Gurobi 5.0.1 (linux64) logging started Sat Dec 29 11:33:10 2012 Optimize a model with 7502 rows, 7320 columns and 31920 nonzeros Presolve removed 1007 rows and 120 columns Presolve time: 0.10s Presolved: 6495 rows, 7200 columns, 30612 nonzeros Variable types: 3540 continuous, 3660 integer (3660 binary) Root relaxation: objective 3.330970e+02, 6837 iterations, 0.67 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 333.09696 0 124 - 333.09696 - - 0s 0 0 346.31235 0 131 - 346.31235 - - 1s 0 0 351.26133 0 133 - 351.26133 - - 1s 0 0 354.80924 0 117 - 354.80924 - - 1s 0 0 356.87614 0 133 - 356.87614 - - 1s 0 0 359.17072 0 131 - 359.17072 - - 2s 0 0 361.18230 0 131 - 361.18230 - - 2s 0 0 361.81700 0 132 - 361.81700 - - 2s 0 0 362.97244 0 134 - 362.97244 - - 2s 0 0 365.16495 0 140 - 365.16495 - - 2s 0 0 366.06381 0 136 - 366.06381 - - 3s 0 0 366.44816 0 137 - 366.44816 - - 3s 0 0 366.45210 0 136 - 366.45210 - - 3s 0 0 366.46851 0 138 - 366.46851 - - 3s 0 0 366.48028 0 136 - 366.48028 - - 3s 0 0 366.48202 0 131 - 366.48202 - - 3s 0 0 366.48202 0 139 - 366.48202 - - 3s 0 0 366.48202 0 139 - 366.48202 - - 7s 0 2 366.56893 0 139 - 366.56893 - - 8s 7 9 372.97388 6 115 - 369.98536 - 499 10s 49 51 412.46175 38 82 - 369.98536 - 507 15s 232 231 400.87889 217 82 - 369.98536 - 160 20s 301 286 393.47870 48 83 - 371.50472 - 206 25s 381 356 389.07534 34 88 - 371.99093 - 223 30s 513 477 379.08396 22 109 - 372.01345 - 203 35s 604 566 413.79040 102 140 - 372.01345 - 194 40s 612 571 404.67686 70 135 - 372.01345 - 191 45s 618 575 380.25321 28 143 - 372.01345 - 189 51s 621 579 372.01345 10 133 - 372.01345 - 215 58s 622 580 375.57339 10 126 - 372.01345 - 218 61s 636 589 381.36343 17 140 - 373.78036 - 233 65s 664 608 395.44292 31 131 - 374.38350 - 247 70s 698 627 402.12382 48 110 - 374.38350 - 261 75s 749 655 383.88555 74 96 - 374.38350 - 271 80s 802 680 427.40810 100 97 - 374.38350 - 281 85s 850 704 422.94692 124 104 - 374.38350 - 295 90s 898 730 479.83978 148 103 - 374.38350 - 307 95s 957 747 376.17635 22 122 - 374.39526 - 313 100s 995 769 387.48902 41 96 - 374.39526 - 322 105s 1029 784 397.68981 58 100 - 374.39526 - 333 110s 1066 807 403.26922 77 88 - 374.39526 - 340 115s 1131 829 infeasible 105 - 374.39526 - 338 120s 1160 841 456.38256 34 117 - 374.68140 - 352 125s 1197 864 410.88101 53 119 - 374.68140 - 355 130s 1230 885 469.14506 69 108 - 374.68140 - 365 135s 1266 903 460.36735 87 106 - 374.68140 - 372 140s 1318 938 451.88866 113 99 - 374.68140 - 374 145s 1358 961 462.92082 133 108 - 374.68140 - 381 150s 1392 983 454.26062 150 90 - 374.68140 - 387 155s 1443 1011 421.38239 176 109 - 374.68140 - 392 160s 1492 1042 474.80521 200 81 - 374.68140 - 394 165s 1532 1065 483.03940 220 101 - 374.68140 - 399 170s 1585 1100 433.25714 247 102 - 374.68140 - 400 175s 1648 1138 495.31489 278 97 - 374.68140 - 399 180s 1731 1157 378.37671 34 122 - 374.68601 - 393 185s 1766 1181 403.20385 44 110 - 374.68601 - 397 190s 1813 1212 424.78542 67 84 - 374.68601 - 399 195s 1896 1253 396.80005 25 116 - 375.04104 - 391 200s 1948 1284 412.73660 57 114 - 375.04104 - 391 205s 2018 1327 430.91565 108 108 - 375.04104 - 387 210s 2099 1381 441.69701 171 82 - 375.04104 - 381 215s 2190 1437 505.47401 236 85 - 375.04104 - 374 220s 2356 1513 393.55268 26 110 - 375.10923 - 354 225s 2422 1579 434.52207 61 71 - 375.10923 - 355 230s 2501 1638 394.02935 26 127 - 375.35371 - 354 235s 2571 1690 409.90100 58 116 - 375.35371 - 354 240s 2652 1771 419.53006 72 99 - 375.35371 - 351 245s 2758 1869 473.85275 100 78 - 375.35371 - 347 250s 2855 1946 infeasible 117 - 375.35371 - 344 255s 2925 1987 426.03736 48 93 - 375.44204 - 344 260s 2984 2016 382.49626 27 117 - 375.51571 - 344 265s 3052 2084 420.19485 73 80 - 375.51571 - 344 270s 3139 2165 494.33216 122 72 - 375.51571 - 342 275s 3348 2362 573.43645 228 50 - 375.51571 - 327 280s 3445 2439 412.10460 67 102 - 375.69655 - 325 285s 3503 2482 480.70129 47 83 - 375.70581 - 327 290s 3554 2523 402.87215 46 106 - 375.77310 - 330 295s 3596 2550 389.95373 32 91 - 375.77853 - 333 300s 3658 2591 386.28568 24 99 - 375.80429 - 334 305s 3711 2632 398.78264 33 114 - 375.84019 - 336 310s 3780 2681 501.09308 75 94 - 375.84019 - 336 315s 3872 2747 379.41980 28 121 - 375.90870 - 335 320s 3954 2808 388.39244 41 90 - 375.93641 - 335 325s 4017 2836 infeasible 68 - 375.93641 - 336 330s 4078 2897 476.36228 64 84 - 375.97262 - 337 335s 4131 2937 418.13653 39 94 - 375.99467 - 340 340s 4174 2972 420.58185 62 89 - 375.99467 - 342 345s 4242 3025 402.11215 39 108 - 376.00968 - 343 350s H 4268 2597 502.0000000 376.00968 25.1% 344 352s 4324 2655 465.73927 113 77 502.00000 376.00968 25.1% 343 355s H 4376 2375 477.0000000 376.13174 21.1% 341 357s 4421 2421 428.66371 87 73 477.00000 376.13174 21.1% 341 360s H 4457 2293 464.0000000 376.13174 18.9% 339 362s H 4484 2266 461.0000000 376.13174 18.4% 338 364s 4490 2270 457.29840 156 43 461.00000 376.13174 18.4% 338 365s H 4511 1926 444.0000000 376.18638 15.3% 338 370s H 4540 1896 442.0000000 376.18638 14.9% 339 375s H 4567 1683 433.0000000 376.20131 13.1% 339 381s 4598 1703 386.47581 32 113 433.00000 376.22893 13.1% 339 385s 4642 1732 424.62393 24 120 433.00000 376.24611 13.1% 340 390s 4675 1744 393.32237 23 124 433.00000 376.24791 13.1% 340 395s 4703 1761 430.17208 79 124 433.00000 376.24791 13.1% 339 400s 4712 1767 393.70416 37 144 433.00000 376.24791 13.1% 338 405s 4722 1774 426.41392 77 144 433.00000 376.24791 13.1% 338 410s 4726 1779 376.24791 19 139 433.00000 376.24791 13.1% 341 419s 4727 1779 377.60095 19 118 433.00000 376.24791 13.1% 341 421s 4729 1781 385.38952 20 132 433.00000 376.24791 13.1% 342 427s 4730 1781 376.24791 21 136 433.00000 376.24791 13.1% 342 430s 4732 1783 376.24791 22 129 433.00000 376.24791 13.1% 342 436s 4734 1784 376.24791 23 135 433.00000 376.24791 13.1% 342 442s 4739 1787 385.45856 25 134 433.00000 376.24791 13.1% 342 445s 4751 1795 382.48286 31 124 433.00000 376.87979 13.0% 343 450s 4761 1802 396.40244 36 98 433.00000 376.87979 13.0% 345 455s 4779 1808 382.98091 35 118 433.00000 376.90519 13.0% 345 460s 4806 1815 386.61552 48 113 433.00000 376.90519 13.0% 346 467s 4821 1812 419.25024 56 119 433.00000 376.90519 13.0% 346 470s 4850 1807 cutoff 30 433.00000 378.42259 12.6% 349 475s 4889 1812 430.68664 49 98 433.00000 378.42259 12.6% 349 480s 4925 1827 425.58682 48 120 433.00000 378.73449 12.5% 350 485s 4966 1838 387.75247 31 101 433.00000 379.30227 12.4% 353 490s 5016 1855 417.03895 62 94 433.00000 379.30227 12.4% 353 495s 5077 1863 409.08093 48 132 433.00000 379.54760 12.3% 352 500s 5134 1865 396.42615 37 102 433.00000 379.80947 12.3% 353 505s 5178 1881 412.32987 56 117 433.00000 379.86515 12.3% 354 510s 5215 1895 407.06491 43 112 433.00000 380.34958 12.2% 355 515s 5295 1911 382.28842 26 134 433.00000 380.71481 12.1% 354 520s 5318 1922 395.07142 35 128 433.00000 380.71481 12.1% 355 525s 5379 1933 infeasible 31 433.00000 380.71481 12.1% 357 530s 5423 1943 423.98999 38 116 433.00000 381.15322 12.0% 359 535s 5475 1947 infeasible 36 433.00000 381.22352 12.0% 360 540s 5533 1962 413.65036 39 126 433.00000 381.44042 11.9% 359 545s 5596 1979 388.44992 36 111 433.00000 381.63847 11.9% 360 550s 5658 1979 427.80842 52 103 433.00000 381.68251 11.9% 361 555s 5732 1994 385.83843 37 117 433.00000 382.05496 11.8% 360 560s 5835 2035 412.68339 54 122 433.00000 382.20109 11.7% 357 565s 5904 2045 413.48656 40 130 433.00000 382.62992 11.6% 357 570s 5977 2054 cutoff 40 433.00000 382.66361 11.6% 357 575s 6053 2061 427.68662 70 110 433.00000 382.82326 11.6% 356 580s 6099 2063 392.60388 42 90 433.00000 382.84125 11.6% 358 585s 6180 2075 390.55203 36 117 433.00000 383.20704 11.5% 358 590s 6234 2083 417.83967 43 127 433.00000 383.59603 11.4% 359 595s 6289 2077 393.44502 38 98 433.00000 383.98214 11.3% 360 600s 6352 2070 386.71628 36 124 433.00000 384.68755 11.2% 361 605s 6405 2070 394.47129 29 122 433.00000 384.92228 11.1% 362 610s 6472 2084 cutoff 45 433.00000 385.40298 11.0% 362 615s 6545 2114 418.57779 61 93 433.00000 385.43603 11.0% 362 620s 6612 2116 388.97674 36 126 433.00000 385.65530 10.9% 361 625s 6678 2139 401.52479 44 112 433.00000 385.66043 10.9% 362 630s 6742 2149 400.12987 47 94 433.00000 385.84483 10.9% 362 635s 6802 2167 400.81277 38 123 433.00000 386.03187 10.8% 363 640s 6871 2193 428.23690 69 113 433.00000 386.17992 10.8% 363 645s 6962 2201 infeasible 45 433.00000 386.50184 10.7% 362 650s 7031 2220 cutoff 37 433.00000 386.62738 10.7% 363 655s 7120 2247 391.47467 33 118 433.00000 386.69114 10.7% 362 660s 7191 2281 416.48104 69 102 433.00000 386.73095 10.7% 362 665s 7275 2283 cutoff 47 433.00000 386.75753 10.7% 361 670s 7332 2285 414.54864 57 106 433.00000 386.85151 10.7% 362 675s 7441 2272 392.58403 29 133 433.00000 386.96276 10.6% 359 680s 7495 2291 394.35740 38 138 433.00000 387.15406 10.6% 360 685s 7574 2314 424.41094 73 91 433.00000 387.21997 10.6% 360 690s 7660 2326 426.92923 53 103 433.00000 387.26952 10.6% 360 695s 7750 2313 414.15436 40 117 433.00000 387.56451 10.5% 359 700s 7824 2322 413.74539 30 138 433.00000 387.68196 10.5% 359 705s 7893 2348 413.58146 78 117 433.00000 387.70242 10.5% 359 710s 7962 2385 409.05017 67 116 433.00000 387.76967 10.4% 359 715s 8042 2389 388.84545 32 108 433.00000 387.90670 10.4% 359 720s 8111 2389 419.90333 49 106 433.00000 388.03413 10.4% 359 725s 8197 2376 409.57101 46 115 433.00000 388.14678 10.4% 359 730s 8264 2378 393.00163 36 111 433.00000 388.15803 10.4% 360 735s 8318 2385 427.92262 37 135 433.00000 388.26730 10.3% 361 740s 8402 2396 410.85799 50 119 433.00000 388.46110 10.3% 360 745s 8477 2421 408.03016 32 128 433.00000 388.50263 10.3% 361 750s 8556 2424 424.39182 39 117 433.00000 388.71213 10.2% 360 755s 8655 2437 412.12297 38 114 433.00000 388.85228 10.2% 360 760s 8752 2452 419.57678 57 124 433.00000 388.93426 10.2% 359 765s 8870 2451 420.28964 51 118 433.00000 389.00732 10.2% 357 770s 8957 2456 393.21530 39 104 433.00000 389.20390 10.1% 357 775s 9055 2465 402.76367 44 125 433.00000 389.37164 10.1% 356 780s 9168 2478 cutoff 44 433.00000 389.43723 10.1% 355 785s 9216 2474 408.43333 37 110 433.00000 389.50273 10.0% 356 790s 9307 2477 cutoff 55 433.00000 389.57887 10.0% 356 795s 9430 2483 cutoff 35 433.00000 389.72969 10.0% 354 800s 9512 2507 402.51848 32 121 433.00000 389.76266 10.0% 354 805s 9567 2478 cutoff 34 433.00000 389.98000 9.94% 355 810s 9653 2470 411.89258 44 105 433.00000 390.18784 9.89% 355 815s 9723 2469 416.81751 35 109 433.00000 390.24231 9.87% 355 820s 9810 2449 428.43307 36 129 433.00000 390.31166 9.86% 355 825s 9899 2457 infeasible 39 433.00000 390.33617 9.85% 355 830s 9989 2447 cutoff 38 433.00000 390.42550 9.83% 354 835s 10057 2461 411.76343 40 116 433.00000 390.53989 9.81% 355 840s 10125 2461 infeasible 36 433.00000 390.67462 9.77% 355 845s 10222 2490 424.73816 44 129 433.00000 390.72523 9.76% 354 850s 10297 2506 394.90370 38 104 433.00000 390.82154 9.74% 354 855s 10351 2509 422.71782 47 108 433.00000 390.89497 9.72% 355 860s 10422 2519 398.96364 54 117 433.00000 391.01186 9.70% 355 865s 10474 2525 417.07552 45 122 433.00000 391.01731 9.70% 356 870s 10545 2545 395.97856 37 121 433.00000 391.07327 9.68% 357 875s 10640 2551 410.92218 29 126 433.00000 391.15481 9.66% 357 880s 10738 2600 395.12946 42 105 433.00000 391.22475 9.65% 355 885s 10812 2618 410.84657 39 127 433.00000 391.30013 9.63% 356 890s 10897 2630 420.70368 41 105 433.00000 391.34700 9.62% 355 895s 10962 2681 425.70906 94 100 433.00000 391.44179 9.60% 355 900s 11017 2693 423.71555 50 98 433.00000 391.48530 9.59% 356 905s 11097 2714 cutoff 43 433.00000 391.52576 9.58% 355 910s 11158 2705 414.34022 46 112 433.00000 391.63927 9.55% 356 915s 11229 2713 428.24379 37 116 433.00000 391.72345 9.53% 356 920s 11322 2727 419.96697 40 124 433.00000 391.81499 9.51% 356 925s 11410 2759 408.86783 39 128 433.00000 391.88876 9.49% 355 930s 11507 2785 424.00806 50 118 433.00000 391.93792 9.48% 355 935s 11588 2790 424.23324 37 131 433.00000 392.06216 9.45% 355 940s 11673 2819 400.70989 42 112 433.00000 392.10831 9.44% 354 945s 11732 2847 cutoff 41 433.00000 392.13513 9.44% 355 950s 11817 2894 416.50384 51 129 433.00000 392.17165 9.43% 355 955s 11911 2929 423.51066 47 104 433.00000 392.19030 9.42% 354 960s 11989 2926 422.75495 41 95 433.00000 392.24761 9.41% 354 965s 12070 2940 396.20866 41 103 433.00000 392.38499 9.38% 354 970s 12150 2945 400.85073 42 90 433.00000 392.56172 9.34% 354 975s 12217 2945 410.08086 45 119 433.00000 392.62173 9.33% 355 980s 12308 3002 410.41069 49 108 433.00000 392.64661 9.32% 354 985s 12380 3026 413.32128 41 120 433.00000 392.70292 9.31% 354 990s 12436 3024 423.50191 40 113 433.00000 392.76593 9.29% 355 995s 12505 3021 cutoff 46 433.00000 392.79454 9.29% 355 1000s 12572 3027 417.54088 59 103 433.00000 392.84355 9.27% 355 1005s 12662 3049 408.38437 52 127 433.00000 392.92907 9.25% 355 1010s 12744 3071 410.59489 45 95 433.00000 393.02177 9.23% 355 1015s 12809 3077 414.68579 31 133 433.00000 393.05902 9.22% 355 1020s 12891 3098 400.40255 43 129 433.00000 393.17506 9.20% 355 1025s 12978 3141 417.10899 35 128 433.00000 393.29054 9.17% 354 1030s 13102 3196 429.60801 53 108 433.00000 393.35464 9.16% 353 1035s 13211 3211 426.14840 35 110 433.00000 393.58973 9.10% 352 1040s 13307 3261 422.21202 39 134 433.00000 393.69417 9.08% 351 1045s 13424 3268 425.73230 45 95 433.00000 393.89244 9.03% 350 1050s 13539 3304 430.31835 41 128 433.00000 394.00992 9.00% 349 1055s 13630 3354 411.66573 48 107 433.00000 394.07853 8.99% 349 1060s 13731 3419 428.94792 57 109 433.00000 394.11024 8.98% 348 1065s 13862 3483 401.28024 29 128 433.00000 394.19543 8.96% 347 1070s 13967 3536 418.51875 73 114 433.00000 394.32180 8.93% 346 1075s 14068 3613 415.64427 39 121 433.00000 394.39083 8.92% 345 1080s 14186 3704 405.43658 84 84 433.00000 394.45622 8.90% 344 1085s 14317 3772 418.50913 35 116 433.00000 394.49971 8.89% 343 1090s 14433 3782 419.01754 30 118 433.00000 394.59943 8.87% 342 1095s 14551 3866 399.04835 36 131 433.00000 394.62848 8.86% 341 1100s 14645 3921 cutoff 36 433.00000 394.66448 8.85% 341 1105s 14740 3960 405.15481 49 116 433.00000 394.72566 8.84% 341 1110s 14874 4040 423.24869 49 97 433.00000 394.80215 8.82% 340 1115s 14967 4076 422.74205 45 103 433.00000 394.84780 8.81% 340 1120s 15040 4116 406.30381 43 116 433.00000 395.06981 8.76% 340 1125s 15132 4184 405.12007 56 111 433.00000 395.08588 8.76% 340 1130s 15253 4265 infeasible 50 433.00000 395.09837 8.75% 339 1135s 15334 4320 428.29215 76 106 433.00000 395.17123 8.74% 340 1140s 15432 4359 411.11385 37 126 433.00000 395.25211 8.72% 340 1145s 15587 4461 413.61578 83 97 433.00000 395.29461 8.71% 338 1150s 15712 4510 408.36155 40 112 433.00000 395.52497 8.65% 338 1155s 15858 4611 404.31409 41 129 433.00000 395.62205 8.63% 337 1160s 15977 4690 413.42810 77 105 433.00000 395.67927 8.62% 337 1165s 16068 4750 429.80752 42 109 433.00000 395.78610 8.59% 336 1170s 16163 4779 400.59298 43 104 433.00000 395.86654 8.58% 336 1175s 16295 4844 424.27561 52 110 433.00000 395.93574 8.56% 336 1180s 16411 4912 cutoff 78 433.00000 395.96743 8.55% 335 1185s 16541 5000 419.44450 97 109 433.00000 395.98964 8.55% 335 1190s 16677 5028 418.08518 46 105 433.00000 396.28471 8.48% 334 1195s 16784 5075 415.85083 37 112 433.00000 396.36397 8.46% 334 1200s 16926 5193 419.97452 128 93 433.00000 396.39448 8.45% 333 1205s 16938 5198 421.61556 140 87 433.00000 396.39448 8.45% 333 1210s 16981 5212 425.57863 68 125 433.00000 396.41146 8.45% 332 1215s 17066 5249 406.99143 50 102 433.00000 396.59171 8.41% 332 1220s 17182 5324 403.85299 42 108 433.00000 396.72399 8.38% 332 1225s 17384 5445 cutoff 35 433.00000 396.87979 8.34% 330 1230s 17501 5517 409.54428 41 114 433.00000 396.95076 8.33% 330 1235s 17661 5607 410.73329 61 118 433.00000 396.95475 8.32% 329 1240s 17740 5641 407.13769 44 118 433.00000 397.03166 8.31% 329 1245s 17860 5711 406.49767 38 128 433.00000 397.18384 8.27% 329 1250s 17982 5760 408.01474 39 122 433.00000 397.25342 8.26% 328 1255s 18067 5809 406.99111 38 120 433.00000 397.30798 8.24% 329 1260s 18168 5870 416.22741 40 126 433.00000 397.43427 8.21% 329 1265s 18348 5950 402.79143 45 113 433.00000 397.67514 8.16% 327 1270s 18520 6075 407.54191 34 117 433.00000 397.72581 8.15% 326 1275s 18644 6132 413.23807 52 123 433.00000 397.83607 8.12% 326 1280s 18798 6225 402.67599 36 128 433.00000 397.85982 8.12% 325 1285s 18943 6273 416.43427 55 105 433.00000 397.98126 8.09% 324 1290s 19102 6366 cutoff 51 433.00000 398.00986 8.08% 323 1295s 19223 6432 429.89025 52 115 433.00000 398.09730 8.06% 323 1300s 19345 6472 409.09509 32 135 433.00000 398.23869 8.03% 322 1305s 19453 6533 414.50907 49 108 433.00000 398.26215 8.02% 322 1310s 19552 6569 416.16048 56 115 433.00000 398.35925 8.00% 322 1315s 19671 6635 427.40841 52 112 433.00000 398.45885 7.98% 322 1320s 19812 6673 cutoff 55 433.00000 398.52842 7.96% 321 1325s 19925 6738 425.43578 54 101 433.00000 398.59438 7.95% 321 1330s 20032 6768 401.86753 39 120 433.00000 398.75136 7.91% 321 1335s 20181 6862 425.14925 62 98 433.00000 398.82422 7.89% 320 1340s 20281 6915 407.10711 44 125 433.00000 398.87221 7.88% 320 1345s 20400 6988 cutoff 42 433.00000 398.94299 7.87% 320 1350s 20539 7084 415.85306 95 100 433.00000 398.95783 7.86% 319 1355s 20650 7159 431.39377 73 103 433.00000 398.97590 7.86% 319 1360s 20803 7218 426.06825 59 121 433.00000 399.10965 7.83% 318 1365s 20933 7268 405.82846 52 105 433.00000 399.27824 7.79% 318 1370s 21063 7352 423.63113 54 120 433.00000 399.30186 7.78% 318 1375s 21172 7411 427.37665 63 106 433.00000 399.35295 7.77% 318 1380s 21299 7473 408.06511 38 122 433.00000 399.44727 7.75% 318 1385s 21437 7528 409.50971 44 111 433.00000 399.52144 7.73% 317 1390s 21563 7603 cutoff 43 433.00000 399.58987 7.72% 317 1395s 21675 7650 427.51433 52 131 433.00000 399.65601 7.70% 317 1400s 21799 7704 401.40497 45 97 433.00000 399.77161 7.67% 316 1405s 21907 7760 414.66043 51 108 433.00000 399.82072 7.66% 316 1410s 22023 7827 411.11307 50 110 433.00000 399.86204 7.65% 316 1415s 22140 7856 infeasible 60 433.00000 399.89284 7.65% 316 1420s 22266 7897 414.70443 46 104 433.00000 399.92790 7.64% 316 1425s 22388 7975 cutoff 54 433.00000 399.96438 7.63% 316 1430s 22507 8037 423.51418 53 126 433.00000 400.00324 7.62% 316 1435s 22622 8091 421.71610 62 110 433.00000 400.04505 7.61% 316 1440s 22746 8146 405.55134 42 123 433.00000 400.09998 7.60% 315 1445s 22893 8231 408.94933 48 84 433.00000 400.13717 7.59% 315 1450s 22992 8297 426.92286 56 121 433.00000 400.19073 7.58% 315 1455s 23101 8336 423.20623 67 102 433.00000 400.24404 7.56% 315 1460s 23256 8425 430.52788 49 106 433.00000 400.36825 7.54% 315 1465s 23418 8503 430.89306 59 94 433.00000 400.39460 7.53% 314 1470s 23560 8587 424.88481 65 96 433.00000 400.49053 7.51% 314 1475s 23659 8628 419.42450 55 129 433.00000 400.53390 7.50% 314 1480s 23767 8687 421.71038 62 114 433.00000 400.55282 7.49% 314 1485s 23863 8727 419.33550 64 103 433.00000 400.57984 7.49% 314 1490s 23963 8752 413.79618 42 110 433.00000 400.64236 7.47% 314 1495s 24099 8799 400.95579 40 117 433.00000 400.69989 7.46% 314 1500s 24257 8875 417.29390 52 119 433.00000 400.75981 7.45% 313 1505s 24420 8971 407.84670 55 125 433.00000 400.80220 7.44% 313 1510s 24534 9019 406.34422 44 112 433.00000 400.86831 7.42% 312 1515s 24659 9099 427.46014 71 92 433.00000 400.88461 7.42% 312 1520s 24759 9127 410.53693 40 135 433.00000 400.96472 7.40% 312 1525s 24885 9204 cutoff 93 433.00000 400.98811 7.39% 312 1530s 25040 9268 426.94885 79 99 433.00000 401.12679 7.36% 311 1535s 25151 9317 422.33577 57 117 433.00000 401.14989 7.36% 311 1540s 25261 9375 427.11291 52 103 433.00000 401.19882 7.34% 311 1545s 25440 9498 428.52450 111 79 433.00000 401.21929 7.34% 311 1550s 25533 9532 cutoff 46 433.00000 401.27660 7.33% 311 1555s 25653 9570 412.45958 61 112 433.00000 401.33079 7.31% 311 1560s 25792 9652 422.84344 62 114 433.00000 401.38084 7.30% 311 1565s 25922 9730 422.63784 64 101 433.00000 401.40489 7.30% 310 1570s 26017 9759 420.73917 43 105 433.00000 401.48574 7.28% 311 1575s 26126 9803 infeasible 40 433.00000 401.51386 7.27% 311 1580s 26242 9874 infeasible 39 433.00000 401.55586 7.26% 311 1585s 26355 9908 418.88264 47 105 433.00000 401.63833 7.24% 311 1590s 26461 9963 cutoff 57 433.00000 401.71089 7.23% 311 1595s 26636 10045 418.87643 47 106 433.00000 401.76864 7.21% 310 1600s 26774 10099 426.34765 45 117 433.00000 401.86923 7.19% 310 1605s 26894 10141 417.97094 55 101 433.00000 401.90849 7.18% 310 1610s 27013 10194 431.11455 69 100 433.00000 401.97727 7.16% 310 1615s 27154 10276 cutoff 56 433.00000 402.00390 7.16% 310 1620s 27312 10363 419.96193 34 105 433.00000 402.08594 7.14% 309 1625s 27434 10413 414.23499 37 108 433.00000 402.14397 7.13% 309 1630s 27560 10456 411.08664 45 129 433.00000 402.22930 7.11% 309 1635s 27678 10504 cutoff 61 433.00000 402.26544 7.10% 309 1640s 27802 10539 431.91973 51 118 433.00000 402.35401 7.08% 309 1645s 27953 10608 429.71405 51 113 433.00000 402.41928 7.06% 309 1650s 28026 10635 422.84845 44 122 433.00000 402.43357 7.06% 309 1655s 28172 10711 426.71617 48 118 433.00000 402.50746 7.04% 308 1660s 28269 10723 412.11985 50 117 433.00000 402.59591 7.02% 309 1665s 28430 10815 419.84275 40 120 433.00000 402.64554 7.01% 308 1670s 28561 10853 410.42415 36 127 433.00000 402.73869 6.99% 308 1675s 28667 10889 cutoff 62 433.00000 402.78717 6.98% 308 1680s 28806 10950 416.09781 87 101 433.00000 402.83843 6.97% 308 1685s 28945 11006 424.23488 50 131 433.00000 402.90376 6.95% 308 1690s 29111 11100 406.49936 38 91 433.00000 402.95290 6.94% 307 1695s 29266 11195 425.85343 53 127 433.00000 403.00243 6.93% 307 1700s 29375 11227 423.76888 51 121 433.00000 403.06258 6.91% 307 1705s 29518 11252 infeasible 39 433.00000 403.10293 6.90% 307 1710s 29644 11303 426.95405 65 104 433.00000 403.14658 6.89% 307 1715s 29821 11404 cutoff 63 433.00000 403.19114 6.88% 306 1720s 29954 11441 408.50917 51 108 433.00000 403.22700 6.88% 306 1725s 30118 11544 415.87999 46 125 433.00000 403.25144 6.87% 305 1730s 30272 11611 410.63278 56 115 433.00000 403.27477 6.86% 305 1735s 30445 11685 416.06638 50 118 433.00000 403.31946 6.85% 305 1740s 30563 11708 411.86059 81 89 433.00000 403.37399 6.84% 305 1745s 30717 11769 429.82371 34 112 433.00000 403.42548 6.83% 304 1750s 30903 11841 420.36955 63 109 433.00000 403.48714 6.82% 304 1755s 31006 11889 cutoff 68 433.00000 403.51369 6.81% 304 1760s 31100 11918 422.99406 43 140 433.00000 403.53081 6.81% 304 1765s 31294 12003 418.65363 43 122 433.00000 403.56982 6.80% 303 1770s 31409 12051 418.05054 46 119 433.00000 403.61596 6.79% 303 1775s 31525 12095 404.86300 59 107 433.00000 403.64187 6.78% 304 1780s 31655 12175 424.05442 69 95 433.00000 403.66293 6.78% 304 1785s 31816 12249 416.48799 73 106 433.00000 403.69717 6.77% 303 1790s 31940 12280 412.48913 42 114 433.00000 403.76064 6.75% 303 1795s 32070 12314 422.47945 60 115 433.00000 403.83308 6.74% 303 1800s 32251 12397 424.14200 34 122 433.00000 403.85430 6.73% 303 1805s 32398 12449 410.57219 48 106 433.00000 403.90277 6.72% 302 1810s 32502 12490 413.76441 68 111 433.00000 403.94149 6.71% 303 1815s 32648 12541 431.22816 44 116 433.00000 404.03796 6.69% 302 1820s 32795 12610 421.11473 51 108 433.00000 404.08411 6.68% 302 1825s 32963 12685 423.26606 49 109 433.00000 404.10617 6.67% 302 1830s 33100 12735 420.72655 47 118 433.00000 404.14124 6.66% 302 1835s 33241 12769 424.34637 50 109 433.00000 404.17068 6.66% 301 1840s 33388 12832 cutoff 68 433.00000 404.21977 6.65% 301 1845s 33554 12898 419.66544 32 119 433.00000 404.27990 6.63% 301 1850s 33745 12988 428.95975 51 120 433.00000 404.33470 6.62% 300 1855s 33907 13024 cutoff 33 433.00000 404.38309 6.61% 300 1860s 34052 13073 415.35076 51 118 433.00000 404.43247 6.60% 300 1865s 34171 13114 421.05582 51 101 433.00000 404.46456 6.59% 300 1870s 34331 13168 421.26988 44 131 433.00000 404.54200 6.57% 300 1875s 34463 13199 420.13107 50 114 433.00000 404.57876 6.56% 299 1880s 34616 13235 412.48569 36 126 433.00000 404.62420 6.55% 299 1885s 34771 13303 430.13707 64 116 433.00000 404.68468 6.54% 299 1890s 34979 13415 428.28499 56 99 433.00000 404.71540 6.53% 298 1895s 35131 13474 415.69712 46 118 433.00000 404.77090 6.52% 298 1900s 35272 13548 infeasible 52 433.00000 404.78844 6.52% 298 1905s 35414 13594 427.75353 85 107 433.00000 404.83401 6.50% 298 1910s 35589 13667 428.32130 63 89 433.00000 404.87065 6.50% 297 1915s 35776 13732 421.57596 50 120 433.00000 404.89675 6.49% 297 1920s 35953 13805 418.58675 98 87 433.00000 404.92590 6.48% 296 1925s 36121 13853 429.69066 58 106 433.00000 404.96234 6.48% 296 1930s 36229 13869 infeasible 38 433.00000 405.03727 6.46% 296 1935s 36424 13929 413.11730 40 113 433.00000 405.08777 6.45% 296 1940s 36604 14014 416.33341 40 119 433.00000 405.12749 6.44% 295 1945s 36787 14096 424.38846 48 105 433.00000 405.17806 6.43% 295 1950s 36935 14131 423.15504 49 112 433.00000 405.23159 6.41% 295 1955s 37077 14190 427.02551 52 98 433.00000 405.25647 6.41% 295 1960s 37187 14219 cutoff 48 433.00000 405.29658 6.40% 295 1965s 37317 14220 413.09225 41 134 433.00000 405.33601 6.39% 295 1970s 37457 14264 412.39132 44 120 433.00000 405.37528 6.38% 294 1975s 37584 14317 422.98128 44 122 433.00000 405.41482 6.37% 294 1980s 37695 14356 420.22935 50 101 433.00000 405.43940 6.37% 294 1985s 37861 14414 418.93064 32 103 433.00000 405.47386 6.36% 294 1990s 38038 14474 413.66930 53 101 433.00000 405.51854 6.35% 294 1995s 38177 14526 421.68706 46 91 433.00000 405.54823 6.34% 293 2000s 38313 14570 422.80438 58 101 433.00000 405.59021 6.33% 293 2005s 38432 14626 409.21328 43 118 433.00000 405.62949 6.32% 293 2010s 38557 14670 430.13656 55 102 433.00000 405.65161 6.32% 293 2015s 38666 14685 413.26409 43 122 433.00000 405.69089 6.31% 293 2020s 38809 14756 411.71507 49 118 433.00000 405.71236 6.30% 293 2025s 38970 14837 411.94251 56 100 433.00000 405.73860 6.30% 293 2030s 39112 14895 416.31167 47 100 433.00000 405.76077 6.29% 293 2035s 39256 14966 409.78887 65 89 433.00000 405.79978 6.28% 293 2040s 39382 15014 407.47628 44 131 433.00000 405.81210 6.28% 293 2045s 39540 15086 409.96475 39 122 433.00000 405.83361 6.27% 292 2050s 39670 15134 423.54245 63 120 433.00000 405.86528 6.27% 292 2055s 39779 15163 428.31441 51 119 433.00000 405.88238 6.26% 292 2060s 39935 15215 cutoff 42 433.00000 405.91377 6.26% 292 2065s 40076 15264 422.08348 36 139 433.00000 405.95564 6.25% 292 2070s 40187 15293 417.35222 51 112 433.00000 406.00403 6.23% 292 2075s 40363 15356 424.18695 46 123 433.00000 406.06740 6.22% 292 2080s 40506 15408 416.45125 55 102 433.00000 406.08676 6.22% 291 2085s 40674 15466 418.09712 45 124 433.00000 406.11746 6.21% 291 2090s 40804 15510 424.70016 76 106 433.00000 406.15504 6.20% 291 2149s 40831 15525 cutoff 66 433.00000 406.16096 6.20% 291 2150s 40979 15562 420.39792 42 104 433.00000 406.19711 6.19% 291 2155s 41140 15626 413.53421 38 123 433.00000 406.22188 6.18% 291 2160s 41262 15663 428.04697 61 113 433.00000 406.26843 6.17% 291 2165s 41424 15747 423.60339 93 84 433.00000 406.28357 6.17% 290 2170s 41542 15795 423.91025 61 111 433.00000 406.30846 6.16% 290 2175s 41663 15817 infeasible 53 433.00000 406.34897 6.15% 290 2180s 41856 15917 cutoff 53 433.00000 406.37900 6.15% 290 2185s 42059 15964 423.52494 51 120 433.00000 406.40450 6.14% 289 2190s 42194 16005 419.00905 52 116 433.00000 406.44043 6.13% 289 2195s 42362 16070 416.37196 43 121 433.00000 406.46908 6.13% 289 2200s 42492 16110 426.09769 43 102 433.00000 406.50095 6.12% 289 2205s 42637 16159 431.04204 54 89 433.00000 406.52824 6.11% 289 2210s 42774 16190 410.15941 39 103 433.00000 406.56750 6.10% 289 2215s 42924 16234 418.20460 67 105 433.00000 406.58729 6.10% 289 2220s 43051 16295 428.91864 70 110 433.00000 406.60489 6.10% 289 2225s 43167 16322 427.58033 59 122 433.00000 406.62904 6.09% 289 2230s 43307 16363 cutoff 77 433.00000 406.67290 6.08% 289 2235s 43470 16419 infeasible 36 433.00000 406.69739 6.07% 288 2240s 43613 16476 408.69452 60 107 433.00000 406.74345 6.06% 288 2245s 43746 16512 421.91805 64 120 433.00000 406.75543 6.06% 288 2250s 43879 16535 415.61509 50 126 433.00000 406.77626 6.06% 288 2255s 44048 16579 414.13546 39 127 433.00000 406.81298 6.05% 288 2260s 44186 16621 426.24993 40 128 433.00000 406.82804 6.04% 288 2265s 44329 16678 429.29168 73 118 433.00000 406.85124 6.04% 287 2270s 44474 16743 428.98692 47 123 433.00000 406.86713 6.04% 287 2275s 44657 16772 428.47459 43 108 433.00000 406.90247 6.03% 287 2280s 44853 16845 422.04492 49 107 433.00000 406.94116 6.02% 287 2285s 45011 16876 407.49142 55 113 433.00000 406.98373 6.01% 286 2290s 45173 16941 cutoff 40 433.00000 407.00972 6.00% 286 2295s 45374 16992 417.20733 55 117 433.00000 407.03324 6.00% 286 2300s 45509 17027 420.97544 68 84 433.00000 407.06877 5.99% 286 2305s 45655 17057 417.66632 40 126 433.00000 407.10882 5.98% 286 2310s 45785 17113 419.58423 42 120 433.00000 407.13088 5.97% 286 2315s 45942 17181 431.44268 53 130 433.00000 407.13703 5.97% 285 2320s 46090 17198 429.15382 94 97 433.00000 407.17213 5.96% 285 2325s 46260 17227 419.54349 59 124 433.00000 407.20637 5.96% 285 2330s 46413 17277 416.00837 55 102 433.00000 407.23819 5.95% 285 2335s 46610 17372 410.95489 83 94 433.00000 407.28486 5.94% 284 2340s 46767 17446 418.16654 50 117 433.00000 407.31458 5.93% 284 2345s 46898 17474 412.72856 68 109 433.00000 407.34340 5.93% 284 2350s 47009 17507 427.06728 57 106 433.00000 407.36032 5.92% 284 2355s 47225 17579 413.97745 50 108 433.00000 407.39371 5.91% 284 2360s 47432 17679 infeasible 66 433.00000 407.42391 5.91% 283 2365s 47602 17718 428.83729 36 119 433.00000 407.45837 5.90% 283 2370s 47701 17716 420.61418 46 106 433.00000 407.49064 5.89% 283 2375s 47843 17738 infeasible 47 433.00000 407.52530 5.88% 283 2380s 47980 17791 425.64636 60 97 433.00000 407.54337 5.88% 283 2385s 48102 17825 423.18764 45 123 433.00000 407.57822 5.87% 283 2390s 48238 17870 415.74521 56 106 433.00000 407.60240 5.87% 283 2395s 48380 17929 430.48490 60 105 433.00000 407.62318 5.86% 283 2400s 48536 17959 420.15471 47 104 433.00000 407.65599 5.85% 283 2405s 48706 18022 427.52513 71 109 433.00000 407.69211 5.84% 283 2410s 48891 18099 414.12969 37 136 433.00000 407.72677 5.84% 282 2415s 49024 18156 422.60237 55 116 433.00000 407.74996 5.83% 282 2420s 49173 18200 410.56101 42 101 433.00000 407.78564 5.82% 282 2425s 49349 18280 415.90395 69 107 433.00000 407.80543 5.82% 282 2430s 49499 18322 413.78120 49 110 433.00000 407.83250 5.81% 282 2435s 49680 18390 429.71824 73 90 433.00000 407.85062 5.81% 282 2440s 49845 18460 424.68230 57 99 433.00000 407.86785 5.80% 281 2445s 49999 18494 424.65149 65 96 433.00000 407.90075 5.80% 281 2450s 50148 18549 409.05960 66 111 433.00000 407.92128 5.79% 281 2455s 50277 18581 409.97071 55 120 433.00000 407.94754 5.79% 281 2460s 50483 18669 426.63092 51 118 433.00000 407.96425 5.78% 281 2465s 50657 18726 411.44424 39 115 433.00000 407.98274 5.78% 281 2470s 50819 18776 424.55532 42 130 433.00000 407.99478 5.77% 280 2475s 50978 18814 424.88484 66 122 433.00000 408.02564 5.77% 280 2480s 51144 18877 420.18418 47 119 433.00000 408.06157 5.76% 280 2485s 51343 18984 411.02407 41 114 433.00000 408.08262 5.75% 280 2490s 51539 19066 416.66214 43 131 433.00000 408.12132 5.75% 279 2495s 51674 19101 cutoff 48 433.00000 408.14050 5.74% 279 2500s 51817 19133 cutoff 67 433.00000 408.16875 5.73% 279 2505s 51978 19154 infeasible 40 433.00000 408.18885 5.73% 279 2510s 52111 19193 410.16863 40 125 433.00000 408.21334 5.72% 279 2515s 52283 19267 cutoff 56 433.00000 408.23288 5.72% 279 2520s 52470 19354 415.44673 41 123 433.00000 408.25340 5.72% 279 2525s 52643 19410 425.36963 52 81 433.00000 408.27108 5.71% 278 2530s 52796 19447 430.84912 56 109 433.00000 408.29441 5.71% 278 2535s 52967 19492 425.17469 48 111 433.00000 408.33336 5.70% 278 2540s 53121 19526 413.37121 47 111 433.00000 408.37886 5.69% 278 2545s 53348 19631 417.44005 46 113 433.00000 408.40418 5.68% 278 2550s 53485 19673 427.11522 67 109 433.00000 408.41995 5.68% 277 2555s 53613 19690 414.98860 49 106 433.00000 408.44425 5.67% 278 2560s 53806 19745 419.73418 50 109 433.00000 408.46517 5.67% 277 2565s 53962 19794 422.06811 66 116 433.00000 408.50038 5.66% 277 2570s 54153 19877 424.35890 45 132 433.00000 408.54233 5.65% 277 2575s 54368 19953 428.50369 42 110 433.00000 408.57292 5.64% 276 2580s 54600 20051 cutoff 52 433.00000 408.59910 5.64% 276 2585s 54748 20100 426.67825 52 94 433.00000 408.61555 5.63% 276 2590s 54885 20142 412.79726 35 127 433.00000 408.64845 5.62% 276 2595s 55074 20221 425.42830 40 124 433.00000 408.68042 5.62% 276 2600s 55222 20256 416.38919 43 124 433.00000 408.69883 5.61% 275 2605s 55388 20290 429.40748 65 95 433.00000 408.71492 5.61% 275 2610s 55569 20352 414.74534 60 108 433.00000 408.75334 5.60% 275 2615s 55721 20416 cutoff 52 433.00000 408.77307 5.60% 275 2620s 55878 20492 409.13318 35 134 433.00000 408.79187 5.59% 275 2625s 56085 20601 423.33168 50 119 433.00000 408.83091 5.58% 275 2630s 56246 20649 420.95125 45 122 433.00000 408.85231 5.58% 275 2635s 56448 20724 418.08140 73 99 433.00000 408.87339 5.57% 274 2640s 56666 20832 423.13955 57 114 433.00000 408.90448 5.56% 274 2645s 56824 20869 cutoff 60 433.00000 408.93201 5.56% 274 2650s 56986 20928 427.41398 64 111 433.00000 408.95752 5.55% 274 2655s 57184 20987 infeasible 37 433.00000 408.98127 5.55% 273 2660s 57317 21026 infeasible 40 433.00000 408.99461 5.54% 273 2665s 57535 21116 426.95246 61 108 433.00000 409.03612 5.53% 273 2670s 57754 21193 429.47003 52 93 433.00000 409.06437 5.53% 273 2675s 57915 21263 cutoff 54 433.00000 409.08886 5.52% 272 2680s 58066 21303 infeasible 49 433.00000 409.11298 5.52% 272 2685s 58247 21350 425.33460 50 111 433.00000 409.13940 5.51% 272 2690s 58421 21394 cutoff 54 433.00000 409.18938 5.50% 272 2695s 58609 21449 416.68504 47 99 433.00000 409.21470 5.49% 272 2700s 58798 21510 426.26225 43 128 433.00000 409.23914 5.49% 272 2705s 58956 21577 infeasible 40 433.00000 409.24640 5.49% 272 2710s 59142 21629 423.48940 62 116 433.00000 409.27919 5.48% 271 2715s 59327 21691 418.01369 48 123 433.00000 409.30381 5.47% 271 2720s 59493 21734 infeasible 80 433.00000 409.33981 5.46% 271 2725s 59703 21840 429.17508 117 92 433.00000 409.36939 5.46% 271 2730s 59889 21906 431.64722 60 111 433.00000 409.39315 5.45% 270 2735s 60059 21928 425.28108 53 97 433.00000 409.43736 5.44% 270 2740s 60276 22006 417.84400 39 119 433.00000 409.45847 5.44% 270 2745s 60495 22107 416.97413 37 107 433.00000 409.47362 5.43% 270 2750s 60661 22141 429.75709 57 113 433.00000 409.50792 5.43% 269 2755s 60814 22198 417.68803 51 100 433.00000 409.51577 5.42% 269 2760s 61021 22288 424.38953 58 117 433.00000 409.53349 5.42% 269 2765s 61206 22340 infeasible 65 433.00000 409.55385 5.41% 269 2770s 61360 22365 415.60544 47 116 433.00000 409.57853 5.41% 269 2775s 61579 22433 cutoff 48 433.00000 409.60970 5.40% 268 2780s 61745 22481 415.58665 54 120 433.00000 409.63889 5.40% 268 2785s 61921 22523 cutoff 46 433.00000 409.65778 5.39% 268 2790s 62097 22599 419.46331 63 81 433.00000 409.67904 5.39% 268 2795s 62275 22638 413.09097 50 124 433.00000 409.71340 5.38% 268 2800s 62506 22696 429.40857 91 101 433.00000 409.72652 5.37% 267 2805s 62659 22734 infeasible 39 433.00000 409.76622 5.37% 267 2810s 62837 22781 cutoff 47 433.00000 409.77737 5.36% 267 2815s 63031 22839 426.32164 44 115 433.00000 409.80756 5.36% 267 2820s 63209 22892 415.11433 49 99 433.00000 409.83008 5.35% 267 2825s 63375 22923 cutoff 53 433.00000 409.84983 5.35% 267 2830s 63485 22941 cutoff 65 433.00000 409.88318 5.34% 267 2835s 63694 23035 421.24798 57 82 433.00000 409.90479 5.33% 267 2840s 63847 23082 419.00160 75 105 433.00000 409.93718 5.33% 267 2845s 63976 23123 415.67141 38 113 433.00000 409.95073 5.32% 267 2850s 64157 23196 420.18247 70 99 433.00000 409.97761 5.32% 266 2855s 64411 23303 427.19641 56 122 433.00000 409.99472 5.31% 266 2860s 64588 23379 424.44515 58 112 433.00000 410.01431 5.31% 266 2865s 64773 23433 426.14662 63 116 433.00000 410.04551 5.30% 266 2870s 64957 23505 424.29537 59 93 433.00000 410.06473 5.30% 265 2875s 65162 23582 428.16423 57 120 433.00000 410.08864 5.29% 265 2880s 65381 23664 415.42905 70 117 433.00000 410.11708 5.28% 265 2885s 65523 23692 416.96380 63 115 433.00000 410.13734 5.28% 265 2890s 65734 23747 infeasible 50 433.00000 410.16307 5.27% 265 2895s 65937 23808 426.84830 58 95 433.00000 410.18699 5.27% 265 2900s 66162 23886 414.73157 53 99 433.00000 410.21916 5.26% 264 2905s 66391 23936 cutoff 60 433.00000 410.24345 5.26% 264 2910s 66561 23980 417.77438 59 106 433.00000 410.28187 5.25% 264 2915s 66754 24038 416.61876 37 107 433.00000 410.31463 5.24% 264 2920s 66944 24086 430.63232 60 107 433.00000 410.33262 5.23% 263 2925s 67140 24132 423.76648 58 106 433.00000 410.36362 5.23% 263 2930s 67344 24188 424.53437 42 127 433.00000 410.39352 5.22% 263 2935s 67510 24222 425.36146 46 119 433.00000 410.42882 5.21% 263 2940s 67665 24252 418.66548 51 110 433.00000 410.46204 5.21% 263 2945s 67849 24280 cutoff 31 433.00000 410.50240 5.20% 263 2950s 68030 24331 423.22075 68 110 433.00000 410.53077 5.19% 263 2955s 68214 24393 423.57084 47 112 433.00000 410.55907 5.18% 263 2960s 68428 24443 cutoff 52 433.00000 410.59331 5.17% 262 2965s 68626 24485 420.05850 54 94 433.00000 410.61808 5.17% 262 2970s 68812 24541 infeasible 49 433.00000 410.65942 5.16% 262 2975s 68992 24599 413.88542 60 98 433.00000 410.68715 5.15% 262 2980s 69114 24612 cutoff 58 433.00000 410.71425 5.15% 262 2985s 69295 24655 418.03569 64 103 433.00000 410.73634 5.14% 262 2990s 69536 24743 417.45042 62 114 433.00000 410.75940 5.14% 261 2995s 69735 24780 420.46001 50 108 433.00000 410.78788 5.13% 261 3000s 69897 24822 426.24604 51 105 433.00000 410.81070 5.12% 261 3005s 70069 24864 426.45179 61 115 433.00000 410.82370 5.12% 261 3010s 70245 24927 427.03166 53 119 433.00000 410.83695 5.12% 261 3015s 70425 24962 413.20784 39 126 433.00000 410.86119 5.11% 261 3020s 70611 25000 430.63861 51 87 433.00000 410.88257 5.11% 261 3025s 70759 25037 422.67405 44 128 433.00000 410.90446 5.10% 261 3030s 70962 25078 423.81064 54 114 433.00000 410.93872 5.09% 260 3035s 71148 25114 cutoff 50 433.00000 410.97309 5.09% 260 3040s 71282 25125 412.70316 63 92 433.00000 411.00604 5.08% 260 3045s 71442 25183 426.36929 61 101 433.00000 411.01835 5.08% 260 3050s 71609 25206 421.92371 54 89 433.00000 411.05003 5.07% 260 3055s 71861 25265 cutoff 46 433.00000 411.06605 5.07% 260 3060s 72041 25314 416.45775 47 126 433.00000 411.09504 5.06% 260 3065s 72243 25375 423.15444 62 100 433.00000 411.11780 5.05% 259 3070s 72415 25396 418.60667 43 121 433.00000 411.14316 5.05% 259 3075s 72567 25446 cutoff 52 433.00000 411.16242 5.04% 259 3080s 72790 25510 416.79068 48 122 433.00000 411.18890 5.04% 259 3085s 72979 25552 412.23601 38 113 433.00000 411.20718 5.03% 259 3090s 73190 25626 427.91790 55 92 433.00000 411.23022 5.03% 259 3095s 73474 25718 cutoff 55 433.00000 411.24658 5.02% 258 3100s 73709 25810 415.08916 46 90 433.00000 411.26897 5.02% 258 3105s 73942 25860 415.19320 43 106 433.00000 411.29738 5.01% 258 3110s 74171 25940 421.01997 64 103 433.00000 411.33391 5.00% 257 3115s 74376 25998 cutoff 62 433.00000 411.36194 5.00% 257 3120s 74571 26051 412.77848 54 93 433.00000 411.38796 4.99% 257 3125s 74828 26159 416.61347 54 120 433.00000 411.41762 4.98% 257 3130s 75013 26213 426.78603 67 117 433.00000 411.44343 4.98% 257 3135s 75176 26224 cutoff 67 433.00000 411.48367 4.97% 257 3140s 75391 26294 418.99416 39 118 433.00000 411.49863 4.97% 256 3145s 75551 26315 cutoff 45 433.00000 411.52413 4.96% 256 3150s 75747 26375 418.88783 39 117 433.00000 411.54576 4.95% 256 3155s 75947 26408 423.55235 45 127 433.00000 411.57872 4.95% 256 3160s 76160 26454 420.22074 40 107 433.00000 411.59538 4.94% 256 3165s 76331 26500 424.14734 40 129 433.00000 411.61260 4.94% 256 3170s 76512 26547 429.97104 45 113 433.00000 411.64127 4.93% 256 3175s 76716 26580 425.78601 59 108 433.00000 411.67582 4.92% 255 3180s 76919 26645 cutoff 48 433.00000 411.69919 4.92% 255 3185s 77103 26689 421.95869 49 117 433.00000 411.72467 4.91% 255 3190s 77299 26755 428.79924 57 104 433.00000 411.74879 4.91% 255 3195s 77501 26815 425.98301 36 119 433.00000 411.76457 4.90% 255 3200s 77678 26858 417.19114 42 111 433.00000 411.78552 4.90% 255 3205s 77887 26903 418.17193 59 104 433.00000 411.80213 4.90% 255 3210s 78039 26934 426.20460 55 115 433.00000 411.82755 4.89% 254 3215s 78299 27035 428.85876 61 125 433.00000 411.84596 4.89% 254 3220s 78514 27083 424.70754 49 115 433.00000 411.87466 4.88% 254 3225s 78699 27108 426.63035 66 124 433.00000 411.89986 4.87% 254 3230s 78903 27187 425.25380 41 115 433.00000 411.91296 4.87% 254 3235s 79178 27265 415.58544 102 101 433.00000 411.93596 4.86% 253 3240s 79423 27354 cutoff 27 433.00000 411.96426 4.86% 253 3245s 79666 27440 421.40152 85 105 433.00000 411.98142 4.85% 253 3250s 79856 27473 431.21342 63 126 433.00000 412.01670 4.85% 253 3255s 80064 27537 428.80322 47 116 433.00000 412.04088 4.84% 253 3260s 80231 27572 cutoff 47 433.00000 412.05987 4.84% 252 3265s 80492 27650 infeasible 37 433.00000 412.08509 4.83% 252 3270s 80678 27673 417.14233 65 103 433.00000 412.10959 4.82% 252 3275s 80897 27722 418.11000 28 129 433.00000 412.13110 4.82% 252 3280s 81094 27763 418.78037 52 126 433.00000 412.15333 4.81% 252 3285s 81307 27824 cutoff 84 433.00000 412.19059 4.81% 252 3290s 81486 27859 415.79771 55 109 433.00000 412.22232 4.80% 252 3295s 81686 27900 cutoff 49 433.00000 412.24992 4.79% 251 3300s 81912 27951 infeasible 60 433.00000 412.27851 4.79% 251 3305s 82102 27980 419.25659 39 117 433.00000 412.29847 4.78% 251 3310s 82292 28012 429.85772 52 109 433.00000 412.33224 4.77% 251 3315s 82568 28075 421.91175 54 95 433.00000 412.35246 4.77% 251 3320s 82788 28118 427.41048 59 109 433.00000 412.37243 4.76% 250 3325s 83021 28194 421.34697 65 95 433.00000 412.39763 4.76% 250 3330s 83264 28238 413.23669 58 112 433.00000 412.42910 4.75% 250 3335s 83462 28283 420.55500 49 95 433.00000 412.45030 4.75% 250 3340s 83730 28380 430.74729 84 82 433.00000 412.47152 4.74% 249 3345s 83977 28465 423.63993 55 114 433.00000 412.49511 4.74% 249 3350s 84209 28502 cutoff 64 433.00000 412.51176 4.73% 249 3355s 84431 28562 422.37907 54 100 433.00000 412.53777 4.73% 249 3360s 84669 28640 417.51750 75 103 433.00000 412.55448 4.72% 249 3365s 84896 28707 413.41567 61 107 433.00000 412.56876 4.72% 248 3370s 85118 28766 414.58618 45 107 433.00000 412.58680 4.71% 248 3375s 85344 28848 419.94583 47 103 433.00000 412.60595 4.71% 248 3380s 85650 28928 413.16071 40 119 433.00000 412.64184 4.70% 248 3385s 85854 28978 426.89151 49 106 433.00000 412.65934 4.70% 248 3390s 86088 29066 cutoff 77 433.00000 412.67648 4.69% 247 3395s 86307 29124 428.46563 81 110 433.00000 412.69647 4.69% 247 3400s 86536 29185 430.96194 63 111 433.00000 412.71728 4.68% 247 3405s 86786 29272 cutoff 54 433.00000 412.74094 4.68% 247 3410s 87029 29307 cutoff 60 433.00000 412.77328 4.67% 246 3415s 87176 29330 417.74051 43 115 433.00000 412.79767 4.67% 246 3420s 87416 29399 424.54103 71 112 433.00000 412.82476 4.66% 246 3425s 87669 29478 419.11217 52 112 433.00000 412.84860 4.65% 246 3430s 87907 29541 426.27312 66 121 433.00000 412.87611 4.65% 246 3435s 88084 29576 422.36800 50 123 433.00000 412.89135 4.64% 246 3440s 88331 29622 431.87146 67 97 433.00000 412.90474 4.64% 246 3445s 88636 29678 infeasible 52 433.00000 412.93251 4.63% 245 3450s 88870 29749 418.02950 64 111 433.00000 412.95611 4.63% 245 3455s 89053 29773 417.14216 56 111 433.00000 412.96580 4.63% 245 3460s 89270 29841 cutoff 74 433.00000 412.97472 4.62% 245 3465s 89519 29918 418.24642 57 118 433.00000 412.99894 4.62% 244 3470s 89734 29952 infeasible 58 433.00000 413.02165 4.61% 244 3475s 89963 30000 416.52761 46 115 433.00000 413.05794 4.61% 244 3480s 90149 30020 428.72536 45 114 433.00000 413.07697 4.60% 244 3485s 90359 30049 427.25656 47 89 433.00000 413.10526 4.59% 244 3490s 90562 30094 cutoff 36 433.00000 413.11887 4.59% 244 3495s 90782 30140 419.62021 47 115 433.00000 413.13642 4.59% 244 3500s 91030 30194 419.61089 59 103 433.00000 413.15766 4.58% 243 3505s 91227 30270 428.85820 60 101 433.00000 413.17481 4.58% 243 3510s 91418 30308 430.84905 57 96 433.00000 413.19487 4.57% 243 3515s 91657 30322 419.94201 62 97 433.00000 413.22815 4.57% 243 3520s 91869 30394 415.20243 43 125 433.00000 413.23839 4.56% 243 3525s 92086 30448 424.90764 41 103 433.00000 413.25876 4.56% 243 3530s 92291 30501 425.22296 47 115 433.00000 413.26914 4.56% 243 3535s 92505 30535 420.70955 54 104 433.00000 413.28559 4.55% 243 3540s 92685 30550 cutoff 64 433.00000 413.30979 4.55% 243 3545s 92908 30617 414.01875 59 101 433.00000 413.32924 4.54% 242 3550s 93133 30675 428.17128 57 96 433.00000 413.35358 4.54% 242 3555s 93350 30716 429.79847 59 70 433.00000 413.37977 4.53% 242 3560s 93624 30758 425.28446 53 102 433.00000 413.40616 4.53% 242 3565s 93837 30805 cutoff 47 433.00000 413.42521 4.52% 242 3570s 94121 30927 419.18984 65 91 433.00000 413.44258 4.52% 241 3575s 94332 30951 cutoff 60 433.00000 413.45919 4.51% 241 3580s 94543 31008 431.03368 73 100 433.00000 413.48022 4.51% 241 3585s 94761 31049 431.97476 73 76 433.00000 413.50139 4.50% 241 3590s 94969 31049 419.97719 47 112 433.00000 413.53722 4.49% 241 3595s Cutting planes: Gomory: 6 Cover: 25 Implied bound: 9 Flow cover: 52 GUB cover: 16 Zero half: 2 Explored 95204 nodes (22930253 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 4.330000000000e+02, best bound 4.140000000000e+02, gap 4.3880%