Gurobi 5.0.1 (linux64) logging started Sat Dec 29 14:33:12 2012 Optimize a model with 7502 rows, 7320 columns and 31558 nonzeros Presolve removed 1361 rows and 120 columns Presolve time: 0.14s Presolved: 6141 rows, 7200 columns, 29899 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 2.819952e+02, 6875 iterations, 0.69 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 281.99518 0 114 - 281.99518 - - 0s 0 0 292.76412 0 124 - 292.76412 - - 1s 0 0 309.48121 0 123 - 309.48121 - - 1s 0 0 311.68326 0 116 - 311.68326 - - 2s 0 0 314.07486 0 125 - 314.07486 - - 2s 0 0 314.29130 0 118 - 314.29130 - - 2s 0 0 314.30193 0 129 - 314.30193 - - 2s 0 0 314.32603 0 128 - 314.32603 - - 2s 0 0 314.41682 0 129 - 314.41682 - - 3s 0 0 314.41682 0 129 - 314.41682 - - 4s 0 2 314.41748 0 128 - 314.41748 - - 7s 32 32 335.90645 24 102 - 314.98378 - 286 10s 174 170 374.13098 157 70 - 314.98378 - 134 15s 330 295 327.18203 31 119 - 315.20818 - 120 20s 547 493 322.30522 20 124 - 315.34741 - 112 25s 604 546 406.50134 185 126 - 315.34741 - 117 30s 613 552 386.96219 206 141 - 316.10356 - 115 35s 620 557 385.81266 88 139 - 316.48577 - 114 41s 622 558 361.70044 39 137 - 316.48577 - 113 46s 624 561 319.85841 16 127 - 316.70791 - 141 50s 643 574 328.42382 26 125 - 320.30993 - 154 55s 672 593 349.21420 40 103 - 320.30993 - 176 60s 716 609 368.53779 62 104 - 320.30993 - 191 65s 763 618 infeasible 86 - 320.30993 - 214 70s 813 625 460.61285 111 88 - 320.30993 - 236 75s 881 618 infeasible 145 - 320.30993 - 256 80s 963 602 324.05558 21 127 - 322.38476 - 263 85s 982 614 384.52232 30 114 - 322.38476 - 281 90s 1002 623 infeasible 40 - 322.38476 - 296 95s 1041 639 346.72959 60 103 - 322.38476 - 309 100s 1072 658 400.76907 75 118 - 322.38476 - 324 105s 1115 681 391.46176 97 115 - 322.38476 - 330 110s 1166 694 330.41590 28 129 - 322.40484 - 333 115s 1198 715 356.80657 44 108 - 322.40484 - 344 120s 1222 729 363.82109 56 103 - 322.40484 - 355 125s 1246 745 382.70957 68 96 - 322.40484 - 366 130s 1282 767 397.95584 86 83 - 322.40484 - 373 135s 1332 788 423.69002 111 83 - 322.40484 - 376 140s 1390 794 453.44599 140 77 - 322.40484 - 377 145s 1459 799 328.87403 22 127 - 323.13158 - 376 150s 1496 824 343.54169 41 101 - 323.13158 - 380 155s 1548 856 404.63105 76 87 - 323.13158 - 382 160s 1614 880 339.49968 31 120 - 323.13370 - 382 165s 1636 895 404.64517 38 110 - 323.13370 - 392 170s 1688 920 infeasible 71 - 323.13370 - 393 175s 1742 939 377.54709 38 99 - 323.14888 - 393 180s 1805 974 421.67137 81 88 - 323.14888 - 391 185s 1854 986 356.77066 27 102 - 323.31886 - 393 190s 1908 1018 369.45567 53 100 - 323.31886 - 393 195s 1971 1060 388.35675 91 89 - 323.31886 - 390 200s 2076 1125 436.38681 163 86 - 323.31886 - 376 205s 2164 1144 330.69235 22 121 - 323.32594 - 370 210s 2213 1175 374.72505 51 104 - 323.32594 - 373 215s 2290 1205 336.38007 23 130 - 323.78583 - 372 220s 2333 1246 355.16979 43 106 - 323.78583 - 376 225s 2371 1284 411.55122 61 86 - 323.78583 - 380 230s 2420 1321 324.74313 21 124 - 324.04474 - 382 235s 2454 1355 381.15184 42 90 - 324.04474 - 388 240s 2493 1388 412.65207 65 100 - 324.04474 - 390 245s 2554 1431 353.21896 24 114 - 324.05928 - 389 250s 2600 1471 388.56220 47 102 - 324.05928 - 392 255s 2693 1529 344.91549 26 114 - 324.08751 - 390 260s 2737 1572 386.66576 51 101 - 324.08751 - 393 265s 2811 1622 353.80987 25 126 - 324.90038 - 394 270s 2875 1686 394.76292 66 91 - 324.90038 - 392 275s 2925 1722 359.08234 31 119 - 324.91082 - 394 280s 2969 1762 398.06392 57 94 - 324.91082 - 397 285s 3025 1803 352.97408 24 121 - 325.06475 - 399 290s 3066 1844 378.93879 49 102 - 325.06475 - 401 295s 3123 1885 398.93571 23 128 - 325.10792 - 403 300s 3165 1921 444.14532 43 113 - 325.10792 - 404 305s 3219 1953 373.30072 30 112 - 325.63195 - 405 310s 3265 1975 446.27444 51 102 - 325.63195 - 407 315s 3296 1998 407.26009 38 111 - 325.77831 - 411 320s 3375 2054 infeasible 79 - 325.77831 - 408 325s 3406 2063 385.58147 26 117 - 325.78460 - 411 330s 3448 2094 362.37674 24 115 - 325.80757 - 412 335s 3486 2128 430.32721 40 100 - 325.80757 - 414 340s 3524 2154 379.55324 40 100 - 325.81070 - 416 345s 3588 2205 352.27088 24 124 - 325.81184 - 415 350s 3633 2246 420.71959 49 110 - 325.81184 - 416 355s 3689 2279 331.77178 22 132 - 325.83590 - 416 360s 3730 2314 398.34643 47 91 - 325.83590 - 418 365s 3787 2357 362.02574 21 126 - 326.07022 - 416 370s 3839 2383 445.70515 48 115 - 326.07022 - 417 375s 3874 2409 380.83944 32 111 - 326.15838 - 419 380s 3913 2432 372.41165 26 113 - 326.20415 - 422 385s 3953 2468 423.29993 46 95 - 326.20415 - 423 390s 3983 2490 376.13741 30 122 - 326.38605 - 426 395s 4036 2531 363.08484 22 125 - 326.69385 - 424 400s 4090 2557 353.54870 24 134 - 326.70818 - 425 405s 4122 2589 398.55680 39 114 - 326.70818 - 428 410s 4190 2643 362.80560 26 121 - 326.78131 - 425 415s 4231 2680 406.60408 43 119 - 326.78131 - 428 420s 4288 2715 408.00049 31 122 - 326.79000 - 427 425s 4331 2740 infeasible 52 - 326.79000 - 428 430s 4366 2771 397.75334 39 114 - 326.79781 - 431 435s 4452 2818 354.38071 26 134 - 326.79928 - 427 440s 4489 2847 447.54420 42 111 - 326.79928 - 429 445s 4530 2874 384.98280 37 100 - 327.59192 - 431 450s 4611 2923 357.19116 27 112 - 327.59427 - 429 455s 4641 2951 388.93536 38 121 - 327.59427 - 432 460s 4682 2988 401.31838 61 76 - 327.59427 - 434 465s 4781 3062 349.19400 26 133 - 327.80937 - 429 470s 4827 3092 329.58825 22 123 - 327.91173 - 431 475s 4874 3125 378.97214 35 100 - 327.93617 - 432 480s 4927 3156 350.67180 27 123 - 328.03236 - 432 485s 4978 3193 357.82890 26 113 - 328.03817 - 433 490s 5010 3225 397.16960 40 108 - 328.03817 - 435 495s 5053 3250 378.96902 34 124 - 328.69761 - 437 500s 5100 3283 355.09489 24 129 - 328.72815 - 438 505s 5136 3313 389.86214 42 130 - 328.72815 - 439 510s 5187 3357 358.84054 24 129 - 328.80837 - 438 515s 5230 3380 330.33591 24 136 - 328.81603 - 440 520s 5279 3416 471.57580 52 121 - 328.81603 - 440 525s 5334 3460 425.58734 48 106 - 328.87764 - 440 530s 5389 3513 496.09843 75 65 - 328.87764 - 439 535s 5495 3599 509.37468 161 53 - 328.87764 - 433 540s 5560 3645 407.57862 38 123 - 329.41472 - 432 545s 5598 3666 infeasible 39 - 329.47733 - 433 550s 5622 3676 357.01601 26 117 - 329.52346 - 436 555s 5660 3706 434.13660 46 111 - 329.52346 - 438 560s 5698 3732 433.77220 44 122 - 329.53109 - 439 565s 5731 3751 413.58054 37 134 - 329.55148 - 441 570s 5767 3771 389.37909 37 129 - 329.56449 - 442 575s 5805 3787 362.48014 32 110 - 329.86519 - 444 580s 5868 3848 388.82234 82 80 - 329.86519 - 443 585s 5979 3938 354.10601 23 126 - 329.91404 - 439 590s 6017 3974 infeasible 35 - 329.91404 - 440 595s 6062 4008 456.53350 49 123 - 329.91404 - 441 600s 6106 4030 399.17540 29 115 - 329.91936 - 442 605s 6166 4083 356.17547 23 127 - 329.96568 - 441 610s 6238 4124 341.63211 25 138 - 329.98080 - 439 615s 6259 4145 378.16728 36 110 - 329.98080 - 442 620s 6300 4177 467.26777 59 107 - 329.98080 - 443 625s 6334 4199 404.12292 30 104 - 330.03542 - 444 630s 6369 4222 infeasible 42 - 330.03542 - 446 635s 6413 4239 432.08605 34 119 - 330.12781 - 447 640s 6454 4263 416.11584 38 114 - 330.13146 - 448 645s 6502 4302 436.96533 46 120 - 330.14476 - 448 650s 6552 4330 387.11531 25 121 - 330.41807 - 448 655s 6596 4365 448.64534 45 127 - 330.41807 - 449 660s 6649 4404 381.22760 40 105 - 330.45388 - 448 665s 6691 4438 419.25888 58 124 - 330.45388 - 449 670s 6738 4479 475.85725 76 88 - 330.45388 - 449 675s 6806 4542 524.42543 120 74 - 330.45388 - 447 680s 6968 4659 364.88613 31 116 - 330.53161 - 440 685s 7012 4701 410.20986 57 84 - 330.53161 - 440 690s 7103 4782 452.82932 123 48 - 330.53161 - 438 695s 7197 4841 infeasible 39 - 330.54844 - 436 700s 7242 4876 415.05770 43 117 - 330.55468 - 437 705s 7274 4896 381.30207 27 121 - 330.71116 - 438 710s 7308 4912 384.20088 29 122 - 330.71693 - 440 715s 7353 4955 460.75841 57 114 - 330.71693 - 440 720s 7403 4993 334.80459 27 132 - 330.80663 - 441 725s 7438 5016 361.15069 24 108 - 330.84867 - 442 730s 7470 5036 384.96292 30 108 - 331.06236 - 444 735s 7517 5083 416.35956 61 104 - 331.06236 - 444 740s 7569 5110 372.30307 29 135 - 331.41178 - 444 745s 7607 5134 370.01528 29 111 - 331.41179 - 446 750s 7660 5173 361.61382 29 110 - 331.41809 - 446 755s 7704 5194 403.87017 28 126 - 331.48787 - 447 760s 7753 5200 371.39414 22 127 - 331.68865 - 447 765s 7833 5252 340.56730 24 130 - 331.69727 - 446 770s 7876 5293 456.82949 48 83 - 331.69727 - 447 775s 7923 5315 389.99693 24 131 - 331.97110 - 448 780s 7965 5341 infeasible 44 - 331.97110 - 449 785s 8019 5375 339.81905 27 125 - 331.98480 - 449 790s 8074 5428 450.25119 64 122 - 331.98480 - 448 795s 8141 5463 401.98366 35 121 - 331.98651 - 448 800s 8198 5494 332.70918 27 112 - 332.05762 - 448 805s 8230 5526 390.01788 43 87 - 332.05762 - 449 810s 8289 5564 341.68502 28 116 - 332.06275 - 449 815s 8327 5596 402.55729 48 101 - 332.06275 - 450 820s 8380 5639 400.19707 48 93 - 332.10800 - 451 825s 8437 5679 359.55511 32 106 - 332.11751 - 450 830s 8485 5710 414.42143 32 110 - 332.15157 - 451 835s 8569 5790 infeasible 91 - 332.15157 - 449 840s 8631 5841 401.52774 43 113 - 332.30325 - 449 845s 8701 5876 404.08167 29 110 - 332.37940 - 448 850s 8761 5907 381.87699 27 116 - 332.39990 - 448 855s 8824 5952 432.05842 40 108 - 332.40812 - 448 860s 8858 5974 385.32165 37 105 - 332.43426 - 449 865s 8899 6015 407.98227 60 92 - 332.43426 - 450 870s 8933 6039 411.76170 38 102 - 333.05737 - 452 875s 8974 6074 infeasible 59 - 333.05737 - 452 880s 9014 6102 404.33236 47 126 - 333.06015 - 453 885s 9057 6131 394.63195 34 124 - 333.26302 - 454 890s 9081 6154 442.30050 47 95 - 333.26302 - 455 895s 9155 6202 362.45584 28 97 - 333.28828 - 454 900s 9199 6231 infeasible 41 - 333.28828 - 454 905s 9233 6232 375.77344 30 120 - 333.28828 - 455 910s 9285 6260 360.37733 29 120 - 333.44526 - 455 915s 9318 6289 404.39888 44 111 - 333.44526 - 457 920s 9367 6314 487.12522 44 110 - 333.44728 - 457 925s 9449 6372 infeasible 77 - 333.69997 - 455 930s 9500 6402 380.56510 26 120 - 333.81537 - 455 935s 9556 6456 444.01583 56 92 - 333.81537 - 455 940s 9592 6474 367.11908 38 112 - 333.83803 - 456 945s 9638 6510 451.06713 64 112 - 333.83803 - 456 950s 9688 6544 386.96162 43 106 - 333.89282 - 456 955s 9744 6576 385.83854 34 95 - 334.00014 - 456 960s 9780 6612 404.18754 50 84 - 334.00014 - 457 965s 9831 6638 382.59413 32 107 - 334.33205 - 457 970s 9900 6707 482.00570 74 99 - 334.33205 - 456 975s 9987 6766 388.27326 28 106 - 334.44949 - 454 980s 10030 6806 458.38458 53 107 - 334.44949 - 455 985s 10073 6835 414.29817 33 128 - 334.46932 - 456 990s 10134 6880 429.19379 54 87 - 334.50230 - 455 995s 10191 6924 393.18148 43 122 - 334.54622 - 455 1000s 10244 6963 503.43397 75 102 - 334.54622 - 454 1005s 10288 6989 363.22199 33 101 - 334.71713 - 454 1010s 10353 7036 339.71166 20 143 - 334.73822 - 454 1015s 10403 7069 infeasible 54 - 334.73822 - 454 1020s 10466 7126 475.07732 80 90 - 334.73877 - 454 1025s 10534 7190 499.91368 126 68 - 334.73877 - 453 1030s 10575 7209 367.65988 35 112 - 334.82918 - 454 1035s 10611 7231 444.53108 54 117 - 334.82918 - 454 1040s 10653 7261 428.75994 41 106 - 334.84162 - 455 1045s 10704 7286 395.44583 42 116 - 334.84935 - 455 1050s 10735 7300 434.40934 52 120 - 334.84935 - 456 1055s 10767 7320 400.07994 33 120 - 335.21862 - 457 1060s 10828 7362 399.32908 30 119 - 335.30643 - 456 1065s 10876 7403 473.36914 56 112 - 335.30643 - 457 1070s 10923 7423 384.30643 33 118 - 335.35185 - 457 1075s 10980 7471 infeasible 67 - 335.35185 - 457 1080s 11034 7499 442.58951 49 85 - 335.41611 - 457 1085s 11091 7542 367.89252 37 100 - 335.45494 - 457 1090s 11133 7566 373.74175 34 122 - 335.47315 - 458 1095s 11193 7610 infeasible 70 - 335.47315 - 458 1100s 11245 7642 infeasible 59 - 335.49119 - 458 1105s 11289 7670 374.33833 39 117 - 335.56265 - 459 1110s 11318 7695 397.03619 55 106 - 335.56265 - 460 1115s 11389 7758 447.34170 105 85 - 335.56265 - 459 1120s 11461 7809 391.88407 32 113 - 335.70273 - 458 1125s 11500 7836 395.99430 33 100 - 335.83484 - 459 1130s 11556 7869 383.98734 36 92 - 335.86148 - 459 1135s 11611 7924 415.01190 70 89 - 335.86148 - 459 1140s 11678 7970 388.47698 35 106 - 335.86555 - 458 1145s 11718 7994 394.00477 38 113 - 335.94321 - 459 1150s 11777 8053 487.59892 72 80 - 335.94321 - 459 1155s 11822 8081 430.60666 43 101 - 335.99840 - 459 1160s 11848 8095 377.68724 37 95 - 336.20479 - 461 1165s 11903 8122 483.89670 44 113 - 336.21497 - 461 1170s 11949 8158 458.37813 51 85 - 336.23544 - 461 1175s 12007 8196 infeasible 43 - 336.28977 - 461 1180s 12066 8233 390.49698 39 106 - 336.30592 - 461 1185s 12117 8278 infeasible 66 - 336.30592 - 461 1190s 12163 8302 420.65970 49 95 - 336.45312 - 462 1195s 12257 8396 453.89234 120 65 - 336.45312 - 460 1200s 12297 8413 infeasible 47 - 336.50995 - 461 1205s 12348 8452 437.82372 49 118 - 336.54028 - 461 1210s 12385 8469 352.35343 39 112 - 336.60998 - 462 1215s 12432 8516 425.02644 63 85 - 336.60998 - 462 1220s 12494 8552 infeasible 35 - 336.66334 - 462 1225s 12523 8575 426.53961 49 105 - 336.66434 - 463 1230s 12567 8587 404.43677 30 129 - 336.95180 - 464 1235s 12607 8605 361.05391 27 131 - 336.96226 - 464 1240s 12654 8646 468.72884 53 113 - 336.96226 - 465 1245s 12717 8698 516.11272 82 65 - 336.96226 - 464 1250s 12772 8717 413.86486 28 137 - 337.22549 - 464 1255s 12825 8758 376.98571 41 112 - 337.45562 - 465 1260s 12883 8804 433.96031 76 76 - 337.45562 - 465 1265s 12946 8842 387.01671 50 89 - 337.55831 - 465 1270s 13021 8901 487.24730 77 82 - 337.55831 - 464 1275s 13080 8933 437.53945 42 107 - 337.60487 - 465 1280s 13156 8975 398.32828 31 115 - 337.61159 - 464 1285s 13202 9013 353.16477 25 126 - 337.66719 - 464 1290s 13240 9037 366.58342 34 127 - 337.68896 - 465 1295s 13284 9081 430.03173 65 95 - 337.68896 - 465 1300s 13337 9130 448.15398 93 88 - 337.68896 - 465 1305s 13385 9167 439.18934 56 106 - 337.75181 - 465 1310s 13462 9236 453.06668 109 58 - 337.75181 - 464 1315s 13541 9291 409.37911 32 115 - 337.77961 - 463 1320s 13623 9343 354.79066 27 133 - 337.89017 - 462 1325s 13670 9386 457.94131 57 115 - 337.89017 - 462 1330s 13748 9428 352.21362 25 129 - 337.90757 - 461 1335s 13797 9447 374.11596 28 130 - 338.16888 - 462 1340s 13830 9471 infeasible 41 - 338.18085 - 462 1345s 13882 9504 392.41987 49 103 - 338.27854 - 463 1350s 13935 9536 388.65806 45 102 - 338.29836 - 463 1355s 13975 9576 430.93488 73 87 - 338.29836 - 464 1360s 14040 9628 385.12228 35 108 - 338.31085 - 464 1365s 14076 9652 420.85909 35 118 - 338.32520 - 464 1370s 14090 9654 387.24590 35 97 - 338.47397 - 465 1375s 14123 9675 381.77398 27 129 - 338.70498 - 466 1380s 14218 9752 420.89441 35 113 - 338.78788 - 464 1385s 14238 9752 399.08244 37 113 - 338.79041 - 465 1390s 14267 9769 384.68310 48 88 - 338.79319 - 466 1395s 14323 9825 473.21128 84 87 - 338.79319 - 466 1400s 14382 9860 382.52603 40 86 - 338.86868 - 466 1405s 14423 9889 483.42179 62 85 - 338.86868 - 467 1410s 14470 9923 384.48905 44 95 - 338.88670 - 467 1415s 14519 9972 424.32667 77 79 - 338.88670 - 467 1420s 14610 10038 463.38767 128 57 - 338.88670 - 466 1425s 14658 10041 infeasible 37 - 339.02576 - 466 1430s 14704 10069 398.98881 34 115 - 339.26969 - 466 1435s 14732 10073 340.63333 24 128 - 339.40977 - 467 1440s 14762 10103 390.10367 43 108 - 339.40977 - 468 1445s 14802 10132 373.67701 42 111 - 339.49968 - 468 1450s 14841 10165 421.20482 64 85 - 339.49968 - 469 1455s 14892 10183 394.71896 35 125 - 339.49968 - 469 1460s 14934 10223 486.58112 57 97 - 339.49968 - 469 1465s 14986 10260 402.43410 37 119 - 339.68044 - 469 1470s 15027 10295 475.91651 63 105 - 339.68044 - 469 1475s 15077 10329 454.62099 52 106 - 339.68450 - 469 1480s 15123 10357 392.12869 40 129 - 339.74123 - 469 1485s 15176 10392 428.93034 35 131 - 340.01453 - 469 1490s 15230 10432 384.12696 30 127 - 340.25869 - 469 1495s 15289 10477 382.80986 47 108 - 340.27958 - 469 1500s 15328 10514 454.02132 70 100 - 340.27958 - 470 1505s 15366 10538 419.28780 57 106 - 340.31988 - 470 1510s 15409 10581 446.40803 80 54 - 340.31988 - 471 1515s 15506 10662 413.75309 35 109 - 340.37754 - 469 1520s 15585 10718 441.20161 41 102 - 340.37765 - 468 1525s 15635 10756 447.96518 49 94 - 340.45908 - 469 1530s 15703 10807 460.93328 52 90 - 340.54809 - 468 1535s 15774 10862 392.75583 35 118 - 340.55305 - 468 1540s 15822 10888 391.50487 33 107 - 340.68911 - 468 1545s 15861 10915 366.40656 37 99 - 340.69498 - 468 1550s 15897 10949 387.64897 53 103 - 340.69498 - 469 1555s 15941 10973 408.01872 30 106 - 340.73949 - 469 1560s 16019 11029 457.06168 44 118 - 340.86416 - 469 1565s 16063 11049 391.87211 43 103 - 340.94436 - 469 1570s 16098 11084 442.86940 63 110 - 340.94436 - 469 1575s 16160 11128 378.34240 36 131 - 340.97048 - 469 1580s 16196 11154 462.24138 52 127 - 340.97048 - 470 1585s 16221 11169 412.00398 38 108 - 341.00112 - 470 1590s 16263 11199 418.63866 45 120 - 341.03219 - 471 1595s 16302 11218 387.33617 53 94 - 341.05942 - 471 1600s 16363 11278 455.16492 83 83 - 341.05942 - 471 1605s 16415 11314 infeasible 73 - 341.20795 - 471 1610s 16500 11369 351.16853 31 138 - 341.23462 - 471 1615s 16528 11385 363.59151 36 114 - 341.27608 - 471 1620s 16577 11429 infeasible 63 - 341.27608 - 471 1625s 16655 11479 372.56485 33 133 - 341.28619 - 470 1630s 16701 11516 477.52571 58 108 - 341.28619 - 470 1635s 16739 11530 361.95325 36 113 - 341.57555 - 471 1640s 16788 11573 466.00789 63 100 - 341.57555 - 471 1645s 16864 11629 457.38783 62 102 - 341.58994 - 471 1650s 16915 11662 428.55916 58 114 - 341.59148 - 471 1655s 16961 11698 403.14627 51 97 - 341.67125 - 471 1660s 17015 11734 429.58457 53 104 - 341.67569 - 471 1665s 17070 11775 394.30615 39 117 - 341.69580 - 471 1670s 17111 11798 343.32713 31 133 - 341.76489 - 472 1675s 17144 11831 395.54014 42 118 - 341.76489 - 472 1680s 17177 11864 447.36602 55 119 - 341.76489 - 473 1685s 17231 11881 360.47538 34 118 - 341.82356 - 473 1690s 17280 11900 345.21711 23 128 - 342.03350 - 473 1695s 17320 11936 435.35558 48 104 - 342.03350 - 474 1700s 17399 11987 394.52467 42 99 - 342.19786 - 473 1705s 17432 12020 450.88418 56 91 - 342.19786 - 473 1710s 17493 12069 426.82393 58 111 - 342.29281 - 473 1715s 17604 12136 345.24446 32 130 - 342.35501 - 472 1720s 17644 12176 419.01642 55 103 - 342.35501 - 472 1725s 17704 12226 429.32397 56 82 - 342.36686 - 472 1730s 17795 12301 392.39481 39 117 - 342.42201 - 471 1735s 17856 12362 450.66715 75 78 - 342.42201 - 471 1740s 17953 12434 369.76615 33 135 - 342.58560 - 469 1745s 18002 12481 441.90342 62 101 - 342.58560 - 469 1750s 18053 12520 425.92960 44 105 - 342.64307 - 470 1755s 18103 12552 402.08106 51 108 - 342.65898 - 470 1760s 18180 12596 393.01719 42 90 - 342.69063 - 469 1765s 18266 12670 532.15690 90 70 - 342.69063 - 468 1770s 18341 12706 398.38937 47 104 - 342.91737 - 468 1775s 18417 12778 530.16321 85 93 - 342.91737 - 467 1780s 18480 12830 393.38770 55 79 - 342.93394 - 467 1785s 18526 12868 426.28814 55 99 - 342.97183 - 467 1790s 18613 12954 500.21348 111 71 - 342.97183 - 467 1795s 18680 13000 438.02801 47 116 - 342.99197 - 466 1800s 18714 13015 387.89077 41 129 - 343.09134 - 466 1805s 18735 13036 442.89868 54 121 - 343.09134 - 467 1810s 18778 13051 353.91121 35 127 - 343.13181 - 466 1815s 18795 13068 391.82098 45 114 - 343.13181 - 467 1820s 18817 13086 415.94502 52 97 - 343.13181 - 467 1825s 18848 13101 infeasible 72 - 343.13181 - 467 1830s 18891 13139 440.99463 55 101 - 343.15826 - 467 1835s 18943 13166 398.64420 38 109 - 343.20765 - 467 1840s 18979 13200 457.85054 58 97 - 343.20765 - 468 1845s 19017 13217 infeasible 80 - 343.20765 - 469 1850s 19046 13240 435.13770 48 128 - 343.22934 - 469 1855s 19087 13266 433.72686 47 115 - 343.28971 - 470 1860s 19135 13302 infeasible 75 - 343.28971 - 470 1865s 19183 13326 444.97844 43 112 - 343.34232 - 470 1870s 19241 13368 418.73228 40 125 - 343.34825 - 470 1875s 19275 13382 399.42688 44 103 - 343.68665 - 470 1880s 19320 13403 411.43684 49 108 - 343.72415 - 470 1885s 19351 13420 411.49385 49 105 - 343.79329 - 471 1890s 19385 13436 375.02762 28 130 - 343.80047 - 471 1895s 19423 13470 429.78928 50 105 - 343.80047 - 471 1900s 19458 13492 484.65395 71 106 - 343.80047 - 472 1905s 19518 13524 353.83780 26 144 - 343.81486 - 471 1910s 19569 13569 509.59120 64 100 - 343.81486 - 471 1915s 19610 13600 445.99941 47 123 - 343.83648 - 472 1920s 19679 13640 481.48849 73 77 - 343.84409 - 471 1925s 19714 13655 392.71205 34 117 - 343.92734 - 472 1930s 19776 13695 354.12021 30 123 - 343.92828 - 472 1935s 19826 13723 351.85275 33 120 - 344.09896 - 472 1940s 19873 13764 493.67246 64 114 - 344.09896 - 472 1945s 19925 13804 397.18045 56 83 - 344.13282 - 472 1950s 19974 13824 infeasible 65 - 344.13282 - 472 1955s 20025 13861 390.10787 45 94 - 344.17995 - 472 1960s 20081 13895 infeasible 71 - 344.17995 - 472 1965s 20140 13934 infeasible 58 - 344.19944 - 472 1970s 20205 13979 456.97394 80 78 - 344.27698 - 472 1975s 20245 13996 398.00537 36 121 - 344.45412 - 472 1980s 20307 14042 385.58041 36 123 - 344.49687 - 472 1985s 20358 14075 353.67113 36 121 - 344.60097 - 472 1990s 20402 14108 393.97890 31 109 - 344.60587 - 472 1995s 20448 14154 445.51052 67 86 - 344.60587 - 472 2000s 20522 14228 451.69251 109 80 - 344.60587 - 471 2005s 20603 14273 376.89544 49 94 - 344.71624 - 471 2010s 20689 14347 477.01298 103 69 - 344.71624 - 470 2015s 20759 14385 400.25180 51 96 - 344.74209 - 470 2020s 20822 14439 428.59037 92 77 - 344.74209 - 470 2025s 20905 14498 401.88184 48 114 - 344.78165 - 469 2030s 20949 14532 445.17842 62 122 - 344.83179 - 469 2035s 20985 14548 infeasible 58 - 344.88422 - 470 2040s 21052 14601 500.67802 67 83 - 344.89776 - 470 2045s 21091 14625 443.36181 41 111 - 344.99029 - 470 2050s 21134 14652 387.60091 48 88 - 345.00871 - 470 2055s 21174 14690 454.20337 71 95 - 345.00871 - 471 2060s 21224 14718 408.86268 51 84 - 345.04663 - 471 2065s 21270 14754 407.51351 35 124 - 345.09819 - 471 2070s 21318 14798 487.25388 61 101 - 345.09819 - 471 2075s 21364 14830 443.59728 49 118 - 345.18901 - 471 2080s 21396 14854 425.98473 48 116 - 345.21030 - 472 2085s 21428 14878 465.43000 57 108 - 345.21030 - 473 2090s 21488 14912 413.31785 53 106 - 345.22850 - 472 2095s 21528 14924 351.75723 35 119 - 345.25823 - 473 2100s 21566 14958 409.75895 55 99 - 345.25823 - 473 2105s 21627 14993 412.68379 52 115 - 345.26929 - 473 2110s 21689 15040 398.24969 56 77 - 345.29869 - 473 2115s 21810 15135 440.56704 117 59 - 345.29869 - 471 2120s 21880 15182 492.92828 51 107 - 345.36269 - 471 2125s 21933 15217 465.70218 56 117 - 345.41886 - 471 2130s 21962 15230 427.75877 42 103 - 345.48674 - 472 2135s 22012 15262 408.97754 51 88 - 345.49261 - 472 2140s 22072 15308 423.89453 42 120 - 345.53061 - 472 2145s 22143 15347 391.76691 37 117 - 345.53394 - 472 2150s 22212 15398 infeasible 78 - 345.53394 - 471 2155s 22243 15424 403.03339 37 119 - 345.58291 - 472 2160s 22296 15465 415.55892 58 84 - 345.62698 - 472 2165s 22351 15508 394.16331 35 123 - 345.70221 - 472 2170s 22398 15533 406.22275 29 102 - 345.74188 - 472 2175s 22461 15574 420.41463 42 112 - 345.75127 - 472 2180s 22502 15598 442.88139 46 124 - 345.78155 - 472 2185s 22554 15630 385.46424 40 101 - 345.80423 - 472 2190s 22614 15688 445.44487 76 55 - 345.80423 - 472 2195s 22703 15755 490.94505 69 85 - 345.81952 - 471 2200s 22764 15794 401.37535 49 79 - 345.82817 - 471 2205s 22802 15812 376.07990 42 113 - 345.85493 - 472 2210s 22846 15850 411.70935 54 93 - 345.85493 - 472 2215s 22897 15873 389.91217 38 112 - 345.87383 - 473 2220s 22930 15906 426.15958 52 81 - 345.87383 - 473 2225s 22966 15937 492.91712 69 74 - 345.87383 - 473 2230s 23064 15999 395.62890 40 123 - 345.88729 - 473 2235s 23110 16031 401.65222 43 122 - 345.89209 - 473 2240s 23158 16061 410.24428 44 90 - 345.89608 - 473 2245s 23204 16099 402.16403 51 102 - 345.90172 - 473 2250s 23246 16131 infeasible 71 - 345.90172 - 474 2255s 23340 16199 454.43856 67 75 - 345.99759 - 473 2260s 23435 16266 415.63450 49 94 - 346.06768 - 472 2265s 23491 16305 364.16514 35 133 - 346.11588 - 472 2270s 23528 16334 455.16873 52 96 - 346.11588 - 473 2275s 23586 16375 479.47371 54 104 - 346.22459 - 473 2280s 23649 16404 371.56790 43 107 - 346.26103 - 473 2285s 23700 16437 397.11366 51 98 - 346.33531 - 473 2290s 23756 16473 462.84969 49 115 - 346.44485 - 473 2295s 23816 16520 426.80231 53 82 - 346.45025 - 473 2300s 23866 16555 409.64735 58 110 - 346.45025 - 473 2305s 23939 16606 468.13712 72 94 - 346.48258 - 473 2310s 24008 16651 429.27569 28 115 - 346.63734 - 473 2315s 24053 16692 536.41058 54 107 - 346.63734 - 473 2320s 24096 16726 453.07675 61 69 - 346.63734 - 473 2325s 24154 16772 471.54877 69 100 - 346.67467 - 473 2330s 24239 16832 infeasible 50 - 346.83050 - 472 2335s 24296 16875 444.74864 44 82 - 346.86935 - 472 2340s 24355 16894 378.25198 67 111 - 346.93506 - 472 2345s 24419 16948 472.09007 106 87 - 346.93506 - 472 2350s 24463 16965 411.18744 46 112 - 346.94805 - 472 2355s 24515 17003 453.94321 43 122 - 346.94877 - 472 2360s 24569 17039 491.99246 61 115 - 346.97410 - 473 2365s 24605 17063 424.19801 47 117 - 347.02417 - 473 2370s 24649 17085 415.75797 37 115 - 347.21956 - 473 2375s 24694 17114 351.52565 24 129 - 347.58166 - 473 2380s 24732 17139 366.43396 29 119 - 347.64483 - 473 2385s 24779 17172 373.56528 25 121 - 347.66777 - 474 2390s 24797 17189 398.71953 39 114 - 347.66777 - 474 2395s 24846 17225 445.24854 44 107 - 347.67227 - 474 2400s 24879 17246 406.47376 52 98 - 347.79175 - 474 2405s 24919 17266 420.43288 32 126 - 347.85284 - 475 2410s 25007 17341 357.49151 26 119 - 347.96210 - 474 2415s 25063 17381 430.18910 53 104 - 348.00161 - 474 2420s 25136 17428 452.93006 48 117 - 348.01296 - 473 2425s 25192 17466 436.57060 54 100 - 348.03068 - 474 2430s 25227 17484 392.59837 32 124 - 348.03445 - 474 2435s 25281 17522 405.00305 45 102 - 348.10056 - 474 2440s 25331 17556 367.96002 31 107 - 348.10441 - 474 2445s 25378 17595 394.99915 39 117 - 348.11596 - 474 2450s 25433 17626 393.97643 32 123 - 348.20455 - 474 2455s 25463 17642 414.73675 43 112 - 348.22019 - 474 2460s 25533 17701 infeasible 93 - 348.22019 - 474 2465s 25568 17726 425.45902 51 97 - 348.23886 - 474 2470s 25606 17751 396.76442 47 90 - 348.29027 - 475 2475s 25640 17783 422.95283 62 100 - 348.29027 - 475 2480s 25713 17844 infeasible 104 - 348.29027 - 475 2485s 25794 17909 438.01570 69 83 - 348.31296 - 474 2490s 25863 17962 443.90354 71 78 - 348.35531 - 474 2495s 25922 17997 infeasible 61 - 348.40881 - 474 2500s 25989 18049 infeasible 82 - 348.41425 - 474 2505s 26034 18080 399.64704 38 102 - 348.50946 - 474 2510s 26109 18128 411.53683 59 81 - 348.52740 - 473 2515s 26192 18187 444.57453 57 99 - 348.52740 - 473 2520s 26256 18231 422.03117 53 93 - 348.54300 - 473 2525s 26295 18254 369.74191 29 122 - 348.63525 - 473 2530s 26332 18287 445.97498 54 104 - 348.63525 - 474 2535s 26376 18311 398.96032 67 93 - 348.73870 - 474 2540s 26442 18347 404.94486 45 104 - 348.77552 - 474 2545s 26510 18382 377.56785 39 115 - 348.85340 - 473 2550s 26557 18417 infeasible 67 - 348.85340 - 474 2555s 26592 18437 379.09917 31 114 - 348.88538 - 474 2560s 26677 18502 476.62679 50 92 - 348.90374 - 473 2565s 26725 18536 416.84008 65 81 - 348.93394 - 473 2570s 26795 18602 infeasible 97 - 348.93394 - 473 2575s 26848 18635 465.63323 53 102 - 348.94283 - 473 2580s 26895 18657 374.62872 39 106 - 348.99554 - 473 2585s 26924 18672 383.35281 33 94 - 349.04580 - 474 2590s 26957 18696 403.89882 56 102 - 349.09052 - 474 2595s 27006 18733 364.20567 54 114 - 349.11713 - 474 2600s 27079 18765 458.76801 73 79 - 349.11713 - 474 2605s 27136 18792 423.33042 52 93 - 349.13496 - 474 2610s 27226 18864 466.66624 110 78 - 349.13496 - 474 2615s 27283 18888 394.99303 49 105 - 349.19708 - 474 2620s 27350 18937 352.40207 27 127 - 349.21210 - 473 2625s 27382 18967 394.94406 45 103 - 349.21210 - 474 2630s 27419 18988 415.30090 35 117 - 349.22872 - 474 2635s 27462 19019 393.94166 49 81 - 349.23891 - 474 2640s 27555 19093 427.54815 73 80 - 349.27412 - 474 2645s 27616 19134 450.40696 74 92 - 349.27506 - 474 2650s 27672 19171 388.04669 54 102 - 349.34549 - 474 2655s 27746 19218 infeasible 92 - 349.34549 - 473 2660s 27786 19241 408.69753 38 96 - 349.34705 - 474 2665s 27819 19262 420.78386 40 113 - 349.34946 - 474 2670s 27875 19301 435.21921 49 102 - 349.39850 - 474 2675s 27931 19321 429.04646 34 100 - 349.46788 - 474 2680s 28005 19373 419.19341 39 105 - 349.50718 - 474 2685s 28059 19409 377.53388 43 113 - 349.53300 - 474 2690s 28117 19456 453.34745 87 89 - 349.53300 - 474 2695s 28169 19482 391.48515 33 110 - 349.69990 - 474 2700s 28210 19519 infeasible 63 - 349.69990 - 474 2705s 28262 19553 492.09033 60 102 - 349.78032 - 474 2710s 28314 19589 418.84249 52 119 - 349.79379 - 474 2715s 28358 19609 362.10142 32 117 - 349.91382 - 474 2720s 28422 19649 355.32705 27 114 - 350.01809 - 474 2725s 28452 19677 410.29218 36 99 - 350.01809 - 475 2730s 28500 19714 419.20260 48 115 - 350.01809 - 475 2735s 28544 19724 infeasible 61 - 350.01809 - 475 2740s 28587 19751 411.12375 39 107 - 350.14232 - 475 2745s 28651 19811 476.43750 75 71 - 350.14232 - 475 2750s 28713 19834 406.98965 30 134 - 350.24576 - 475 2755s 28751 19852 380.76930 30 104 - 350.26891 - 475 2760s 28807 19884 367.53667 37 116 - 350.29411 - 475 2765s 28845 19914 440.46186 63 104 - 350.29411 - 476 2770s 28896 19949 388.64846 42 126 - 350.34961 - 476 2775s 28931 19980 415.53320 65 103 - 350.34961 - 476 2780s 29007 20048 464.03117 106 88 - 350.34961 - 476 2785s 29082 20084 448.10307 61 73 - 350.40895 - 475 2790s 29155 20131 416.87113 47 94 - 350.41983 - 475 2795s 29215 20173 383.28890 36 102 - 350.44604 - 475 2800s 29273 20221 454.18697 71 93 - 350.48485 - 475 2805s 29351 20267 391.58505 29 129 - 350.49234 - 475 2810s 29396 20308 428.55196 54 115 - 350.49234 - 475 2815s 29445 20345 427.76520 62 100 - 350.49438 - 475 2820s 29524 20387 362.72559 25 128 - 350.50339 - 475 2825s 29578 20425 404.51493 29 131 - 350.50508 - 475 2830s 29624 20457 409.02836 44 118 - 350.51597 - 475 2835s 29678 20495 406.51328 52 95 - 350.52561 - 475 2840s 29733 20528 403.26166 39 123 - 350.52992 - 475 2845s 29786 20567 478.34261 45 92 - 350.56637 - 475 2850s 29895 20648 491.29502 67 111 - 350.61499 - 474 2855s 29946 20681 455.55394 41 107 - 350.63057 - 474 2860s 30018 20738 396.41529 63 91 - 350.64033 - 474 2865s 30077 20760 484.11370 75 111 - 350.64033 - 474 2870s 30133 20796 456.33277 62 82 - 350.69120 - 474 2875s 30212 20856 419.96538 46 100 - 350.69833 - 473 2880s 30276 20897 377.00601 32 122 - 350.74903 - 473 2885s 30338 20941 434.38301 49 112 - 350.74903 - 473 2890s 30417 21002 396.73266 39 108 - 350.75480 - 473 2895s 30462 21047 465.50649 62 96 - 350.75480 - 473 2900s 30519 21086 373.78757 32 122 - 350.76111 - 473 2905s 30559 21118 465.12263 54 115 - 350.76111 - 474 2910s 30603 21150 400.64597 54 105 - 350.77447 - 474 2915s 30645 21178 411.45676 37 113 - 350.78587 - 474 2920s 30704 21217 457.26235 72 95 - 350.78587 - 474 2925s 30757 21247 353.51713 26 136 - 350.82647 - 474 2930s 30813 21293 444.72536 57 111 - 350.82647 - 474 2935s 30868 21332 430.10981 60 110 - 350.83254 - 474 2940s 30933 21367 467.93917 47 117 - 350.83348 - 473 2945s 30984 21406 427.17463 58 102 - 350.86234 - 474 2950s 31020 21428 387.40098 53 102 - 350.88183 - 474 2955s 31103 21483 375.14340 32 130 - 350.88402 - 474 2960s 31153 21515 426.69723 35 119 - 350.95240 - 474 2965s 31202 21560 511.78326 66 104 - 350.95240 - 474 2970s 31258 21598 383.97559 34 118 - 350.95905 - 474 2975s 31341 21652 361.98329 30 119 - 350.97957 - 473 2980s 31398 21697 408.17741 29 124 - 351.00060 - 473 2985s 31460 21743 368.04091 32 103 - 351.00301 - 473 2990s 31501 21774 393.35021 39 99 - 351.00301 - 473 2995s 31538 21798 462.29059 46 128 - 351.00301 - 474 3000s 31589 21814 373.71141 39 96 - 351.01186 - 474 3005s 31652 21875 410.06038 79 89 - 351.01186 - 473 3010s 31703 21905 403.79508 44 113 - 351.01380 - 474 3015s 31774 21966 412.32074 41 108 - 351.02677 - 473 3020s 31841 22021 367.18253 30 97 - 351.03970 - 473 3025s 31880 22048 infeasible 47 - 351.03970 - 473 3030s 31920 22072 447.98416 58 101 - 351.05434 - 473 3035s 31979 22105 358.65960 35 112 - 351.07974 - 473 3040s 32015 22128 354.84191 40 124 - 351.09431 - 474 3045s 32051 22162 436.83584 62 106 - 351.09431 - 474 3050s 32110 22201 382.33308 32 134 - 351.09511 - 474 3055s 32164 22235 391.37725 38 105 - 351.10365 - 474 3060s 32218 22266 384.99942 40 119 - 351.11318 - 474 3065s 32267 22299 412.24214 47 112 - 351.13348 - 474 3070s 32313 22322 439.27596 46 119 - 351.18620 - 474 3075s 32380 22353 390.94044 67 93 - 351.29585 - 473 3080s 32458 22421 479.16337 110 77 - 351.29585 - 473 3085s 32571 22509 413.36342 82 90 - 351.30025 - 473 3090s 32639 22563 415.81568 38 123 - 351.31621 - 472 3095s 32665 22573 422.66171 61 96 - 351.47712 - 473 3100s 32715 22622 491.25037 91 76 - 351.47712 - 473 3105s 32775 22660 451.93889 50 85 - 351.47965 - 473 3110s 32838 22723 474.19446 84 70 - 351.47965 - 473 3115s 32916 22791 384.09044 58 100 - 351.48190 - 473 3120s 32954 22809 372.94600 42 105 - 351.48574 - 473 3125s 33042 22892 471.42051 108 87 - 351.48574 - 472 3130s H33077 22515 534.0000000 351.50796 34.2% 472 3132s 33099 22539 438.58073 64 98 534.00000 351.50796 34.2% 472 3135s 33153 22562 434.40526 45 101 534.00000 351.53943 34.2% 472 3140s H33160 22483 530.0000000 351.53943 33.7% 472 3141s H33187 21933 508.0000000 351.56111 30.8% 472 3144s 33207 21953 427.06077 69 108 508.00000 351.56111 30.8% 472 3145s H33241 20801 483.0000000 351.63461 27.2% 472 3149s 33242 20804 442.21261 40 112 483.00000 351.63461 27.2% 472 3150s H33270 19645 468.0000000 351.63461 24.9% 472 3154s 33276 19651 388.80464 46 110 468.00000 351.63828 24.9% 472 3155s H33297 19553 467.0000000 351.63828 24.7% 472 3159s 33306 19556 infeasible 66 467.00000 351.63828 24.7% 472 3160s H33324 19261 464.0000000 351.64132 24.2% 472 3163s 33333 19267 388.74102 36 120 464.00000 351.64132 24.2% 472 3165s H33351 19054 462.0000000 351.64132 23.9% 472 3168s 33368 19067 452.36116 47 109 462.00000 351.64132 23.9% 472 3170s H33378 17967 454.0000000 351.64132 22.5% 472 3171s H33405 17710 452.0000000 351.65365 22.2% 472 3176s 33459 17747 436.85140 67 102 452.00000 351.69149 22.2% 472 3180s 33501 17768 411.41391 34 129 452.00000 351.71219 22.2% 471 3190s 33510 17774 439.85988 56 127 452.00000 351.71219 22.2% 471 3195s 33517 17781 351.71219 27 133 452.00000 351.71219 22.2% 472 3201s 33520 17783 351.71219 29 140 452.00000 351.71219 22.2% 472 3206s 33522 17784 351.71219 30 136 452.00000 351.71219 22.2% 472 3210s 33526 17786 351.71219 32 134 452.00000 351.71219 22.2% 472 3215s 33537 17788 364.75557 37 130 452.00000 351.71219 22.2% 472 3220s 33552 17791 374.33304 45 126 452.00000 351.71219 22.2% 472 3225s 33573 17788 357.64015 32 126 452.00000 351.71219 22.2% 472 3230s 33615 17791 432.60311 55 121 452.00000 351.71219 22.2% 472 3235s 33656 17794 368.42453 40 119 452.00000 351.71219 22.2% 472 3240s H33674 16900 441.0000000 351.71219 20.2% 472 3244s 33694 16902 411.91520 60 113 441.00000 351.71219 20.2% 472 3245s 33753 16906 406.77749 50 112 441.00000 351.71219 20.2% 472 3250s 33811 16927 352.47195 42 134 441.00000 351.71219 20.2% 471 3255s 33858 16947 429.44850 64 110 441.00000 351.71219 20.2% 471 3260s 33920 16949 403.72537 39 118 441.00000 351.71219 20.2% 471 3265s 33976 16966 415.12760 68 103 441.00000 351.71219 20.2% 471 3270s 34100 16967 412.76636 54 122 441.00000 351.71219 20.2% 470 3275s 34145 16974 405.85475 43 117 441.00000 351.71219 20.2% 470 3280s H34208 16128 436.0000000 351.71219 19.3% 470 3287s 34241 16137 395.27363 40 119 436.00000 351.71219 19.3% 470 3290s 34323 16167 415.28921 56 112 436.00000 351.71219 19.3% 470 3295s 34395 16186 409.77728 61 96 436.00000 351.71219 19.3% 470 3300s 34475 16218 397.45775 66 110 436.00000 351.71219 19.3% 469 3305s 34535 16246 393.37836 39 119 436.00000 351.71219 19.3% 469 3310s 34651 16281 415.28930 105 106 436.00000 351.71219 19.3% 468 3315s 34750 16306 428.97402 53 125 436.00000 351.71219 19.3% 468 3320s 34813 16314 363.72823 37 123 436.00000 351.71219 19.3% 467 3325s 34888 16326 383.48446 38 134 436.00000 351.71219 19.3% 467 3330s 34987 16360 376.19650 39 131 436.00000 351.71219 19.3% 467 3335s 35075 16387 420.65017 66 109 436.00000 351.71219 19.3% 467 3340s H35169 15592 435.0000000 351.71219 19.1% 466 3346s 35238 15614 362.29508 37 113 435.00000 351.71219 19.1% 466 3350s 35343 15646 395.66530 55 134 435.00000 351.71219 19.1% 465 3355s 35415 15673 395.26530 70 97 435.00000 351.71219 19.1% 465 3360s 35515 15719 414.37631 168 94 435.00000 351.71219 19.1% 464 3365s 35582 15737 363.15346 41 88 435.00000 351.71219 19.1% 464 3371s 35654 15754 363.91650 36 107 435.00000 351.71219 19.1% 463 3375s 35748 15785 377.83658 40 116 435.00000 351.71219 19.1% 463 3380s 35820 15815 394.00216 57 104 435.00000 351.71219 19.1% 463 3385s 35903 15852 382.83879 47 119 435.00000 351.71219 19.1% 463 3390s 35988 15871 352.28503 35 122 435.00000 351.71219 19.1% 462 3395s 36090 15895 355.83409 35 119 435.00000 351.71219 19.1% 462 3400s 36192 15920 430.94309 52 128 435.00000 351.71219 19.1% 461 3405s 36286 15926 390.67825 45 119 435.00000 351.71219 19.1% 461 3410s 36360 15941 382.48586 45 109 435.00000 351.71219 19.1% 461 3415s 36472 15973 397.30977 56 97 435.00000 351.71219 19.1% 461 3420s 36561 15996 375.68726 43 117 435.00000 351.91155 19.1% 460 3425s 36681 16000 394.77444 49 110 435.00000 352.13378 19.0% 460 3430s 36789 16030 414.25611 43 125 435.00000 352.42483 19.0% 459 3435s 36891 16047 371.25160 48 121 435.00000 353.04314 18.8% 459 3440s 36996 16085 394.98816 49 136 435.00000 353.53723 18.7% 458 3445s 37101 16100 390.86635 41 97 435.00000 353.89366 18.6% 458 3450s 37218 16113 420.06421 63 88 435.00000 354.42515 18.5% 457 3455s 37327 16124 386.42346 45 105 435.00000 354.78573 18.4% 457 3460s 37430 16151 infeasible 42 435.00000 354.84025 18.4% 456 3465s 37540 16173 384.63532 43 110 435.00000 355.36519 18.3% 456 3470s 37603 16200 416.13802 56 91 435.00000 355.37715 18.3% 456 3475s 37690 16202 374.21605 50 98 435.00000 355.70026 18.2% 456 3480s 37765 16219 cutoff 46 435.00000 356.06187 18.1% 456 3485s 37862 16247 431.22758 58 97 435.00000 356.15804 18.1% 455 3490s 37968 16253 379.20452 48 111 435.00000 356.18659 18.1% 455 3495s 38074 16293 422.16639 67 102 435.00000 356.77736 18.0% 455 3500s 38214 16316 379.27884 43 113 435.00000 357.05775 17.9% 454 3505s 38344 16370 380.86243 47 96 435.00000 357.28993 17.9% 453 3510s 38412 16401 425.92364 80 102 435.00000 357.28993 17.9% 453 3515s 38528 16418 426.00326 49 127 435.00000 357.51444 17.8% 453 3520s 38618 16443 410.32678 55 113 435.00000 357.67192 17.8% 452 3525s 38756 16489 414.33335 128 99 435.00000 357.83025 17.7% 451 3530s 38873 16517 infeasible 65 435.00000 358.10912 17.7% 451 3535s 38966 16526 365.69643 44 111 435.00000 358.18760 17.7% 451 3540s 39073 16575 418.45188 85 98 435.00000 358.28714 17.6% 450 3545s 39172 16588 427.83976 64 114 435.00000 358.58940 17.6% 450 3550s 39258 16608 373.11944 41 96 435.00000 358.75421 17.5% 450 3555s 39347 16625 360.77370 35 121 435.00000 358.87755 17.5% 450 3560s 39434 16664 377.03148 39 94 435.00000 359.00954 17.5% 449 3565s 39533 16695 432.12298 62 101 435.00000 359.03060 17.5% 449 3570s 39632 16709 394.00003 55 109 435.00000 359.29233 17.4% 449 3575s H39659 15847 431.0000000 359.31290 16.6% 449 3576s 39733 15862 419.16757 50 119 431.00000 359.46062 16.6% 449 3580s 39818 15897 418.99851 67 113 431.00000 359.49309 16.6% 448 3585s 39932 15942 401.74916 56 96 431.00000 359.55549 16.6% 448 3590s 40070 15982 422.02481 58 81 431.00000 359.58600 16.6% 447 3595s 40179 15982 423.76408 63 113 431.00000 359.64531 16.6% 447 3600s Cutting planes: Gomory: 16 Cover: 1 Implied bound: 16 Flow cover: 44 Zero half: 1 Explored 40180 nodes (17974087 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.310000000000e+02, best bound 3.600000000000e+02, gap 16.4733%