s 0 0 420.87245 0 155 - 420.87245 - - 1s 0 0 420.87245 0 179 - 420.87245 - - 1s 0 0 420.87245 0 172 - 420.87245 - - 1s 0 0 420.87245 0 173 - 420.87245 - - 1s 0 0 420.87245 0 173 - 420.87245 - - 1s 0 2 420.92857 0 170 - 420.92857 - - 2s 497 394 510.41038 84 164 - 425.02381 - 25.5 5s 603 476 460.48945 28 174 - 425.02381 - 22.7 10s 604 477 497.80236 46 137 - 425.02381 - 22.7 15s 605 478 548.31940 100 125 - 425.59266 - 22.7 20s 606 478 523.47915 48 162 - 428.21612 - 22.6 26s 607 479 521.50383 92 175 - 430.84318 - 22.6 33s 608 480 460.48945 28 160 - 431.95061 - 22.6 41s 609 480 524.83952 47 164 - 433.57701 - 22.5 49s 610 481 585.38457 96 200 - 434.52768 - 22.5 59s 611 482 479.93512 42 192 - 434.77129 - 22.4 65s 613 483 604.56473 102 201 - 435.10702 - 22.4 80s 614 484 585.38457 96 171 - 435.26547 - 22.3 88s 615 484 594.41314 100 188 - 435.76725 - 22.3 93s 616 485 435.92951 7 208 - 435.92951 - 22.3 99s 617 486 480.51380 27 205 - 435.99105 - 22.2 107s 618 486 479.93512 42 190 - 436.07607 - 22.2 112s 619 487 592.49050 96 226 - 436.09009 - 22.2 119s 620 488 497.80236 46 194 - 436.10570 - 22.1 134s 621 488 496.03422 24 205 - 436.12038 - 22.1 140s 623 490 479.93512 42 214 - 436.12050 - 22.0 149s 624 490 592.49050 96 214 - 436.12050 - 22.0 151s 675 510 440.07041 15 219 - 436.83101 - 50.3 155s 816 566 495.20401 22 189 - 437.12386 - 64.0 160s 1005 662 526.10495 91 126 - 437.30356 - 64.2 165s 1314 778 442.49699 19 202 - 437.76222 - 57.2 170s 1513 897 500.74828 90 159 - 437.85310 - 60.4 175s 1724 1002 infeasible 184 - 437.85310 - 61.5 180s 1991 1146 infeasible 339 - 437.85310 - 59.7 185s 2171 1195 472.57785 55 174 - 437.89412 - 62.9 190s 2540 1560 582.97726 237 85 - 437.89412 - 57.0 195s 2834 1790 441.43403 16 205 - 438.20909 - 56.1 200s 3044 1966 495.11100 96 125 - 438.67006 - 56.8 205s 3312 2134 473.93516 39 133 - 439.07911 - 57.2 210s 3691 2462 444.32584 30 215 - 439.32363 - 55.0 215s 4090 2839 infeasible 252 - 439.32363 - 53.1 220s 4367 3057 infeasible 98 - 439.49503 - 53.5 225s 4779 3409 618.25175 233 70 - 439.62434 - 51.6 230s 5078 3652 578.35979 95 151 - 439.78535 - 52.1 235s 5529 4023 518.91880 141 104 - 440.12795 - 50.5 240s 5964 4436 456.39591 38 131 - 440.13241 - 48.6 245s 6380 4834 574.02437 247 78 - 440.22899 - 47.6 250s 6817 5214 631.03264 208 97 - 440.24909 - 46.3 255s 7367 5643 470.04878 64 166 - 440.74061 - 44.2 260s 7663 5894 586.24260 80 127 - 440.80023 - 44.7 265s 8143 6334 741.32440 410 62 - 440.80023 - 43.1 270s 8518 6574 481.12885 47 132 - 440.88473 - 43.0 275s 8955 6989 572.32141 122 100 - 441.07686 - 42.8 280s 9534 7507 768.75127 486 76 - 441.07686 - 41.4 285s 9926 7832 599.90545 121 103 - 441.22017 - 41.4 290s 10295 8139 725.25628 332 54 - 441.22017 - 40.8 295s 10573 8343 529.63505 56 180 - 441.43702 - 41.4 300s 11044 8780 497.47069 34 148 - 441.44472 - 41.0 305s 11623 9301 746.90860 424 39 - 441.44472 - 40.1 310s 11963 9469 543.96920 46 136 - 441.51009 - 40.4 315s 12427 9925 709.55892 333 50 - 441.51009 - 39.8 320s 12792 10227 infeasible 88 - 441.52057 - 39.6 325s 13111 10518 524.99246 73 109 - 441.62191 - 39.8 330s 13538 10879 615.03688 150 46 - 441.65064 - 40.0 335s 13773 11025 541.11851 90 132 - 441.96193 - 40.6 340s 14387 11492 515.92713 23 193 - 442.03401 - 39.8 345s 14874 11899 503.48443 30 157 - 442.19186 - 39.6 350s 15309 12293 597.36735 106 100 - 442.23290 - 39.5 355s 15572 12518 540.13237 73 150 - 442.60913 - 39.8 360s 16140 13079 698.87602 412 60 - 442.60913 - 39.1 365s 16570 13384 520.45170 50 184 - 442.70832 - 39.1 370s 16909 13680 530.16057 40 185 - 442.85932 - 39.3 375s 17437 14117 658.42319 291 43 - 442.93774 - 38.9 380s 17961 14500 597.25140 127 79 - 442.98559 - 38.6 385s 18158 14649 600.24236 99 88 - 443.01008 - 39.1 390s 18603 15060 595.44149 151 107 - 443.12589 - 39.1 395s 19060 15445 519.66040 51 120 - 443.14930 - 39.0 400s 19594 15976 657.19532 346 85 - 443.14930 - 38.6 405s 19979 16289 576.30583 49 127 - 443.39002 - 38.8 410s 20454 16738 680.03787 418 53 - 443.39002 - 38.4 415s 20882 17087 infeasible 24 - 443.70266 - 38.4 420s 21080 17229 474.93783 45 156 - 443.85175 - 38.8 425s 21451 17590 609.69678 169 110 - 443.85175 - 39.0 430s 21871 17900 459.08748 30 184 - 444.13067 - 39.0 435s 22310 18316 508.71736 91 104 - 444.15287 - 38.9 440s 22867 18826 659.15428 337 58 - 444.15478 - 38.7 445s 23104 18989 infeasible 87 - 444.42138 - 39.1 450s 23601 19426 466.98699 21 192 - 444.53777 - 38.9 455s 24089 19832 479.23359 54 176 - 444.55771 - 38.9 460s 24711 20429 776.25142 413 55 - 444.55771 - 38.5 465s 25291 20935 625.12241 215 68 - 444.59609 - 38.2 470s 25851 21460 599.55730 143 80 - 444.60932 - 37.8 475s 26524 22062 452.83860 23 180 - 444.73147 - 37.4 480s 26861 22330 infeasible 46 - 444.78455 - 37.5 485s 27192 22653 601.98357 236 69 - 444.83777 - 37.5 490s 27697 23124 555.34970 151 108 - 444.86655 - 37.1 495s 28221 23547 529.06132 73 136 - 444.91187 - 36.9 500s 28877 24079 476.60904 31 184 - 444.91720 - 36.6 505s 29253 24376 infeasible 104 - 445.03137 - 36.7 510s 29638 24735 616.61577 165 65 - 445.04800 - 36.7 515s 30095 25117 602.00491 154 127 - 445.10965 - 36.6 520s 30610 25539 875.81463 439 54 - 445.10965 - 36.4 525s 31151 25963 513.36978 28 164 - 445.12812 - 36.3 530s 31792 26527 450.47257 24 179 - 445.27007 - 36.0 535s 32108 26787 451.82821 29 167 - 445.33747 - 36.2 540s 32458 27137 664.98679 247 59 - 445.33747 - 36.3 545s 32881 27470 619.21117 193 77 - 445.34156 - 36.2 550s 33441 27913 572.76269 100 130 - 445.40671 - 36.1 555s 33889 28273 465.56983 64 131 - 445.42599 - 36.0 560s 34325 28665 544.15867 122 109 - 445.42599 - 36.0 565s 34733 29063 796.13453 346 32 - 445.42599 - 36.1 570s 35088 29349 476.64661 19 170 - 445.42951 - 36.1 575s 35726 29889 477.34921 51 123 - 445.50322 - 35.9 580s 36461 30528 883.84171 405 56 - 445.50322 - 35.6 585s 37054 31037 668.73199 307 71 - 445.62175 - 35.4 590s 37734 31685 547.20058 163 108 - 445.62953 - 35.2 595s 38041 31921 563.45411 100 145 - 445.72952 - 35.4 600s 38575 32322 488.80130 43 115 - 445.74556 - 35.4 605s 39000 32705 667.99182 192 90 - 445.75490 - 35.4 610s 39330 32933 infeasible 26 - 445.86026 - 35.6 615s 39774 33339 459.12776 29 193 - 445.89296 - 35.6 620s 40412 33890 452.06357 25 200 - 445.94263 - 35.4 625s 40804 34259 659.12227 230 78 - 445.95277 - 35.4 718s 41031 34483 790.80501 363 58 - 445.95277 - 35.3 720s 41751 35118 526.65054 52 113 - 445.96449 - 35.0 725s 42249 35529 468.36199 20 190 - 446.08213 - 35.0 730s 42583 35847 494.76192 77 141 - 446.10574 - 35.1 735s 43057 36312 727.99128 308 40 - 446.10574 - 35.0 740s 43393 36580 509.49218 68 155 - 446.17267 - 35.1 745s 43885 36996 528.95471 143 126 - 446.21487 - 35.0 750s 44367 37328 infeasible 330 - 446.21487 - 35.0 755s 44582 37499 573.24823 64 129 - 446.28027 - 35.2 760s 45088 37936 515.25920 81 124 - 446.36595 - 35.2 765s 45710 38495 480.61826 50 158 - 446.37517 - 35.1 770s 46293 39006 493.77555 34 203 - 446.42852 - 35.0 775s 46682 39366 619.05057 110 97 - 446.46527 - 35.0 780s 47142 39794 572.85273 171 88 - 446.47061 - 35.0 785s 47627 40215 544.05140 78 118 - 446.51304 - 35.0 790s 48027 40545 570.38428 81 68 - 446.52991 - 35.0 795s 48403 40885 668.02722 245 70 - 446.54169 - 35.0 800s 48902 41314 575.59968 165 102 - 446.55870 - 35.0 805s 49321 41626 479.83886 29 199 - 446.67342 - 35.0 810s 49848 42103 658.31048 192 112 - 446.67710 - 34.9 815s 50125 42276 479.09736 35 177 - 446.90373 - 35.1 820s 50343 42483 595.39125 147 67 - 446.98272 - 35.2 825s 50739 42858 538.48093 73 162 - 446.98860 - 35.2 830s 51053 43111 489.70218 27 163 - 447.07328 - 35.2 835s 51436 43451 668.29987 152 93 - 447.07749 - 35.3 840s 51860 43817 539.28988 53 123 - 447.12480 - 35.3 845s 52430 44356 655.13185 202 49 - 447.18351 - 35.2 850s 52846 44707 539.36605 66 166 - 447.26317 - 35.2 855s 53058 44847 524.83588 63 134 - 447.28845 - 35.4 860s 53477 45225 790.78860 256 83 - 447.29530 - 35.4 865s 54158 45830 561.26509 116 107 - 447.35640 - 35.2 870s 54667 46307 487.03791 61 196 - 447.38630 - 35.1 875s 55149 46711 578.14664 105 92 - 447.40561 - 35.1 880s 55670 47137 546.06658 54 118 - 447.49566 - 35.1 885s 56023 47405 551.47468 68 139 - 447.51719 - 35.2 890s 56558 47860 infeasible 33 - 447.51942 - 35.1 895s 57158 48415 581.88312 106 135 - 447.63262 - 35.0 900s 57618 48769 526.06723 55 167 - 447.64688 - 35.0 905s 58093 49209 714.86806 264 35 - 447.76316 - 35.0 910s 58466 49520 651.77430 170 88 - 447.78551 - 35.1 915s 58899 49785 755.83624 290 45 - 447.78551 - 35.1 920s 59485 50300 708.89112 306 71 - 447.83104 - 35.0 925s 60121 50893 844.69844 359 42 - 447.83680 - 34.9 930s 60549 51228 636.32989 92 117 - 447.88589 - 34.9 935s 60803 51419 617.06050 135 97 - 447.90421 - 35.0 940s 61369 51955 726.92278 446 72 - 447.92141 - 34.9 945s 61947 52467 572.13885 140 94 - 447.96147 - 34.8 950s 62416 52846 487.71199 32 137 - 448.06392 - 34.8 955s 62766 53148 infeasible 42 - 448.10627 - 34.9 960s 63039 53361 518.89927 37 174 - 448.13498 - 35.0 965s 63470 53757 653.27402 228 93 - 448.17314 - 35.0 970s 64064 54278 507.05717 52 93 - 448.22075 - 34.9 975s 64536 54623 766.71099 186 62 - 448.22075 - 34.9 980s 64815 54798 453.29811 29 195 - 448.24304 - 35.0 985s 65245 55186 594.57993 143 115 - 448.28027 - 35.0 990s 65667 55554 503.78887 37 191 - 448.31768 - 35.0 995s 66131 55947 481.57496 28 204 - 448.37418 - 35.0 1000s 66716 56447 680.56428 239 72 - 448.38377 - 34.9 1005s 67082 56765 651.91996 192 102 - 448.38983 - 34.9 1010s 67317 56897 464.00522 38 208 - 448.40045 - 35.1 1015s 67575 57084 500.36586 25 199 - 448.45599 - 35.1 1020s 67782 57211 471.70444 31 197 - 448.52349 - 35.3 1025s 68181 57530 478.09853 42 165 - 448.53860 - 35.3 1030s 68732 58075 653.55630 333 66 - 448.53860 - 35.2 1035s 69220 58451 538.30407 59 193 - 448.54497 - 35.2 1040s 69554 58722 595.69014 109 102 - 448.58344 - 35.3 1045s 69876 58958 597.73454 75 175 - 448.61494 - 35.3 1050s 70519 59544 824.04255 337 65 - 448.61754 - 35.3 1055s 71004 59950 628.88137 146 113 - 448.64947 - 35.2 1060s 71534 60463 722.66971 329 63 - 448.68066 - 35.1 1065s 72184 61012 540.50116 81 150 - 448.70234 - 35.0 1070s 72455 61215 513.72487 43 155 - 448.73860 - 35.1 1075s 72676 61388 561.60225 100 157 - 448.82610 - 35.3 1080s 73028 61663 586.32040 127 127 - 448.87724 - 35.3 1085s 73359 61951 573.19701 80 135 - 448.90582 - 35.3 1090s 73785 62357 707.81503 262 28 - 448.92230 - 35.3 1095s 74448 62948 490.64451 21 213 - 448.92611 - 35.2 1100s 74993 63474 732.86011 354 64 - 448.92611 - 35.1 1105s 75466 63840 554.43018 150 120 - 448.94316 - 35.1 1110s 75900 64180 469.24024 35 190 - 449.02147 - 35.1 1115s 76315 64517 456.41257 37 153 - 449.06096 - 35.1 1120s 76828 64983 726.78667 244 54 - 449.11435 - 35.1 1125s 77287 65349 568.40726 77 111 - 449.13860 - 35.1 1130s 77848 65831 456.89300 27 190 - 449.17540 - 35.0 1135s 78240 66102 562.57267 46 200 - 449.21526 - 35.0 1140s 78733 66542 693.86819 116 150 - 449.21566 - 35.0 1145s 79249 66938 555.20816 39 180 - 449.28027 - 35.0 1150s 79734 67367 605.51680 116 83 - 449.30394 - 35.0 1155s 80340 67966 859.60805 536 19 - 449.30394 - 34.8 1160s 80903 68422 510.62889 44 187 - 449.36609 - 34.7 1165s 81216 68678 545.21478 53 145 - 449.43635 - 34.8 1170s 81608 68967 533.61053 39 147 - 449.56977 - 34.9 1175s 82119 69441 infeasible 36 - 449.59874 - 34.8 1180s 82621 69927 670.87236 361 61 - 449.59874 - 34.8 1185s 82957 70227 641.77366 151 82 - 449.60018 - 34.8 1190s 83416 70566 505.46346 37 134 - 449.64886 - 34.8 1195s 84114 71098 487.10810 34 156 - 449.67311 - 34.7 1200s 84613 71555 563.30818 114 108 - 449.67694 - 34.7 1205s 84957 71831 591.70797 90 103 - 449.69560 - 34.7 1210s 85380 72178 645.03623 137 109 - 449.78806 - 34.7 1215s 85701 72451 605.56697 90 143 - 449.78962 - 34.8 1220s 85837 72575 infeasible 140 - 449.78962 - 34.8 1225s 85999 72696 545.19944 32 165 - 449.83337 - 35.0 1230s 86540 73210 782.52386 294 58 - 449.83337 - 34.9 1235s 86921 73475 infeasible 41 - 449.88977 - 34.9 1240s 87154 73630 538.89606 45 107 - 449.91073 - 35.0 1245s 87479 73888 463.81944 27 148 - 449.97106 - 35.1 1250s 87732 74065 512.90021 33 201 - 450.08812 - 35.2 1255s 88023 74337 635.74594 162 80 - 450.09553 - 35.2 1260s 88453 74711 560.70134 64 147 - 450.09671 - 35.2 1265s 89023 75277 804.73170 383 44 - 450.09671 - 35.1 1270s 89628 75783 583.71486 94 121 - 450.12594 - 35.0 1275s 89951 76064 580.48759 134 110 - 450.18050 - 35.1 1280s 90243 76290 480.89557 32 188 - 450.22401 - 35.1 1285s 90541 76554 600.51935 174 86 - 450.23860 - 35.2 1290s 91060 76962 654.98181 186 111 - 450.24435 - 35.1 1295s 91581 77433 774.11108 326 56 - 450.25006 - 35.1 1300s 92056 77834 593.93810 113 116 - 450.26269 - 35.0 1305s 92694 78389 485.97341 38 204 - 450.30326 - 34.9 1310s 93013 78669 649.84001 161 51 - 450.31961 - 35.0 1315s 93562 79141 584.62995 99 77 - 450.33748 - 34.9 1320s 93787 79324 infeasible 86 - 450.35272 - 35.0 1325s 94332 79863 781.70645 420 53 - 450.37503 - 34.9 1330s 94675 80110 512.81491 41 140 - 450.40905 - 35.0 1335s 94964 80354 610.10666 80 158 - 450.43860 - 35.1 1340s 95552 80909 518.73860 29 137 - 450.45768 - 35.0 1345s 96000 81299 472.65448 37 169 - 450.47311 - 35.0 1350s 96364 81637 infeasible 147 - 450.47311 - 35.0 1355s 96879 82058 551.94826 76 136 - 450.50037 - 35.0 1360s 97246 82352 452.44482 30 190 - 450.55015 - 35.0 1365s 97753 82802 515.91340 38 136 - 450.57173 - 35.0 1370s 98172 83127 521.38435 39 97 - 450.61821 - 35.0 1375s 98430 83306 474.29415 25 170 - 450.68385 - 35.1 1380s 98716 83517 526.71951 30 179 - 450.73559 - 35.2 1385s 99052 83815 465.62232 40 160 - 450.78027 - 35.2 1390s 99603 84276 767.37264 237 90 - 450.78027 - 35.2 1395s 100089 84647 545.52818 49 186 - 450.80185 - 35.2 1400s 100341 84845 539.93982 41 155 - 450.82457 - 35.3 1405s 100726 85160 543.49088 67 138 - 450.84897 - 35.3 1410s 101268 85638 504.25583 31 129 - 450.84897 - 35.2 1415s 101773 86096 555.21958 111 96 - 450.85112 - 35.2 1420s 102411 86681 482.58405 26 188 - 450.85355 - 35.1 1425s 102814 87059 656.43889 220 102 - 450.85748 - 35.1 1430s 103368 87564 534.40153 140 87 - 450.86469 - 35.0 1435s 103780 87943 663.74185 220 55 - 450.87289 - 35.0 1440s 104142 88221 535.37932 107 100 - 450.91227 - 35.0 1445s 104697 88742 633.02202 157 125 - 450.94840 - 35.0 1450s 105040 88968 542.22840 67 126 - 451.03172 - 35.0 1455s 105375 89276 580.94153 102 167 - 451.04415 - 35.1 1460s 106032 89900 735.25208 377 45 - 451.04424 - 35.0 1465s 106552 90336 498.53405 72 129 - 451.09973 - 35.0 1470s 107160 90855 768.43636 300 87 - 451.11360 - 34.9 1475s 107573 91157 485.43379 37 139 - 451.11637 - 34.9 1480s 107962 91491 520.01761 48 144 - 451.16810 - 35.0 1485s 108458 91913 728.71059 238 52 - 451.17084 - 35.0 1490s 108832 92230 612.44603 211 85 - 451.18583 - 35.0 1495s 109370 92700 infeasible 141 - 451.19693 - 35.0 1500s 109755 93027 609.78786 135 112 - 451.20208 - 35.0 1505s 110110 93314 infeasible 50 - 451.23274 - 35.0 1510s 110591 93759 614.89696 120 157 - 451.23754 - 35.0 1515s 110906 94012 infeasible 54 - 451.24962 - 35.0 1520s 111311 94331 515.34996 55 169 - 451.30740 - 35.0 1525s 111857 94813 520.95193 24 183 - 451.31763 - 35.0 1530s 112252 95136 660.15529 116 130 - 451.33505 - 35.0 1535s 112646 95488 749.32129 232 57 - 451.35903 - 35.0 1540s 112978 95746 508.09072 38 206 - 451.37668 - 35.0 1545s 113660 96390 481.26985 21 180 - 451.37700 - 34.9 1550s 113951 96615 528.65563 56 189 - 451.39543 - 35.0 1555s 114333 96950 550.78466 114 161 - 451.42159 - 35.0 1560s 114685 97242 574.26980 69 144 - 451.42372 - 35.0 1565s 114993 97480 518.04384 43 112 - 451.44350 - 35.1 1570s 115652 98053 575.32074 89 129 - 451.46396 - 35.0 1575s 115978 98283 463.18323 39 200 - 451.50796 - 35.1 1580s 116493 98779 508.00373 66 114 - 451.51638 - 35.0 1585s 116868 99097 infeasible 102 - 451.51787 - 35.1 1590s 117078 99241 459.15497 39 197 - 451.53026 - 35.1 1595s 117632 99747 549.05859 94 126 - 451.54172 - 35.1 1600s 118108 100150 467.49830 38 212 - 451.58123 - 35.1 1605s 118425 100396 524.43439 56 134 - 451.60009 - 35.1 1610s 119035 100937 495.71535 32 175 - 451.62221 - 35.1 1615s 119310 101176 499.99855 41 122 - 451.62822 - 35.1 1620s 119584 101399 564.70602 57 129 - 451.62947 - 35.1 1625s 119951 101718 467.79946 29 175 - 451.64079 - 35.1 1630s 120248 101891 infeasible 79 - 451.65527 - 35.2 1635s 120507 102078 502.99984 39 166 - 451.69075 - 35.2 1640s 121071 102593 663.95271 222 71 - 451.69749 - 35.2 1645s 121541 102980 515.62144 64 119 - 451.71449 - 35.2 1650s 121980 103355 532.03739 27 183 - 451.72442 - 35.2 1655s 122118 103429 511.44693 29 176 - 451.77579 - 35.3 1660s 122613 103907 819.33431 315 30 - 451.77579 - 35.2 1665s 122877 104123 638.83225 95 133 - 451.80727 - 35.3 1670s 123161 104351 515.84992 80 120 - 451.81296 - 35.3 1675s 123751 104889 infeasible 370 - 451.81296 - 35.3 1680s 124399 105434 845.17091 395 87 - 451.82821 - 35.2 1685s 124681 105629 infeasible 34 - 451.89777 - 35.2 1690s 124952 105846 540.71228 49 169 - 451.90527 - 35.3 1695s 125227 106054 511.41492 58 151 - 451.92362 - 35.3 1700s 125598 106375 609.93686 168 94 - 451.94916 - 35.4 1705s 125919 106635 471.18472 41 194 - 452.05583 - 35.4 1710s 126201 106902 587.91878 102 110 - 452.07193 - 35.4 1715s 126634 107295 579.68331 105 133 - 452.07193 - 35.5 1720s 126869 107461 infeasible 45 - 452.12755 - 35.5 1725s 127185 107764 694.99174 270 8 - 452.17977 - 35.5 1730s 127771 108312 710.03433 378 51 - 452.22550 - 35.5 1735s 128137 108529 458.25607 34 175 - 452.24234 - 35.5 1740s 128719 109075 768.34559 324 66 - 452.24234 - 35.5 1745s 129150 109389 513.97035 36 189 - 452.26190 - 35.5 1750s 129649 109844 737.72036 278 71 - 452.27862 - 35.5 1755s 130046 110163 492.80594 71 133 - 452.29668 - 35.5 1760s 130361 110442 568.09141 122 123 - 452.30530 - 35.5 1765s 130913 110891 526.32171 43 150 - 452.34693 - 35.5 1770s 131293 111198 460.08114 47 144 - 452.39267 - 35.5 1775s 131604 111422 469.54884 56 133 - 452.40366 - 35.5 1780s 132078 111831 618.55739 213 70 - 452.40366 - 35.5 1785s 132573 112172 575.10392 125 158 - 452.40527 - 35.5 1790s 132853 112394 547.33975 51 121 - 452.41258 - 35.5 1795s 133196 112674 550.16012 57 169 - 452.42804 - 35.6 1800s 133624 113032 705.92344 219 61 - 452.47877 - 35.6 1805s 133957 113282 572.82076 81 117 - 452.48860 - 35.6 1810s 134301 113574 479.58266 29 189 - 452.50865 - 35.6 1815s 134651 113870 719.79228 148 124 - 452.51248 - 35.7 1820s 134948 114085 524.19132 61 171 - 452.53302 - 35.7 1825s 135505 114607 517.32623 69 126 - 452.55054 - 35.6 1830s 136124 115200 660.06107 272 73 - 452.57193 - 35.6 1835s 136662 115626 558.43168 79 160 - 452.60050 - 35.5 1840s 136962 115843 infeasible 39 - 452.61165 - 35.6 1845s 137214 116063 613.36047 130 65 - 452.62629 - 35.6 1850s 137929 116696 infeasible 39 - 452.63236 - 35.6 1855s 138192 116905 618.14864 72 93 - 452.65527 - 35.6 1860s 138539 117203 538.31213 83 131 - 452.68141 - 35.6 1865s 138769 117369 532.67701 58 174 - 452.70793 - 35.7 1870s 139389 117892 464.03216 28 176 - 452.70916 - 35.6 1875s 139759 118203 504.06001 45 167 - 452.73501 - 35.7 1880s 140015 118402 infeasible 49 - 452.73860 - 35.7 1885s 140204 118539 488.34422 33 190 - 452.74819 - 35.8 1890s 140692 119011 720.05556 303 19 - 452.77314 - 35.7 1895s 141166 119399 500.92567 46 185 - 452.78692 - 35.7 1900s 141605 119832 667.22623 304 48 - 452.78692 - 35.7 1905s 142206 120371 681.90525 251 76 - 452.79657 - 35.7 1910s 142843 120930 599.66234 165 112 - 452.79972 - 35.6 1915s 143178 121245 678.34701 163 77 - 452.80400 - 35.6 1920s 143579 121582 553.17571 38 154 - 452.81078 - 35.6 1925s 144093 122072 infeasible 302 - 452.81078 - 35.6 1930s 144588 122493 696.91452 254 45 - 452.86520 - 35.6 1935s 145176 123001 636.27715 111 116 - 452.86993 - 35.5 1940s 145630 123384 696.25212 215 61 - 452.88615 - 35.5 1945s 146261 123921 513.15011 34 133 - 452.89392 - 35.5 1950s 146832 124445 567.26135 68 146 - 452.90349 - 35.4 1955s 147174 124734 580.35846 57 142 - 452.90572 - 35.4 1960s 147369 124855 infeasible 43 - 452.93162 - 35.5 1965s 147639 125062 485.05019 55 193 - 452.96360 - 35.5 1970s 148081 125448 581.78966 107 136 - 452.98591 - 35.6 1975s 148540 125850 488.71777 41 168 - 452.98860 - 35.5 1980s 148994 126224 575.00035 117 100 - 453.02274 - 35.5 1985s 149463 126587 556.95702 75 140 - 453.05993 - 35.6 1990s 150293 127282 484.07685 35 131 - 453.07193 - 35.4 1995s 150761 127696 519.12143 37 158 - 453.08810 - 35.4 2000s 151070 127948 543.35159 91 140 - 453.09396 - 35.5 2005s 151396 128200 492.67028 36 190 - 453.12639 - 35.5 2010s 151628 128404 infeasible 103 - 453.14176 - 35.6 2015s 152055 128739 483.75943 39 188 - 453.17639 - 35.6 2020s 152716 129361 501.67433 74 133 - 453.19650 - 35.5 2025s 153155 129777 643.10850 94 170 - 453.20201 - 35.5 2030s 153633 130181 530.26116 45 149 - 453.20597 - 35.5 2035s 154113 130560 529.23860 62 152 - 453.22627 - 35.5 2040s 154779 131205 993.44214 398 44 - 453.22627 - 35.4 2045s 155187 131499 532.71022 76 119 - 453.23699 - 35.4 2050s 155728 132019 733.21725 288 73 - 453.23860 - 35.4 2055s 156119 132331 548.73972 31 204 - 453.28857 - 35.4 2060s 156634 132786 infeasible 343 - 453.28857 - 35.4 2065s 156858 132926 473.65987 43 172 - 453.32813 - 35.4 2070s 157440 133457 474.52274 58 133 - 453.33982 - 35.4 2075s 157867 133802 537.17109 73 144 - 453.36191 - 35.4 2080s 158332 134169 562.76537 67 120 - 453.38249 - 35.4 2085s 158738 134521 infeasible 25 - 453.40366 - 35.4 2090s 159166 134892 474.69057 29 213 - 453.40527 - 35.4 2095s 159366 135042 500.61295 26 166 - 453.40527 - 35.5 2100s 159607 135218 infeasible 45 - 453.40813 - 35.5 2105s 159925 135487 infeasible 73 - 453.41438 - 35.5 2110s 160244 135738 645.34390 174 139 - 453.42639 - 35.6 2115s 160754 136217 777.92280 314 75 - 453.43860 - 35.6 2120s 161087 136528 648.36015 114 123 - 453.43860 - 35.6 2125s 161658 137059 556.42700 50 149 - 453.43860 - 35.5 2130s 162222 137603 848.01964 324 70 - 453.44693 - 35.5 2135s 162571 137887 622.53858 84 161 - 453.45990 - 35.5 2140s 162892 138167 495.42042 47 137 - 453.46777 - 35.5 2145s 163305 138541 627.62581 178 126 - 453.47669 - 35.5 2150s 163611 138757 508.32086 42 171 - 453.48028 - 35.6 2155s 163930 139020 509.99833 82 136 - 453.48860 - 35.6 2160s 164394 139435 455.98375 38 145 - 453.50002 - 35.6 2165s 164760 139763 infeasible 253 - 453.50002 - 35.6 2170s 165269 140201 871.06921 304 62 - 453.50600 - 35.6 2175s 165889 140706 690.22310 257 55 - 453.50629 - 35.5 2180s 166476 141171 524.91841 50 167 - 453.53406 - 35.5 2185s 166862 141508 579.00536 78 173 - 453.54214 - 35.5 2190s 167467 141992 901.16912 363 64 - 453.54214 - 35.5 2195s 167747 142156 457.26294 36 138 - 453.55691 - 35.5 2200s 168207 142575 455.24320 25 180 - 453.56844 - 35.5 2205s 168616 142950 486.05698 41 212 - 453.56844 - 35.5 2210s 169031 143342 833.91176 307 68 - 453.57455 - 35.5 2215s 169338 143554 579.72268 96 139 - 453.59877 - 35.5 2220s 169719 143883 infeasible 174 - 453.60063 - 35.5 2225s 170235 144321 607.68101 147 118 - 453.60527 - 35.5 2230s 170740 144740 656.59470 272 62 - 453.60527 - 35.5 2235s 171370 145323 505.81999 43 169 - 453.62275 - 35.4 2240s 171690 145585 474.61360 45 189 - 453.65147 - 35.5 2245s 172034 145875 infeasible 127 - 453.65527 - 35.5 2250s 172477 146283 488.51622 41 214 - 453.67390 - 35.5 2255s 172808 146566 473.91777 29 231 - 453.67428 - 35.5 2260s 173025 146743 640.92080 126 123 - 453.68038 - 35.6 2265s 173478 147152 629.12431 83 107 - 453.69834 - 35.6 2270s 173921 147529 657.80397 170 97 - 453.70118 - 35.5 2275s 174525 148051 infeasible 323 - 453.71482 - 35.5 2280s 175011 148501 534.77113 234 93 - 453.73585 - 35.5 2285s 175473 148872 505.79551 48 170 - 453.73860 - 35.5 2290s 175789 149116 458.41240 34 152 - 453.74671 - 35.5 2295s 176341 149640 infeasible 116 - 453.75117 - 35.5 2300s 176809 150084 772.76173 283 79 - 453.77193 - 35.5 2305s 177034 150245 506.47187 45 212 - 453.78228 - 35.5 2310s 177325 150528 638.39287 147 76 - 453.78228 - 35.6 2315s 177766 150933 885.00068 296 60 - 453.78228 - 35.6 2320s 178165 151247 513.64685 24 201 - 453.82912 - 35.6 2325s 178496 151522 582.91760 74 135 - 453.83805 - 35.6 2330s 178947 151912 506.87434 39 123 - 453.84391 - 35.6 2335s 179321 152214 489.17063 85 131 - 453.86443 - 35.6 2340s 179781 152619 487.16168 30 152 - 453.87799 - 35.6 2345s 180133 152930 554.31146 82 184 - 453.90310 - 35.6 2350s 180649 153335 476.00715 49 125 - 453.90366 - 35.6 2355s 181126 153714 489.90081 27 190 - 453.90527 - 35.6 2360s 181559 154106 508.49786 61 132 - 453.90527 - 35.6 2365s 181961 154431 596.87849 159 114 - 453.90527 - 35.6 2370s 182446 154839 630.48860 112 119 - 453.91547 - 35.6 2375s 182895 155216 559.43814 66 146 - 453.92687 - 35.6 2380s 183312 155595 536.48102 79 160 - 453.92687 - 35.6 2385s 183707 155933 660.74717 217 98 - 453.94620 - 35.6 2390s 183920 156056 540.84140 44 170 - 453.96179 - 35.7 2395s 184240 156342 641.94806 172 70 - 453.96985 - 35.7 2400s 184696 156733 494.76977 29 199 - 453.97877 - 35.7 2405s 184829 156810 560.35674 77 81 - 453.98051 - 35.7 2410s 185270 157181 519.98341 79 87 - 453.98860 - 35.7 2415s 185772 157604 557.43585 109 114 - 454.01070 - 35.7 2420s 186245 157982 463.44373 34 207 - 454.01932 - 35.7 2425s 186669 158290 457.77269 28 209 - 454.06097 - 35.7 2430s 186996 158586 615.22555 201 72 - 454.06630 - 35.7 2435s 187629 159119 653.93790 185 84 - 454.06975 - 35.7 2440s 188113 159529 551.06161 123 119 - 454.07487 - 35.7 2445s 188439 159784 462.63942 31 132 - 454.07579 - 35.7 2450s 188646 159943 566.09934 57 103 - 454.08977 - 35.7 2455s 188887 160090 462.89984 54 139 - 454.09784 - 35.8 2460s 189499 160650 458.80291 37 140 - 454.10740 - 35.7 2465s 189738 160857 548.32193 32 130 - 454.13916 - 35.8 2470s 190342 161444 905.14494 400 45 - 454.13916 - 35.7 2475s 190865 161816 infeasible 72 - 454.15527 - 35.7 2480s 191394 162292 521.12408 41 142 - 454.17340 - 35.7 2485s 191693 162557 601.89585 153 57 - 454.17340 - 35.7 2490s 192330 163148 629.75204 124 99 - 454.17776 - 35.7 2495s 192853 163543 461.65547 37 166 - 454.19084 - 35.7 2500s 193219 163839 551.17236 69 125 - 454.19866 - 35.7 2505s 193778 164320 567.33860 89 145 - 454.22311 - 35.7 2510s 194238 164750 578.24253 41 143 - 454.23699 - 35.7 2515s 194863 165367 890.97644 357 49 - 454.23699 - 35.6 2520s 195391 165824 586.83902 86 135 - 454.24311 - 35.6 2525s 195749 166098 infeasible 106 - 454.25523 - 35.6 2530s 196093 166388 infeasible 83 - 454.26573 - 35.6 2535s 196450 166694 574.92173 108 136 - 454.27049 - 35.6 2540s 197181 167361 infeasible 41 - 454.27737 - 35.6 2545s 197546 167588 infeasible 56 - 454.28565 - 35.6 2550s 197995 167985 731.98951 220 47 - 454.29844 - 35.6 2555s 198777 168672 596.25586 150 92 - 454.30517 - 35.5 2560s 198990 168834 550.57193 27 173 - 454.30724 - 35.6 2565s 199238 169044 573.38938 77 152 - 454.31010 - 35.6 2570s 199891 169602 456.67924 36 194 - 454.31297 - 35.6 2575s 200305 169936 478.29809 32 151 - 454.31663 - 35.6 2580s 200718 170273 566.88751 101 127 - 454.32285 - 35.6 2585s 201281 170730 490.04070 70 146 - 454.32813 - 35.5 2590s 201757 171164 531.26647 93 140 - 454.32877 - 35.5 2595s 202311 171670 600.89546 164 114 - 454.33314 - 35.5 2600s 202778 172066 585.68045 89 113 - 454.33526 - 35.5 2605s 202946 172186 551.71343 66 166 - 454.35679 - 35.6 2610s 203421 172611 522.89225 76 116 - 454.36430 - 35.5 2615s 203863 173005 601.84548 73 142 - 454.37008 - 35.5 2620s 204145 173243 511.82206 97 119 - 454.37087 - 35.6 2625s 204656 173711 585.85712 89 147 - 454.37810 - 35.6 2630s 205032 173992 561.24349 98 131 - 454.39576 - 35.6 2635s 205476 174351 529.62628 52 162 - 454.40366 - 35.6 2640s 205786 174626 617.02452 157 91 - 454.40366 - 35.6 2645s 206418 175156 478.04790 61 147 - 454.40366 - 35.5 2650s 206821 175497 infeasible 156 - 454.40527 - 35.6 2655s 207262 175892 470.61360 27 189 - 454.40590 - 35.5 2660s 207578 176160 578.29226 88 111 - 454.41189 - 35.6 2665s 207992 176504 789.68855 225 75 - 454.43235 - 35.6 2670s 208249 176697 568.23791 51 136 - 454.44164 - 35.6 2675s 208764 177147 552.31547 58 191 - 454.46082 - 35.6 2680s 209296 177595 679.79625 253 98 - 454.46115 - 35.6 2685s 209959 178101 575.32907 135 82 - 454.46365 - 35.5 2690s 210321 178375 522.75536 113 129 - 454.47904 - 35.6 2695s 210843 178861 657.74952 162 85 - 454.48370 - 35.6 2700s 211397 179368 476.52771 56 83 - 454.50531 - 35.5 2705s 211941 179833 infeasible 61 - 454.51546 - 35.5 2710s 212168 179990 536.99641 62 122 - 454.52380 - 35.6 2715s 212650 180439 587.53165 93 161 - 454.52510 - 35.5 2720s 213125 180833 infeasible 39 - 454.54166 - 35.5 2725s 213381 181023 538.02203 32 179 - 454.54639 - 35.6 2730s 213830 181437 541.09088 109 158 - 454.54937 - 35.6 2735s 214310 181846 infeasible 35 - 454.56705 - 35.6 2740s 214563 181990 infeasible 154 - 454.56806 - 35.6 2745s 215029 182345 544.95801 96 93 - 454.57033 - 35.6 2750s 215746 182990 530.78860 41 199 - 454.58261 - 35.5 2755s 216319 183413 520.11999 87 134 - 454.58708 - 35.5 2760s 216796 183776 516.38826 47 187 - 454.61199 - 35.5 2765s 217164 184083 534.32297 69 114 - 454.62416 - 35.5 2770s 217532 184386 515.35958 33 203 - 454.64835 - 35.5 2775s 218123 184918 544.23860 44 140 - 454.65617 - 35.5 2780s 218601 185300 517.62999 41 184 - 454.65926 - 35.5 2785s 219135 185804 796.26270 325 67 - 454.66560 - 35.5 2790s 219405 186030 672.48720 137 87 - 454.66829 - 35.5 2795s 219730 186275 574.02781 104 132 - 454.67311 - 35.5 2800s 219893 186384 598.56863 90 116 - 454.67693 - 35.6 2805s 220205 186666 537.08138 124 112 - 454.67766 - 35.6 2810s 220483 186856 653.17048 121 158 - 454.68654 - 35.6 2815s 220817 187159 566.54242 74 134 - 454.69805 - 35.6 2820s 221283 187576 646.88240 172 69 - 454.71317 - 35.6 2825s 221839 188092 582.69773 133 98 - 454.71397 - 35.6 2830s 222331 188543 741.30426 182 103 - 454.71901 - 35.6 2835s 223082 189216 560.59189 65 124 - 454.72445 - 35.5 2840s 223488 189542 535.49935 40 183 - 454.73860 - 35.5 2845s 223839 189806 482.47014 27 157 - 454.75920 - 35.6 2850s 224265 190139 643.37668 70 127 - 454.77297 - 35.6 2855s 224882 190727 525.23502 94 109 - 454.78356 - 35.5 2860s 225470 191242 594.24763 122 84 - 454.78590 - 35.5 2865s 226042 191760 665.92153 197 79 - 454.78949 - 35.5 2870s 226541 192213 762.39592 204 94 - 454.79188 - 35.5 2875s 227175 192798 710.90659 289 97 - 454.79362 - 35.4 2880s 227562 193096 698.87822 162 88 - 454.79910 - 35.5 2885s 227999 193462 514.65636 47 120 - 454.81245 - 35.5 2890s 228355 193772 540.45461 112 157 - 454.83340 - 35.5 2895s 228758 194021 562.61519 108 128 - 454.83488 - 35.5 2900s 229071 194302 614.25595 173 133 - 454.84038 - 35.5 2905s 229369 194530 526.37634 78 136 - 454.84971 - 35.5 2910s 230063 195192 645.59163 229 66 - 454.84987 - 35.5 2915s 230472 195549 581.31178 122 108 - 454.85535 - 35.5 2920s 231162 196167 503.91966 40 129 - 454.86412 - 35.5 2925s 231544 196513 724.90641 197 74 - 454.86721 - 35.5 2930s 231866 196789 513.48583 82 136 - 454.87920 - 35.5 2935s 232175 197012 519.75740 29 214 - 454.90366 - 35.5 2940s 232618 197385 470.55366 30 195 - 454.90527 - 35.5 2945s 233051 197734 466.03005 41 103 - 454.90527 - 35.5 2950s 233515 198122 infeasible 47 - 454.91355 - 35.5 2955s 233893 198443 540.23929 61 107 - 454.93025 - 35.5 2960s 234555 199040 563.49037 78 123 - 454.93520 - 35.5 2965s 235144 199589 502.80129 74 146 - 454.93841 - 35.4 2970s 235710 200073 726.53914 342 43 - 454.94347 - 35.4 2975s 236228 200467 703.03259 180 99 - 454.97694 - 35.4 2980s 236730 200897 460.46197 30 180 - 454.98129 - 35.4 2985s 237166 201297 667.83154 152 117 - 454.98860 - 35.4 2990s 237657 201731 542.86443 40 177 - 455.00426 - 35.4 2995s 237877 201875 530.04266 58 127 - 455.02166 - 35.4 3000s 238271 202189 514.98860 47 164 - 455.02722 - 35.4 3005s 238558 202442 578.73177 85 120 - 455.04068 - 35.5 3010s 239060 202840 640.73860 121 104 - 455.05742 - 35.4 3015s 239453 203164 473.93129 53 143 - 455.06407 - 35.5 3020s 239902 203548 infeasible 75 - 455.07193 - 35.5 3025s 240366 203964 595.05814 184 63 - 455.07193 - 35.4 3030s 240902 204411 758.76706 284 88 - 455.07193 - 35.4 3035s 241499 204898 755.39506 282 58 - 455.07193 - 35.4 3040s 241936 205243 550.29169 53 146 - 455.09008 - 35.4 3045s 242285 205557 621.54909 142 84 - 455.09028 - 35.4 3050s 242898 206008 783.55593 207 103 - 455.09387 - 35.4 3055s 243243 206220 546.92259 40 171 - 455.10186 - 35.4 3060s 243852 206765 862.21841 391 58 - 455.10186 - 35.4 3065s 244463 207284 782.38838 322 98 - 455.10208 - 35.4 3070s 245002 207757 820.40679 286 48 - 455.11400 - 35.3 3075s 245479 208122 588.61760 106 108 - 455.13608 - 35.3 3080s 246141 208686 668.03918 141 108 - 455.13758 - 35.3 3085s 246720 209164 530.57341 46 166 - 455.14953 - 35.3 3090s 247248 209611 720.12018 234 62 - 455.15527 - 35.3 3095s 247977 210218 509.26901 53 150 - 455.15849 - 35.2 3100s 248341 210549 588.48245 128 67 - 455.15852 - 35.2 3105s 248711 210855 529.68619 94 143 - 455.17014 - 35.3 3110s 249094 211154 493.57750 54 98 - 455.18516 - 35.3 3115s 249539 211519 infeasible 96 - 455.19266 - 35.3 3120s 249969 211900 711.04355 261 93 - 455.19900 - 35.3 3125s 250383 212206 526.96034 89 102 - 455.22281 - 35.3 3130s 250888 212608 517.65204 37 185 - 455.22495 - 35.3 3135s 251205 212877 544.16462 93 130 - 455.23860 - 35.3 3140s 251955 213434 595.28905 151 120 - 455.24135 - 35.2 3145s 252395 213761 infeasible 36 - 455.25542 - 35.2 3150s 252613 213929 533.33672 50 100 - 455.26237 - 35.3 3155s 253240 214485 458.63568 29 210 - 455.26301 - 35.2 3160s 253601 214768 551.98860 42 136 - 455.26690 - 35.3 3165s 253839 214987 734.06547 165 89 - 455.26690 - 35.3 3170s 254208 215267 544.31792 51 184 - 455.27754 - 35.3 3175s 254413 215424 553.52394 116 118 - 455.28187 - 35.3 3180s 254901 215744 525.74850 41 187 - 455.29387 - 35.3 3185s 255207 216009 527.83873 92 113 - 455.30825 - 35.3 3190s 255288 216086 705.18621 123 89 - 455.30825 - 35.4 3195s 255769 216508 infeasible 121 - 455.31167 - 35.3 3200s 256260 216889 473.07875 37 189 - 455.31698 - 35.3 3205s 256867 217473 763.38415 383 33 - 455.31698 - 35.3 3210s 257226 217730 552.50236 71 149 - 455.33668 - 35.3 3215s 257794 218268 784.96439 312 92 - 455.33668 - 35.3 3220s 258271 218682 551.46804 142 81 - 455.34115 - 35.3 3225s 258686 219014 492.75838 53 201 - 455.34940 - 35.3 3230s 259184 219484 681.99777 164 82 - 455.35570 - 35.3 3235s 259863 220117 671.36505 162 76 - 455.36480 - 35.2 3240s 260376 220592 624.62990 84 100 - 455.37087 - 35.2 3245s 260872 221011 565.52544 94 119 - 455.37505 - 35.2 3250s 261177 221251 489.94624 61 146 - 455.39253 - 35.2 3255s 261472 221486 469.57921 39 158 - 455.40038 - 35.3 3260s 261900 221859 596.41191 132 136 - 455.40366 - 35.3 3265s 262350 222239 478.53860 48 110 - 455.40527 - 35.3 3270s 263120 222976 855.21475 444 44 - 455.40527 - 35.2 3275s 263519 223289 658.08426 127 139 - 455.40598 - 35.2 3280s 263800 223503 infeasible 44 - 455.41056 - 35.3 3285s 264139 223800 540.72070 57 174 - 455.41284 - 35.3 3290s 264719 224317 infeasible 80 - 455.42132 - 35.3 3295s 265044 224553 499.80973 63 142 - 455.43047 - 35.3 3300s 265438 224904 infeasible 143 - 455.43188 - 35.3 3305s 265832 225214 477.35779 59 169 - 455.43684 - 35.3 3310s 266440 225759 573.03157 112 138 - 455.44147 - 35.2 3315s 266995 226203 610.97875 166 120 - 455.44340 - 35.2 3320s 267430 226567 infeasible 173 - 455.45812 - 35.2 3325s 267943 227002 534.71963 96 111 - 455.46451 - 35.2 3330s 268316 227329 462.24301 38 133 - 455.46837 - 35.2 3335s 268774 227670 495.48038 28 160 - 455.48929 - 35.2 3340s 269234 228069 618.31398 223 104 - 455.49484 - 35.2 3345s 269737 228413 infeasible 196 - 455.49629 - 35.2 3350s 270280 228864 669.39722 151 121 - 455.49687 - 35.2 3355s 270979 229500 476.91152 33 187 - 455.49913 - 35.2 3360s 271272 229744 infeasible 93 - 455.50475 - 35.2 3365s 271688 230057 545.35938 46 144 - 455.51133 - 35.2 3370s 272070 230388 579.14497 86 101 - 455.51133 - 35.2 3375s 272654 230945 546.67918 146 119 - 455.51239 - 35.2 3380s 273164 231409 656.45100 180 89 - 455.52802 - 35.2 3385s 273644 231770 infeasible 92 - 455.55103 - 35.1 3390s 274121 232175 587.84352 138 133 - 455.55583 - 35.1 3395s 274607 232621 557.45608 84 174 - 455.57033 - 35.1 3400s 274801 232771 544.14665 100 103 - 455.57193 - 35.2 3405s 275232 233124 715.22451 145 101 - 455.57572 - 35.2 3410s 275605 233433 496.66347 90 154 - 455.58501 - 35.2 3415s 276076 233854 537.56946 89 131 - 455.58659 - 35.2 3420s 276341 234063 infeasible 84 - 455.59484 - 35.2 3425s 276777 234411 infeasible 87 - 455.60014 - 35.2 3430s 277295 234849 556.90622 107 90 - 455.60131 - 35.2 3435s 277978 235465 473.19955 61 94 - 455.61404 - 35.1 3440s 278487 235964 714.66055 340 75 - 455.61404 - 35.1 3445s 278903 236318 557.79714 88 132 - 455.62627 - 35.1 3450s 279427 236772 457.91668 35 141 - 455.62807 - 35.1 3455s 280039 237314 519.48227 45 122 - 455.63808 - 35.1 3460s 280657 237869 520.62564 41 137 - 455.64299 - 35.1 3465s 281178 238346 605.55571 168 83 - 455.66506 - 35.1 3470s 281831 238919 602.80889 174 81 - 455.67311 - 35.0 3475s 282324 239335 551.42282 89 145 - 455.68260 - 35.0 3480s 282618 239562 603.33170 129 127 - 455.68605 - 35.1 3485s 283084 239968 747.97161 256 85 - 455.69104 - 35.0 3490s 283460 240232 494.93609 21 194 - 455.70755 - 35.1 3495s 283575 240327 563.80722 84 108 - 455.71448 - 35.1 3500s 283780 240497 556.40622 88 138 - 455.71630 - 35.1 3505s 284163 240845 481.86417 29 200 - 455.71819 - 35.1 3510s 284533 241149 541.63144 75 138 - 455.72735 - 35.1 3515s 284908 241453 536.61561 55 153 - 455.73860 - 35.1 3520s 285374 241901 735.34717 269 37 - 455.73860 - 35.1 3525s 285806 242270 587.29170 101 143 - 455.74204 - 35.1 3530s 286372 242797 512.66360 24 197 - 455.75881 - 35.1 3535s 286709 243032 658.22678 212 89 - 455.76512 - 35.1 3540s 287052 243324 649.24985 189 141 - 455.77695 - 35.1 3545s 287424 243548 530.70917 34 177 - 455.77706 - 35.1 3550s 287715 243811 632.02551 99 166 - 455.78095 - 35.1 3555s 288095 244091 472.60586 33 196 - 455.79848 - 35.1 3560s 288639 244598 741.72999 271 59 - 455.79938 - 35.1 3565s 288946 244838 571.73860 46 179 - 455.80984 - 35.1 3570s 289207 245033 infeasible 82 - 455.81889 - 35.2 3575s 289606 245392 587.41954 130 146 - 455.82278 - 35.2 3580s 290319 246046 519.59159 74 159 - 455.82470 - 35.1 3585s 291025 246702 479.09219 41 152 - 455.83582 - 35.1 3590s 291437 247020 649.11567 98 148 - 455.84799 - 35.1 3595s Cutting planes: Learned: 45 Gomory: 153 Cover: 451 Implied bound: 382 Clique: 15 MIR: 982 GUB cover: 8 Zero half: 240 Mod-K: 1 Explored 291995 nodes (10252828 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.560000000000e+02, gap -