Gurobi 5.0.1 (linux64) logging started Mon Dec 10 14:41:54 2012 Optimize a model with 1110 rows, 1080 columns and 3581 nonzeros Presolve removed 41 rows and 25 columns Presolve time: 0.01s Presolved: 1069 rows, 1055 columns, 3481 nonzeros Variable types: 704 continuous, 351 integer (351 binary) Root relaxation: objective 1.028368e+05, 569 iterations, 0.00 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 102836.788 0 172 - 102836.788 - - 0s 0 0 121180.167 0 70 - 121180.167 - - 0s 0 0 121943.905 0 44 - 121943.905 - - 0s 0 0 122079.607 0 56 - 122079.607 - - 0s 0 0 122112.287 0 46 - 122112.287 - - 0s 0 0 122112.705 0 45 - 122112.705 - - 0s 0 0 122132.897 0 58 - 122132.897 - - 0s 0 2 122135.416 0 58 - 122135.416 - - 0s 140 126 122304.187 3 55 - 122239.726 - 22.1 5s 298 266 125781.574 51 44 - 122264.110 - 23.7 10s 460 420 127272.250 83 26 - 122304.866 - 23.7 15s 605 537 130241.955 96 53 - 122322.585 - 23.2 20s 681 587 124100.017 45 38 - 122520.185 - 27.1 25s 816 631 infeasible 111 - 122520.185 - 30.3 30s 957 703 125779.475 81 33 - 122539.167 - 32.3 35s 1085 758 125226.148 54 44 - 122568.843 - 35.7 40s 1234 818 128825.944 90 40 - 122572.469 - 34.7 45s 1377 869 123370.018 33 44 - 122594.683 - 35.0 50s 1517 945 124044.216 43 46 - 122598.515 - 34.9 55s 1622 999 126567.729 72 43 - 122598.515 - 34.8 60s 1704 1009 128915.402 93 28 - 122598.515 - 35.3 65s 1785 1049 infeasible 125 - 122598.515 - 34.8 70s 1868 1093 131431.046 140 29 - 122598.515 - 34.4 75s 1950 1090 135311.494 155 29 - 122598.515 - 33.9 80s 2015 1128 126900.941 55 39 - 122600.222 - 33.8 85s 2038 1135 infeasible 65 - 122600.222 - 35.1 90s 2073 1154 137078.595 82 41 - 122600.222 - 35.4 95s 2101 1162 122949.956 25 58 - 122600.222 - 35.9 102s 2103 1163 140893.030 90 108 - 122600.222 - 35.8 113s 2104 1164 129575.220 113 66 - 122600.222 - 35.8 277s 2105 1165 128375.058 82 58 - 122600.222 - 35.8 283s 2106 1165 140893.030 90 60 - 122600.222 - 35.8 289s 2107 1166 129575.220 113 53 - 122600.222 - 35.8 297s 2108 1167 128898.769 93 53 - 122600.222 - 35.8 300s 2110 1170 122600.222 24 56 - 122600.222 - 37.0 306s 2112 1171 122600.222 25 52 - 122600.222 - 37.0 311s 2113 1172 122600.222 25 62 - 122600.222 - 37.0 315s 2122 1178 122689.105 30 55 - 122600.222 - 37.0 320s 2131 1184 123524.740 34 57 - 122600.222 - 37.1 325s 2144 1193 124118.636 41 47 - 122600.222 - 37.2 330s 2162 1205 124385.609 50 38 - 122600.222 - 37.4 335s 2179 1216 124852.925 58 37 - 122600.222 - 37.8 340s 2201 1228 infeasible 69 - 122600.222 - 38.5 346s 2225 1240 infeasible 81 - 122600.222 - 38.9 350s 2245 1247 infeasible 91 - 122600.222 - 39.3 355s 2269 1257 126915.862 103 30 - 122600.222 - 39.7 360s 2288 1266 infeasible 113 - 122600.222 - 40.1 365s 2321 1284 128484.489 127 34 - 122600.222 - 39.9 370s 2345 1288 infeasible 137 - 122600.222 - 40.4 375s 2366 1282 infeasible 139 - 122600.222 - 41.3 380s 2395 1278 infeasible 148 - 122600.222 - 41.7 385s 2428 1296 123318.066 40 51 - 122600.222 - 41.7 390s 2464 1320 123896.749 58 36 - 122600.222 - 41.8 395s 2499 1343 125004.849 76 34 - 122600.222 - 41.9 400s 2524 1352 126852.167 88 32 - 122600.222 - 42.2 405s 2551 1361 infeasible 102 - 122600.222 - 42.6 411s 2582 1356 122691.980 29 52 - 122656.111 - 42.5 415s 2617 1379 123436.047 47 41 - 122656.111 - 42.6 420s 2626 1379 infeasible 51 - 122656.111 - 43.1 425s 2641 1381 125688.686 59 45 - 122656.111 - 43.5 430s 2670 1396 infeasible 73 - 122656.111 - 43.7 435s 2691 1404 infeasible 84 - 122656.111 - 44.1 440s 2710 1415 132135.972 93 52 - 122656.111 - 44.2 445s 2731 1429 129769.779 104 38 - 122656.111 - 44.2 450s 2758 1445 infeasible 117 - 122656.111 - 44.4 455s 2771 1441 infeasible 120 - 122656.111 - 44.8 460s 2799 1442 infeasible 42 - 122657.365 - 45.0 466s 2810 1448 infeasible 51 - 122657.365 - 45.2 470s 2823 1456 125501.194 61 58 - 122657.365 - 45.1 475s 2847 1470 infeasible 69 - 122657.365 - 45.3 480s 2881 1491 infeasible 91 - 122657.365 - 45.1 485s 2894 1492 infeasible 96 - 122657.365 - 45.5 490s 2911 1501 133363.077 102 33 - 122657.365 - 45.5 495s 2935 1511 137036.450 110 36 - 122657.365 - 45.5 500s 2967 1530 138451.192 121 33 - 122657.365 - 45.3 505s 2991 1536 139850.794 125 29 - 122657.365 - 45.4 511s 3012 1526 122680.823 28 52 - 122666.032 - 45.6 515s 3047 1548 125238.158 52 42 - 122666.032 - 45.4 520s 3083 1570 129591.896 71 39 - 122666.032 - 45.3 525s 3104 1584 134228.823 79 46 - 122666.032 - 45.3 530s 3134 1600 infeasible 94 - 122666.032 - 45.4 535s 3156 1604 148374.917 100 30 - 122666.032 - 45.6 540s 3189 1602 123804.771 36 50 - 122681.386 - 45.5 545s 3208 1615 124178.234 46 46 - 122681.386 - 45.4 550s 3230 1628 infeasible 62 - 122681.386 - 45.5 555s 3246 1634 infeasible 65 - 122681.386 - 45.7 560s 3282 1658 126960.066 89 23 - 122681.386 - 45.4 565s 3315 1680 127910.170 101 24 - 122681.386 - 45.2 570s 3356 1708 128848.592 124 25 - 122681.386 - 44.9 575s 3386 1712 130656.884 134 32 - 122681.386 - 44.9 580s 3403 1711 123159.061 37 52 - 122700.130 - 44.9 585s 3435 1732 124225.307 51 46 - 122700.130 - 44.8 590s 3469 1755 125213.728 69 41 - 122700.130 - 44.7 595s 3502 1777 125573.403 83 31 - 122700.130 - 44.5 600s 3534 1796 infeasible 96 - 122700.130 - 44.4 605s 3557 1810 127182.498 103 26 - 122700.130 - 44.5 610s 3589 1831 128329.892 114 23 - 122700.130 - 44.4 615s 3619 1851 128602.794 122 23 - 122700.130 - 44.2 620s 3653 1874 128908.321 140 19 - 122700.130 - 43.9 625s 3684 1894 129387.378 149 20 - 122700.130 - 43.7 630s 3718 1917 129730.692 164 20 - 122700.130 - 43.5 635s 3735 1926 130784.004 170 22 - 122700.130 - 43.5 640s 3756 1940 132003.791 176 26 - 122700.130 - 43.5 645s 3788 1950 134713.500 183 21 - 122700.130 - 43.4 650s 3818 1942 123616.462 34 48 - 122700.610 - 43.4 655s 3840 1956 127468.882 45 47 - 122700.610 - 43.3 660s 3863 1970 infeasible 60 - 122700.610 - 43.3 665s 3880 1981 125605.561 64 38 - 122700.610 - 43.2 670s 3896 1990 infeasible 73 - 122700.610 - 43.3 675s 3909 1996 127832.565 75 36 - 122700.610 - 43.3 680s 3933 2012 128103.472 85 36 - 122700.610 - 43.3 685s 3954 2022 infeasible 94 - 122700.610 - 43.3 690s 3961 2023 infeasible 98 - 122700.610 - 43.6 697s 3974 2030 infeasible 103 - 122700.610 - 43.6 702s 3987 2032 132110.492 110 38 - 122700.610 - 43.6 705s 3988 2033 132361.872 111 35 - 122700.610 - 43.6 712s 4000 2035 infeasible 114 - 122700.610 - 43.6 715s 4016 2032 infeasible 118 - 122700.610 - 43.8 720s 4024 2031 122909.118 34 47 - 122709.851 - 44.0 725s 4042 2043 126190.896 45 49 - 122709.851 - 44.0 730s 4056 2050 125795.170 55 47 - 122709.851 - 44.0 735s 4078 2065 126566.034 64 44 - 122709.851 - 44.0 740s 4097 2076 infeasible 70 - 122709.851 - 44.0 747s 4103 2078 infeasible 74 - 122709.851 - 44.1 751s 4117 2085 128808.145 81 36 - 122709.851 - 44.1 755s 4133 2094 infeasible 92 - 122709.851 - 44.2 761s 4138 2093 infeasible 94 - 122709.851 - 44.3 765s 4158 2106 131184.583 101 30 - 122709.851 - 44.2 770s 4171 2111 infeasible 106 - 122709.851 - 44.4 776s 4185 2118 131910.432 112 37 - 122709.851 - 44.4 780s 4201 2127 infeasible 114 - 122709.851 - 44.6 786s 4203 2124 infeasible 115 - 122709.851 - 44.8 791s 4209 2122 infeasible 115 - 122709.851 - 45.0 795s 4216 2121 infeasible 118 - 122709.851 - 45.2 800s 4230 2124 infeasible 122 - 122709.851 - 45.3 805s 4240 2123 infeasible 127 - 122709.851 - 45.4 810s 4257 2128 infeasible 132 - 122709.851 - 45.5 815s 4272 2132 140427.800 135 36 - 122709.851 - 45.5 820s 4301 2152 142397.687 142 33 - 122709.851 - 45.3 825s 4324 2155 infeasible 147 - 122709.851 - 45.3 830s 4343 2160 123196.651 34 42 - 122714.357 - 45.2 835s 4360 2171 123719.614 40 46 - 122714.357 - 45.2 840s 4366 2175 123924.816 46 48 - 122714.357 - 45.1 845s 4387 2189 124641.577 61 38 - 122714.357 - 45.0 850s 4399 2197 125234.623 65 47 - 122714.357 - 45.1 855s 4417 2209 126237.387 76 37 - 122714.357 - 45.0 860s 4437 2222 127291.986 89 32 - 122714.357 - 44.9 865s 4458 2236 127472.978 101 28 - 122714.357 - 44.8 870s 4480 2251 128516.631 109 28 - 122714.357 - 44.7 875s 4502 2266 128910.386 119 21 - 122714.357 - 44.6 880s 4523 2280 129650.440 127 32 - 122714.357 - 44.5 885s 4539 2286 infeasible 137 - 122714.357 - 44.6 892s 4548 2292 129574.739 139 19 - 122714.357 - 44.6 895s 4567 2303 infeasible 150 - 122714.357 - 44.6 901s 4581 2308 130201.683 159 19 - 122714.357 - 44.5 905s 4593 2312 131058.649 164 18 - 122714.357 - 44.6 910s 4614 2322 infeasible 173 - 122714.357 - 44.5 915s 4641 2325 infeasible 185 - 122714.357 - 44.4 920s 4656 2333 123271.752 35 46 - 122719.746 - 44.3 927s 4666 2340 123744.840 44 45 - 122719.746 - 44.3 930s 4683 2351 123930.475 53 41 - 122719.746 - 44.2 935s 4700 2363 124419.957 65 42 - 122719.746 - 44.2 940s 4719 2375 125297.091 76 46 - 122719.746 - 44.1 945s 4735 2386 126912.982 86 34 - 122719.746 - 44.1 950s 4752 2397 127716.763 99 27 - 122719.746 - 44.0 955s 4769 2405 infeasible 104 - 122719.746 - 44.0 960s 4779 2407 infeasible 111 - 122719.746 - 44.2 966s 4784 2409 infeasible 113 - 122719.746 - 44.2 970s 4796 2411 infeasible 122 - 122719.746 - 44.4 978s 4799 2407 infeasible 119 - 122719.746 - 44.5 980s 4816 2416 125606.374 35 50 - 122727.667 - 44.5 985s 4831 2426 125519.723 44 49 - 122727.667 - 44.4 990s 4850 2439 124816.579 57 46 - 122727.667 - 44.4 997s 4859 2445 124771.762 61 44 - 122727.667 - 44.3 1000s 4879 2458 125868.249 72 43 - 122727.667 - 44.2 1005s 4896 2461 126049.357 82 34 - 122727.667 - 44.2 1010s 4918 2474 126737.691 98 32 - 122727.667 - 44.1 1015s 4933 2480 127674.179 104 31 - 122727.667 - 44.2 1020s 4943 2485 128039.473 107 32 - 122727.667 - 44.2 1025s 4949 2487 infeasible 109 - 122727.667 - 44.3 1030s 4955 2485 infeasible 115 - 122727.667 - 44.5 1037s 4959 2479 infeasible 113 - 122727.667 - 44.6 1040s 4975 2488 123277.008 40 50 - 122734.068 - 44.5 1045s 4985 2495 123424.688 47 45 - 122734.068 - 44.5 1050s 5001 2505 123651.903 55 42 - 122734.068 - 44.4 1055s 5021 2519 124276.500 69 42 - 122734.068 - 44.3 1060s 5036 2529 124831.435 77 45 - 122734.068 - 44.3 1065s 5052 2539 125685.342 85 40 - 122734.068 - 44.3 1070s 5065 2546 127039.291 88 40 - 122734.068 - 44.3 1075s 5077 2548 infeasible 91 - 122734.068 - 44.3 1080s 5083 2548 infeasible 98 - 122734.068 - 44.4 1085s 5104 2550 122768.104 30 51 - 122735.657 - 44.4 1090s 5124 2563 123217.571 47 49 - 122735.657 - 44.2 1095s 5141 2575 123466.340 56 41 - 122735.657 - 44.2 1100s 5166 2591 123869.352 77 39 - 122735.657 - 44.0 1105s 5188 2602 125352.509 91 36 - 122735.657 - 44.0 1110s 5207 2607 126083.759 104 37 - 122735.657 - 43.9 1115s 5221 2610 infeasible 106 - 122735.657 - 43.9 1120s 5223 2607 infeasible 109 - 122735.657 - 44.1 1125s 5235 2611 123495.775 37 43 - 122740.955 - 44.1 1130s 5240 2615 124327.230 41 50 - 122740.955 - 44.1 1135s 5252 2621 124983.595 48 47 - 122740.955 - 44.1 1140s 5268 2631 125429.737 58 43 - 122740.955 - 44.0 1145s 5276 2635 infeasible 61 - 122740.955 - 44.1 1152s 5285 2641 126155.314 70 42 - 122740.955 - 44.1 1155s 5287 2640 infeasible 72 - 122740.955 - 44.2 1160s 5299 2648 127624.436 73 44 - 122740.955 - 44.2 1165s 5301 2647 127257.866 75 41 - 122740.955 - 44.3 1170s 5317 2658 128857.198 81 40 - 122740.955 - 44.3 1175s 5333 2669 129280.247 89 38 - 122740.955 - 44.2 1180s 5341 2672 infeasible 94 - 122740.955 - 44.3 1186s 5347 2676 130746.253 94 35 - 122740.955 - 44.3 1190s 5352 2677 131231.335 97 33 - 122740.955 - 44.4 1195s 5358 2677 infeasible 102 - 122740.955 - 44.6 1204s 5360 2679 136394.635 99 42 - 122740.955 - 44.6 1206s 5364 2678 155641.581 103 40 - 122740.955 - 44.7 1211s 5368 2679 infeasible 108 - 122740.955 - 44.8 1217s 5372 2680 infeasible 108 - 122740.955 - 44.9 1221s 5379 2682 135487.697 110 40 - 122740.955 - 45.0 1225s 5388 2684 137165.981 114 38 - 122740.955 - 45.0 1230s 5391 2682 infeasible 115 - 122740.955 - 45.1 1235s 5408 2694 138432.463 120 32 - 122740.955 - 45.1 1240s 5411 2690 infeasible 119 - 122740.955 - 45.2 1246s 5417 2686 infeasible 121 - 122740.955 - 45.3 1250s 5432 2696 140873.869 130 32 - 122740.955 - 45.2 1255s 5447 2698 147680.647 135 30 - 122740.955 - 45.2 1260s 5465 2694 122812.366 30 52 - 122742.733 - 45.2 1265s 5478 2702 123412.629 38 51 - 122742.733 - 45.2 1270s 5490 2710 123884.513 44 44 - 122742.733 - 45.2 1275s 5506 2721 123590.190 53 41 - 122742.733 - 45.1 1280s 5519 2728 infeasible 62 - 122742.733 - 45.1 1285s 5530 2733 infeasible 67 - 122742.733 - 45.1 1290s 5543 2736 infeasible 69 - 122742.733 - 45.1 1295s 5559 2742 127485.460 83 37 - 122742.733 - 45.0 1300s 5570 2738 123527.688 36 56 - 122743.248 - 45.1 1305s 5585 2748 123879.103 45 46 - 122743.248 - 45.0 1310s 5601 2758 124207.664 57 46 - 122743.248 - 45.0 1315s 5612 2764 124696.999 61 50 - 122743.248 - 45.0 1320s 5623 2773 124708.550 66 45 - 122743.248 - 45.0 1325s 5625 2773 infeasible 67 - 122743.248 - 45.1 1330s 5626 2774 124940.801 67 42 - 122743.248 - 45.1 1335s 5629 2775 infeasible 69 - 122743.248 - 45.2 1341s 5632 2776 infeasible 68 - 122743.248 - 45.4 1351s 5643 2787 125549.133 75 42 - 122743.248 - 45.3 1355s 5662 2800 127398.343 87 40 - 122743.248 - 45.3 1360s 5665 2801 infeasible 90 - 122743.248 - 45.4 1365s 5675 2809 129028.195 95 43 - 122743.248 - 45.4 1370s 5681 2811 infeasible 97 - 122743.248 - 45.5 1376s 5692 2820 infeasible 99 - 122743.248 - 45.5 1380s 5702 2824 infeasible 102 - 122743.248 - 45.6 1388s 5708 2823 infeasible 103 - 122743.248 - 45.5 1390s 5723 2832 infeasible 104 - 122743.248 - 45.6 1396s 5725 2832 infeasible 105 - 122743.248 - 45.7 1401s 5732 2837 infeasible 105 - 122743.248 - 45.8 1408s 5734 2837 infeasible 106 - 122743.248 - 45.9 1413s 5735 2838 130093.595 106 35 - 122743.248 - 45.9 1415s 5747 2840 122926.429 32 45 - 122748.275 - 45.9 1420s 5764 2857 123473.212 43 48 - 122748.275 - 45.8 1425s 5779 2872 124001.836 53 48 - 122748.275 - 45.7 1430s 5794 2887 124575.755 63 44 - 122748.275 - 45.7 1435s 5809 2902 125159.019 67 44 - 122748.275 - 45.7 1440s 5820 2913 125746.238 71 42 - 122748.275 - 45.6 1447s 5830 2923 126159.204 76 39 - 122748.275 - 45.6 1450s 5847 2934 127354.807 84 37 - 122748.275 - 45.5 1455s 5862 2945 infeasible 88 - 122748.275 - 45.5 1462s 5870 2945 123045.552 33 45 - 122749.740 - 45.5 1465s 5881 2956 123450.499 40 46 - 122749.740 - 45.5 1470s 5895 2970 124210.070 45 47 - 122749.740 - 45.5 1475s 5905 2980 123995.049 49 48 - 122749.740 - 45.4 1480s 5915 2990 124471.175 54 42 - 122749.740 - 45.4 1485s 5924 2999 124748.080 59 42 - 122749.740 - 45.4 1490s 5937 3012 125557.699 64 44 - 122749.740 - 45.4 1495s 5945 3018 129680.870 69 41 - 122749.740 - 45.4 1500s 5950 3019 infeasible 70 - 122749.740 - 45.5 1508s 5953 3020 infeasible 71 - 122749.740 - 45.6 1512s 5957 3024 134832.078 75 33 - 122749.740 - 45.6 1515s 5961 3022 infeasible 77 - 122749.740 - 45.7 1520s 5968 3023 123629.885 35 59 - 122750.744 - 45.7 1525s 5980 3035 125043.150 42 47 - 122750.744 - 45.7 1530s 5982 3037 124778.238 44 51 - 122750.744 - 45.7 1540s 5989 3042 infeasible 49 - 122750.744 - 45.8 1549s 5991 3044 124882.615 50 47 - 122750.744 - 45.8 1550s 6006 3059 125601.180 61 43 - 122750.744 - 45.7 1555s 6021 3074 126624.029 68 47 - 122750.744 - 45.7 1560s 6031 3082 infeasible 76 - 122750.744 - 45.7 1568s 6032 3081 infeasible 75 - 122750.744 - 45.9 1574s 6034 3083 127541.448 77 44 - 122750.744 - 45.9 1575s 6037 3082 infeasible 78 - 122750.744 - 46.0 1581s 6040 3081 infeasible 81 - 122750.744 - 46.1 1589s 6043 3084 127915.939 83 41 - 122750.744 - 46.1 1590s 6047 3086 127972.327 85 42 - 122750.744 - 46.1 1595s 6056 3093 infeasible 90 - 122750.744 - 46.2 1603s 6061 3098 128581.665 92 38 - 122750.744 - 46.2 1605s 6070 3103 infeasible 95 - 122750.744 - 46.3 1612s 6073 3100 infeasible 97 - 122750.744 - 46.5 1620s 6084 3111 123665.725 40 45 - 122754.675 - 46.4 1625s 6087 3110 infeasible 41 - 122754.675 - 46.6 1636s 6096 3119 124303.273 49 51 - 122754.675 - 46.6 1640s 6109 3132 124749.113 56 40 - 122754.675 - 46.6 1645s 6118 3141 124995.473 61 40 - 122754.675 - 46.6 1650s 6132 3155 125294.325 68 43 - 122754.675 - 46.5 1655s 6147 3170 125560.690 80 39 - 122754.675 - 46.5 1660s 6152 3173 126324.131 82 38 - 122754.675 - 46.5 1665s 6166 3185 infeasible 92 - 122754.675 - 46.5 1670s 6185 3204 128247.141 100 39 - 122754.675 - 46.4 1675s 6203 3216 129196.478 106 39 - 122754.675 - 46.3 1680s 6205 3214 infeasible 105 - 122754.675 - 46.4 1685s 6215 3214 129219.602 107 40 - 122754.675 - 46.4 1690s 6219 3210 infeasible 108 - 122754.675 - 46.5 1695s 6227 3216 123464.303 32 50 - 122756.751 - 46.5 1700s 6240 3229 123603.168 35 50 - 122756.751 - 46.4 1705s 6250 3239 124584.351 40 47 - 122756.751 - 46.4 1710s 6260 3249 124988.157 44 51 - 122756.751 - 46.4 1715s 6268 3257 125068.013 46 46 - 122756.751 - 46.4 1720s 6282 3271 125280.494 60 47 - 122756.751 - 46.4 1725s 6294 3283 125898.232 64 48 - 122756.751 - 46.4 1730s 6305 3294 126083.317 72 47 - 122756.751 - 46.3 1735s 6313 3302 126789.008 78 39 - 122756.751 - 46.3 1740s 6325 3312 128266.333 84 39 - 122756.751 - 46.3 1745s 6329 3314 infeasible 86 - 122756.751 - 46.4 1751s 6331 3314 infeasible 85 - 122756.751 - 46.5 1756s 6341 3324 129002.269 93 39 - 122756.751 - 46.4 1760s 6357 3330 130957.069 102 37 - 122756.751 - 46.4 1765s 6372 3337 122927.017 38 49 - 122756.926 - 46.3 1770s 6387 3352 123245.652 49 43 - 122756.926 - 46.3 1775s 6401 3366 123730.348 56 44 - 122756.926 - 46.2 1780s 6411 3376 124231.169 63 42 - 122756.926 - 46.2 1785s 6425 3390 125407.570 67 43 - 122756.926 - 46.2 1790s 6439 3404 124967.736 75 39 - 122756.926 - 46.1 1795s 6454 3417 125768.222 85 35 - 122756.926 - 46.1 1800s 6470 3431 126463.048 95 34 - 122756.926 - 46.1 1805s 6486 3447 126942.483 104 31 - 122756.926 - 46.0 1810s 6497 3458 127216.406 107 29 - 122756.926 - 46.0 1815s 6507 3468 127247.619 111 25 - 122756.926 - 45.9 1820s 6514 3475 128112.074 113 26 - 122756.926 - 45.9 1825s 6532 3493 128298.143 124 24 - 122756.926 - 45.8 1830s 6544 3504 128557.366 129 21 - 122756.926 - 45.8 1835s 6555 3515 128748.827 136 21 - 122756.926 - 45.8 1840s 6568 3528 128982.346 145 21 - 122756.926 - 45.7 1845s 6583 3543 129331.764 148 22 - 122756.926 - 45.7 1850s 6596 3550 129595.920 155 18 - 122756.926 - 45.6 1855s 6607 3555 129907.599 159 20 - 122756.926 - 45.6 1860s 6626 3566 130063.349 162 19 - 122756.926 - 45.5 1865s 6641 3565 infeasible 166 - 122756.926 - 45.5 1872s 6648 3572 122919.201 33 45 - 122758.792 - 45.5 1875s 6659 3583 123156.672 38 44 - 122758.792 - 45.5 1880s 6670 3594 123503.541 45 47 - 122758.792 - 45.5 1885s 6684 3608 124057.761 55 40 - 122758.792 - 45.5 1890s 6694 3618 124453.951 61 42 - 122758.792 - 45.4 1895s 6707 3629 125105.402 68 46 - 122758.792 - 45.4 1900s 6720 3642 125693.581 76 39 - 122758.792 - 45.4 1905s 6734 3652 126734.621 85 36 - 122758.792 - 45.3 1910s 6746 3664 127381.904 92 34 - 122758.792 - 45.3 1915s 6757 3675 128666.710 94 34 - 122758.792 - 45.3 1920s 6765 3679 infeasible 98 - 122758.792 - 45.3 1925s 6772 3680 infeasible 100 - 122758.792 - 45.4 1931s 6774 3680 infeasible 101 - 122758.792 - 45.5 1935s 6776 3678 infeasible 103 - 122758.792 - 45.6 1942s 6778 3678 122797.871 25 54 - 122760.504 - 45.6 1945s 6789 3689 123242.361 32 49 - 122760.504 - 45.6 1950s 6790 3690 122977.830 30 53 - 122760.504 - 45.6 1957s 6795 3695 123189.993 33 50 - 122760.504 - 45.6 1960s 6808 3708 123378.369 42 43 - 122760.504 - 45.6 1965s 6820 3720 124810.997 45 50 - 122760.504 - 45.5 1970s 6822 3720 infeasible 46 - 122760.504 - 45.8 1991s 6827 3723 infeasible 47 - 122760.504 - 45.9 2002s 6829 3723 125717.620 47 49 - 122760.504 - 45.9 2005s 6833 3725 infeasible 49 - 122760.504 - 46.0 2014s 6836 3728 126078.648 52 49 - 122760.504 - 46.0 2015s 6838 3728 infeasible 52 - 122760.504 - 46.1 2022s 6842 3730 infeasible 55 - 122760.504 - 46.2 2029s 6843 3731 126336.217 54 48 - 122760.504 - 46.2 2030s 6846 3732 infeasible 59 - 122760.504 - 46.3 2038s 6852 3738 128576.687 62 43 - 122760.504 - 46.2 2040s 6857 3741 infeasible 65 - 122760.504 - 46.3 2049s 6860 3744 127387.819 67 43 - 122760.504 - 46.3 2050s 6864 3746 infeasible 67 - 122760.504 - 46.4 2057s 6865 3745 infeasible 68 - 122760.504 - 46.5 2061s 6876 3756 128463.634 74 45 - 122760.504 - 46.4 2065s 6884 3760 infeasible 79 - 122760.504 - 46.5 2073s 6887 3763 129044.442 84 38 - 122760.504 - 46.5 2075s 6888 3762 infeasible 83 - 122760.504 - 46.5 2080s 6892 3760 infeasible 85 - 122760.504 - 46.6 2089s 6896 3762 130447.176 87 42 - 122760.504 - 46.6 2090s 6909 3775 130681.121 94 42 - 122760.504 - 46.6 2095s 6919 3783 infeasible 96 - 122760.504 - 46.7 2106s 6921 3783 infeasible 97 - 122760.504 - 46.7 2110s 6925 3785 infeasible 99 - 122760.504 - 46.8 2116s 6926 3784 infeasible 99 - 122760.504 - 46.9 2120s 6936 3794 132367.373 104 39 - 122760.504 - 46.9 2125s 6952 3810 132868.399 108 38 - 122760.504 - 46.8 2130s 6955 3809 infeasible 110 - 122760.504 - 46.9 2136s 6959 3811 infeasible 111 - 122760.504 - 46.9 2141s 6960 3810 infeasible 111 - 122760.504 - 47.0 2146s 6966 3812 infeasible 112 - 122760.504 - 47.1 2153s 6967 3811 infeasible 111 - 122760.504 - 47.2 2157s 6973 3817 123304.647 32 56 - 122761.520 - 47.2 2160s 6979 3823 123504.832 35 56 - 122761.520 - 47.1 2168s 6984 3828 123735.752 39 52 - 122761.520 - 47.1 2171s 6994 3838 123911.015 46 49 - 122761.520 - 47.1 2175s 6999 3841 infeasible 48 - 122761.520 - 47.2 2185s 7010 3852 124842.442 53 45 - 122761.520 - 47.2 2190s 7021 3863 125558.789 59 47 - 122761.520 - 47.2 2195s 7029 3871 125134.450 63 46 - 122761.520 - 47.2 2200s 7043 3885 126364.071 72 41 - 122761.520 - 47.1 2205s 7056 3894 infeasible 79 - 122761.520 - 47.2 2218s 7060 3894 infeasible 80 - 122761.520 - 47.2 2220s 7062 3892 infeasible 80 - 122761.520 - 47.3 2233s 7064 3892 123010.422 30 52 - 122768.485 - 47.3 2235s 7073 3901 123382.914 34 49 - 122768.485 - 47.3 2240s 7081 3909 123768.541 41 51 - 122768.485 - 47.3 2248s 7086 3914 123834.319 43 46 - 122768.485 - 47.3 2250s 7096 3924 124347.503 49 45 - 122768.485 - 47.3 2255s 7108 3936 124626.385 54 46 - 122768.485 - 47.2 2260s 7121 3949 125851.959 62 47 - 122768.485 - 47.2 2265s 7130 3958 126874.028 67 44 - 122768.485 - 47.2 2270s 7144 3972 126961.305 78 43 - 122768.485 - 47.1 2275s 7161 3989 127340.876 94 35 - 122768.485 - 47.1 2280s 7174 3998 128034.677 98 35 - 122768.485 - 47.0 2285s 7186 4008 128972.327 107 38 - 122768.485 - 47.0 2290s 7196 4012 129264.452 111 38 - 122768.485 - 47.0 2295s 7214 4024 130946.510 123 36 - 122768.485 - 46.9 2300s 7222 4028 infeasible 123 - 122768.485 - 46.9 2305s 7232 4036 infeasible 129 - 122768.485 - 46.9 2310s 7241 4043 136448.507 132 33 - 122768.485 - 47.0 2315s 7253 4055 136853.230 137 28 - 122768.485 - 46.9 2320s 7272 4074 137797.576 143 29 - 122768.485 - 46.8 2325s 7286 4088 137967.909 156 27 - 122768.485 - 46.8 2330s 7301 4103 139050.756 162 26 - 122768.485 - 46.7 2335s 7318 4120 138995.121 169 25 - 122768.485 - 46.6 2340s 7331 4126 infeasible 172 - 122768.485 - 46.6 2345s 7348 4136 139721.168 178 22 - 122768.485 - 46.5 2350s 7370 4150 140341.545 190 21 - 122768.485 - 46.4 2355s 7388 4152 infeasible 193 - 122768.485 - 46.3 2360s 7406 4154 123300.017 32 46 - 122771.542 - 46.3 2365s 7418 4166 123658.087 40 51 - 122771.542 - 46.2 2370s 7428 4174 infeasible 45 - 122771.542 - 46.2 2375s 7433 4177 infeasible 45 - 122771.542 - 46.3 2389s 7434 4178 125158.419 45 49 - 122771.542 - 46.3 2390s 7447 4191 125721.794 55 47 - 122771.542 - 46.3 2395s 7458 4202 126052.225 60 46 - 122771.542 - 46.3 2400s 7469 4213 126624.237 66 43 - 122771.542 - 46.2 2409s 7471 4215 126473.681 67 45 - 122771.542 - 46.2 2410s 7483 4223 infeasible 73 - 122771.542 - 46.2 2415s 7491 4223 infeasible 76 - 122771.542 - 46.2 2420s 7492 4222 infeasible 76 - 122771.542 - 46.3 2427s 7493 4221 infeasible 76 - 122771.542 - 46.4 2430s 7496 4224 122926.045 30 48 - 122782.347 - 46.3 2435s 7507 4235 123413.324 37 52 - 122782.347 - 46.3 2440s 7517 4245 123867.536 44 49 - 122782.347 - 46.3 2445s 7525 4253 124089.403 46 44 - 122782.347 - 46.3 2450s 7535 4263 124352.586 51 45 - 122782.347 - 46.3 2455s 7546 4274 124804.287 57 43 - 122782.347 - 46.3 2460s 7559 4287 125354.481 66 44 - 122782.347 - 46.2 2465s 7566 4294 125606.738 71 37 - 122782.347 - 46.2 2472s 7571 4299 126224.043 73 45 - 122782.347 - 46.2 2475s 7577 4305 126040.539 77 42 - 122782.347 - 46.2 2480s 7589 4313 126452.664 83 39 - 122782.347 - 46.2 2485s 7596 4310 infeasible 83 - 122782.347 - 46.2 2490s 7605 4319 123508.451 35 54 - 122784.983 - 46.2 2495s 7618 4332 123816.366 41 46 - 122784.983 - 46.1 2500s 7625 4339 124187.248 46 44 - 122784.983 - 46.1 2505s 7638 4352 124006.330 49 45 - 122784.983 - 46.1 2510s 7650 4364 124052.343 53 47 - 122784.983 - 46.1 2515s 7662 4376 124175.923 54 45 - 122784.983 - 46.0 2520s 7663 4377 124212.363 55 44 - 122784.983 - 46.0 2525s 7672 4386 124582.210 61 42 - 122784.983 - 46.0 2530s 7684 4398 124938.237 63 43 - 122784.983 - 46.0 2535s 7695 4409 124955.846 64 41 - 122784.983 - 46.0 2540s 7705 4419 125752.187 68 41 - 122784.983 - 46.0 2545s 7712 4426 126095.997 68 40 - 122784.983 - 46.0 2550s 7722 4434 126077.803 70 42 - 122784.983 - 46.0 2555s 7736 4446 127477.324 75 40 - 122784.983 - 45.9 2560s 7746 4456 126957.300 81 42 - 122784.983 - 45.9 2565s 7757 4467 126987.197 82 41 - 122784.983 - 45.9 2570s 7766 4476 127003.379 82 43 - 122784.983 - 45.8 2575s 7778 4488 127552.693 83 43 - 122784.983 - 45.8 2580s 7789 4499 128159.946 89 33 - 122784.983 - 45.8 2585s 7801 4511 128426.462 89 34 - 122784.983 - 45.7 2590s 7814 4524 129336.064 95 39 - 122784.983 - 45.7 2595s 7824 4534 128551.610 94 34 - 122784.983 - 45.7 2600s 7833 4541 infeasible 96 - 122784.983 - 45.7 2607s 7837 4541 infeasible 99 - 122784.983 - 45.8 2616s 7840 4540 infeasible 100 - 122784.983 - 45.8 2623s 7843 4543 130069.372 102 35 - 122784.983 - 45.8 2625s 7846 4540 infeasible 102 - 122784.983 - 45.9 2634s 7847 4539 infeasible 103 - 122784.983 - 46.0 2640s 7852 4542 128995.149 102 33 - 122784.983 - 46.0 2645s 7855 4541 infeasible 104 - 122784.983 - 46.1 2650s 7857 4543 129135.219 104 33 - 122784.983 - 46.1 2655s 7872 4558 129242.170 114 28 - 122784.983 - 46.0 2660s 7879 4565 129375.399 117 27 - 122784.983 - 46.0 2665s 7892 4578 129514.307 116 30 - 122784.983 - 46.0 2670s 7902 4588 129732.248 125 27 - 122784.983 - 45.9 2675s 7911 4597 129765.735 130 23 - 122784.983 - 45.9 2680s 7924 4610 129900.921 136 22 - 122784.983 - 45.8 2685s 7932 4612 infeasible 136 - 122784.983 - 45.9 2695s 7942 4622 130231.618 140 24 - 122784.983 - 45.9 2700s 7952 4632 130361.914 142 22 - 122784.983 - 45.9 2705s 7962 4640 130538.659 144 26 - 122784.983 - 45.9 2710s 7964 4638 infeasible 147 - 122784.983 - 46.0 2719s 7965 4639 130560.736 145 26 - 122784.983 - 46.0 2720s 7967 4639 infeasible 148 - 122784.983 - 46.0 2725s 7970 4638 infeasible 146 - 122784.983 - 46.1 2736s 7976 4642 131115.064 148 18 - 122784.983 - 46.1 2745s 7991 4657 131078.992 150 20 - 122784.983 - 46.1 2750s 8000 4660 infeasible 148 - 122784.983 - 46.1 2756s 8003 4659 infeasible 152 - 122784.983 - 46.2 2763s 8004 4658 infeasible 151 - 122784.983 - 46.2 2765s 8015 4669 131368.376 150 24 - 122784.983 - 46.2 2770s 8026 4672 infeasible 152 - 122784.983 - 46.2 2783s 8027 4671 infeasible 153 - 122784.983 - 46.3 2787s 8028 4670 infeasible 152 - 122784.983 - 46.4 2796s 8030 4668 infeasible 152 - 122784.983 - 46.4 2804s 8031 4667 infeasible 153 - 122784.983 - 46.5 2812s 8037 4669 infeasible 154 - 122784.983 - 46.6 2819s 8038 4668 infeasible 154 - 122784.983 - 46.6 2823s 8039 4667 infeasible 154 - 122784.983 - 46.7 2827s 8040 4666 infeasible 153 - 122784.983 - 46.8 2832s 8041 4665 infeasible 152 - 122784.983 - 46.8 2835s 8042 4664 infeasible 151 - 122784.983 - 46.9 2841s 8043 4663 infeasible 153 - 122784.983 - 46.9 2848s 8044 4662 infeasible 152 - 122784.983 - 46.9 2850s 8045 4661 infeasible 154 - 122784.983 - 47.0 2858s 8046 4660 infeasible 153 - 122784.983 - 47.1 2867s 8051 4665 131707.043 156 22 - 122784.983 - 47.1 2871s 8060 4672 132011.131 158 26 - 122784.983 - 47.1 2875s 8061 4671 infeasible 158 - 122784.983 - 47.1 2880s 8068 4674 infeasible 159 - 122784.983 - 47.2 2886s 8071 4671 infeasible 158 - 122784.983 - 47.2 2890s 8073 4669 infeasible 159 - 122784.983 - 47.3 2895s 8074 4668 infeasible 161 - 122784.983 - 47.4 2900s 8079 4669 132235.308 161 23 - 122784.983 - 47.4 2905s 8084 4670 infeasible 163 - 122784.983 - 47.5 2912s 8088 4672 infeasible 164 - 122784.983 - 47.5 2916s 8095 4677 132810.188 166 21 - 122784.983 - 47.5 2920s 8101 4677 infeasible 166 - 122784.983 - 47.6 2927s 8103 4675 infeasible 170 - 122784.983 - 47.6 2930s 8113 4679 infeasible 170 - 122784.983 - 47.7 2941s 8116 4680 133619.653 170 22 - 122784.983 - 47.7 2945s 8121 4679 infeasible 171 - 122784.983 - 47.8 2951s 8130 4683 134425.173 174 22 - 122784.983 - 47.8 2955s 8141 4686 infeasible 177 - 122784.983 - 47.8 2960s 8153 4691 infeasible 183 - 122784.983 - 47.8 2966s 8156 4688 infeasible 183 - 122784.983 - 47.8 2970s 8164 4692 124952.482 33 52 - 122787.334 - 47.8 2976s 8172 4700 123996.927 38 57 - 122787.334 - 47.8 2980s 8183 4711 124305.280 47 46 - 122787.334 - 47.8 2985s 8194 4722 124715.716 52 45 - 122787.334 - 47.8 2990s 8204 4732 125065.051 57 43 - 122787.334 - 47.8 2995s 8216 4744 125767.823 62 41 - 122787.334 - 47.7 3000s 8228 4756 126051.677 65 39 - 122787.334 - 47.7 3005s 8245 4773 126863.838 80 38 - 122787.334 - 47.6 3010s 8253 4774 127838.383 83 41 - 122787.334 - 47.6 3015s 8268 4779 123707.676 35 51 - 122788.371 - 47.6 3020s 8275 4786 123932.144 40 50 - 122788.371 - 47.6 3025s 8285 4796 124357.661 46 51 - 122788.371 - 47.6 3030s 8294 4805 124610.345 51 40 - 122788.371 - 47.6 3035s 8307 4818 125632.409 59 46 - 122788.371 - 47.5 3040s 8314 4825 125994.571 63 49 - 122788.371 - 47.5 3045s 8323 4834 125959.942 70 43 - 122788.371 - 47.5 3050s 8339 4850 126941.778 79 43 - 122788.371 - 47.5 3055s 8348 4857 126685.822 82 38 - 122788.371 - 47.4 3060s 8360 4865 127572.946 88 38 - 122788.371 - 47.4 3065s 8365 4864 infeasible 91 - 122788.371 - 47.5 3074s 8366 4863 infeasible 89 - 122788.371 - 47.5 3075s 8380 4877 123059.498 42 43 - 122793.113 - 47.4 3080s 8390 4887 123436.401 49 43 - 122793.113 - 47.4 3085s 8401 4898 123941.337 57 43 - 122793.113 - 47.4 3090s 8410 4907 123878.653 61 38 - 122793.113 - 47.4 3095s 8420 4917 124190.299 68 39 - 122793.113 - 47.4 3100s 8434 4931 125030.580 78 38 - 122793.113 - 47.3 3105s 8439 4936 125377.977 80 40 - 122793.113 - 47.3 3114s 8441 4938 125527.498 79 42 - 122793.113 - 47.3 3115s 8449 4944 infeasible 83 - 122793.113 - 47.3 3120s 8459 4954 126236.929 86 39 - 122793.113 - 47.3 3125s 8471 4960 126986.210 87 40 - 122793.113 - 47.3 3130s 8484 4967 128577.202 93 36 - 122793.113 - 47.2 3135s 8489 4968 infeasible 95 - 122793.113 - 47.3 3144s 8490 4967 infeasible 94 - 122793.113 - 47.3 3146s 8498 4965 123107.438 32 48 - 122795.752 - 47.3 3150s 8508 4975 123500.289 41 47 - 122795.752 - 47.3 3155s 8509 4974 infeasible 42 - 122795.752 - 47.4 3165s 8520 4985 124644.060 47 49 - 122795.752 - 47.4 3170s 8526 4989 infeasible 52 - 122795.752 - 47.5 3190s 8536 4997 infeasible 60 - 122795.752 - 47.5 3203s 8539 5000 125633.896 59 47 - 122795.752 - 47.5 3205s 8550 5011 125910.054 64 48 - 122795.752 - 47.5 3210s 8559 5020 126653.557 67 46 - 122795.752 - 47.5 3215s 8572 5033 126609.979 76 41 - 122795.752 - 47.5 3220s 8582 5043 127139.057 83 37 - 122795.752 - 47.5 3225s 8591 5050 infeasible 85 - 122795.752 - 47.5 3236s 8599 5058 127349.694 90 36 - 122795.752 - 47.5 3240s 8601 5058 infeasible 91 - 122795.752 - 47.6 3247s 8607 5064 128273.602 91 37 - 122795.752 - 47.6 3250s 8614 5069 infeasible 95 - 122795.752 - 47.6 3259s 8615 5070 132915.590 93 41 - 122795.752 - 47.6 3260s 8622 5075 infeasible 98 - 122795.752 - 47.7 3268s 8626 5077 infeasible 98 - 122795.752 - 47.7 3275s 8633 5082 133443.012 100 35 - 122795.752 - 47.7 3281s 8637 5084 infeasible 99 - 122795.752 - 47.8 3290s 8640 5085 infeasible 100 - 122795.752 - 47.8 3297s 8644 5087 infeasible 102 - 122795.752 - 47.9 3302s 8646 5087 infeasible 107 - 122795.752 - 47.9 3310s 8647 5086 infeasible 107 - 122795.752 - 48.0 3317s 8652 5091 138232.481 106 37 - 122795.752 - 48.0 3320s 8657 5094 infeasible 106 - 122795.752 - 48.0 3326s 8658 5093 infeasible 109 - 122795.752 - 48.1 3335s 8660 5091 infeasible 109 - 122795.752 - 48.2 3341s 8662 5091 infeasible 109 - 122795.752 - 48.2 3345s 8663 5090 infeasible 110 - 122795.752 - 48.2 3352s 8664 5089 infeasible 110 - 122795.752 - 48.3 3358s 8668 5091 infeasible 112 - 122795.752 - 48.3 3362s 8669 5090 infeasible 111 - 122795.752 - 48.3 3365s 8670 5089 infeasible 112 - 122795.752 - 48.4 3370s 8673 5090 infeasible 111 - 122795.752 - 48.6 3387s 8675 5090 infeasible 112 - 122795.752 - 48.7 3393s 8678 5091 infeasible 111 - 122795.752 - 48.7 3402s 8679 5090 infeasible 110 - 122795.752 - 48.8 3407s 8680 5089 infeasible 111 - 122795.752 - 48.8 3413s 8683 5088 122939.650 31 50 - 122798.156 - 48.9 3415s 8692 5097 123217.198 37 47 - 122798.156 - 48.8 3420s 8698 5103 123224.266 40 46 - 122798.156 - 48.8 3425s 8713 5118 123696.076 50 44 - 122798.156 - 48.8 3430s 8720 5123 123918.482 53 42 - 122798.156 - 48.8 3435s 8730 5133 124045.240 60 41 - 122798.156 - 48.8 3443s 8736 5139 124269.309 66 43 - 122798.156 - 48.7 3445s 8745 5148 124534.537 70 41 - 122798.156 - 48.7 3450s 8752 5153 infeasible 75 - 122798.156 - 48.8 3457s 8760 5157 infeasible 80 - 122798.156 - 48.7 3461s 8766 5161 125569.172 84 38 - 122798.156 - 48.8 3465s 8771 5158 infeasible 86 - 122798.156 - 48.8 3474s 8772 5157 infeasible 85 - 122798.156 - 48.9 3477s 8776 5161 123108.262 33 51 - 122800.336 - 48.9 3480s 8782 5167 123398.792 37 51 - 122800.336 - 48.9 3485s 8789 5172 infeasible 43 - 122800.336 - 48.9 3493s 8791 5174 124466.709 41 50 - 122800.336 - 48.9 3496s 8798 5181 124908.044 46 48 - 122800.336 - 48.9 3500s 8808 5191 125238.519 53 48 - 122800.336 - 48.9 3505s 8821 5204 125678.787 61 41 - 122800.336 - 48.8 3510s 8827 5210 125732.057 63 43 - 122800.336 - 48.8 3518s 8830 5213 126148.839 64 43 - 122800.336 - 48.8 3520s 8835 5218 127892.373 65 42 - 122800.336 - 48.8 3525s 8846 5229 126825.357 74 44 - 122800.336 - 48.8 3530s 8855 5238 126839.741 79 40 - 122800.336 - 48.8 3535s 8863 5246 128061.887 82 39 - 122800.336 - 48.8 3540s 8865 5244 infeasible 84 - 122800.336 - 48.9 3551s 8867 5246 127498.576 86 34 - 122800.336 - 48.9 3555s 8880 5257 infeasible 96 - 122800.336 - 48.9 3566s 8887 5264 128600.717 97 34 - 122800.336 - 48.9 3570s 8888 5263 infeasible 97 - 122800.336 - 49.0 3580s 8890 5263 infeasible 98 - 122800.336 - 49.0 3588s 8894 5265 infeasible 103 - 122800.336 - 49.0 3590s 8897 5266 infeasible 100 - 122800.336 - 49.1 3599s 8898 5267 129669.760 104 34 - 122800.336 - 49.1 3600s Cutting planes: Gomory: 8 Cover: 4 Flow cover: 19 Flow path: 4 Explored 8899 nodes (437885 simplex iterations) in 3600.20 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective -, best bound 1.228003363243e+05, gap -