Gurobi 5.0.1 (linux64) logging started Tue Jan 1 13:13:02 2013 Optimize a model with 13202 rows, 12960 columns and 56398 nonzeros Presolve removed 1900 rows and 160 columns Presolve time: 0.12s Presolved: 11302 rows, 12800 columns, 54101 nonzeros Variable types: 6320 continuous, 6480 integer (6480 binary) Root relaxation: objective 3.438237e+02, 14146 iterations, 2.14 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 343.82367 0 184 - 343.82367 - - 2s 0 0 364.38795 0 180 - 364.38795 - - 3s 0 0 371.68822 0 168 - 371.68822 - - 4s 0 0 375.33320 0 171 - 375.33320 - - 4s 0 0 380.14253 0 179 - 380.14253 - - 5s 0 0 382.35879 0 174 - 382.35879 - - 5s 0 0 388.74009 0 195 - 388.74009 - - 6s 0 0 390.11059 0 187 - 390.11059 - - 7s 0 0 390.44405 0 187 - 390.44405 - - 7s 0 0 390.72671 0 189 - 390.72671 - - 7s 0 0 390.85952 0 186 - 390.85952 - - 7s 0 0 391.31928 0 177 - 391.31928 - - 8s 0 0 392.14645 0 183 - 392.14645 - - 8s 0 0 392.17501 0 183 - 392.17501 - - 8s 0 0 392.17501 0 176 - 392.17501 - - 9s 0 0 392.17501 0 178 - 392.17501 - - 9s 0 0 392.17501 0 176 - 392.17501 - - 18s 0 2 392.20884 0 176 - 392.20884 - - 21s 4 6 393.96099 4 178 - 392.61100 - 1643 25s 13 15 398.90956 9 182 - 392.61100 - 1108 30s 29 31 406.96351 20 180 - 392.61100 - 848 35s 48 48 infeasible 33 - 392.61100 - 748 40s 66 66 419.49505 49 159 - 392.61100 - 723 45s 79 79 423.98077 60 156 - 392.61100 - 726 50s 93 89 429.67805 69 145 - 392.61100 - 762 55s 109 99 433.20436 81 133 - 392.61100 - 777 60s 152 124 392.97223 1 167 - 392.97223 - 642 65s 166 138 401.71911 13 170 - 393.22256 - 653 70s 183 153 413.68764 25 142 - 393.22256 - 663 75s 194 156 406.28334 8 155 - 393.50518 - 683 80s 208 170 412.60958 18 153 - 393.50518 - 704 85s 224 186 415.49265 30 145 - 393.50518 - 718 90s 257 211 399.61702 2 173 - 394.32884 - 686 95s 270 224 405.25090 12 162 - 394.32884 - 695 100s 281 235 409.59462 18 172 - 394.32884 - 720 105s 291 245 410.92386 24 165 - 394.32884 - 733 110s 312 266 430.24866 36 137 - 394.32884 - 734 115s 360 310 434.23737 62 119 - 394.32884 - 672 120s 389 339 439.96988 77 115 - 394.32884 - 658 125s 424 372 439.05375 100 117 - 394.32884 - 638 130s 469 411 472.26706 118 120 - 394.32884 - 615 135s 499 437 464.05462 133 103 - 394.32884 - 610 140s 567 501 463.95482 192 101 - 394.32884 - 558 145s 603 531 430.16813 56 165 - 394.32884 - 531 151s 606 533 398.91142 10 178 - 395.38186 - 529 155s 610 536 451.50357 101 192 - 398.16708 - 525 160s 615 539 447.61739 113 200 - 399.14130 - 521 165s 616 540 411.12578 22 202 - 399.14130 - 520 177s 618 541 402.95303 5 201 - 399.14130 - 518 187s 619 544 400.28842 11 195 - 399.15797 - 557 197s 620 545 401.84639 11 188 - 400.35516 - 558 206s 621 545 400.70410 12 182 - 400.70410 - 558 216s 625 548 401.28164 14 178 - 401.28164 - 558 220s 635 555 408.15728 19 162 - 401.84639 - 563 225s 646 556 416.34677 24 168 - 401.84639 - 566 230s 665 551 infeasible 30 - 401.84639 - 563 235s 679 558 418.18124 18 157 - 401.84639 - 564 240s 690 565 409.52522 24 149 - 401.84639 - 566 245s 698 569 419.14269 28 130 - 401.84639 - 576 250s 717 577 444.96760 37 125 - 401.84639 - 577 255s 736 590 430.05198 47 123 - 401.84639 - 573 260s 757 604 449.05919 57 121 - 401.84639 - 571 265s 777 615 459.06600 67 117 - 401.84639 - 570 270s 799 626 437.58092 78 137 - 401.84639 - 571 275s 826 637 487.10311 91 98 - 401.84639 - 567 280s 852 643 infeasible 104 - 401.84639 - 563 285s 872 655 490.13484 114 109 - 401.84639 - 567 290s 896 655 infeasible 126 - 401.84639 - 567 295s 920 655 infeasible 138 - 401.84639 - 568 300s 951 645 infeasible 154 - 401.84639 - 566 305s 971 657 410.28837 21 159 - 402.06221 - 568 310s 987 663 439.13432 29 145 - 402.06221 - 574 315s 999 669 426.00357 35 149 - 402.06221 - 581 320s 1019 683 427.00443 45 138 - 402.06221 - 583 325s 1038 693 421.60188 55 130 - 402.06221 - 587 330s 1065 707 439.68843 68 126 - 402.06221 - 586 335s 1083 719 454.18976 77 137 - 402.06221 - 590 340s 1098 723 432.74916 85 136 - 402.06221 - 593 345s 1125 729 449.42567 98 117 - 402.06221 - 594 350s 1146 743 457.31190 109 126 - 402.06221 - 596 355s 1177 745 infeasible 124 - 402.06221 - 596 360s 1200 744 406.79156 18 165 - 402.06282 - 597 365s 1218 752 412.65508 28 168 - 402.06282 - 597 370s 1232 754 infeasible 32 - 402.06282 - 602 375s 1249 761 424.86992 48 165 - 402.06282 - 601 380s 1277 768 408.54781 18 165 - 403.04044 - 599 385s 1299 770 405.30401 15 178 - 403.04919 - 600 390s 1317 780 infeasible 24 - 403.04919 - 601 395s 1340 788 423.80363 37 158 - 403.04919 - 599 400s 1357 797 436.30745 42 160 - 403.04919 - 601 405s 1377 807 461.45261 48 161 - 403.04919 - 603 410s 1403 815 408.82450 25 165 - 403.12292 - 600 415s 1420 826 413.48046 32 160 - 403.12292 - 602 420s 1432 834 416.85222 40 158 - 403.12292 - 603 425s 1451 847 418.89128 43 158 - 403.12292 - 603 430s 1467 857 423.31587 44 142 - 403.12292 - 605 435s 1482 867 430.15006 48 141 - 403.12292 - 608 440s 1501 880 426.79217 52 147 - 403.12292 - 608 445s 1518 891 439.56276 53 143 - 403.12292 - 609 450s 1536 899 infeasible 59 - 403.12292 - 609 455s 1550 907 436.66567 71 142 - 403.12292 - 611 460s 1571 915 443.01210 76 125 - 403.12292 - 611 465s 1586 925 441.96635 86 126 - 403.12292 - 613 470s 1613 941 446.31411 90 138 - 403.12292 - 610 475s 1634 953 449.95349 102 141 - 403.12292 - 610 480s 1658 967 459.96127 109 133 - 403.12292 - 609 485s 1684 968 462.04686 114 134 - 403.12292 - 608 490s 1703 971 infeasible 122 - 403.12292 - 609 495s 1721 965 411.37754 18 174 - 403.20826 - 611 500s 1737 973 418.83533 26 151 - 403.20826 - 611 505s 1752 981 infeasible 33 - 403.20826 - 612 510s 1776 997 430.22601 46 147 - 403.20826 - 610 515s 1807 1016 436.37025 60 140 - 403.20826 - 606 520s 1824 1025 444.19590 72 131 - 403.20826 - 608 525s 1843 1037 473.89077 81 141 - 403.20826 - 609 530s 1872 1054 infeasible 101 - 403.20826 - 606 535s 1911 1063 410.66235 21 184 - 403.28281 - 601 540s 1941 1077 423.96929 38 155 - 403.28281 - 599 545s 1955 1087 461.41898 43 167 - 403.28281 - 602 550s 1971 1091 467.35664 52 158 - 403.28281 - 603 555s 1989 1092 408.33601 15 189 - 403.28281 - 604 560s 2007 1104 417.29578 30 154 - 403.28281 - 603 565s 2021 1114 422.19715 38 162 - 403.28281 - 604 570s 2035 1123 426.68336 44 164 - 403.28281 - 606 575s 2039 1126 451.32607 45 141 - 403.28281 - 611 580s 2050 1129 453.22364 49 158 - 403.28281 - 614 585s 2067 1138 462.50967 59 137 - 403.28281 - 616 590s 2097 1158 471.90160 75 124 - 403.28281 - 614 595s 2122 1175 504.26824 90 109 - 403.28281 - 612 600s 2145 1189 510.21137 110 109 - 403.28281 - 610 605s 2184 1210 504.40139 139 124 - 403.28281 - 603 610s 2211 1208 416.43379 23 155 - 403.29549 - 602 615s 2224 1217 421.71158 29 157 - 403.29549 - 604 620s 2240 1228 429.21207 36 142 - 403.29549 - 606 625s 2254 1239 433.03775 46 175 - 403.29549 - 608 630s 2266 1251 471.31583 53 149 - 403.29549 - 613 636s 2272 1257 463.53724 58 164 - 403.29549 - 616 640s 2292 1273 508.81773 71 156 - 403.29549 - 616 645s 2314 1291 516.10551 84 148 - 403.29549 - 617 650s 2333 1294 infeasible 88 - 403.29549 - 617 655s 2351 1307 419.86086 23 164 - 403.29549 - 618 660s 2370 1326 431.24801 37 150 - 403.29549 - 618 665s 2405 1361 448.05727 62 140 - 403.29549 - 616 670s 2429 1383 451.07650 79 134 - 403.29549 - 614 675s 2463 1417 514.80127 103 120 - 403.29549 - 611 680s 2488 1424 409.54804 16 181 - 403.40139 - 610 685s 2505 1441 423.33431 28 172 - 403.40139 - 611 690s 2522 1458 431.19754 38 155 - 403.40139 - 612 695s 2577 1513 450.87361 86 144 - 403.40139 - 604 700s 2609 1536 478.77596 99 130 - 403.40139 - 602 705s 2623 1544 480.16308 110 121 - 403.40139 - 604 710s 2633 1554 482.83372 115 117 - 403.40139 - 607 715s 2647 1568 487.74912 122 118 - 403.40139 - 610 720s 2659 1578 489.43038 129 116 - 403.40139 - 612 725s 2677 1594 506.11700 137 119 - 403.40139 - 612 730s 2703 1600 418.92639 22 192 - 403.85699 - 611 735s 2715 1612 428.11981 27 192 - 403.85699 - 613 740s 2728 1625 439.10198 35 166 - 403.85699 - 615 745s 2747 1644 452.96755 44 153 - 403.85699 - 615 750s 2768 1663 465.15977 54 150 - 403.85699 - 615 755s 2790 1683 infeasible 61 - 403.85699 - 615 760s 2825 1714 502.76973 79 132 - 403.85699 - 611 765s 2849 1722 418.45397 18 193 - 403.93030 - 611 770s 2867 1740 426.12105 26 166 - 403.93030 - 612 775s 2894 1763 434.33040 41 145 - 403.93030 - 610 780s 2924 1789 447.14452 57 132 - 403.93030 - 609 785s 2961 1826 468.61567 81 132 - 403.93030 - 606 790s 3005 1863 473.83839 111 118 - 403.93030 - 601 795s 3026 1871 416.71863 17 162 - 403.97242 - 602 800s 3036 1881 414.87233 18 172 - 403.97242 - 604 805s 3055 1900 425.92827 29 176 - 403.97242 - 605 810s 3076 1921 445.15318 45 154 - 403.97242 - 605 815s 3101 1946 444.99986 63 148 - 403.97242 - 605 820s 3163 2004 467.97976 103 142 - 403.97242 - 597 825s 3202 2031 472.96864 121 128 - 403.97242 - 595 830s 3237 2064 484.69341 142 124 - 403.97242 - 592 835s 3256 2081 523.68154 148 111 - 403.97242 - 594 840s 3293 2112 527.95200 173 105 - 403.97242 - 590 845s 3332 2139 539.37018 190 87 - 403.97242 - 587 850s 3372 2172 545.28104 206 93 - 403.97242 - 584 855s 3401 2181 415.81396 19 188 - 404.98618 - 583 860s 3423 2201 429.53191 31 176 - 404.98618 - 583 865s 3441 2219 435.04189 43 172 - 404.98618 - 584 870s 3490 2264 448.25081 70 163 - 404.98618 - 579 875s 3523 2295 459.60344 94 161 - 404.98618 - 577 880s 3554 2320 468.44620 113 165 - 404.98618 - 576 885s 3585 2347 478.94244 132 141 - 404.98618 - 575 890s 3619 2375 500.71548 148 145 - 404.98618 - 573 895s 3653 2405 550.10489 163 137 - 404.98618 - 572 900s 3692 2436 553.99950 181 119 - 404.98618 - 569 905s 3729 2469 569.56160 204 106 - 404.98618 - 566 910s 3781 2498 408.00366 18 176 - 404.98618 - 561 915s 3794 2511 426.31881 22 179 - 404.98618 - 563 920s 3814 2529 429.88988 34 161 - 404.98618 - 564 925s 3840 2555 439.40593 47 146 - 404.98618 - 563 930s 3863 2574 455.18007 65 139 - 404.98618 - 564 935s 3876 2585 461.80238 69 132 - 404.98618 - 566 940s 3895 2594 413.33377 18 174 - 405.06246 - 567 945s 3906 2605 431.82686 21 178 - 405.06246 - 569 950s 3928 2627 436.86166 33 130 - 405.06246 - 569 955s 3968 2665 448.74463 55 132 - 405.06246 - 567 960s 3999 2696 465.65890 75 134 - 405.06246 - 566 965s 4031 2728 474.74853 86 121 - 405.06246 - 566 970s 4059 2734 infeasible 90 - 405.06246 - 566 975s 4074 2745 451.94979 21 173 - 405.46852 - 568 980s 4089 2754 481.64382 29 154 - 405.46852 - 568 985s 4111 2762 420.30141 18 182 - 405.49816 - 568 990s 4125 2776 427.34128 25 180 - 405.49816 - 570 995s 4147 2798 455.59426 33 169 - 405.49816 - 570 1000s 4165 2808 481.84110 40 152 - 405.49816 - 571 1005s 4193 2834 495.24345 58 148 - 405.49816 - 570 1010s 4230 2858 415.48244 18 180 - 405.71318 - 568 1015s 4247 2875 432.74276 30 173 - 405.71318 - 569 1020s 4259 2887 438.47147 33 170 - 405.71318 - 571 1025s 4268 2896 443.20948 37 175 - 405.71318 - 572 1030s 4282 2908 454.49377 44 186 - 405.71318 - 573 1035s 4296 2922 460.09795 54 163 - 405.71318 - 573 1040s 4310 2936 471.39366 62 158 - 405.71318 - 574 1045s 4329 2952 481.03426 77 175 - 405.71318 - 574 1050s 4354 2975 490.28248 95 155 - 405.71318 - 574 1055s 4366 2984 511.48549 98 153 - 405.71318 - 576 1061s 4386 3000 545.97249 107 150 - 405.71318 - 576 1065s 4392 3006 506.46821 111 136 - 405.71318 - 577 1070s 4409 3021 518.57343 118 118 - 405.71318 - 579 1075s 4425 3036 544.89580 122 121 - 405.71318 - 580 1081s 4449 3060 529.62295 143 127 - 405.71318 - 579 1085s 4472 3064 infeasible 152 - 405.71318 - 580 1090s 4494 3069 440.59488 19 174 - 405.74975 - 581 1095s 4502 3077 479.40526 21 167 - 405.74975 - 582 1100s 4517 3090 490.80485 29 170 - 405.74975 - 583 1105s 4537 3102 505.78118 39 164 - 405.74975 - 583 1110s 4547 3104 429.85177 21 188 - 405.75252 - 584 1115s 4557 3114 442.89724 25 173 - 405.75252 - 586 1120s 4567 3124 459.11320 26 154 - 405.75252 - 588 1125s 4578 3135 455.98630 34 138 - 405.75252 - 589 1130s 4592 3149 466.29297 38 124 - 405.75252 - 590 1135s 4619 3173 infeasible 54 - 405.75252 - 589 1140s 4649 3199 491.07838 70 119 - 405.75252 - 588 1145s 4692 3238 524.48780 97 122 - 405.75252 - 585 1150s 4722 3254 430.14595 22 154 - 405.86692 - 584 1155s 4729 3261 441.39257 24 151 - 405.86692 - 586 1160s 4736 3268 447.29846 25 137 - 405.86692 - 588 1165s 4745 3275 456.37566 28 133 - 405.86692 - 590 1170s 4766 3294 472.02213 40 118 - 405.86692 - 591 1175s 4786 3314 478.65831 54 119 - 405.86692 - 591 1180s 4803 3329 504.58241 66 119 - 405.86692 - 592 1185s 4853 3373 524.45652 88 121 - 405.86692 - 589 1190s 4900 3398 414.69375 20 162 - 405.97246 - 586 1195s 4914 3412 420.85362 29 169 - 405.97246 - 587 1200s 4935 3429 440.30309 39 174 - 405.97246 - 587 1205s 4958 3444 454.07945 53 161 - 405.97246 - 587 1210s 4979 3453 infeasible 59 - 405.97246 - 587 1215s 4986 3452 415.85343 19 167 - 406.33158 - 589 1220s 4995 3461 423.19529 21 168 - 406.33158 - 590 1225s 5008 3474 430.97147 27 163 - 406.33158 - 592 1230s 5035 3498 444.74148 45 127 - 406.33158 - 591 1235s 5054 3509 420.13953 21 180 - 406.34948 - 592 1240s 5062 3517 423.42619 23 174 - 406.34948 - 593 1245s 5074 3529 432.62440 28 159 - 406.34948 - 595 1250s 5081 3536 469.23569 31 167 - 406.34948 - 597 1255s 5103 3558 448.30895 49 148 - 406.34948 - 597 1260s 5120 3569 infeasible 59 - 406.34948 - 598 1265s 5147 3588 476.58716 78 146 - 406.34948 - 597 1270s 5167 3592 410.88002 17 176 - 406.59919 - 598 1275s 5182 3607 420.46986 27 178 - 406.59919 - 598 1280s 5192 3617 433.43320 32 163 - 406.59919 - 599 1285s 5219 3644 438.71930 55 165 - 406.59919 - 599 1290s 5251 3676 448.41102 79 151 - 406.59919 - 597 1295s 5262 3683 526.48857 82 126 - 406.59919 - 599 1300s 5290 3707 551.52206 96 126 - 406.59919 - 599 1305s 5314 3725 561.66057 109 138 - 406.59919 - 599 1310s 5333 3730 421.51540 20 169 - 406.63129 - 599 1315s 5348 3745 454.60782 25 162 - 406.63129 - 601 1320s 5363 3760 453.68486 34 155 - 406.63129 - 601 1325s 5388 3783 481.10361 49 169 - 406.63129 - 601 1330s 5413 3799 417.13031 21 150 - 406.63129 - 601 1335s 5425 3811 420.80506 26 142 - 406.63129 - 602 1340s 5439 3825 444.83828 36 141 - 406.63129 - 604 1345s 5446 3832 446.30376 35 145 - 406.63129 - 606 1351s 5456 3842 441.83960 40 139 - 406.63129 - 607 1355s 5470 3854 infeasible 46 - 406.63129 - 609 1360s 5486 3864 453.50730 54 148 - 406.63129 - 610 1365s 5509 3877 460.17461 64 143 - 406.63129 - 610 1370s 5541 3909 474.27662 90 133 - 406.63129 - 608 1375s 5560 3918 431.64454 26 158 - 406.71062 - 609 1380s 5566 3924 423.43392 28 151 - 406.71062 - 611 1385s 5578 3936 435.17190 33 152 - 406.71062 - 612 1391s 5594 3948 infeasible 42 - 406.71062 - 613 1395s 5604 3954 426.60719 27 158 - 406.71062 - 614 1400s 5616 3966 425.54608 36 148 - 406.71062 - 615 1405s 5628 3978 436.25158 41 150 - 406.71062 - 616 1410s 5655 4001 443.52189 56 160 - 406.71062 - 616 1415s 5670 4012 infeasible 61 - 406.71062 - 617 1420s 5705 4036 infeasible 78 - 406.71062 - 616 1425s 5723 4042 427.59947 28 164 - 406.72624 - 617 1430s 5737 4056 427.80241 36 159 - 406.72624 - 617 1435s 5753 4068 infeasible 48 - 406.72624 - 618 1440s 5764 4071 418.19703 19 162 - 406.77169 - 619 1445s 5777 4084 428.47377 30 163 - 406.77169 - 620 1450s 5781 4088 436.70232 30 158 - 406.77169 - 622 1455s 5796 4101 449.35183 41 171 - 406.77169 - 623 1460s 5810 4105 488.80210 47 159 - 406.77169 - 624 1465s 5826 4115 428.66915 24 159 - 406.80266 - 624 1470s 5836 4125 436.70232 30 157 - 406.80266 - 626 1476s 5847 4136 435.04349 39 161 - 406.80266 - 627 1480s 5861 4136 425.01401 21 172 - 406.82024 - 628 1485s 5867 4142 447.37538 24 146 - 406.82024 - 629 1490s 5875 4150 450.18394 26 158 - 406.82024 - 630 1498s 5883 4158 465.03121 29 166 - 406.82024 - 630 1500s 5917 4188 480.80650 48 174 - 406.82024 - 628 1505s 5949 4216 infeasible 67 - 406.82024 - 627 1510s 5988 4229 414.31837 18 168 - 406.82024 - 625 1515s 5998 4237 449.59301 25 160 - 406.82024 - 626 1520s 6009 4240 443.67842 20 167 - 406.94003 - 627 1525s 6025 4248 419.25178 18 166 - 406.94003 - 628 1530s 6037 4260 482.17230 21 160 - 406.94003 - 629 1535s 6060 4275 496.86361 31 168 - 406.94003 - 628 1540s 6076 4278 419.27043 18 166 - 406.95898 - 628 1545s 6097 4299 471.39522 31 164 - 406.95898 - 628 1550s 6124 4312 414.92358 24 153 - 406.95898 - 628 1555s 6131 4319 419.47257 26 154 - 406.95898 - 629 1560s 6141 4329 440.24005 31 149 - 406.95898 - 630 1565s 6162 4350 443.93102 44 145 - 406.95898 - 630 1570s 6195 4373 infeasible 61 - 406.95898 - 629 1575s 6214 4384 423.79681 28 151 - 407.07172 - 629 1580s 6220 4390 426.83836 32 158 - 407.07172 - 631 1585s 6232 4402 438.97267 39 159 - 407.07172 - 631 1590s 6245 4407 459.54897 45 147 - 407.07172 - 632 1595s 6257 4409 infeasible 48 - 407.07172 - 634 1601s 6268 4416 422.94770 27 180 - 407.08950 - 634 1605s 6280 4428 427.12840 35 158 - 407.08950 - 635 1610s 6291 4439 438.35823 42 161 - 407.08950 - 636 1615s 6311 4459 446.43186 49 141 - 407.08950 - 635 1620s 6335 4480 517.77037 62 162 - 407.08950 - 635 1625s 6350 4489 432.30278 28 161 - 407.26870 - 635 1630s 6372 4509 infeasible 42 - 407.26870 - 635 1635s 6399 4532 453.20603 53 127 - 407.26870 - 634 1640s 6424 4555 470.90808 66 110 - 407.26870 - 634 1645s 6459 4583 485.82324 87 116 - 407.26870 - 633 1650s 6495 4609 508.09103 109 106 - 407.26870 - 631 1655s 6532 4632 517.51158 136 99 - 407.26870 - 629 1660s 6550 4648 432.78085 36 142 - 407.33259 - 630 1665s 6571 4669 453.79406 50 148 - 407.33259 - 630 1670s 6592 4690 465.59433 63 158 - 407.33259 - 630 1675s 6617 4707 425.14252 31 146 - 407.40890 - 629 1680s 6634 4722 infeasible 42 - 407.40890 - 630 1685s 6652 4729 424.64968 30 138 - 407.40892 - 631 1690s 6663 4740 432.12427 37 145 - 407.40892 - 632 1695s 6679 4752 infeasible 47 - 407.40892 - 632 1700s 6691 4754 408.65329 26 142 - 407.45376 - 633 1705s 6700 4763 426.23960 32 155 - 407.45376 - 634 1710s 6712 4775 448.60460 40 147 - 407.45376 - 635 1715s 6728 4775 415.01775 14 182 - 407.51100 - 637 1720s 6741 4788 424.02453 24 170 - 407.51100 - 637 1725s 6756 4803 433.76899 33 150 - 407.51100 - 637 1730s 6775 4822 440.15916 37 153 - 407.51100 - 637 1735s 6798 4845 506.84837 56 147 - 407.51100 - 637 1740s 6816 4851 infeasible 65 - 407.51100 - 637 1745s 6834 4863 438.79344 30 159 - 407.55251 - 638 1750s 6853 4882 468.38034 35 145 - 407.55251 - 638 1755s 6867 4894 451.24128 47 149 - 407.55251 - 639 1760s 6883 4906 458.89613 54 139 - 407.55251 - 640 1765s 6906 4925 463.90940 64 139 - 407.55251 - 639 1770s 6925 4927 414.21377 21 182 - 407.56509 - 640 1775s 6941 4943 428.58594 34 161 - 407.56509 - 640 1780s 6962 4964 438.97132 48 151 - 407.56509 - 640 1785s 6981 4983 485.59555 62 144 - 407.56509 - 640 1790s 6988 4990 488.96294 64 144 - 407.56509 - 641 1795s 7010 5005 infeasible 72 - 407.56509 - 641 1800s 7031 5025 520.04625 86 145 - 407.56509 - 641 1805s 7062 5047 532.72961 98 120 - 407.56509 - 640 1810s 7083 5056 416.58382 26 150 - 407.63885 - 640 1815s 7095 5068 424.17889 30 156 - 407.63885 - 641 1820s 7114 5081 infeasible 41 - 407.63885 - 641 1825s 7124 5085 444.51655 26 165 - 407.65432 - 643 1830s 7135 5096 457.25712 32 159 - 407.65432 - 643 1835s 7153 5112 516.68713 41 158 - 407.65432 - 643 1840s 7174 5114 409.74917 23 185 - 407.78700 - 644 1845s 7183 5123 440.50911 30 168 - 407.78700 - 644 1850s 7190 5128 453.00319 32 158 - 407.78700 - 646 1855s 7207 5145 471.05563 40 136 - 407.78700 - 646 1860s 7242 5168 510.24362 61 122 - 407.78700 - 645 1865s 7260 5174 415.00576 24 179 - 407.79902 - 645 1870s 7272 5186 425.84728 32 171 - 407.79902 - 646 1875s 7289 5203 436.59371 44 154 - 407.79902 - 646 1880s 7307 5219 447.36171 54 143 - 407.79902 - 646 1885s 7320 5230 453.05072 62 155 - 407.79902 - 647 1890s 7340 5248 462.77331 71 121 - 407.79902 - 647 1895s 7359 5257 425.85756 24 167 - 407.89510 - 647 1900s 7379 5269 413.51352 20 168 - 407.92254 - 647 1905s 7393 5283 429.34867 31 145 - 407.92254 - 647 1910s 7404 5294 442.65868 37 145 - 407.92254 - 648 1915s 7415 5305 451.17825 41 150 - 407.92254 - 649 1920s 7435 5323 infeasible 56 - 407.92254 - 649 1925s 7458 5338 434.95521 28 152 - 407.93786 - 649 1930s 7481 5359 448.23726 44 145 - 407.93786 - 649 1935s 7497 5375 460.80332 56 167 - 407.93786 - 650 1940s 7525 5393 423.71958 29 154 - 407.93799 - 649 1945s 7548 5406 420.11111 24 146 - 407.94365 - 649 1950s 7570 5424 infeasible 38 - 407.94365 - 649 1955s 7584 5432 420.30470 26 173 - 407.94570 - 650 1960s 7600 5448 433.48902 36 157 - 407.94570 - 650 1965s 7619 5467 478.27083 45 171 - 407.94570 - 650 1971s 7642 5490 474.47930 63 154 - 407.94570 - 650 1975s 7660 5506 479.04652 68 166 - 407.94570 - 650 1980s 7681 5521 537.74232 83 162 - 407.94570 - 650 1985s 7709 5527 434.53160 26 149 - 407.96002 - 649 1990s 7724 5542 446.24923 32 139 - 407.96002 - 650 1995s 7744 5562 454.29728 45 143 - 407.96002 - 650 2000s 7786 5600 468.19762 74 115 - 407.96002 - 648 2005s 7824 5632 484.17452 98 111 - 407.96002 - 647 2010s 7858 5666 490.71700 123 89 - 407.96002 - 645 2015s 7887 5684 443.45304 24 155 - 407.96712 - 644 2020s 7901 5698 458.34570 33 156 - 407.96712 - 645 2025s 7926 5717 497.01813 44 134 - 407.96712 - 645 2030s 7959 5746 519.91324 65 121 - 407.96712 - 644 2035s 7993 5776 534.13684 89 93 - 407.96712 - 643 2040s 8033 5789 557.58930 110 86 - 407.96712 - 641 2045s 8095 5801 410.55218 21 179 - 408.01472 - 638 2050s 8107 5813 456.78971 29 153 - 408.01472 - 638 2055s 8116 5822 448.51512 33 153 - 408.01472 - 639 2060s 8132 5832 495.82055 39 133 - 408.01472 - 640 2065s 8156 5856 511.47048 52 133 - 408.01472 - 640 2070s 8169 5869 536.17438 56 119 - 408.01472 - 641 2075s 8190 5890 541.11269 68 105 - 408.01472 - 641 2080s 8227 5918 564.64780 92 86 - 408.01472 - 640 2085s 8277 5944 577.43377 122 88 - 408.01472 - 638 2090s 8294 5953 433.82301 26 175 - 408.01488 - 638 2095s 8318 5977 455.51645 43 137 - 408.01488 - 638 2100s 8343 6002 477.10897 53 122 - 408.01488 - 638 2105s 8362 6019 481.23475 67 119 - 408.01488 - 638 2110s 8396 6053 491.85836 89 124 - 408.01488 - 636 2115s 8428 6083 505.04183 107 116 - 408.01488 - 636 2120s 8448 6095 513.44259 115 116 - 408.01488 - 636 2125s 8485 6127 528.92899 140 102 - 408.01488 - 634 2130s 8517 6144 423.34681 26 145 - 408.03664 - 633 2135s 8542 6167 443.93284 42 148 - 408.03664 - 633 2140s 8560 6183 456.46903 54 147 - 408.03664 - 634 2145s 8585 6208 464.60734 70 138 - 408.03664 - 634 2150s 8604 6217 448.64944 24 157 - 408.06513 - 634 2155s 8620 6225 438.30155 25 152 - 408.08297 - 634 2160s 8647 6248 461.27568 43 154 - 408.08297 - 634 2165s 8677 6274 infeasible 66 - 408.08297 - 633 2170s 8701 6287 422.93936 32 152 - 408.10016 - 633 2175s 8720 6306 501.30418 43 144 - 408.10016 - 633 2180s 8744 6318 444.44084 28 170 - 408.14325 - 633 2185s 8763 6337 476.88810 37 156 - 408.14325 - 633 2190s 8779 6345 infeasible 39 - 408.14325 - 633 2195s 8824 6383 541.07523 68 132 - 408.14325 - 632 2200s 8856 6406 551.44768 90 127 - 408.14325 - 632 2205s 8889 6433 563.27677 107 113 - 408.14325 - 631 2210s 8907 6437 422.34384 24 158 - 408.15854 - 632 2215s 8923 6453 435.13577 34 167 - 408.15854 - 632 2220s 8933 6455 412.90488 21 159 - 408.16333 - 633 2225s 8940 6462 445.09910 25 169 - 408.16333 - 634 2230s 8951 6473 436.95440 32 169 - 408.16333 - 635 2235s 8971 6485 infeasible 46 - 408.16333 - 635 2240s 8994 6493 421.73018 26 162 - 408.31744 - 635 2245s 9013 6512 433.74942 40 144 - 408.31744 - 635 2250s 9030 6527 497.97655 44 161 - 408.31744 - 636 2256s 9055 6542 465.66405 55 140 - 408.31744 - 636 2260s 9088 6539 412.97025 28 141 - 408.32737 - 635 2265s 9098 6549 430.61467 35 142 - 408.32737 - 636 2270s 9112 6559 482.93813 42 147 - 408.32737 - 637 2275s 9155 6572 infeasible 64 - 408.32737 - 636 2280s 9170 6587 424.49683 32 171 - 408.33695 - 636 2285s 9186 6603 431.09788 45 173 - 408.33695 - 636 2290s 9207 6624 443.41323 57 147 - 408.33695 - 636 2295s 9221 6638 452.19481 67 151 - 408.33695 - 637 2300s 9242 6657 457.68591 79 148 - 408.33695 - 637 2305s 9270 6677 424.69077 22 159 - 408.35602 - 636 2310s 9293 6700 434.69285 34 146 - 408.35602 - 636 2315s 9331 6736 479.55887 61 130 - 408.35602 - 635 2320s 9359 6756 495.93681 81 126 - 408.35602 - 635 2325s 9387 6768 451.50033 28 170 - 408.35622 - 634 2330s 9400 6781 472.01444 34 142 - 408.35622 - 635 2335s 9433 6803 501.74156 53 138 - 408.35622 - 634 2340s 9462 6822 455.87014 29 153 - 408.35737 - 634 2345s 9479 6838 485.09878 39 139 - 408.35737 - 634 2350s 9500 6855 505.23795 54 135 - 408.35737 - 633 2355s 9539 6873 436.55924 25 169 - 408.41365 - 632 2360s 9553 6885 456.68545 36 145 - 408.41365 - 632 2365s 9582 6914 467.64359 58 146 - 408.41365 - 632 2370s 9613 6936 487.06652 80 143 - 408.41365 - 631 2375s 9638 6949 508.48374 93 130 - 408.41365 - 631 2380s 9664 6973 517.72523 105 137 - 408.41365 - 631 2385s 9692 6989 437.35513 40 144 - 408.47722 - 631 2390s 9709 7000 501.14476 50 152 - 408.47722 - 631 2395s 9731 7010 infeasible 61 - 408.47722 - 631 2400s 9752 7027 435.69750 33 174 - 408.49354 - 631 2405s 9760 7032 infeasible 38 - 408.49354 - 631 2410s 9792 7052 513.20177 62 150 - 408.49354 - 631 2415s 9821 7069 433.40039 42 157 - 408.49547 - 630 2420s 9868 7108 466.14256 73 136 - 408.49547 - 629 2425s 9894 7124 442.87261 42 154 - 408.51089 - 629 2431s 9904 7131 490.66069 46 146 - 408.51089 - 630 2435s 9935 7152 516.63761 69 133 - 408.51089 - 629 2440s 9955 7166 infeasible 79 - 408.51089 - 629 2445s 9979 7187 535.64868 93 139 - 408.51089 - 629 2450s 10003 7195 437.06335 32 160 - 408.51997 - 629 2455s 10014 7206 459.56543 36 161 - 408.51997 - 630 2460s 10039 7227 496.95235 57 147 - 408.51997 - 629 2465s 10060 7239 435.87300 29 161 - 408.52989 - 629 2470s 10087 7258 414.18230 21 148 - 408.52989 - 629 2475s 10105 7276 442.20471 35 154 - 408.52989 - 630 2480s 10113 7284 476.86846 38 153 - 408.52989 - 630 2485s 10128 7285 510.56630 43 147 - 408.52989 - 631 2490s 10151 7288 416.74362 23 160 - 408.54667 - 631 2495s 10165 7302 440.84260 34 148 - 408.54667 - 631 2500s 10174 7311 474.55008 38 139 - 408.54667 - 632 2505s 10191 7321 418.93844 31 178 - 408.54787 - 632 2510s 10202 7332 463.13378 37 171 - 408.54787 - 632 2515s 10229 7336 409.39707 19 174 - 408.55992 - 632 2520s 10246 7345 416.05784 30 167 - 408.56447 - 632 2525s 10262 7359 infeasible 42 - 408.56447 - 632 2530s 10283 7374 453.66307 58 149 - 408.56447 - 632 2535s 10296 7386 459.41244 66 145 - 408.56447 - 633 2540s 10329 7406 414.95365 19 161 - 408.57329 - 632 2545s 10350 7427 465.26295 37 139 - 408.57329 - 632 2550s 10372 7437 infeasible 49 - 408.57329 - 632 2555s 10399 7460 507.99247 67 144 - 408.57329 - 631 2560s 10428 7482 442.87861 31 171 - 408.57358 - 631 2565s 10464 7504 416.70387 22 142 - 408.58135 - 630 2570s 10486 7526 453.52927 38 150 - 408.58135 - 630 2575s 10527 7547 419.52673 28 148 - 408.60021 - 629 2580s 10543 7563 442.85154 40 156 - 408.60021 - 630 2585s 10550 7570 447.84588 40 165 - 408.60021 - 630 2590s 10576 7588 506.17771 59 144 - 408.60021 - 630 2595s 10594 7598 435.75557 31 156 - 408.60797 - 630 2600s 10605 7609 448.78381 32 163 - 408.60797 - 631 2605s 10616 7614 infeasible 42 - 408.60797 - 632 2610s 10641 7629 500.47982 55 117 - 408.60797 - 632 2615s 10668 7648 519.31609 66 124 - 408.60797 - 631 2620s 10687 7665 520.19650 67 127 - 408.60797 - 632 2625s 10707 7680 524.40089 79 122 - 408.60797 - 632 2630s 10734 7701 537.33142 90 121 - 408.60797 - 631 2635s 10754 7711 infeasible 92 - 408.60797 - 632 2640s 10778 7721 439.54658 39 148 - 408.61640 - 631 2645s 10805 7740 409.09113 23 154 - 408.62543 - 631 2650s 10830 7765 444.45242 43 166 - 408.62543 - 631 2655s 10851 7772 419.95996 29 179 - 408.62974 - 631 2660s 10875 7796 439.47368 50 160 - 408.62974 - 631 2665s 10890 7809 452.02818 58 151 - 408.62974 - 631 2670s 10906 7825 468.31634 68 170 - 408.62974 - 632 2675s 10923 7832 436.75390 29 162 - 408.64294 - 632 2680s 10936 7840 442.03753 39 153 - 408.64294 - 632 2685s 10949 7853 460.74409 48 144 - 408.64294 - 633 2690s 10961 7859 487.32603 52 160 - 408.64294 - 633 2695s 10988 7873 428.36229 35 159 - 408.66399 - 633 2700s 11012 7897 457.92151 53 133 - 408.66399 - 632 2705s 11039 7922 infeasible 73 - 408.66399 - 632 2710s 11067 7950 483.77907 91 138 - 408.66399 - 632 2715s 11086 7956 414.09540 23 175 - 408.68734 - 632 2720s 11104 7974 457.09377 37 170 - 408.68734 - 632 2725s 11117 7983 477.10341 45 138 - 408.68734 - 633 2730s 11136 7994 505.36973 54 149 - 408.68734 - 633 2735s 11155 8011 525.01321 70 127 - 408.68734 - 633 2740s 11190 8038 550.37205 97 121 - 408.68734 - 632 2745s 11224 8060 577.91465 116 118 - 408.68734 - 631 2750s 11246 8074 449.77771 38 172 - 408.68879 - 631 2755s 11260 8088 463.92124 47 154 - 408.68879 - 632 2760s 11278 8102 infeasible 56 - 408.68879 - 632 2765s 11307 8129 538.62334 74 142 - 408.68879 - 632 2770s 11336 8146 418.20982 28 160 - 408.69996 - 631 2775s 11363 8173 509.45553 45 142 - 408.69996 - 631 2780s 11383 8185 423.81372 31 134 - 408.69996 - 631 2785s 11406 8208 467.44635 45 145 - 408.69996 - 631 2790s 11467 8255 413.26880 22 149 - 408.70006 - 629 2795s 11494 8282 446.79163 42 147 - 408.70006 - 629 2800s 11511 8287 427.80818 28 165 - 408.70992 - 629 2805s 11528 8304 450.06736 39 164 - 408.70992 - 630 2810s 11545 8319 519.05855 51 150 - 408.70992 - 630 2815s 11576 8340 433.59539 33 152 - 408.70992 - 629 2820s 11594 8358 448.30973 45 153 - 408.70992 - 630 2825s 11609 8365 494.64691 56 139 - 408.70992 - 630 2830s 11637 8377 416.66724 27 153 - 408.73294 - 630 2835s 11655 8395 444.11633 37 150 - 408.73294 - 630 2840s 11683 8409 522.78140 52 134 - 408.73294 - 630 2845s 11705 8423 439.40556 33 167 - 408.74762 - 630 2850s 11716 8434 436.59348 42 171 - 408.74762 - 630 2855s 11734 8452 449.44882 57 157 - 408.74762 - 631 2860s 11761 8479 460.65410 77 142 - 408.74762 - 630 2865s 11782 8484 infeasible 88 - 408.74762 - 630 2870s 11809 8507 428.23111 43 152 - 408.75244 - 630 2875s 11821 8519 448.47948 50 164 - 408.75244 - 631 2880s 11840 8538 458.24456 64 163 - 408.75244 - 631 2885s 11868 8561 infeasible 84 - 408.75244 - 630 2890s 11891 8569 442.08482 40 159 - 408.78699 - 630 2895s 11909 8586 475.04137 51 159 - 408.78699 - 630 2900s 11931 8606 516.64840 63 144 - 408.78699 - 630 2905s 11965 8628 infeasible 79 - 408.78699 - 630 2910s 11986 8641 462.27759 36 159 - 408.84708 - 630 2915s 12021 8668 450.67471 44 149 - 408.85627 - 629 2920s 12043 8679 422.56572 31 181 - 408.85881 - 629 2925s 12056 8690 infeasible 38 - 408.85881 - 630 2930s 12068 8698 492.81158 47 160 - 408.85881 - 630 2935s 12090 8718 516.49062 66 143 - 408.85881 - 630 2940s 12124 8742 534.14675 83 142 - 408.85881 - 630 2945s 12145 8751 447.46473 34 156 - 408.86528 - 630 2950s 12163 8769 463.89531 47 145 - 408.86528 - 630 2955s 12175 8777 519.71474 54 142 - 408.86528 - 631 2960s 12192 8784 434.07270 34 154 - 408.87510 - 631 2965s 12209 8801 461.05987 48 156 - 408.87510 - 631 2970s 12225 8817 511.01100 54 144 - 408.87510 - 632 2975s 12244 8830 infeasible 67 - 408.87510 - 632 2980s 12267 8845 430.50210 33 156 - 408.88066 - 632 2985s 12297 8865 463.19383 54 153 - 408.88066 - 631 2990s 12335 8895 504.53498 76 135 - 408.88066 - 631 2995s 12378 8922 448.00366 32 164 - 408.88128 - 630 3000s 12393 8937 448.10091 40 148 - 408.88128 - 630 3005s 12413 8949 470.64949 44 156 - 408.88128 - 630 3010s 12448 8976 infeasible 70 - 408.88128 - 630 3015s 12483 8985 443.14432 31 184 - 408.90205 - 629 3020s 12499 8995 448.13252 38 142 - 408.90205 - 629 3025s 12516 9012 496.60898 49 145 - 408.90205 - 630 3030s 12552 9038 535.26868 71 129 - 408.90205 - 629 3035s 12594 9066 424.93937 38 159 - 408.91663 - 628 3040s 12611 9081 492.29586 45 145 - 408.91663 - 629 3045s 12633 9097 515.23962 54 139 - 408.91663 - 629 3050s 12677 9129 429.85836 33 172 - 408.95041 - 628 3055s 12693 9137 471.09297 42 168 - 408.95041 - 628 3060s 12716 9148 482.88793 56 133 - 408.95041 - 628 3065s 12744 9166 411.41229 17 180 - 409.00639 - 628 3070s 12772 9194 430.93600 43 152 - 409.00639 - 627 3075s 12794 9216 445.52325 53 150 - 409.00639 - 627 3080s 12826 9245 461.10579 77 133 - 409.00639 - 627 3085s 12845 9262 488.61160 86 120 - 409.00639 - 627 3090s 12865 9266 478.28587 91 140 - 409.00639 - 627 3095s 12899 9268 infeasible 106 - 409.00639 - 627 3100s 12917 9278 421.11135 28 150 - 409.05512 - 627 3105s 12933 9294 441.67233 39 146 - 409.05512 - 627 3110s 12956 9311 448.36900 56 139 - 409.05512 - 627 3115s 12972 9327 461.55718 68 137 - 409.05512 - 628 3120s 12996 9341 infeasible 80 - 409.05512 - 628 3125s 13019 9358 430.49636 37 160 - 409.08242 - 628 3130s 13040 9373 infeasible 52 - 409.08242 - 628 3135s 13059 9390 456.38559 68 147 - 409.08242 - 628 3140s 13071 9396 464.21271 74 152 - 409.08242 - 628 3145s 13090 9407 444.66241 34 161 - 409.09079 - 629 3150s 13099 9416 446.86200 40 136 - 409.09079 - 629 3155s 13128 9439 450.23125 64 143 - 409.09079 - 629 3160s 13150 9461 461.01955 79 141 - 409.09079 - 629 3165s 13165 9476 463.59303 85 135 - 409.09079 - 629 3170s 13189 9486 422.40901 26 155 - 409.09695 - 630 3175s 13216 9513 448.39268 47 143 - 409.09695 - 629 3180s 13245 9528 425.12943 31 167 - 409.10652 - 629 3185s 13250 9533 437.72630 33 167 - 409.10652 - 630 3190s 13251 9534 436.82496 32 176 - 409.10652 - 630 3196s 13283 9564 452.85138 57 150 - 409.10652 - 629 3200s 13303 9584 466.49247 67 152 - 409.10652 - 629 3205s 13328 9595 433.91983 33 163 - 409.12994 - 629 3210s 13343 9608 461.15549 41 151 - 409.12994 - 629 3215s 13366 9623 501.97957 55 141 - 409.12994 - 629 3220s 13388 9639 529.32247 65 103 - 409.12994 - 630 3225s 13417 9655 418.10102 23 160 - 409.13478 - 629 3230s 13441 9677 445.70702 41 153 - 409.13478 - 629 3235s 13471 9701 497.58959 61 145 - 409.13478 - 629 3240s 13497 9717 431.14920 29 165 - 409.13898 - 629 3245s 13513 9731 456.35399 38 150 - 409.13898 - 629 3250s 13557 9757 415.72464 29 185 - 409.18020 - 628 3255s 13574 9770 infeasible 40 - 409.18020 - 628 3260s 13583 9777 462.83797 42 142 - 409.18020 - 629 3265s 13599 9791 507.70422 53 131 - 409.18020 - 629 3270s 13628 9816 544.70516 74 136 - 409.18020 - 629 3275s 13663 9835 571.74301 92 102 - 409.18020 - 628 3280s 13680 9844 448.67737 31 140 - 409.18761 - 628 3285s 13714 9868 454.90266 36 180 - 409.20294 - 628 3290s 13731 9879 474.47793 46 148 - 409.20294 - 628 3295s 13740 9888 499.14748 49 154 - 409.20294 - 629 3300s 13759 9901 517.14942 56 132 - 409.20294 - 629 3305s 13806 9925 545.82043 82 123 - 409.20294 - 627 3310s 13858 9973 564.80870 105 80 - 409.20294 - 626 3315s 13891 9988 449.39128 30 169 - 409.20412 - 626 3320s 13919 10004 480.28348 44 161 - 409.20412 - 626 3325s 13951 10022 533.18230 60 134 - 409.20412 - 625 3330s 13977 10048 564.83690 73 138 - 409.20412 - 625 3335s 14008 10067 423.86871 30 136 - 409.23842 - 625 3340s 14031 10088 483.72511 45 139 - 409.23842 - 625 3345s 14049 10098 infeasible 55 - 409.23842 - 625 3350s 14077 10110 417.28499 26 164 - 409.24968 - 625 3355s 14095 10126 469.41467 40 147 - 409.24968 - 625 3360s 14120 10141 444.38184 32 165 - 409.26739 - 625 3365s 14136 10147 infeasible 39 - 409.26739 - 625 3370s 14156 10163 445.57093 33 162 - 409.28009 - 625 3375s 14183 10182 422.61528 27 174 - 409.29930 - 625 3380s 14205 10204 442.52750 43 138 - 409.29930 - 625 3385s 14242 10239 467.17461 68 137 - 409.29930 - 624 3390s 14279 10271 530.40201 94 129 - 409.29930 - 623 3395s 14330 10312 517.82829 124 111 - 409.29930 - 622 3400s 14391 10338 416.15609 25 160 - 409.36952 - 620 3405s 14410 10355 442.70434 37 147 - 409.36952 - 620 3410s 14431 10376 453.98086 53 147 - 409.36952 - 620 3415s 14455 10390 525.51710 61 151 - 409.36952 - 620 3420s 14480 10392 572.30250 67 133 - 409.36952 - 620 3425s 14502 10404 477.04057 39 157 - 409.40923 - 620 3430s 14529 10415 infeasible 27 - 409.41870 - 620 3435s 14540 10418 infeasible 31 - 409.41870 - 620 3440s 14553 10419 infeasible 27 - 409.42171 - 621 3445s 14568 10428 449.11613 32 166 - 409.42733 - 621 3450s 14587 10435 infeasible 25 - 409.43929 - 621 3455s 14608 10454 466.15195 37 150 - 409.44128 - 621 3460s 14626 10470 508.35338 53 146 - 409.44128 - 621 3465s 14660 10492 411.30688 20 177 - 409.46011 - 620 3470s 14671 10493 409.80463 20 189 - 409.46252 - 621 3475s 14690 10512 432.03490 38 152 - 409.46252 - 621 3480s 14702 10524 441.15447 48 149 - 409.46252 - 621 3485s 14720 10540 447.38905 64 151 - 409.46252 - 621 3490s 14737 10553 456.52432 75 152 - 409.46252 - 621 3495s 14747 10563 478.45364 80 147 - 409.46252 - 622 3501s 14758 10572 485.75142 87 144 - 409.46252 - 622 3505s 14789 10595 486.14784 107 150 - 409.46252 - 622 3510s 14809 10600 425.43514 19 172 - 409.48077 - 622 3515s 14834 10625 446.51647 40 142 - 409.48077 - 622 3520s 14850 10637 474.89979 48 157 - 409.48077 - 622 3525s 14868 10651 530.72837 57 149 - 409.48077 - 622 3530s 14884 10659 424.51325 31 138 - 409.48619 - 622 3535s 14900 10675 444.08949 38 141 - 409.48619 - 622 3540s 14913 10686 458.41668 49 136 - 409.48619 - 623 3545s 14938 10699 435.31668 31 181 - 409.48859 - 623 3550s 14952 10713 496.18898 42 165 - 409.48859 - 623 3555s 14972 10731 512.84901 56 153 - 409.48859 - 623 3560s 14999 10748 450.74807 40 176 - 409.54056 - 623 3565s 15009 10758 500.44754 44 156 - 409.54056 - 623 3570s 15029 10770 517.02707 56 157 - 409.54056 - 623 3575s 15051 10786 535.70596 67 150 - 409.54056 - 623 3580s 15082 10799 425.70942 39 157 - 409.56505 - 623 3585s 15093 10808 453.12162 41 175 - 409.56505 - 624 3590s 15101 10816 465.20100 45 167 - 409.56505 - 624 3595s Cutting planes: Gomory: 25 Cover: 109 Implied bound: 97 Clique: 2 Flow cover: 229 GUB cover: 22 Zero half: 6 Explored 15118 nodes (9463984 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 4.100000000000e+02, gap -