Gurobi 5.0.1 (linux64) logging started Wed Dec 19 22:05:21 2012 Optimize a model with 7502 rows, 7320 columns and 32220 nonzeros Presolve removed 712 rows and 120 columns Presolve time: 0.10s Presolved: 6790 rows, 7200 columns, 31186 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.565588e+02, 9660 iterations, 1.10 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 356.55878 0 113 - 356.55878 - - 1s 0 0 373.49615 0 138 - 373.49615 - - 2s 0 0 395.61542 0 127 - 395.61542 - - 2s 0 0 401.81377 0 139 - 401.81377 - - 3s 0 0 409.26088 0 127 - 409.26088 - - 3s 0 0 411.33881 0 130 - 411.33881 - - 3s 0 0 413.38209 0 133 - 413.38209 - - 3s 0 0 413.58061 0 141 - 413.58061 - - 3s 0 0 414.68265 0 151 - 414.68265 - - 4s 0 0 414.91431 0 146 - 414.91431 - - 4s 0 0 414.99555 0 158 - 414.99555 - - 4s 0 0 415.03704 0 154 - 415.03704 - - 4s 0 0 415.08794 0 140 - 415.08794 - - 4s 0 0 415.18188 0 150 - 415.18188 - - 4s 0 0 415.18188 0 150 - 415.18188 - - 8s 0 2 415.18410 0 149 - 415.18410 - - 10s 20 22 424.55420 12 136 - 415.77418 - 630 15s 61 38 481.17946 38 116 - 415.77418 - 476 20s 115 69 417.46885 3 135 - 416.35977 - 411 25s 138 90 485.26000 18 131 - 416.35977 - 469 30s 192 131 509.81228 58 112 - 416.35977 - 437 35s 251 174 419.32659 5 139 - 417.50445 - 424 40s 290 211 436.13532 24 125 - 417.50445 - 435 45s 337 258 449.48571 36 102 - 417.50445 - 438 50s 394 279 435.60374 6 121 - 418.04686 - 436 55s 470 351 448.32212 62 127 - 418.04686 - 409 60s 518 397 451.68139 98 122 - 418.04686 - 407 65s 564 427 463.26015 122 95 - 418.04686 - 413 70s 603 448 425.13917 10 113 - 418.04686 - 410 75s 609 452 447.36838 58 136 - 424.36768 - 406 80s 617 458 452.94874 32 151 - 427.31685 - 401 85s 623 462 448.50659 16 153 - 427.34942 - 397 91s 626 464 434.22684 26 149 - 427.39353 - 395 97s 627 466 427.63882 15 154 - 427.63882 - 427 102s 629 466 427.69886 16 149 - 427.69886 - 426 107s 630 466 428.19571 16 147 - 427.69886 - 426 111s 637 471 448.06317 20 132 - 429.63559 - 431 115s 648 478 447.98548 25 112 - 429.63559 - 438 120s 675 494 458.04778 38 98 - 429.63559 - 440 125s 703 507 infeasible 52 - 429.63559 - 445 130s 736 523 484.75050 69 85 - 429.63559 - 447 135s 770 522 448.58487 18 148 - 431.51648 - 454 140s 793 537 465.46926 30 130 - 431.51648 - 462 145s 822 556 474.10534 44 115 - 431.51648 - 461 150s 856 577 490.14336 61 119 - 431.51648 - 462 155s 897 602 505.39254 82 97 - 431.51648 - 460 160s 952 621 555.28408 109 70 - 431.51648 - 454 165s 991 635 456.63601 30 123 - 432.81871 - 454 170s 1036 665 487.42977 53 92 - 432.81871 - 448 175s 1089 668 448.26798 19 142 - 435.28854 - 446 180s 1128 692 485.89456 43 122 - 435.28854 - 445 185s 1184 726 504.29282 67 98 - 435.28854 - 441 190s 1216 734 infeasible 28 - 435.29863 - 444 195s 1237 744 524.66988 33 117 - 435.29863 - 451 200s 1282 772 475.03792 59 92 - 435.29863 - 449 205s 1345 806 440.98155 22 125 - 435.77293 - 441 210s 1382 829 484.42807 40 93 - 435.77293 - 442 215s 1447 866 498.06598 75 80 - 435.77293 - 435 220s 1507 888 569.49734 106 84 - 435.77293 - 432 225s 1582 892 464.38431 20 141 - 438.88502 - 427 230s 1626 919 475.81165 32 115 - 438.88502 - 426 235s 1647 913 510.78417 34 104 - 438.88502 - 432 240s 1694 931 551.88340 52 105 - 438.88502 - 431 245s 1728 921 infeasible 60 - 438.88502 - 436 250s 1776 936 462.43689 45 99 - 439.24274 - 433 255s 1829 967 488.66193 74 80 - 439.24274 - 431 260s 1874 970 471.70054 23 134 - 439.54062 - 429 265s 1903 979 541.67224 33 114 - 439.54062 - 432 270s 1929 982 infeasible 44 - 439.54062 - 438 275s 1969 989 502.08422 36 112 - 440.25118 - 438 280s 2000 989 537.02499 37 116 - 440.42232 - 441 285s 2056 1036 591.06315 73 79 - 440.42232 - 437 290s 2086 1050 463.29213 28 110 - 442.14342 - 440 295s 2116 1072 infeasible 44 - 442.14342 - 444 300s 2154 1091 463.31077 22 117 - 442.17040 - 446 305s 2201 1138 496.34097 53 94 - 442.17040 - 444 310s 2249 1172 infeasible 35 - 442.27229 - 444 315s 2270 1179 508.44058 33 111 - 443.65351 - 449 320s 2327 1232 530.41889 60 66 - 443.65351 - 447 325s 2391 1271 455.98476 33 97 - 443.66606 - 443 330s 2446 1308 446.13138 28 100 - 444.31822 - 440 335s 2499 1351 453.26736 28 127 - 444.39873 - 439 340s 2556 1402 infeasible 64 - 444.39873 - 437 345s 2604 1426 462.46311 44 91 - 444.77733 - 437 350s 2665 1476 458.66834 33 117 - 445.18902 - 435 355s 2727 1522 458.03179 29 99 - 445.24352 - 433 360s 2785 1571 467.86360 42 86 - 445.35168 - 432 365s 2906 1662 infeasible 25 - 445.41225 - 421 370s 3010 1755 509.69161 97 60 - 445.67861 - 414 375s 3080 1808 471.85166 63 66 - 445.75957 - 412 380s 3180 1877 531.45373 52 77 - 446.85059 - 406 385s 3228 1897 461.85731 35 90 - 447.06560 - 407 390s 3310 1968 486.81540 91 72 - 447.06560 - 403 395s 3348 1993 477.38946 37 108 - 447.13097 - 404 400s 3401 2046 505.51377 71 90 - 447.13097 - 404 405s 3458 2070 457.83734 34 101 - 447.37650 - 404 410s 3534 2129 459.81341 29 106 - 447.53335 - 403 415s 3602 2183 459.00162 27 107 - 447.70107 - 402 420s 3673 2248 486.25565 74 62 - 447.70107 - 401 425s 3724 2277 518.66893 32 121 - 447.71363 - 401 430s 3767 2310 565.41205 54 101 - 447.71363 - 403 435s 3826 2355 472.58400 50 86 - 447.72844 - 402 440s 3906 2401 infeasible 33 - 447.98548 - 400 445s 3964 2441 481.18046 52 75 - 447.99293 - 400 450s 4096 2536 462.26917 33 95 - 448.02418 - 392 455s 4256 2667 455.79533 21 121 - 448.31057 - 382 460s 4299 2708 507.29487 46 98 - 448.31057 - 383 465s 4366 2761 466.93379 39 128 - 448.38568 - 381 470s 4397 2772 infeasible 31 - 448.47913 - 384 475s 4447 2802 473.44023 31 110 - 448.55473 - 385 480s 4494 2821 518.39389 32 111 - 448.55663 - 385 485s 4533 2854 553.52155 59 95 - 448.55663 - 386 490s 4627 2930 527.31052 91 65 - 448.56959 - 383 495s 4718 2987 473.54126 28 105 - 448.58611 - 381 500s 4758 3023 491.26591 43 90 - 448.58611 - 382 505s 4834 3095 508.73708 92 78 - 448.58611 - 380 510s 4874 3117 466.92056 27 141 - 448.59324 - 381 515s 4887 3126 499.86086 31 125 - 448.59324 - 383 520s 4922 3144 578.55697 49 124 - 448.59324 - 384 525s 4970 3176 infeasible 49 - 448.61131 - 385 530s 4998 3198 492.01056 35 110 - 448.61209 - 386 535s 5067 3247 456.64885 22 143 - 448.79306 - 385 540s 5077 3249 infeasible 26 - 448.79306 - 388 545s 5095 3256 464.28103 29 117 - 448.81576 - 390 550s 5169 3330 497.38603 72 62 - 448.81576 - 388 555s 5232 3373 infeasible 43 - 448.86813 - 387 560s 5292 3428 480.19072 76 78 - 448.88700 - 387 565s 5393 3501 467.35461 37 105 - 448.89033 - 384 570s 5454 3542 487.20961 24 119 - 448.90231 - 384 575s 5527 3598 458.49867 25 129 - 448.90876 - 383 580s 5545 3612 479.03111 32 105 - 448.90876 - 385 585s 5600 3656 477.91070 47 96 - 448.94349 - 385 590s 5638 3684 479.52415 40 107 - 449.00856 - 386 595s 5712 3736 465.00346 27 116 - 449.03635 - 385 600s 5768 3784 473.99277 36 112 - 449.18321 - 384 605s 5836 3832 529.51511 52 83 - 449.18423 - 384 610s 5942 3900 469.97079 24 134 - 449.24784 - 380 615s 6044 3982 504.78858 24 126 - 449.41876 - 378 620s 6073 3995 548.76288 41 107 - 449.41876 - 379 625s 6146 4052 538.31916 43 86 - 449.44754 - 378 630s 6262 4135 infeasible 21 - 449.51300 - 376 636s 6278 4141 541.54085 32 124 - 449.52346 - 377 640s 6344 4192 infeasible 73 - 449.52346 - 377 645s 6435 4254 462.28902 38 102 - 449.53735 - 375 650s 6532 4324 505.60834 30 111 - 449.55173 - 374 655s 6607 4389 472.95086 36 91 - 449.59281 - 373 660s 6708 4467 461.92236 31 94 - 449.76094 - 371 665s 6799 4545 468.17217 28 124 - 449.78201 - 369 670s 6837 4577 538.35245 49 112 - 449.78201 - 371 675s 6873 4607 infeasible 68 - 449.78201 - 371 680s 6913 4637 484.15642 58 102 - 449.81118 - 373 685s 6999 4691 537.77593 78 104 - 449.94196 - 372 690s 7058 4742 491.41951 60 84 - 449.94571 - 372 695s 7146 4820 501.92841 74 73 - 449.99863 - 370 700s 7214 4864 525.53092 49 75 - 450.01119 - 371 705s 7408 5028 492.03994 32 123 - 450.03663 - 363 710s 7453 5059 infeasible 32 - 450.08897 - 364 715s 7498 5098 494.93243 58 88 - 450.08897 - 365 720s 7605 5182 478.40582 51 74 - 450.10003 - 363 725s 7741 5297 468.34061 36 71 - 450.21761 - 359 730s 7875 5413 475.07763 28 107 - 450.32874 - 356 735s 7934 5464 470.09377 58 80 - 450.49795 - 356 740s 8013 5516 469.40416 48 66 - 450.64437 - 356 745s 8067 5552 487.37269 25 136 - 450.77900 - 357 750s 8095 5562 553.57883 34 120 - 450.77900 - 358 755s 8136 5591 483.97579 47 112 - 450.78363 - 359 760s 8203 5626 452.85120 30 142 - 450.81494 - 358 765s 8233 5656 484.01029 51 108 - 450.81494 - 359 770s 8304 5715 521.23260 59 81 - 450.81766 - 359 775s 8404 5786 503.04025 29 114 - 451.00784 - 358 780s 8464 5836 462.50341 33 102 - 451.03717 - 358 785s 8571 5912 459.07248 26 117 - 451.07464 - 357 790s 8700 6025 infeasible 131 - 451.07464 - 354 795s 8752 6059 575.77604 57 106 - 451.07777 - 354 800s 8797 6094 475.30683 54 89 - 451.17135 - 355 805s 8869 6138 519.20149 36 132 - 451.23203 - 355 810s 8899 6162 546.81328 48 85 - 451.23203 - 356 815s 8984 6233 469.90103 63 78 - 451.24128 - 356 820s 9064 6275 466.46778 38 87 - 451.28326 - 356 825s 9165 6340 469.03962 38 102 - 451.29959 - 354 830s 9255 6409 455.97819 24 133 - 451.36734 - 353 835s 9282 6434 486.59526 38 113 - 451.36734 - 354 840s 9320 6446 510.69376 29 127 - 451.42863 - 355 845s 9387 6489 511.16076 28 120 - 451.46073 - 355 850s 9433 6523 460.11706 36 98 - 451.60204 - 355 855s 9502 6578 480.92352 74 60 - 451.60204 - 355 860s 9586 6619 468.76309 29 124 - 451.67916 - 355 865s 9643 6666 459.73367 33 118 - 451.68119 - 354 870s 9673 6686 infeasible 50 - 451.68119 - 356 875s 9783 6781 517.98102 35 104 - 451.68968 - 354 880s 9850 6838 524.66900 50 91 - 451.69474 - 353 885s 9898 6875 473.93609 55 57 - 451.70538 - 354 890s 9961 6916 467.93179 36 100 - 451.83025 - 354 895s 10036 6965 489.23889 31 136 - 451.84687 - 353 900s 10074 6981 458.00017 32 97 - 451.92308 - 354 905s 10142 7032 460.14432 36 97 - 451.92638 - 354 910s 10226 7103 517.58862 35 116 - 451.92701 - 353 915s 10266 7140 482.63473 64 91 - 451.92701 - 354 920s 10398 7239 infeasible 22 - 451.94315 - 351 925s 10453 7292 524.87976 65 68 - 451.98270 - 352 930s 10551 7356 455.84189 33 104 - 451.98892 - 351 935s 10599 7391 506.90308 31 120 - 451.99254 - 351 940s 10645 7421 468.35349 48 73 - 451.99756 - 352 945s 10762 7528 470.61706 60 76 - 451.99877 - 350 950s 10818 7562 infeasible 64 - 452.00174 - 350 955s 10915 7600 455.39322 32 106 - 452.05136 - 349 960s 11057 7718 472.36772 39 95 - 452.08987 - 347 965s 11209 7843 518.76722 132 86 - 452.10563 - 344 970s 11298 7894 459.14626 29 117 - 452.14938 - 344 975s 11420 8010 504.76636 130 86 - 452.14938 - 342 980s 11490 8053 477.47502 56 72 - 452.16204 - 342 985s 11587 8145 519.16795 121 47 - 452.16204 - 341 990s 11748 8289 476.47355 114 76 - 452.23386 - 338 995s 11874 8377 480.72741 68 66 - 452.37613 - 337 1000s 11959 8424 474.51019 34 138 - 452.38956 - 336 1005s 11979 8440 491.68474 40 101 - 452.38956 - 338 1010s 12055 8499 473.87519 47 67 - 452.40522 - 337 1015s 12181 8606 526.51799 120 64 - 452.40522 - 336 1020s 12207 8624 515.72482 41 119 - 452.51585 - 336 1025s 12270 8663 470.70344 44 74 - 452.52752 - 337 1030s 12341 8718 462.07431 43 86 - 452.52890 - 337 1035s 12425 8785 491.76794 28 129 - 452.53394 - 336 1040s 12501 8831 478.49043 46 102 - 452.55176 - 336 1045s 12556 8870 465.46210 37 107 - 452.55660 - 336 1050s 12616 8920 553.12794 33 138 - 452.57285 - 337 1055s 12656 8939 473.47903 46 92 - 452.62243 - 337 1060s 12741 9020 infeasible 115 - 452.62243 - 337 1065s 12793 9060 483.77465 67 103 - 452.62928 - 337 1070s 12868 9111 479.24060 30 122 - 452.67489 - 337 1075s 12903 9138 493.69729 51 109 - 452.67489 - 338 1080s 12961 9174 482.67639 58 50 - 452.67807 - 338 1085s 13054 9253 498.65184 63 73 - 452.76121 - 338 1090s 13102 9280 infeasible 24 - 452.77871 - 338 1095s 13120 9294 532.27206 35 127 - 452.77871 - 339 1100s 13154 9314 473.30163 41 109 - 452.78303 - 340 1105s 13236 9381 460.24942 31 94 - 452.86048 - 340 1110s 13291 9418 476.69955 35 128 - 452.86944 - 340 1115s 13316 9443 505.67445 50 107 - 452.86944 - 341 1120s 13367 9468 470.66046 37 127 - 452.90731 - 341 1125s 13397 9492 infeasible 56 - 452.90731 - 342 1130s 13445 9520 470.01525 35 100 - 452.92176 - 342 1135s 13510 9581 infeasible 78 - 452.92176 - 343 1140s 13559 9604 527.21060 37 114 - 452.94605 - 343 1145s 13596 9622 468.16206 36 106 - 452.94769 - 344 1150s 13633 9655 493.61938 54 98 - 452.94769 - 345 1155s 13701 9705 474.98994 60 103 - 452.96144 - 345 1160s 13759 9753 474.28323 44 103 - 453.00261 - 345 1165s 13830 9805 510.48149 39 114 - 453.02022 - 345 1170s 13864 9833 536.75963 61 116 - 453.02022 - 346 1175s 13923 9879 499.53074 47 70 - 453.02521 - 346 1180s 13990 9934 500.38869 27 125 - 453.02563 - 346 1185s 14017 9943 544.30437 36 127 - 453.02563 - 347 1190s 14079 9993 517.71696 60 90 - 453.05328 - 347 1195s 14208 10087 501.91906 34 111 - 453.13963 - 346 1200s 14275 10152 infeasible 84 - 453.13963 - 346 1205s 14366 10223 470.93950 48 90 - 453.14196 - 345 1210s 14465 10308 472.06343 47 73 - 453.17472 - 345 1215s 14585 10402 infeasible 75 - 453.20209 - 344 1220s 14688 10479 471.19250 27 112 - 453.26884 - 343 1225s 14710 10493 infeasible 40 - 453.26884 - 344 1230s 14766 10543 524.37732 84 94 - 453.26884 - 344 1235s 14841 10594 474.49588 34 119 - 453.35714 - 344 1240s 14885 10621 543.72328 40 104 - 453.36874 - 344 1245s 14936 10652 595.56793 72 109 - 453.36874 - 344 1250s 14976 10684 496.04506 48 93 - 453.41058 - 345 1255s 15075 10772 532.74039 46 93 - 453.41234 - 344 1260s 15169 10848 470.72258 28 114 - 453.44535 - 343 1265s 15210 10887 543.88961 56 101 - 453.44535 - 344 1270s 15273 10939 484.65075 37 124 - 453.47325 - 344 1275s 15302 10948 460.06170 29 120 - 453.47600 - 345 1280s 15329 10973 496.99472 48 106 - 453.47600 - 345 1285s 15385 11013 538.67157 85 86 - 453.47600 - 345 1290s 15486 11094 481.84778 103 80 - 453.48606 - 344 1295s 15658 11236 infeasible 128 - 453.48914 - 342 1300s 15713 11279 489.02418 59 90 - 453.50318 - 343 1305s 15793 11343 486.36484 60 64 - 453.54994 - 342 1310s 15899 11424 infeasible 68 - 453.60624 - 342 1315s 15971 11466 540.55933 72 92 - 453.63449 - 342 1320s 16012 11495 infeasible 46 - 453.65348 - 342 1325s 16138 11607 478.46184 32 128 - 453.69763 - 341 1330s 16267 11736 533.40832 137 41 - 453.69763 - 340 1335s 16391 11832 499.88110 82 50 - 453.70273 - 339 1340s 16531 11928 459.33640 25 107 - 453.80043 - 338 1345s 16631 12022 infeasible 105 - 453.80043 - 337 1350s 16744 12094 468.76541 41 66 - 453.90199 - 336 1355s 16896 12228 496.35179 43 97 - 453.98970 - 335 1360s 16994 12322 533.28484 113 57 - 453.98970 - 334 1365s 17130 12434 491.39550 57 98 - 454.03279 - 333 1370s 17241 12521 494.10867 52 97 - 454.07387 - 332 1375s 17294 12558 480.43209 57 104 - 454.07519 - 333 1380s 17338 12594 483.47743 53 70 - 454.08686 - 333 1385s 17412 12643 468.82705 41 100 - 454.13112 - 333 1390s 17549 12757 480.91193 106 66 - 454.15221 - 332 1395s 17599 12787 infeasible 35 - 454.15323 - 332 1400s 17679 12843 461.87344 25 129 - 454.15529 - 332 1405s 17725 12885 517.24586 50 103 - 454.15529 - 333 1410s 17785 12923 467.58312 52 107 - 454.17502 - 333 1415s 17840 12961 474.75221 51 72 - 454.18250 - 333 1420s 17863 12970 infeasible 57 - 454.18250 - 334 1425s 17974 13043 infeasible 101 - 454.18461 - 333 1430s 18022 13073 476.69106 31 121 - 454.24540 - 334 1435s 18054 13101 499.16138 48 107 - 454.24540 - 335 1440s 18114 13149 infeasible 91 - 454.24540 - 335 1445s 18254 13251 493.31937 63 80 - 454.28106 - 334 1450s 18326 13301 498.98564 20 138 - 454.29795 - 334 1455s 18357 13311 460.88467 35 91 - 454.30782 - 334 1460s 18408 13358 489.55732 69 92 - 454.30782 - 335 1465s 18498 13416 472.64784 41 94 - 454.34275 - 334 1470s 18563 13469 482.87968 54 98 - 454.34616 - 335 1475s 18658 13540 475.51724 57 82 - 454.34763 - 334 1480s 18825 13689 468.57020 47 95 - 454.35957 - 333 1485s 18875 13723 487.63394 47 81 - 454.36159 - 333 1490s 18921 13763 532.26944 80 74 - 454.36159 - 333 1495s 18975 13790 512.88227 55 96 - 454.40951 - 334 1500s 19093 13884 470.92701 37 113 - 454.46758 - 333 1505s 19193 13961 470.29463 42 95 - 454.48178 - 333 1510s 19244 14008 508.94016 74 77 - 454.48178 - 333 1515s 19336 14072 494.29275 83 80 - 454.48549 - 333 1520s 19454 14176 488.32991 102 71 - 454.49493 - 332 1525s 19599 14283 infeasible 82 - 454.50707 - 331 1530s 19669 14325 infeasible 57 - 454.56616 - 331 1535s 19746 14368 470.80801 47 93 - 454.59157 - 331 1540s 19783 14395 533.56015 34 132 - 454.59223 - 331 1545s 19857 14443 463.28024 41 79 - 454.59631 - 332 1550s 19974 14544 464.61247 33 109 - 454.59631 - 331 1555s 20038 14590 461.77287 34 97 - 454.64479 - 331 1560s 20134 14668 474.10742 43 100 - 454.65349 - 331 1565s 20246 14761 464.21794 40 93 - 454.71222 - 330 1570s 20338 14821 469.69628 33 92 - 454.85099 - 330 1575s 20405 14883 547.33765 88 83 - 454.85099 - 330 1580s 20519 14958 468.09579 33 94 - 454.85754 - 330 1585s 20607 15032 466.81485 36 102 - 454.86705 - 330 1590s 20647 15068 infeasible 62 - 454.86705 - 330 1595s 20715 15120 509.90833 60 87 - 454.92329 - 330 1600s 20848 15213 501.26338 36 129 - 454.97683 - 329 1605s 20871 15230 533.04773 47 103 - 454.97683 - 330 1610s 20933 15272 465.42939 29 113 - 454.98298 - 330 1615s 20988 15325 518.63943 69 105 - 454.98298 - 330 1620s 21049 15368 522.35064 44 97 - 455.03808 - 330 1625s 21101 15408 475.27565 46 99 - 455.04034 - 331 1630s 21215 15498 514.89610 58 86 - 455.04386 - 330 1635s 21284 15545 484.88668 42 118 - 455.08113 - 330 1640s 21372 15621 infeasible 86 - 455.08113 - 330 1645s 21444 15667 517.36777 61 83 - 455.09218 - 330 1650s 21577 15778 496.78355 59 87 - 455.11874 - 330 1655s 21646 15834 514.21458 46 91 - 455.12713 - 330 1660s 21778 15935 485.08157 59 86 - 455.13366 - 329 1665s 21861 15982 485.19992 35 115 - 455.14981 - 329 1670s 21896 16015 489.11670 52 94 - 455.14981 - 329 1675s 22000 16095 481.44689 48 94 - 455.15101 - 329 1680s 22158 16227 463.33261 34 97 - 455.23776 - 328 1685s 22297 16328 482.24793 44 67 - 455.25469 - 327 1690s 22398 16411 482.09947 42 104 - 455.25844 - 327 1695s 22444 16451 529.72083 67 95 - 455.25844 - 328 1700s 22493 16478 489.07321 59 90 - 455.28218 - 328 1705s 22593 16546 473.08212 44 94 - 455.33639 - 328 1710s 22678 16615 492.06862 78 91 - 455.34578 - 328 1715s 22750 16657 487.14811 69 80 - 455.36198 - 328 1720s 22809 16702 infeasible 74 - 455.36311 - 328 1725s 22834 16707 525.69517 35 124 - 455.38618 - 328 1730s 22855 16724 559.89299 48 98 - 455.38618 - 329 1735s 22905 16762 528.02933 36 128 - 455.39143 - 329 1740s 22931 16782 557.80506 49 103 - 455.39143 - 330 1745s 23015 16836 600.83400 110 73 - 455.39143 - 330 1750s 23064 16861 487.97090 31 108 - 455.40092 - 330 1755s 23116 16883 462.35436 34 106 - 455.41009 - 330 1760s 23251 16989 459.15078 30 95 - 455.42754 - 329 1765s 23336 17058 infeasible 64 - 455.42754 - 329 1770s 23426 17120 487.92864 69 42 - 455.47397 - 329 1775s 23526 17200 infeasible 24 - 455.50425 - 329 1780s 23553 17209 495.49261 41 113 - 455.50425 - 329 1785s 23596 17240 474.86402 42 91 - 455.50884 - 329 1790s 23668 17310 542.81692 88 58 - 455.50884 - 329 1795s 23721 17333 464.83631 36 109 - 455.53513 - 330 1800s 23768 17378 527.61542 67 74 - 455.53513 - 330 1805s 23812 17401 499.95948 40 119 - 455.57768 - 330 1810s 23857 17445 513.41949 76 94 - 455.57768 - 330 1815s 23915 17481 494.11195 33 117 - 455.57821 - 330 1820s 23951 17503 473.31022 31 131 - 455.58881 - 331 1825s 23979 17519 473.07941 32 102 - 455.60181 - 331 1830s 24072 17608 521.63458 101 53 - 455.60181 - 331 1835s 24155 17667 493.70816 66 107 - 455.60264 - 331 1840s 24267 17757 475.36321 45 71 - 455.62165 - 330 1845s 24378 17856 462.65878 36 112 - 455.64722 - 329 1850s 24448 17892 472.18747 52 92 - 455.65742 - 330 1855s 24491 17913 470.28831 34 115 - 455.66265 - 330 1860s 24605 18006 infeasible 118 - 455.66265 - 329 1865s 24720 18075 475.44137 47 90 - 455.70915 - 329 1870s 24810 18133 473.92133 32 115 - 455.72715 - 329 1875s 24865 18166 468.58322 35 89 - 455.76582 - 329 1880s 24946 18231 467.90197 45 104 - 455.77417 - 329 1885s 25004 18271 infeasible 47 - 455.80362 - 329 1890s 25058 18301 479.00139 27 115 - 455.81018 - 329 1895s 25111 18342 462.04635 22 113 - 455.81052 - 330 1900s 25150 18371 461.34669 32 110 - 455.83807 - 330 1905s 25231 18439 489.23964 39 106 - 455.84313 - 330 1910s 25292 18490 516.02807 83 86 - 455.84313 - 330 1915s 25385 18541 480.65961 52 84 - 455.85639 - 330 1920s 25474 18604 474.60107 42 111 - 455.85715 - 330 1925s 25548 18659 472.25048 46 99 - 455.85849 - 330 1930s 25615 18703 522.51403 38 103 - 455.89244 - 330 1935s 25658 18736 567.70990 61 97 - 455.89244 - 330 1940s 25739 18805 486.10543 84 59 - 455.89467 - 330 1945s 25850 18887 481.50329 43 94 - 455.92431 - 329 1950s 25919 18940 477.49436 47 107 - 455.96372 - 329 1955s 25971 18974 500.59113 50 96 - 455.97401 - 330 1960s 26008 18995 490.61980 37 108 - 455.98639 - 330 1965s 26048 19031 510.68575 49 90 - 455.98639 - 330 1970s 26111 19076 522.37221 74 92 - 455.98639 - 331 1975s 26248 19159 472.82105 42 85 - 455.99111 - 330 1980s 26302 19199 489.33777 54 90 - 455.99114 - 330 1985s 26400 19281 473.01438 50 76 - 455.99535 - 330 1990s 26517 19382 479.66786 76 59 - 455.99837 - 329 1995s 26618 19468 480.06301 47 89 - 456.00226 - 329 2000s 26689 19511 461.22814 30 123 - 456.00342 - 329 2005s 26716 19536 510.80122 45 119 - 456.00342 - 329 2010s 26792 19598 494.58055 28 110 - 456.00632 - 329 2015s 26895 19672 infeasible 89 - 456.00632 - 329 2020s 26921 19686 513.71118 42 100 - 456.01499 - 329 2025s 26958 19699 489.29781 36 111 - 456.01745 - 330 2030s 27003 19732 517.33589 49 86 - 456.02832 - 330 2035s 27075 19786 471.21423 39 103 - 456.04365 - 330 2040s 27159 19853 469.21810 39 109 - 456.04675 - 330 2045s 27218 19905 518.12178 78 75 - 456.04675 - 330 2050s 27381 20052 486.51431 135 32 - 456.05371 - 329 2055s 27523 20157 471.69076 38 101 - 456.06798 - 329 2060s 27602 20221 517.20674 92 96 - 456.06798 - 329 2065s 27773 20343 545.91892 134 56 - 456.11814 - 328 2070s 27873 20435 517.61963 106 80 - 456.12489 - 327 2075s 27957 20496 529.76151 74 74 - 456.14864 - 327 2080s 28104 20629 511.60912 129 60 - 456.19683 - 326 2085s 28229 20702 465.87331 37 90 - 456.21919 - 326 2090s H28324 13218 503.0000000 456.21919 9.30% 325 2092s 28378 13248 483.04534 53 75 503.00000 456.25324 9.29% 325 2095s H28435 12353 498.0000000 456.25324 8.38% 325 2096s 28460 12374 466.76658 48 94 498.00000 456.25782 8.38% 325 2100s H28462 10987 493.0000000 456.25782 7.45% 325 2101s H28489 8374 485.0000000 456.25782 5.93% 325 2102s 28523 8383 468.04278 45 84 485.00000 456.26020 5.93% 325 2105s 28578 8407 475.38178 49 94 485.00000 456.28713 5.92% 325 2110s 28601 8421 480.61096 48 150 485.00000 456.29317 5.92% 325 2121s 28610 8427 477.67986 40 135 485.00000 456.29317 5.92% 325 2125s 28620 8434 479.11525 50 131 485.00000 456.29317 5.92% 324 2130s 28623 8438 456.29317 29 127 485.00000 456.29317 5.92% 325 2135s 28625 8439 456.29317 30 126 485.00000 456.29317 5.92% 325 2140s 28627 8440 456.29317 31 128 485.00000 456.29317 5.92% 325 2145s 28630 8441 456.29317 32 126 485.00000 456.29317 5.92% 325 2152s 28632 8443 456.29317 33 108 485.00000 456.29317 5.92% 325 2155s 28640 8448 456.29317 37 112 485.00000 456.29317 5.92% 325 2160s 28656 8455 456.29317 45 98 485.00000 456.29317 5.92% 325 2165s 28680 8461 469.25555 58 89 485.00000 456.29317 5.92% 325 2170s 28708 8460 456.29317 34 126 485.00000 456.29317 5.92% 325 2175s 28738 8470 458.58064 49 95 485.00000 456.29317 5.92% 326 2180s 28767 8478 456.29317 32 136 485.00000 456.29317 5.92% 326 2185s 28794 8481 469.09298 39 111 485.00000 456.29317 5.92% 326 2190s 28825 8480 460.25725 33 108 485.00000 456.29317 5.92% 326 2195s 28859 8483 456.29317 32 126 485.00000 456.29317 5.92% 326 2200s 28910 8503 456.29317 39 115 485.00000 456.29317 5.92% 326 2205s 28936 8519 466.14482 65 104 485.00000 456.29317 5.92% 326 2210s 28992 8523 464.75423 34 123 485.00000 456.29317 5.92% 326 2215s 29056 8531 472.85214 36 109 485.00000 456.29317 5.92% 326 2220s 29103 8542 473.44340 57 98 485.00000 456.29317 5.92% 326 2225s 29162 8572 468.08190 68 89 485.00000 456.29317 5.92% 326 2230s 29242 8599 459.54507 49 115 485.00000 456.29317 5.92% 326 2235s 29323 8632 458.12820 36 121 485.00000 456.29317 5.92% 326 2240s 29388 8635 474.35588 70 103 485.00000 456.29317 5.92% 326 2245s 29483 8665 456.29317 36 123 485.00000 456.29317 5.92% 326 2250s 29552 8667 458.70099 39 112 485.00000 456.29317 5.92% 326 2255s 29640 8678 478.22781 57 98 485.00000 456.29317 5.92% 326 2260s 29727 8692 471.77305 54 112 485.00000 456.29317 5.92% 326 2265s 29818 8710 456.29317 35 118 485.00000 456.29317 5.92% 325 2270s 29910 8725 465.81743 43 109 485.00000 456.29317 5.92% 325 2275s 30005 8737 461.88282 36 112 485.00000 456.29317 5.92% 326 2280s 30091 8763 472.28658 39 135 485.00000 456.29317 5.92% 326 2285s 30162 8770 458.01162 34 119 485.00000 456.29317 5.92% 326 2290s 30277 8795 480.87057 50 109 485.00000 456.29317 5.92% 325 2295s 30361 8805 477.56592 73 89 485.00000 456.29317 5.92% 325 2300s 30451 8832 476.26742 70 97 485.00000 456.29317 5.92% 325 2305s 30579 8866 467.22980 55 103 485.00000 456.29317 5.92% 325 2310s 30684 8892 469.58924 46 94 485.00000 456.29317 5.92% 325 2315s 30804 8881 461.42284 35 125 485.00000 456.29317 5.92% 324 2320s 30907 8891 473.75632 38 115 485.00000 456.29317 5.92% 324 2325s 30999 8908 467.04077 59 98 485.00000 456.29317 5.92% 324 2330s 31129 8936 473.16846 51 104 485.00000 456.29317 5.92% 324 2335s 31252 8959 471.10047 66 103 485.00000 456.39761 5.90% 324 2340s 31359 8970 480.45117 44 123 485.00000 456.52632 5.87% 324 2345s 31495 9019 477.34480 84 70 485.00000 456.66427 5.84% 323 2350s 31578 9026 482.79748 39 114 485.00000 457.12675 5.75% 323 2355s 31694 9017 cutoff 39 485.00000 457.59212 5.65% 323 2360s 31858 9046 461.62191 42 104 485.00000 457.87333 5.59% 322 2365s 31990 9089 474.28619 59 100 485.00000 458.07568 5.55% 322 2370s 32149 9140 469.69223 83 94 485.00000 458.15862 5.53% 321 2375s 32279 9151 465.07371 44 113 485.00000 458.23918 5.52% 321 2380s 32402 9165 460.60979 34 148 485.00000 458.54470 5.45% 321 2385s 32554 9184 476.92199 84 81 485.00000 458.75847 5.41% 320 2390s 32662 9213 472.44199 76 85 485.00000 458.88325 5.38% 320 2395s 32838 9261 471.15907 39 123 485.00000 459.15644 5.33% 319 2400s 32938 9271 469.70599 61 81 485.00000 459.31294 5.30% 319 2405s 33100 9288 476.40743 41 107 485.00000 459.53961 5.25% 319 2410s 33235 9313 473.21134 64 99 485.00000 459.64951 5.23% 319 2415s 33403 9346 469.72847 51 106 485.00000 459.84575 5.19% 318 2420s 33524 9376 477.75730 37 125 485.00000 460.08214 5.14% 318 2425s 33660 9394 482.40092 47 84 485.00000 460.21178 5.11% 318 2430s 33794 9429 480.26559 46 105 485.00000 460.41534 5.07% 317 2435s 33950 9434 478.63397 45 103 485.00000 460.59366 5.03% 317 2440s 34093 9457 465.73179 45 95 485.00000 461.01769 4.94% 317 2445s 34222 9480 cutoff 51 485.00000 461.12774 4.92% 316 2450s 34362 9515 475.57642 65 84 485.00000 461.23627 4.90% 316 2455s 34537 9533 481.64255 54 84 485.00000 461.45421 4.85% 316 2460s 34713 9553 cutoff 50 485.00000 461.63200 4.82% 315 2465s 34849 9552 480.17077 44 96 485.00000 461.75327 4.79% 315 2470s 35023 9558 483.17112 43 112 485.00000 461.92578 4.76% 314 2475s 35181 9552 468.05059 44 119 485.00000 462.05567 4.73% 314 2480s 35310 9544 472.28044 49 109 485.00000 462.17399 4.71% 314 2485s 35450 9552 481.02735 43 106 485.00000 462.32173 4.68% 314 2490s 35635 9581 473.89785 55 108 485.00000 462.51866 4.64% 313 2495s 35820 9622 466.46561 55 92 485.00000 462.70497 4.60% 312 2500s 35985 9637 cutoff 66 485.00000 462.81930 4.57% 312 2505s 36182 9648 480.35113 53 94 485.00000 462.97195 4.54% 311 2510s 36385 9689 cutoff 48 485.00000 463.04109 4.53% 311 2515s 36617 9749 468.23839 104 82 485.00000 463.07985 4.52% 310 2520s 36729 9730 482.39915 50 96 485.00000 463.11497 4.51% 310 2525s 36889 9755 482.02064 41 101 485.00000 463.21007 4.49% 309 2530s 37042 9756 480.31317 39 106 485.00000 463.32531 4.47% 309 2535s 37173 9754 478.40579 44 102 485.00000 463.44612 4.44% 309 2540s 37454 9833 470.79717 56 101 485.00000 463.54664 4.42% 308 2545s 37711 9862 467.23054 41 122 485.00000 463.64798 4.40% 307 2550s 37891 9891 473.97246 48 109 485.00000 463.83385 4.36% 306 2555s 38138 9930 467.64809 41 117 485.00000 463.97180 4.34% 305 2560s 38418 9997 475.26103 57 105 485.00000 464.03480 4.32% 304 2565s 38618 9996 479.19113 53 106 485.00000 464.18556 4.29% 304 2570s 38860 10035 483.68348 69 82 485.00000 464.24915 4.28% 303 2575s 39050 10041 472.30955 51 103 485.00000 464.40791 4.25% 302 2580s 39277 10076 474.55591 48 100 485.00000 464.51939 4.22% 302 2585s 39546 10117 465.41075 59 97 485.00000 464.62058 4.20% 301 2590s 39742 10151 477.35504 56 102 485.00000 464.70570 4.18% 300 2595s 39931 10166 481.74263 53 104 485.00000 464.83452 4.16% 300 2600s 40207 10180 473.89855 56 101 485.00000 464.99946 4.12% 299 2605s 40456 10206 cutoff 50 485.00000 465.14716 4.09% 298 2610s 40715 10229 476.92651 60 96 485.00000 465.29381 4.06% 297 2615s 40859 10245 477.93307 59 82 485.00000 465.35125 4.05% 297 2620s 40930 10243 475.25892 57 112 485.00000 465.38850 4.04% 297 2625s 41191 10252 465.69798 47 86 485.00000 465.49692 4.02% 296 2630s 41478 10279 467.80892 46 105 485.00000 465.58177 4.00% 295 2635s 41778 10321 473.63604 50 108 485.00000 465.68769 3.98% 294 2640s 42092 10322 cutoff 65 485.00000 465.83974 3.95% 293 2645s 42352 10339 468.41345 48 94 485.00000 465.93479 3.93% 292 2650s 42624 10383 481.65485 46 101 485.00000 466.05207 3.91% 291 2655s 42935 10448 cutoff 64 485.00000 466.13692 3.89% 290 2660s 43179 10495 479.67239 41 117 485.00000 466.28894 3.86% 289 2665s 43462 10505 infeasible 43 485.00000 466.37218 3.84% 288 2670s 43757 10538 479.46594 62 82 485.00000 466.43941 3.83% 288 2675s 43874 10529 cutoff 53 485.00000 466.49002 3.82% 287 2680s 44166 10556 474.94260 49 96 485.00000 466.57187 3.80% 286 2685s 44430 10556 cutoff 60 485.00000 466.64549 3.78% 286 2690s 44723 10590 475.63825 64 87 485.00000 466.74025 3.76% 285 2695s 45039 10596 483.08773 55 92 485.00000 466.82403 3.75% 284 2700s 45349 10579 472.85569 65 86 485.00000 466.94129 3.72% 283 2705s 45589 10583 472.84373 57 86 485.00000 466.99336 3.71% 282 2710s 45899 10594 cutoff 65 485.00000 467.09832 3.69% 281 2715s 46180 10628 478.14768 49 99 485.00000 467.16485 3.68% 281 2720s 46499 10661 475.53554 60 102 485.00000 467.26361 3.66% 280 2725s 46789 10682 472.26712 68 89 485.00000 467.34112 3.64% 279 2730s 47119 10694 476.63739 60 94 485.00000 467.44578 3.62% 278 2735s 47423 10695 470.11288 59 98 485.00000 467.50961 3.61% 277 2740s 47733 10723 478.73027 62 69 485.00000 467.57161 3.59% 276 2745s 48068 10748 477.12924 72 92 485.00000 467.65856 3.58% 275 2750s 48468 10776 471.11715 65 98 485.00000 467.74192 3.56% 274 2755s 48822 10835 479.73660 53 104 485.00000 467.79685 3.55% 273 2760s 49067 10845 474.66137 52 95 485.00000 467.85362 3.54% 273 2765s 49408 10858 469.75207 43 103 485.00000 467.90180 3.53% 272 2770s 49795 10927 471.69983 48 97 485.00000 467.94896 3.52% 271 2775s 50122 10939 480.03261 66 82 485.00000 467.99339 3.51% 270 2780s 50291 10949 477.90020 51 97 485.00000 468.00454 3.50% 269 2785s 50582 10922 476.07117 71 89 485.00000 468.10696 3.48% 269 2790s 50949 10946 482.73239 43 115 485.00000 468.21079 3.46% 268 2795s 51226 10965 472.68498 71 68 485.00000 468.26041 3.45% 267 2800s 51569 10969 481.72546 58 91 485.00000 468.32785 3.44% 266 2805s 51856 10981 474.43909 40 92 485.00000 468.38560 3.43% 265 2810s 52190 10976 479.07247 60 90 485.00000 468.46599 3.41% 265 2815s 52576 10978 481.28721 71 75 485.00000 468.53772 3.39% 264 2820s 52872 10947 479.93349 68 103 485.00000 468.59419 3.38% 263 2825s 53180 10931 477.14031 49 114 485.00000 468.65174 3.37% 262 2830s 53531 10963 474.55534 61 80 485.00000 468.69770 3.36% 262 2835s 53917 10974 infeasible 44 485.00000 468.74791 3.35% 261 2840s 54128 11056 473.11024 69 96 485.00000 468.78743 3.34% 260 2846s 54439 11184 cutoff 56 485.00000 468.83274 3.33% 259 2850s 54880 11390 481.69521 66 97 485.00000 468.89992 3.32% 258 2855s 55278 11509 470.59069 59 98 485.00000 468.96775 3.31% 257 2860s 55694 11666 477.61579 78 66 485.00000 469.01719 3.30% 256 2865s 56070 11797 478.21673 60 96 485.00000 469.08121 3.28% 255 2870s 56419 11915 480.17616 52 100 485.00000 469.12600 3.27% 255 2875s 56808 12064 478.63246 70 79 485.00000 469.17861 3.26% 254 2880s 57191 12185 cutoff 65 485.00000 469.22895 3.25% 253 2885s 57577 12320 cutoff 58 485.00000 469.28515 3.24% 252 2890s 57947 12463 475.37246 59 95 485.00000 469.32373 3.23% 251 2895s 58355 12600 478.74560 73 56 485.00000 469.38036 3.22% 250 2900s 58665 12733 474.40334 60 81 485.00000 469.43217 3.21% 250 2906s 58939 12821 474.86037 69 85 485.00000 469.46942 3.20% 249 2910s 59307 12915 478.43023 64 102 485.00000 469.51856 3.19% 248 2915s 59679 13041 477.65598 61 55 485.00000 469.57818 3.18% 248 2920s 59894 13111 infeasible 67 485.00000 469.59816 3.18% 247 2925s 60257 13258 474.12180 57 80 485.00000 469.64716 3.17% 247 2930s 60588 13367 475.02548 55 104 485.00000 469.69562 3.16% 246 2936s 60834 13458 483.40279 72 65 485.00000 469.73340 3.15% 245 2940s 61206 13581 cutoff 74 485.00000 469.76661 3.14% 245 2993s 61349 13617 475.52078 62 84 485.00000 469.78683 3.14% 244 2995s 61765 13726 477.72570 45 95 485.00000 469.85892 3.12% 243 3000s 62172 13832 479.44593 46 103 485.00000 469.92614 3.11% 243 3005s 62529 13891 cutoff 73 485.00000 469.99408 3.09% 242 3010s 62888 14000 cutoff 41 485.00000 470.04479 3.08% 241 3015s 63286 14123 481.37513 63 76 485.00000 470.08160 3.08% 241 3020s 63694 14239 cutoff 59 485.00000 470.13514 3.06% 240 3025s 64081 14357 477.74059 54 99 485.00000 470.20576 3.05% 239 3030s 64424 14455 481.17906 59 92 485.00000 470.24513 3.04% 239 3035s 64746 14583 483.60115 60 101 485.00000 470.27775 3.04% 238 3040s 65177 14701 483.24231 74 59 485.00000 470.35586 3.02% 237 3045s 65616 14792 480.53767 55 99 485.00000 470.41487 3.01% 236 3050s 66014 14894 475.61600 51 91 485.00000 470.45855 3.00% 236 3055s 66412 14990 474.99696 65 83 485.00000 470.50723 2.99% 235 3060s 66807 15115 472.90090 47 111 485.00000 470.56090 2.98% 234 3065s 67124 15217 482.25632 38 108 485.00000 470.60651 2.97% 234 3070s 67499 15275 infeasible 61 485.00000 470.67036 2.95% 233 3075s 67864 15383 473.91435 57 77 485.00000 470.71173 2.95% 233 3080s 68166 15471 infeasible 40 485.00000 470.75033 2.94% 232 3085s 68463 15554 472.77172 61 80 485.00000 470.78804 2.93% 232 3090s 68823 15666 483.34586 54 116 485.00000 470.82105 2.92% 231 3095s 69262 15766 473.91762 52 93 485.00000 470.87857 2.91% 231 3100s 69631 15867 cutoff 44 485.00000 470.91238 2.90% 230 3105s 70008 15951 474.88772 51 105 485.00000 470.97145 2.89% 229 3110s 70274 16004 477.11276 39 119 485.00000 471.00729 2.89% 229 3115s 70651 16093 480.92469 60 76 485.00000 471.05454 2.88% 228 3120s 71167 16262 477.70977 64 67 485.00000 471.10648 2.86% 228 3125s 71619 16430 471.89343 57 105 485.00000 471.15636 2.85% 227 3130s 72101 16583 477.83754 55 114 485.00000 471.19435 2.85% 226 3135s 72627 16762 479.22847 45 116 485.00000 471.24053 2.84% 225 3140s 73095 16925 478.09113 80 103 485.00000 471.27445 2.83% 224 3145s 73405 17002 477.29613 42 106 485.00000 471.31216 2.82% 224 3150s 73862 17133 477.59265 68 88 485.00000 471.35221 2.81% 223 3155s 74325 17244 cutoff 63 485.00000 471.38571 2.81% 222 3160s 74787 17349 481.49713 65 84 485.00000 471.43201 2.80% 222 3165s 75216 17412 482.79411 61 97 485.00000 471.47520 2.79% 221 3170s 75686 17559 483.06521 66 94 485.00000 471.50853 2.78% 220 3175s 76131 17664 474.05079 71 81 485.00000 471.55169 2.77% 220 3180s 76532 17774 475.78963 65 71 485.00000 471.56685 2.77% 219 3185s 76853 17858 473.37983 56 106 485.00000 471.60385 2.76% 219 3190s 77287 17983 479.07461 70 37 485.00000 471.64138 2.75% 218 3195s 77628 18058 479.12036 62 83 485.00000 471.67356 2.75% 218 3200s 78019 18142 479.64769 66 86 485.00000 471.71796 2.74% 217 3205s 78448 18243 483.57709 68 89 485.00000 471.75592 2.73% 217 3210s 78923 18377 473.43736 55 94 485.00000 471.80159 2.72% 216 3215s 79365 18504 472.45264 66 92 485.00000 471.83305 2.71% 215 3220s 79781 18660 479.77013 58 98 485.00000 471.86040 2.71% 215 3225s 80058 18709 480.47893 71 83 485.00000 471.88737 2.70% 215 3230s 80487 18846 476.64481 58 101 485.00000 471.93035 2.69% 214 3235s 80968 18960 482.67223 63 98 485.00000 471.96490 2.69% 213 3240s 81446 19087 cutoff 53 485.00000 472.00798 2.68% 213 3245s 81838 19194 480.77077 54 109 485.00000 472.03754 2.67% 212 3250s 82148 19229 483.43228 48 107 485.00000 472.06736 2.67% 212 3255s 82496 19286 477.98712 56 101 485.00000 472.10159 2.66% 212 3260s 82922 19406 483.51712 76 56 485.00000 472.13581 2.65% 211 3265s 83353 19499 481.88154 68 45 485.00000 472.16083 2.65% 210 3270s 83783 19586 477.76598 70 86 485.00000 472.19550 2.64% 210 3275s 84157 19657 475.34567 72 95 485.00000 472.23284 2.63% 209 3280s 84659 19772 481.16137 61 92 485.00000 472.26866 2.63% 209 3285s 85145 19878 478.47341 58 96 485.00000 472.29785 2.62% 208 3290s 85559 19987 476.42325 69 44 485.00000 472.32147 2.61% 208 3295s 86075 20116 477.74027 53 102 485.00000 472.35146 2.61% 207 3300s 86536 20202 cutoff 80 485.00000 472.39563 2.60% 207 3305s 87005 20316 cutoff 50 485.00000 472.44060 2.59% 206 3310s 87306 20378 479.41646 48 91 485.00000 472.46702 2.58% 206 3315s 87711 20463 477.85803 49 91 485.00000 472.49784 2.58% 205 3320s 88140 20569 478.36148 57 104 485.00000 472.52724 2.57% 205 3325s 88630 20687 474.98781 43 113 485.00000 472.56136 2.56% 204 3330s 88931 20734 cutoff 70 485.00000 472.58272 2.56% 204 3335s 89341 20791 482.26207 62 104 485.00000 472.61935 2.55% 204 3340s 89764 20880 479.52269 50 100 485.00000 472.65867 2.54% 203 3345s 90101 20960 cutoff 40 485.00000 472.68339 2.54% 203 3350s 90594 21018 475.41419 52 105 485.00000 472.72585 2.53% 202 3355s 91025 21055 480.83484 38 115 485.00000 472.76228 2.52% 202 3360s 91456 21121 cutoff 62 485.00000 472.80012 2.52% 201 3365s 91850 21184 479.37825 61 87 485.00000 472.82167 2.51% 201 3370s 92254 21264 478.10218 60 93 485.00000 472.86255 2.50% 201 3375s 92718 21385 482.22785 62 89 485.00000 472.89614 2.50% 200 3380s 93168 21508 477.05500 92 93 485.00000 472.92791 2.49% 200 3385s 93617 21631 483.16445 72 73 485.00000 472.96698 2.48% 199 3390s 94016 21700 cutoff 55 485.00000 472.99834 2.47% 199 3395s 94364 21742 482.58444 53 101 485.00000 473.03033 2.47% 199 3400s 94827 21826 473.69503 56 102 485.00000 473.05941 2.46% 198 3405s 95316 21894 480.34768 70 84 485.00000 473.10429 2.45% 198 3410s 95833 21972 481.15952 77 80 485.00000 473.14430 2.44% 197 3415s 96308 22038 473.65696 48 97 485.00000 473.18243 2.44% 197 3420s 96731 22107 476.03035 69 108 485.00000 473.21482 2.43% 196 3425s 97099 22162 480.65032 76 78 485.00000 473.24130 2.42% 196 3430s 97572 22234 482.94870 64 76 485.00000 473.26907 2.42% 195 3435s 98035 22325 cutoff 65 485.00000 473.29868 2.41% 195 3440s 98548 22432 477.60931 41 106 485.00000 473.32797 2.41% 195 3445s 99017 22541 infeasible 55 485.00000 473.35791 2.40% 194 3450s 99540 22666 cutoff 67 485.00000 473.39114 2.39% 194 3455s 100053 22787 483.59360 67 79 485.00000 473.42162 2.39% 193 3460s 100510 22879 478.85706 71 83 485.00000 473.45781 2.38% 193 3465s 100965 22991 482.49773 61 79 485.00000 473.48757 2.37% 192 3470s 101372 23041 481.24676 59 96 485.00000 473.51326 2.37% 192 3475s 101867 23110 cutoff 61 485.00000 473.54696 2.36% 191 3480s 102385 23231 474.32000 57 94 485.00000 473.57388 2.36% 191 3485s 102814 23258 477.69494 93 84 485.00000 473.60085 2.35% 191 3490s 103211 23318 476.94343 64 93 485.00000 473.62005 2.35% 190 3495s 103688 23401 483.06899 55 98 485.00000 473.64626 2.34% 190 3500s 104133 23485 cutoff 64 485.00000 473.67221 2.34% 190 3505s 104620 23556 479.54911 57 85 485.00000 473.69954 2.33% 189 3510s 105052 23655 481.89723 88 90 485.00000 473.72424 2.32% 189 3515s 105568 23788 480.80936 50 105 485.00000 473.74721 2.32% 188 3520s 106099 23892 481.63892 39 122 485.00000 473.77799 2.31% 188 3525s 106482 23953 474.99133 72 43 485.00000 473.80407 2.31% 188 3530s 107053 24051 477.91548 57 61 485.00000 473.85685 2.30% 187 3535s 107500 24095 479.41450 56 98 485.00000 473.89150 2.29% 187 3540s 108031 24180 481.36891 56 85 485.00000 473.92699 2.28% 186 3545s 108391 24207 481.50749 49 93 485.00000 473.95262 2.28% 186 3550s 108873 24302 483.27111 58 101 485.00000 473.98105 2.27% 186 3555s 109318 24343 479.97017 60 94 485.00000 474.00867 2.27% 185 3560s 109824 24450 cutoff 49 485.00000 474.03363 2.26% 185 3565s 110346 24526 479.87707 50 94 485.00000 474.06864 2.25% 184 3570s 110929 24674 480.25195 64 73 485.00000 474.09301 2.25% 184 3575s 111445 24742 476.05398 70 88 485.00000 474.12214 2.24% 183 3580s 112051 24867 483.96163 55 94 485.00000 474.14649 2.24% 183 3585s 112534 24935 474.64413 58 72 485.00000 474.17690 2.23% 183 3590s 113040 25028 480.95128 67 94 485.00000 474.20689 2.23% 182 3595s Cutting planes: Gomory: 52 Cover: 234 Implied bound: 126 Flow cover: 188 Zero half: 8 Explored 113572 nodes (20655653 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.850000000000e+02, best bound 4.750000000000e+02, gap 2.0619%