Gurobi 5.0.1 (linux64) logging started Sat Dec 22 04:10:42 2012 Optimize a model with 10402 rows, 10201 columns and 61875 nonzeros Presolve removed 4398 rows and 4867 columns Presolve time: 0.15s Presolved: 6004 rows, 5334 columns, 31533 nonzeros Variable types: 100 continuous, 5234 integer (5234 binary) Root relaxation: objective 5.526520e+02, 705 iterations, 0.04 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 552.65199 0 142 - 552.65199 - - 0s 0 0 576.12749 0 187 - 576.12749 - - 0s 0 0 577.62674 0 186 - 577.62674 - - 0s 0 0 578.98558 0 188 - 578.98558 - - 0s 0 0 579.33283 0 192 - 579.33283 - - 0s 0 0 579.67193 0 188 - 579.67193 - - 0s 0 0 579.67193 0 201 - 579.67193 - - 0s 0 0 579.83860 0 157 - 579.83860 - - 0s 0 0 580.08860 0 171 - 580.08860 - - 1s 0 0 580.08860 0 171 - 580.08860 - - 1s 0 0 580.08860 0 164 - 580.08860 - - 1s 0 0 580.08860 0 169 - 580.08860 - - 1s 0 0 580.08860 0 169 - 580.08860 - - 1s 0 2 580.78831 0 169 - 580.78831 - - 2s 579 455 654.66903 45 67 - 584.95385 - 21.7 5s 603 467 661.29461 15 166 - 584.95385 - 21.4 10s 606 469 637.78256 24 171 - 589.07558 - 21.3 18s 608 471 601.96532 16 177 - 592.47152 - 21.2 22s 610 472 661.29461 15 179 - 593.15487 - 21.2 25s 613 474 594.56426 9 175 - 594.56426 - 21.1 32s 614 475 595.45385 8 180 - 595.25607 - 21.0 38s 616 476 595.79399 9 161 - 595.79399 - 21.0 45s 621 479 636.97263 21 210 - 596.85743 - 20.8 50s 626 483 632.30123 16 214 - 597.60656 - 20.6 55s 632 487 661.29461 15 207 - 598.57984 - 20.4 60s 639 491 661.61892 67 221 - 599.19238 - 20.2 65s 645 495 647.69949 30 209 - 599.71121 - 20.0 70s 650 501 599.85953 16 211 - 599.85953 - 35.1 76s 860 611 626.24125 69 162 - 599.86346 - 35.0 80s 1252 777 601.29001 20 195 - 599.95847 - 35.3 85s 1791 1089 616.07995 45 152 - 600.04653 - 33.4 90s 2345 1399 650.91462 65 104 - 600.05399 - 31.1 95s 2829 1753 608.52842 27 171 - 600.42970 - 32.0 100s 3243 2067 infeasible 79 - 600.46661 - 32.3 105s 3654 2395 616.61419 67 153 - 600.49516 - 32.1 110s 4035 2719 687.53995 93 141 - 600.55300 - 33.1 115s 4550 3150 663.27033 36 171 - 600.66524 - 33.0 120s 4981 3530 686.29673 95 89 - 600.69753 - 33.7 125s 5394 3866 651.18494 49 145 - 600.72917 - 34.5 130s 5792 4172 623.21515 30 178 - 600.74640 - 35.1 135s 6131 4404 637.34016 51 125 - 600.78002 - 35.7 140s 6467 4648 640.65504 45 167 - 600.82233 - 36.4 145s 6854 4946 infeasible 44 - 600.85541 - 37.0 150s 7188 5199 637.23722 56 162 - 600.92004 - 37.8 155s 7660 5526 607.17585 31 183 - 600.93376 - 37.7 160s 8024 5792 622.98321 43 171 - 600.99462 - 38.0 165s 8439 6108 623.90892 40 170 - 601.03685 - 38.1 170s 8763 6340 601.61780 26 203 - 601.06324 - 38.6 175s 9085 6552 661.05618 58 81 - 601.08791 - 39.0 180s 9490 6865 611.23190 31 167 - 601.11780 - 39.1 185s 9862 7110 602.44774 29 160 - 601.15848 - 39.4 190s 10201 7350 635.01775 35 125 - 601.19452 - 39.5 195s 10583 7570 607.19660 30 198 - 601.27905 - 39.6 200s 10836 7721 619.71143 33 194 - 601.31157 - 40.3 205s 11290 8131 infeasible 119 - 601.31292 - 39.9 210s 11714 8436 692.38920 80 100 - 601.33012 - 39.9 215s 12079 8698 infeasible 63 - 601.36650 - 40.0 220s 12421 8933 607.62698 30 187 - 601.43744 - 40.2 225s 12805 9196 638.38185 44 185 - 601.46381 - 40.3 230s 13147 9417 685.93641 61 92 - 601.48440 - 40.4 235s 13497 9669 infeasible 55 - 601.52034 - 40.6 240s 13951 10025 788.97170 148 90 - 601.53280 - 40.4 245s 14397 10338 619.13495 36 154 - 601.54595 - 40.3 250s 14911 10747 674.93076 73 88 - 601.56056 - 40.0 255s 15303 11052 679.35118 70 131 - 601.57550 - 40.2 260s 15741 11352 652.10315 42 172 - 601.59733 - 40.2 265s 16118 11643 680.90742 94 77 - 601.61388 - 40.2 270s 16595 11988 infeasible 47 - 601.62259 - 40.1 275s 16915 12183 infeasible 56 - 601.64576 - 40.3 280s 17349 12502 713.71504 89 119 - 601.65228 - 40.2 285s 17713 12740 642.33431 55 155 - 601.71785 - 40.3 290s 18095 13004 607.40282 34 199 - 601.72773 - 40.3 295s 18393 13204 618.99462 35 215 - 601.75455 - 40.6 300s 18880 13585 602.81288 27 195 - 601.77748 - 40.4 305s 19269 13862 658.44558 52 133 - 601.79254 - 40.5 310s 19739 14207 628.69463 31 179 - 601.82800 - 40.4 315s 20089 14458 696.72243 97 63 - 601.84109 - 40.6 320s 20402 14657 650.71928 44 143 - 601.85012 - 40.8 325s 20775 14932 619.41319 29 233 - 601.85604 - 40.7 330s 21114 15178 644.79232 45 148 - 601.89154 - 40.8 335s 21438 15407 608.46025 32 202 - 601.94357 - 41.0 340s 21827 15679 609.41249 35 185 - 601.96710 - 41.0 345s 22091 15849 611.16935 34 183 - 601.98239 - 41.2 350s 22428 16097 609.97185 32 159 - 602.00094 - 41.3 355s 22816 16418 652.71107 47 180 - 602.00295 - 41.3 360s 23180 16684 669.07553 47 169 - 602.02708 - 41.3 365s 23548 16910 640.74650 44 149 - 602.05126 - 41.4 370s 23965 17224 603.45841 27 162 - 602.06362 - 41.3 375s 24379 17577 713.20635 84 70 - 602.07226 - 41.3 380s 24790 17855 611.56065 29 198 - 602.10177 - 41.3 385s 25123 18096 667.89990 61 143 - 602.12985 - 41.5 390s 25516 18391 612.53115 30 210 - 602.13480 - 41.4 395s 25866 18652 653.79411 67 141 - 602.15496 - 41.6 400s 26289 18970 610.65220 32 215 - 602.17823 - 41.5 405s 26685 19282 620.33124 31 179 - 602.18597 - 41.5 410s 27049 19559 604.37642 27 217 - 602.19551 - 41.6 415s *27401 16501 91 679.0000000 602.20092 11.3% 41.5 419s 27451 16538 635.92924 43 173 679.00000 602.20595 11.3% 41.5 420s 27737 16692 607.57143 30 193 679.00000 602.23925 11.3% 41.5 425s 27974 16851 656.55954 63 190 679.00000 602.27205 11.3% 41.4 430s 28185 16988 615.90361 36 186 679.00000 602.29769 11.3% 41.4 435s 28355 17091 656.82024 38 136 679.00000 602.31602 11.3% 41.4 440s 28528 17185 632.04489 53 205 679.00000 602.33422 11.3% 41.4 445s 28710 17294 603.28985 28 200 679.00000 602.34282 11.3% 41.4 450s 28846 17378 605.82113 29 148 679.00000 602.35269 11.3% 41.4 455s 29008 17511 613.55464 41 207 679.00000 602.35574 11.3% 41.3 460s 29174 17622 650.30832 39 152 679.00000 602.38217 11.3% 41.3 465s 29320 17676 620.21289 27 200 679.00000 602.40819 11.3% 41.3 470s 29475 17779 603.40317 36 170 679.00000 602.41869 11.3% 41.2 475s 29610 17880 630.42237 53 210 679.00000 602.42185 11.3% 41.2 480s 29745 17981 656.38377 45 179 679.00000 602.42785 11.3% 41.2 485s 29884 18064 650.02912 43 178 679.00000 602.44735 11.3% 41.2 490s 29996 18132 622.65747 32 192 679.00000 602.46242 11.3% 41.2 495s 30128 18210 606.75277 37 176 679.00000 602.47202 11.3% 41.2 500s 30263 18303 636.65244 47 151 679.00000 602.47290 11.3% 41.1 505s 30398 18401 656.55836 68 149 679.00000 602.48090 11.3% 41.1 510s 30507 18472 670.27696 59 175 679.00000 602.49079 11.3% 41.1 515s 30615 18545 607.70010 37 209 679.00000 602.49983 11.3% 41.0 520s 30723 18635 636.65284 60 177 679.00000 602.50245 11.3% 41.0 525s 30858 18727 635.80832 39 192 679.00000 602.50614 11.3% 41.0 530s 30969 18791 609.50538 35 196 679.00000 602.51779 11.3% 40.9 535s 31080 18873 602.52977 30 183 679.00000 602.52480 11.3% 40.9 540s 31196 18937 604.84607 25 165 679.00000 602.53117 11.3% 41.0 545s 31304 19021 655.35938 65 98 679.00000 602.53431 11.3% 41.0 550s 31414 19099 618.10649 34 190 679.00000 602.53906 11.3% 40.9 555s 31522 19170 636.95469 42 166 679.00000 602.55140 11.3% 40.9 560s 31631 19227 602.58269 29 189 679.00000 602.55487 11.3% 40.9 565s 31739 19299 618.94058 45 203 679.00000 602.55925 11.3% 40.9 570s 31852 19352 604.75049 29 206 679.00000 602.56899 11.3% 40.9 576s 31933 19409 612.43646 32 136 679.00000 602.56988 11.3% 40.9 580s 32041 19488 638.01125 41 153 679.00000 602.57558 11.3% 40.9 585s 32149 19561 611.76901 32 175 679.00000 602.58154 11.3% 40.8 590s 32235 19605 603.53355 30 181 679.00000 602.58411 11.3% 40.8 595s 32316 19665 605.28166 34 185 679.00000 602.58747 11.3% 40.9 603s H32343 18821 672.0000000 602.58810 10.3% 40.9 625s H32371 18706 671.0000000 602.58810 10.2% 40.9 660s 32398 18715 607.61938 30 227 671.00000 602.60124 10.2% 40.9 684s 32421 18737 641.64821 42 177 671.00000 602.60124 10.2% 40.9 685s H32425 17998 666.0000000 602.60124 9.52% 40.9 714s 32462 18015 infeasible 45 666.00000 602.60148 9.52% 40.9 715s 32849 18228 620.17916 46 195 666.00000 602.62141 9.52% 40.9 720s 33183 18424 infeasible 54 666.00000 602.65612 9.51% 40.8 725s 33556 18628 cutoff 58 666.00000 602.66933 9.51% 40.8 730s 33884 18831 651.35918 39 174 666.00000 602.69202 9.51% 40.8 735s 34220 19045 652.55336 36 149 666.00000 602.71014 9.50% 40.8 740s 34576 19279 617.18336 36 180 666.00000 602.74786 9.50% 40.7 745s 34902 19473 645.71902 55 201 666.00000 602.76332 9.49% 40.8 750s 35355 19769 638.87877 40 129 666.00000 602.77550 9.49% 40.7 755s 35889 20136 607.37272 32 164 666.00000 602.79955 9.49% 40.5 760s 36278 20424 604.71736 31 154 666.00000 602.81090 9.49% 40.5 765s 36676 20636 604.28262 29 192 666.00000 602.82559 9.49% 40.5 770s 37042 20878 641.04960 61 172 666.00000 602.84280 9.48% 40.5 775s 37421 21086 613.34033 37 163 666.00000 602.86915 9.48% 40.5 780s 37874 21380 627.43527 41 193 666.00000 602.90156 9.47% 40.5 785s 38255 21601 662.22325 44 143 666.00000 602.91587 9.47% 40.4 790s 38607 21803 618.60460 38 204 666.00000 602.92808 9.47% 40.5 795s 39020 22082 625.69371 37 164 666.00000 602.94495 9.47% 40.4 800s 39396 22314 cutoff 30 666.00000 602.96902 9.46% 40.4 805s 39822 22540 611.49566 31 172 666.00000 602.99373 9.46% 40.4 810s 40214 22782 643.11240 42 159 666.00000 603.01342 9.46% 40.4 815s 40670 23079 608.38702 35 217 666.00000 603.02949 9.46% 40.3 820s 40805 23147 629.98174 49 169 666.00000 603.03536 9.45% 40.3 858s 40807 23148 603.38537 29 159 666.00000 603.03536 9.45% 40.3 861s 40809 23150 616.43927 42 218 666.00000 603.03536 9.45% 40.3 866s 40811 23151 636.70051 51 230 666.00000 603.03536 9.45% 40.3 870s 40814 23153 635.14894 42 219 666.00000 603.03536 9.45% 40.3 876s 40816 23154 607.21787 27 225 666.00000 603.03536 9.45% 40.3 880s 40819 23156 658.48933 60 231 666.00000 603.03536 9.45% 40.3 886s 40821 23158 607.21787 27 237 666.00000 603.03536 9.45% 40.3 891s 40823 23159 635.14894 42 233 666.00000 603.03536 9.45% 40.3 895s 40826 23161 636.70051 51 234 666.00000 603.03536 9.45% 40.3 901s 40829 23165 603.03536 29 225 666.00000 603.03536 9.45% 40.4 905s 40842 23174 608.68859 35 242 666.00000 603.03536 9.45% 40.4 910s 41005 23216 603.14994 39 257 666.00000 603.03536 9.45% 40.5 915s 41277 23287 662.12026 80 139 666.00000 603.03536 9.45% 40.4 920s 41584 23357 606.78314 33 230 666.00000 603.03536 9.45% 40.5 925s 41967 23446 611.27165 36 238 666.00000 603.03536 9.45% 40.4 930s 42331 23551 631.38063 58 190 666.00000 603.32396 9.41% 40.4 935s H42582 22445 661.0000000 603.55386 8.69% 40.4 944s 42613 22445 658.72584 47 181 661.00000 603.55925 8.69% 40.4 945s 42976 22521 643.62087 45 190 661.00000 604.25069 8.59% 40.4 950s 43336 22599 632.63759 50 236 661.00000 604.73777 8.51% 40.4 955s 43742 22646 640.87220 52 203 661.00000 605.52091 8.39% 40.4 960s 44088 22712 631.94002 49 223 661.00000 605.92038 8.33% 40.4 965s 44453 22765 cutoff 43 661.00000 606.38364 8.26% 40.3 970s 44881 22807 622.64914 38 241 661.00000 607.17642 8.14% 40.3 975s 45299 22843 619.06012 39 225 661.00000 607.59847 8.08% 40.3 980s 45742 22907 609.33886 37 224 661.00000 608.12029 8.00% 40.3 985s 46129 22922 644.27092 53 237 661.00000 608.62073 7.92% 40.3 990s 46559 22965 627.55328 45 221 661.00000 609.14314 7.85% 40.3 995s 46999 22951 636.61843 42 211 661.00000 609.56012 7.78% 40.2 1000s 47435 23012 644.79581 52 182 661.00000 609.91909 7.73% 40.2 1005s 47852 22993 649.22920 40 226 661.00000 610.19542 7.69% 40.2 1010s 48188 23077 635.23053 50 200 661.00000 610.50726 7.64% 40.2 1015s 48605 23109 616.16276 45 216 661.00000 610.85698 7.59% 40.2 1020s 48977 23131 648.06012 50 188 661.00000 611.18769 7.54% 40.2 1025s 49381 23105 642.69358 46 244 661.00000 611.51334 7.49% 40.2 1030s 49793 23107 cutoff 47 661.00000 611.90085 7.43% 40.2 1035s 50185 23107 631.63154 45 186 661.00000 612.35423 7.36% 40.2 1040s 50634 23148 620.70065 43 223 661.00000 612.78088 7.29% 40.1 1045s 51082 23173 628.12506 42 214 661.00000 613.07482 7.25% 40.1 1050s 51520 23224 644.89706 69 228 661.00000 613.37572 7.20% 40.0 1055s 52010 23283 627.99279 41 197 661.00000 613.69245 7.16% 39.9 1060s 52435 23299 cutoff 53 661.00000 613.95363 7.12% 39.9 1065s 52870 23348 641.28678 49 179 661.00000 614.32898 7.06% 39.9 1070s 53306 23370 629.04107 47 236 661.00000 614.74401 7.00% 39.9 1075s 53838 23432 654.54247 65 210 661.00000 615.04051 6.95% 39.8 1080s 54313 23433 636.49311 45 174 661.00000 615.43091 6.89% 39.7 1085s 54761 23392 652.94900 51 200 661.00000 615.78934 6.84% 39.7 1090s 54973 23419 651.65432 43 199 661.00000 615.85152 6.83% 39.7 1095s 55000 23416 646.24193 55 178 661.00000 615.88581 6.83% 39.7 1100s 55017 23421 628.41852 52 223 661.00000 615.92137 6.82% 39.7 1105s 55033 23421 617.24037 42 220 661.00000 615.95872 6.81% 39.6 1110s 55043 23428 637.99951 52 192 661.00000 615.95872 6.81% 39.6 1115s 55064 23420 638.48751 47 237 661.00000 615.96255 6.81% 39.6 1120s 55075 23423 633.11908 53 189 661.00000 615.97097 6.81% 39.6 1125s 55083 23429 637.73512 61 188 661.00000 615.97097 6.81% 39.6 1130s 55096 23427 640.37591 46 190 661.00000 615.98106 6.81% 39.6 1135s 55108 23427 630.36171 48 238 661.00000 615.98793 6.81% 39.6 1140s 55116 23433 635.73443 56 236 661.00000 615.98793 6.81% 39.6 1145s 55126 23433 652.23221 61 202 661.00000 615.98793 6.81% 39.6 1150s 55136 23432 635.38746 50 215 661.00000 615.99371 6.81% 39.6 1155s 55140 23435 638.03248 54 223 661.00000 615.99371 6.81% 39.6 1161s 55415 23460 639.10906 64 193 661.00000 616.23416 6.77% 39.6 1165s 55886 23489 infeasible 39 661.00000 616.49929 6.73% 39.5 1170s 56285 23501 cutoff 48 661.00000 616.68512 6.70% 39.5 1175s 56669 23548 629.00698 48 218 661.00000 616.82718 6.68% 39.5 1180s 57023 23485 cutoff 49 661.00000 617.09858 6.64% 39.5 1185s 57428 23444 628.13621 46 236 661.00000 617.33813 6.61% 39.5 1190s 57809 23478 629.21381 53 231 661.00000 617.41726 6.59% 39.5 1195s 58203 23489 642.06567 56 136 661.00000 617.56012 6.57% 39.4 1200s 58574 23508 cutoff 48 661.00000 617.77711 6.54% 39.4 1205s 58976 23569 630.59056 53 175 661.00000 617.88003 6.52% 39.4 1210s 59415 23609 626.49593 46 213 661.00000 618.04390 6.50% 39.3 1215s 59829 23611 631.04415 42 223 661.00000 618.19946 6.48% 39.4 1220s 60245 23620 634.55479 37 224 661.00000 618.36074 6.45% 39.3 1225s 60636 23578 630.41095 43 185 661.00000 618.47440 6.43% 39.3 1230s 61046 23580 infeasible 44 661.00000 618.64881 6.41% 39.3 1235s 61349 23603 658.03910 62 122 661.00000 618.78114 6.39% 39.3 1240s H61503 22194 657.0000000 618.84672 5.81% 39.3 1242s 61504 22196 649.46243 54 136 657.00000 618.84672 5.81% 39.3 1257s 61698 22192 650.06028 48 170 657.00000 618.90696 5.80% 39.3 1260s 62108 22134 649.87187 63 192 657.00000 619.10723 5.77% 39.3 1265s 62526 22103 632.01434 54 209 657.00000 619.31954 5.74% 39.3 1270s 62915 22080 630.95091 46 200 657.00000 619.52650 5.70% 39.3 1275s 63347 22032 cutoff 41 657.00000 619.69071 5.68% 39.3 1280s 63776 21984 infeasible 54 657.00000 619.94550 5.64% 39.2 1285s 64194 21945 643.63171 49 201 657.00000 620.12056 5.61% 39.2 1290s 64625 21937 646.60964 59 166 657.00000 620.30760 5.58% 39.2 1295s 64962 21930 623.93332 38 220 657.00000 620.40371 5.57% 39.2 1300s 65312 21891 642.06028 48 190 657.00000 620.59345 5.54% 39.2 1305s 65733 21857 640.63171 50 203 657.00000 620.77767 5.51% 39.2 1310s 66168 21812 infeasible 41 657.00000 620.93512 5.49% 39.1 1315s 66536 21739 cutoff 52 657.00000 621.12167 5.46% 39.2 1320s 66927 21689 642.21817 47 194 657.00000 621.29411 5.43% 39.2 1325s 67318 21645 647.21428 58 243 657.00000 621.47372 5.41% 39.2 1330s 67695 21587 647.98885 53 231 657.00000 621.59970 5.39% 39.2 1335s 68120 21587 cutoff 61 657.00000 621.74299 5.37% 39.1 1340s 68546 21565 638.89361 56 205 657.00000 621.89361 5.34% 39.1 1345s 68990 21554 646.06028 51 169 657.00000 621.97579 5.33% 39.1 1350s 69359 21494 infeasible 42 657.00000 622.12512 5.31% 39.1 1355s 69712 21500 infeasible 45 657.00000 622.21823 5.29% 39.1 1360s 70111 21464 635.59396 41 225 657.00000 622.31558 5.28% 39.1 1365s 70505 21411 628.12870 43 244 657.00000 622.44888 5.26% 39.1 1370s 70840 21405 654.57942 48 186 657.00000 622.56719 5.24% 39.1 1375s 71214 21354 infeasible 50 657.00000 622.68838 5.22% 39.1 1380s 71526 21353 636.49224 68 163 657.00000 622.76698 5.21% 39.1 1385s 71941 21303 cutoff 52 657.00000 622.90757 5.19% 39.1 1390s 72347 21280 641.79880 73 142 657.00000 623.06028 5.17% 39.1 1395s 72678 21260 cutoff 61 657.00000 623.12095 5.16% 39.1 1400s 73097 21215 635.21149 42 229 657.00000 623.24366 5.14% 39.1 1405s 73478 21191 655.07490 67 130 657.00000 623.36647 5.12% 39.1 1410s 73802 21171 cutoff 59 657.00000 623.47936 5.10% 39.2 1415s 74223 21142 634.35203 50 206 657.00000 623.60036 5.08% 39.2 1420s 74574 21096 631.06028 55 219 657.00000 623.69713 5.07% 39.2 1425s 74950 21058 642.06028 47 170 657.00000 623.81699 5.05% 39.2 1430s 75379 21007 648.16028 59 169 657.00000 623.93512 5.03% 39.2 1435s 75791 20951 646.24260 42 222 657.00000 624.05732 5.01% 39.1 1440s 76196 20911 641.62296 53 238 657.00000 624.10044 5.01% 39.1 1445s 76604 20873 cutoff 64 657.00000 624.28794 4.98% 39.1 1450s 76957 20808 642.06028 43 162 657.00000 624.39345 4.96% 39.1 1455s 77406 20798 634.40213 48 222 657.00000 624.53934 4.94% 39.1 1460s 77779 20781 cutoff 69 657.00000 624.66768 4.92% 39.1 1465s 78169 20749 641.14516 49 152 657.00000 624.72695 4.91% 39.1 1470s 78573 20724 cutoff 53 657.00000 624.81098 4.90% 39.1 1475s 78944 20665 640.06028 50 169 657.00000 624.91708 4.88% 39.1 1480s 79359 20593 634.00714 39 219 657.00000 625.03464 4.87% 39.1 1485s 79744 20551 infeasible 56 657.00000 625.09679 4.86% 39.1 1490s 80155 20488 634.35027 57 240 657.00000 625.21099 4.84% 39.1 1495s 80513 20423 630.02878 43 164 657.00000 625.31028 4.82% 39.1 1500s 80875 20376 cutoff 50 657.00000 625.42273 4.81% 39.1 1505s 81294 20309 645.90764 43 201 657.00000 625.56012 4.79% 39.1 1510s 81651 20254 cutoff 48 657.00000 625.61200 4.78% 39.1 1515s 82056 20188 631.52401 61 204 657.00000 625.68528 4.77% 39.1 1520s 82453 20149 648.60728 47 163 657.00000 625.76901 4.75% 39.1 1525s 82817 20105 650.79416 47 215 657.00000 625.84721 4.74% 39.1 1530s 83211 20044 cutoff 63 657.00000 625.94168 4.73% 39.1 1535s 83561 20002 632.81957 43 180 657.00000 626.06012 4.71% 39.1 1540s 83979 19984 648.68555 45 231 657.00000 626.10019 4.70% 39.1 1545s 84358 19921 655.51079 51 110 657.00000 626.19791 4.69% 39.1 1550s 84710 19841 636.63720 42 179 657.00000 626.31028 4.67% 39.1 1555s 85057 19782 infeasible 47 657.00000 626.37423 4.66% 39.2 1560s 85476 19757 643.99382 47 205 657.00000 626.48107 4.65% 39.1 1565s 85888 19713 642.36881 51 133 657.00000 626.56028 4.63% 39.1 1570s 86300 19659 infeasible 47 657.00000 626.66012 4.62% 39.1 1575s 86654 19576 cutoff 48 657.00000 626.74632 4.60% 39.1 1580s 86975 19553 cutoff 55 657.00000 626.78702 4.60% 39.2 1585s 87354 19487 cutoff 51 657.00000 626.88570 4.58% 39.2 1590s 87401 19480 639.46992 47 194 657.00000 626.89193 4.58% 39.2 1615s 87736 19427 633.12597 69 204 657.00000 626.94677 4.57% 39.2 1620s 88151 19357 645.39511 52 140 657.00000 627.06012 4.56% 39.1 1625s 88558 19303 650.33313 51 160 657.00000 627.11062 4.55% 39.1 1630s 88943 19228 cutoff 56 657.00000 627.19115 4.54% 39.1 1635s 89324 19163 cutoff 64 657.00000 627.27213 4.52% 39.2 1640s 89671 19095 644.39096 57 174 657.00000 627.34477 4.51% 39.2 1645s 90088 19036 632.11200 52 186 657.00000 627.42837 4.50% 39.2 1650s 90495 18952 cutoff 52 657.00000 627.50918 4.49% 39.1 1655s 90911 18898 cutoff 49 657.00000 627.56747 4.48% 39.1 1660s 91310 18841 650.21783 48 165 657.00000 627.64100 4.47% 39.1 1665s 91710 18757 654.03029 56 142 657.00000 627.72695 4.46% 39.1 1670s 92056 18729 630.73649 55 194 657.00000 627.77490 4.45% 39.1 1675s 92423 18679 cutoff 53 657.00000 627.84743 4.44% 39.1 1680s 92838 18631 630.48812 44 206 657.00000 627.92793 4.42% 39.1 1685s 93220 18547 642.16335 58 149 657.00000 628.02550 4.41% 39.1 1690s 93681 18561 648.39746 52 183 657.00000 628.06028 4.40% 39.1 1695s 94049 18500 648.36775 55 227 657.00000 628.10250 4.40% 39.1 1700s 94442 18434 645.54791 55 195 657.00000 628.18771 4.39% 39.1 1705s 94870 18396 648.83640 52 181 657.00000 628.24968 4.38% 39.1 1710s 95261 18338 644.06028 52 187 657.00000 628.31816 4.37% 39.1 1715s 95643 18251 637.36881 53 141 657.00000 628.41438 4.35% 39.1 1720s 96075 18164 649.85054 52 144 657.00000 628.49868 4.34% 39.1 1725s 96429 18077 635.44210 52 163 657.00000 628.58684 4.32% 39.1 1730s 96776 17988 infeasible 52 657.00000 628.68096 4.31% 39.1 1735s 97132 17940 cutoff 45 657.00000 628.73607 4.30% 39.2 1740s 97490 17866 633.47180 52 198 657.00000 628.83547 4.29% 39.2 1745s 97911 17813 631.40425 44 177 657.00000 628.89345 4.28% 39.2 1750s 98299 17739 cutoff 57 657.00000 628.99221 4.26% 39.2 1755s 98675 17698 640.89418 46 172 657.00000 629.06028 4.25% 39.2 1760s 99071 17699 642.11433 57 169 657.00000 629.06028 4.25% 39.2 1765s 99438 17649 642.24263 49 234 657.00000 629.08230 4.25% 39.2 1770s 99866 17597 653.51079 54 119 657.00000 629.13641 4.24% 39.2 1775s 100251 17541 647.13888 55 169 657.00000 629.21390 4.23% 39.2 1780s 100654 17449 infeasible 48 657.00000 629.30199 4.22% 39.2 1785s 101031 17361 cutoff 47 657.00000 629.36763 4.21% 39.2 1790s 101378 17297 644.06028 57 175 657.00000 629.43959 4.19% 39.2 1795s 101737 17213 cutoff 46 657.00000 629.51471 4.18% 39.2 1800s 102119 17090 cutoff 50 657.00000 629.62995 4.17% 39.2 1805s 102471 17006 cutoff 53 657.00000 629.72509 4.15% 39.2 1810s 102850 16972 635.06028 47 164 657.00000 629.78812 4.14% 39.3 1815s 103251 16892 640.86369 59 223 657.00000 629.84399 4.13% 39.2 1820s 103644 16861 653.66424 45 189 657.00000 629.91742 4.12% 39.2 1825s 104037 16919 639.33301 42 224 657.00000 629.96238 4.12% 39.2 1830s 104408 16981 cutoff 57 657.00000 630.01826 4.11% 39.2 1835s 104816 17051 654.17804 59 83 657.00000 630.06028 4.10% 39.2 1840s 105214 17133 653.96806 51 150 657.00000 630.09254 4.10% 39.2 1845s 105635 17226 cutoff 51 657.00000 630.15907 4.09% 39.2 1850s 106056 17302 infeasible 57 657.00000 630.21123 4.08% 39.2 1855s 106458 17343 645.79712 48 191 657.00000 630.28383 4.07% 39.2 1860s 106870 17387 cutoff 45 657.00000 630.34541 4.06% 39.2 1865s 107259 17474 639.00122 60 211 657.00000 630.42260 4.05% 39.2 1870s 107658 17557 649.06028 51 168 657.00000 630.46973 4.04% 39.2 1875s 108040 17640 643.60728 50 155 657.00000 630.51561 4.03% 39.2 1880s 108401 17675 639.05286 41 209 657.00000 630.56416 4.02% 39.2 1885s 108813 17711 648.03029 55 130 657.00000 630.66912 4.01% 39.2 1890s 109216 17787 643.78755 55 182 657.00000 630.70272 4.00% 39.2 1895s 109529 17849 646.22828 46 195 657.00000 630.75441 3.99% 39.2 1900s 109937 17884 636.24646 53 183 657.00000 630.81976 3.98% 39.2 1905s 110375 17937 653.51079 53 143 657.00000 630.89269 3.97% 39.2 1910s 110751 17972 637.12972 51 211 657.00000 630.96679 3.96% 39.2 1915s 111119 18019 cutoff 51 657.00000 631.02394 3.95% 39.2 1920s 111530 18097 cutoff 49 657.00000 631.06012 3.95% 39.2 1925s 111947 18192 643.32499 45 234 657.00000 631.06028 3.95% 39.2 1930s 112320 18270 infeasible 51 657.00000 631.11731 3.94% 39.2 1935s 112651 18305 648.09348 44 164 657.00000 631.17336 3.93% 39.2 1940s 113022 18353 639.63735 58 226 657.00000 631.24100 3.92% 39.2 1945s 113420 18394 640.88647 51 174 657.00000 631.30881 3.91% 39.2 1950s 113801 18445 638.68003 50 227 657.00000 631.35696 3.90% 39.2 1955s 114190 18516 643.87423 56 208 657.00000 631.41526 3.89% 39.2 1960s 114601 18584 652.91821 56 150 657.00000 631.48218 3.88% 39.2 1965s 115002 18647 643.38923 55 223 657.00000 631.52909 3.88% 39.2 1970s 115410 18682 653.08356 53 217 657.00000 631.58484 3.87% 39.2 1975s 115809 18709 643.09664 44 183 657.00000 631.66012 3.86% 39.2 1980s 116189 18732 640.29557 52 186 657.00000 631.71313 3.85% 39.2 1985s 116527 18794 654.51079 59 128 657.00000 631.74669 3.84% 39.3 1990s 116968 18850 641.92985 49 207 657.00000 631.78913 3.84% 39.2 1995s 117352 18898 647.47988 67 174 657.00000 631.84405 3.83% 39.3 2000s 117745 18930 637.47846 52 175 657.00000 631.90591 3.82% 39.3 2005s 118161 18953 643.06028 50 182 657.00000 631.98240 3.81% 39.2 2010s 118512 18975 infeasible 50 657.00000 632.04889 3.80% 39.3 2015s 118911 19065 640.82281 46 188 657.00000 632.06028 3.80% 39.3 2020s 119305 19199 642.85549 45 187 657.00000 632.07136 3.79% 39.3 2025s 119660 19241 654.15133 66 90 657.00000 632.13320 3.78% 39.3 2030s 120072 19273 649.81584 50 165 657.00000 632.19211 3.78% 39.3 2035s 120488 19278 cutoff 54 657.00000 632.25358 3.77% 39.3 2040s 120924 19336 644.65371 56 182 657.00000 632.31422 3.76% 39.2 2045s 121359 19386 641.59596 55 161 657.00000 632.37278 3.75% 39.2 2050s 121810 19446 648.78622 60 146 657.00000 632.44276 3.74% 39.2 2055s 122228 19473 647.74195 63 192 657.00000 632.49618 3.73% 39.2 2060s 122624 19506 646.56346 54 201 657.00000 632.52950 3.72% 39.2 2065s 122964 19575 651.01238 59 155 657.00000 632.56028 3.72% 39.2 2070s 123368 19585 643.87586 59 204 657.00000 632.62212 3.71% 39.2 2075s 123786 19629 642.19323 55 219 657.00000 632.67474 3.70% 39.2 2080s 124176 19653 cutoff 54 657.00000 632.72695 3.69% 39.2 2085s 124605 19681 654.17631 61 110 657.00000 632.78818 3.69% 39.2 2090s 125018 19760 650.65968 57 198 657.00000 632.82951 3.68% 39.2 2095s 125359 19812 649.71653 44 165 657.00000 632.86599 3.67% 39.2 2100s 125786 19864 infeasible 57 657.00000 632.91567 3.67% 39.2 2105s 126200 19879 cutoff 54 657.00000 633.00765 3.65% 39.2 2110s 126634 19953 641.00966 56 182 657.00000 633.06028 3.64% 39.2 2115s 127081 20029 cutoff 53 657.00000 633.06028 3.64% 39.2 2120s 127493 20093 633.64184 53 153 657.00000 633.10790 3.64% 39.2 2125s 127843 20147 650.30805 48 226 657.00000 633.17756 3.63% 39.2 2130s 128196 20167 cutoff 54 657.00000 633.21028 3.62% 39.2 2135s 128583 20171 infeasible 50 657.00000 633.27240 3.61% 39.2 2140s 129001 20205 646.60728 56 164 657.00000 633.33301 3.60% 39.2 2145s 129337 20265 651.17804 47 77 657.00000 633.37619 3.60% 39.2 2150s 129733 20340 639.04054 59 186 657.00000 633.42207 3.59% 39.2 2155s 130121 20383 635.61925 47 171 657.00000 633.48935 3.58% 39.2 2160s 130514 20432 cutoff 51 657.00000 633.54765 3.57% 39.2 2165s 130913 20511 cutoff 60 657.00000 633.57436 3.57% 39.2 2170s 131305 20541 652.56906 48 195 657.00000 633.63121 3.56% 39.2 2175s 131754 20537 650.06028 39 179 657.00000 633.69929 3.55% 39.2 2180s 131927 20595 654.17760 61 110 657.00000 633.71028 3.54% 39.2 2202s 132170 20603 infeasible 51 657.00000 633.73939 3.54% 39.2 2205s 132601 20659 635.68223 50 168 657.00000 633.79105 3.53% 39.2 2210s 133001 20692 cutoff 56 657.00000 633.84179 3.52% 39.2 2215s 133346 20711 647.20919 60 130 657.00000 633.87647 3.52% 39.2 2220s 133696 20745 647.06028 58 187 657.00000 633.91769 3.51% 39.2 2238s 133782 20758 643.18627 55 144 657.00000 633.92982 3.51% 39.2 2240s 134186 20792 651.06028 56 193 657.00000 633.99392 3.50% 39.2 2245s 134599 20834 651.51079 49 131 657.00000 634.06012 3.49% 39.2 2250s 134994 20910 654.53896 48 123 657.00000 634.06028 3.49% 39.2 2255s 135378 20969 infeasible 60 657.00000 634.08497 3.49% 39.2 2260s 135823 21005 650.06028 62 164 657.00000 634.14138 3.48% 39.2 2265s 136221 21038 652.90342 47 201 657.00000 634.19833 3.47% 39.2 2270s 136602 21079 infeasible 69 657.00000 634.22860 3.47% 39.2 2275s 136984 21076 cutoff 46 657.00000 634.28170 3.46% 39.2 2280s 137440 21083 646.55883 62 170 657.00000 634.34891 3.45% 39.2 2285s 137841 21112 infeasible 53 657.00000 634.40101 3.44% 39.2 2290s 138263 21147 654.51079 54 130 657.00000 634.46028 3.43% 39.2 2295s 138667 21186 651.01238 56 160 657.00000 634.52063 3.42% 39.2 2300s 139104 21207 infeasible 57 657.00000 634.56134 3.42% 39.2 2305s 139480 21237 cutoff 60 657.00000 634.62790 3.41% 39.2 2310s 139862 21256 651.06028 54 161 657.00000 634.69339 3.40% 39.2 2315s 140262 21300 646.67130 63 202 657.00000 634.74177 3.39% 39.2 2320s 140671 21350 647.63171 49 180 657.00000 634.81028 3.38% 39.2 2325s 141072 21372 653.04274 49 173 657.00000 634.86028 3.37% 39.2 2330s 141461 21392 641.82426 55 195 657.00000 634.91055 3.36% 39.2 2335s 141865 21460 infeasible 61 657.00000 634.95489 3.36% 39.2 2340s 142258 21491 654.84270 71 68 657.00000 635.00852 3.35% 39.2 2345s 142669 21518 649.06028 38 180 657.00000 635.06012 3.34% 39.2 2350s 143043 21584 650.61942 48 178 657.00000 635.06028 3.34% 39.2 2355s 143366 21642 645.56028 50 170 657.00000 635.06028 3.34% 39.2 2360s 143742 21648 651.75338 61 187 657.00000 635.12519 3.33% 39.2 2365s 144138 21672 651.17961 46 165 657.00000 635.17277 3.32% 39.2 2370s 144536 21700 645.18528 48 206 657.00000 635.22695 3.31% 39.3 2375s 144912 21713 643.36797 44 180 657.00000 635.29105 3.30% 39.3 2380s 145310 21735 infeasible 56 657.00000 635.32874 3.30% 39.3 2385s 145726 21756 cutoff 56 657.00000 635.39361 3.29% 39.3 2390s 146099 21777 645.20526 58 194 657.00000 635.43756 3.28% 39.3 2395s 146568 21789 650.06028 52 177 657.00000 635.50751 3.27% 39.3 2400s 146991 21821 651.51079 50 116 657.00000 635.56028 3.26% 39.3 2405s 147393 21878 647.77804 62 219 657.00000 635.59215 3.26% 39.2 2410s 147832 21939 639.14516 55 169 657.00000 635.66028 3.25% 39.2 2415s 148234 21990 cutoff 45 657.00000 635.72008 3.24% 39.2 2420s 148661 21999 636.33528 48 199 657.00000 635.78442 3.23% 39.2 2425s 149073 22018 643.89812 47 176 657.00000 635.84926 3.22% 39.2 2430s 149482 22008 647.06028 66 167 657.00000 635.92412 3.21% 39.2 2435s 149949 22009 infeasible 61 657.00000 635.99131 3.20% 39.2 2440s 150357 22062 646.47241 54 234 657.00000 636.03380 3.19% 39.2 2445s 150754 22077 infeasible 52 657.00000 636.06028 3.19% 39.2 2450s 151211 22200 655.51079 60 147 657.00000 636.06028 3.19% 39.2 2455s 151603 22318 649.50363 50 208 657.00000 636.06028 3.19% 39.2 2460s 152042 22511 654.03208 55 187 657.00000 636.07778 3.18% 39.2 2465s 152487 22562 641.01238 50 157 657.00000 636.14382 3.17% 39.2 2470s 152932 22643 cutoff 51 657.00000 636.19268 3.17% 39.2 2475s 153344 22646 642.26663 45 220 657.00000 636.25524 3.16% 39.2 2480s 153718 22733 648.60728 51 147 657.00000 636.28796 3.15% 39.2 2485s 154125 22721 652.09557 63 129 657.00000 636.32789 3.15% 39.2 2490s 154476 22718 648.52846 67 182 657.00000 636.37125 3.14% 39.2 2495s 154843 22718 649.85054 53 150 657.00000 636.40872 3.13% 39.2 2500s 155218 22770 cutoff 65 657.00000 636.45350 3.13% 39.2 2505s 155691 22812 646.82659 61 168 657.00000 636.51769 3.12% 39.2 2510s 156123 22863 646.06028 53 158 657.00000 636.56028 3.11% 39.2 2515s 156544 22883 651.55053 58 139 657.00000 636.62012 3.10% 39.2 2520s 156940 22907 644.75806 66 169 657.00000 636.66554 3.10% 39.2 2525s 157314 22912 639.24315 45 192 657.00000 636.71028 3.09% 39.2 2530s 157716 22961 infeasible 52 657.00000 636.75361 3.08% 39.2 2535s 158148 23057 cutoff 63 657.00000 636.80011 3.07% 39.2 2540s 158643 23126 cutoff 62 657.00000 636.85746 3.07% 39.2 2545s 159042 23192 cutoff 58 657.00000 636.90028 3.06% 39.2 2550s 159518 23277 643.06028 45 168 657.00000 636.96028 3.05% 39.2 2555s 159918 23316 638.57085 59 174 657.00000 637.01060 3.04% 39.2 2560s 160310 23322 cutoff 55 657.00000 637.06012 3.03% 39.2 2565s 160734 23392 650.06028 48 159 657.00000 637.06028 3.03% 39.2 2570s 161178 23460 654.51079 54 131 657.00000 637.06028 3.03% 39.2 2575s 161649 23695 652.45337 81 89 657.00000 637.06446 3.03% 39.2 2580s 162104 23872 infeasible 53 657.00000 637.08881 3.03% 39.2 2585s 162499 23895 infeasible 45 657.00000 637.13923 3.02% 39.2 2590s 162952 24007 cutoff 56 657.00000 637.17333 3.02% 39.2 2595s 163364 24000 643.40861 50 182 657.00000 637.22818 3.01% 39.2 2600s 163715 24067 641.32183 70 154 657.00000 637.25529 3.01% 39.2 2605s 164173 24250 cutoff 67 657.00000 637.27750 3.00% 39.2 2610s 164599 24286 653.25123 54 79 657.00000 637.32354 2.99% 39.2 2615s 164994 24321 642.61465 53 148 657.00000 637.36587 2.99% 39.2 2620s 165418 24429 654.15052 59 79 657.00000 637.39605 2.98% 39.2 2625s 165863 24508 642.47193 62 151 657.00000 637.42706 2.98% 39.2 2630s 166281 24632 cutoff 65 657.00000 637.45686 2.97% 39.2 2635s 166726 24700 654.70945 54 129 657.00000 637.50196 2.97% 39.2 2640s 167110 24704 642.02359 50 197 657.00000 637.54982 2.96% 39.2 2645s 167519 24800 645.06028 52 187 657.00000 637.58336 2.96% 39.2 2650s 167955 24877 645.19673 63 107 657.00000 637.63576 2.95% 39.2 2655s 168434 25023 cutoff 60 657.00000 637.67081 2.94% 39.2 2660s H168786 24714 656.0000000 637.70552 2.79% 39.2 2663s 168787 24717 653.17804 55 94 656.00000 637.70552 2.79% 39.2 2689s 168842 24729 653.47530 58 84 656.00000 637.70552 2.79% 39.2 2690s 169235 24778 654.48294 58 122 656.00000 637.72695 2.79% 39.2 2695s 169668 24885 652.56189 56 127 656.00000 637.75849 2.78% 39.2 2700s 170104 24927 cutoff 54 656.00000 637.79892 2.77% 39.2 2705s 170559 24938 654.20464 69 60 656.00000 637.85334 2.77% 39.2 2710s 171042 25055 cutoff 55 656.00000 637.87817 2.76% 39.2 2715s 171484 25051 654.29595 67 63 656.00000 637.94323 2.75% 39.2 2720s 171950 25125 649.62438 55 169 656.00000 637.99778 2.74% 39.2 2725s 172323 25183 infeasible 57 656.00000 638.04121 2.74% 39.2 2730s 172798 25198 653.51079 58 115 656.00000 638.06028 2.73% 39.2 2735s 173256 25267 649.51079 57 144 656.00000 638.06028 2.73% 39.2 2740s 173667 25377 646.14880 58 84 656.00000 638.06358 2.73% 39.2 2745s 174073 25589 654.17973 57 83 656.00000 638.06358 2.73% 39.2 2750s 174491 25769 655.00005 68 73 656.00000 638.07675 2.73% 39.2 2755s 174938 25798 639.52454 55 181 656.00000 638.13965 2.72% 39.2 2760s 175323 25932 cutoff 53 656.00000 638.15905 2.72% 39.2 2765s 175738 25950 cutoff 57 656.00000 638.21422 2.71% 39.2 2770s 176230 26063 639.32350 52 162 656.00000 638.23812 2.71% 39.2 2775s 176690 26197 647.37386 44 226 656.00000 638.25684 2.70% 39.2 2780s 177169 26343 652.24374 58 102 656.00000 638.28026 2.70% 39.1 2785s 177620 26359 infeasible 58 656.00000 638.32350 2.69% 39.1 2790s 178036 26355 650.06028 56 193 656.00000 638.35836 2.69% 39.1 2795s 178436 26439 644.60728 49 162 656.00000 638.39215 2.68% 39.2 2800s 178832 26525 cutoff 55 656.00000 638.41443 2.68% 39.2 2805s 179264 26590 642.75104 53 211 656.00000 638.44304 2.68% 39.2 2810s 179675 26645 653.06028 59 164 656.00000 638.48235 2.67% 39.2 2815s 180117 26661 654.75829 48 184 656.00000 638.53647 2.66% 39.2 2820s 180603 26752 652.65552 63 180 656.00000 638.55901 2.66% 39.1 2825s 181040 26781 cutoff 57 656.00000 638.58181 2.66% 39.1 2830s 181454 26827 654.59079 53 141 656.00000 638.62326 2.65% 39.1 2835s 181964 27024 642.61465 52 169 656.00000 638.63655 2.65% 39.1 2840s 182396 27134 cutoff 51 656.00000 638.66232 2.64% 39.2 2845s 182832 27170 643.60775 46 144 656.00000 638.70552 2.64% 39.1 2850s 183257 27239 649.56028 49 170 656.00000 638.71976 2.63% 39.2 2855s 183655 27268 639.12691 41 208 656.00000 638.74991 2.63% 39.2 2860s 184090 27374 cutoff 71 656.00000 638.78203 2.62% 39.2 2865s 184426 27401 641.51243 62 147 656.00000 638.81458 2.62% 39.2 2870s 184886 27460 639.40798 64 135 656.00000 638.85132 2.61% 39.2 2875s 185337 27589 cutoff 62 656.00000 638.85455 2.61% 39.2 2880s 185774 27594 cutoff 61 656.00000 638.89361 2.61% 39.2 2885s 186190 27596 649.70782 59 177 656.00000 638.95326 2.60% 39.2 2890s 186635 27677 641.28883 49 161 656.00000 638.97959 2.59% 39.2 2895s 187053 27712 646.24571 56 193 656.00000 639.02454 2.59% 39.2 2900s 187436 27702 647.13888 51 166 656.00000 639.06012 2.58% 39.2 2905s 187839 27734 cutoff 59 656.00000 639.06028 2.58% 39.2 2910s 188266 27770 654.14402 52 184 656.00000 639.06028 2.58% 39.2 2915s 188676 27820 646.46504 56 169 656.00000 639.06358 2.58% 39.2 2920s 189084 28043 652.57929 54 93 656.00000 639.06358 2.58% 39.2 2925s 189472 28180 cutoff 62 656.00000 639.06446 2.58% 39.3 2930s 189888 28225 645.98974 57 198 656.00000 639.09597 2.58% 39.3 2935s 190288 28282 652.68210 54 101 656.00000 639.14362 2.57% 39.3 2940s 190693 28312 infeasible 58 656.00000 639.18368 2.56% 39.3 2945s 191120 28318 cutoff 57 656.00000 639.23510 2.56% 39.3 2950s 191585 28493 cutoff 61 656.00000 639.23812 2.56% 39.3 2955s 192028 28615 640.40761 55 133 656.00000 639.25529 2.55% 39.3 2960s 192422 28760 cutoff 66 656.00000 639.26397 2.55% 39.3 2965s 192852 28837 643.91674 57 241 656.00000 639.30792 2.54% 39.3 2970s 193207 28812 640.32350 48 149 656.00000 639.33596 2.54% 39.3 2975s 193612 28849 654.05062 73 79 656.00000 639.36587 2.54% 39.3 2980s 194052 28930 infeasible 69 656.00000 639.39674 2.53% 39.3 2985s 194388 28943 642.36243 50 136 656.00000 639.42706 2.53% 39.3 2990s 194858 29032 640.77261 52 167 656.00000 639.45422 2.52% 39.3 2995s 195286 29057 infeasible 45 656.00000 639.50927 2.51% 39.3 3000s 195722 29122 654.64324 64 122 656.00000 639.54199 2.51% 39.3 3005s 196168 29256 644.37190 53 136 656.00000 639.54914 2.51% 39.3 3010s 196582 29281 cutoff 67 656.00000 639.56459 2.51% 39.3 3015s 197040 29375 645.12685 53 170 656.00000 639.59687 2.50% 39.3 3020s 197492 29469 648.06434 57 102 656.00000 639.63576 2.49% 39.3 3025s 197983 29645 infeasible 48 656.00000 639.64135 2.49% 39.3 3030s 198449 29712 644.16992 53 157 656.00000 639.67392 2.49% 39.3 3035s 198846 29725 644.60775 58 143 656.00000 639.70552 2.48% 39.3 3040s 199246 29730 645.95141 59 152 656.00000 639.71845 2.48% 39.3 3045s 199658 29780 cutoff 51 656.00000 639.75503 2.48% 39.4 3050s 200111 29808 cutoff 75 656.00000 639.80086 2.47% 39.4 3055s 200552 29923 653.40577 68 96 656.00000 639.82951 2.47% 39.4 3060s 200978 30000 infeasible 70 656.00000 639.85334 2.46% 39.4 3065s 201428 30104 642.00299 61 144 656.00000 639.85856 2.46% 39.4 3070s 201887 30176 cutoff 55 656.00000 639.88381 2.46% 39.4 3075s 202320 30201 cutoff 58 656.00000 639.92932 2.45% 39.4 3080s 202747 30256 cutoff 53 656.00000 639.96653 2.44% 39.4 3085s 203164 30273 642.00861 62 157 656.00000 640.00888 2.44% 39.4 3090s 203624 30334 cutoff 53 656.00000 640.02998 2.43% 39.4 3095s 204064 30321 cutoff 51 656.00000 640.06028 2.43% 39.4 3100s 204504 30387 649.06028 58 164 656.00000 640.06028 2.43% 39.4 3105s 204933 30402 infeasible 52 656.00000 640.06028 2.43% 39.4 3110s 205358 30507 640.59898 45 148 656.00000 640.06358 2.43% 39.4 3115s 205786 30718 653.14703 67 66 656.00000 640.06358 2.43% 39.4 3120s 206174 30834 649.50037 45 145 656.00000 640.06590 2.43% 39.4 3125s 206586 30905 infeasible 57 656.00000 640.08794 2.43% 39.4 3130s 206977 30981 654.51079 59 144 656.00000 640.11814 2.42% 39.4 3135s 207411 31028 653.82985 59 92 656.00000 640.14362 2.42% 39.4 3140s 207833 31094 646.57661 45 167 656.00000 640.17092 2.41% 39.4 3145s 208297 31089 645.90028 48 174 656.00000 640.20229 2.41% 39.4 3150s 208711 31103 649.17804 66 77 656.00000 640.23588 2.40% 39.4 3155s 209178 31224 654.03029 62 122 656.00000 640.24103 2.40% 39.5 3160s 209626 31342 643.73093 68 137 656.00000 640.25529 2.40% 39.4 3165s 210165 31578 651.19673 59 102 656.00000 640.26397 2.40% 39.4 3170s 210588 31709 651.49930 47 201 656.00000 640.27628 2.40% 39.4 3175s 211063 31737 cutoff 65 656.00000 640.32350 2.39% 39.4 3180s 211463 31706 cutoff 62 656.00000 640.35432 2.39% 39.4 3185s 211873 31763 cutoff 64 656.00000 640.37278 2.38% 39.4 3190s 212306 31823 644.19461 43 172 656.00000 640.39361 2.38% 39.4 3195s 212759 31922 648.98899 63 127 656.00000 640.41687 2.38% 39.4 3200s 213250 32085 cutoff 68 656.00000 640.42714 2.37% 39.4 3205s 213702 32170 643.75881 57 168 656.00000 640.43833 2.37% 39.4 3210s 214201 32244 650.07557 53 134 656.00000 640.47198 2.37% 39.4 3215s 214615 32369 cutoff 75 656.00000 640.48326 2.37% 39.5 3220s 215027 32399 cutoff 65 656.00000 640.52630 2.36% 39.4 3225s 215477 32424 646.53494 64 142 656.00000 640.55475 2.35% 39.4 3230s 215914 32426 653.57229 66 164 656.00000 640.57379 2.35% 39.4 3235s 216390 32491 646.58378 57 156 656.00000 640.61711 2.34% 39.4 3240s 216866 32593 cutoff 70 656.00000 640.63655 2.34% 39.4 3245s 217262 32688 641.88332 61 148 656.00000 640.64849 2.34% 39.4 3250s 217312 32686 645.59687 50 176 656.00000 640.65587 2.34% 39.5 3275s 217696 32730 648.05666 59 191 656.00000 640.68343 2.33% 39.5 3280s 218117 32701 649.01273 55 164 656.00000 640.71308 2.33% 39.5 3285s 218481 32762 650.11714 57 135 656.00000 640.72800 2.33% 39.5 3290s 218901 32862 cutoff 44 656.00000 640.75151 2.32% 39.5 3295s 219275 32905 cutoff 52 656.00000 640.77457 2.32% 39.5 3300s 219682 32940 cutoff 53 656.00000 640.81028 2.32% 39.5 3305s 220108 32957 cutoff 58 656.00000 640.84064 2.31% 39.5 3310s 220524 33050 652.70488 49 119 656.00000 640.85334 2.31% 39.5 3315s 221003 33132 cutoff 59 656.00000 640.85397 2.31% 39.5 3320s 221465 33226 645.39940 64 156 656.00000 640.85856 2.31% 39.5 3325s 221954 33309 cutoff 56 656.00000 640.87335 2.31% 39.5 3330s 222331 33391 641.21307 53 183 656.00000 640.88637 2.30% 39.6 3335s 222746 33471 649.83696 70 52 656.00000 640.91637 2.30% 39.6 3340s 223184 33442 654.48294 54 111 656.00000 640.95760 2.29% 39.6 3345s 223635 33458 643.76885 54 157 656.00000 640.99518 2.29% 39.6 3350s 224025 33529 653.61503 56 100 656.00000 641.02008 2.28% 39.6 3355s 224483 33571 infeasible 45 656.00000 641.03817 2.28% 39.6 3360s 224882 33550 654.48804 57 124 656.00000 641.06028 2.28% 39.6 3365s 225249 33609 641.17443 49 183 656.00000 641.06028 2.28% 39.6 3370s 225636 33637 cutoff 58 656.00000 641.06028 2.28% 39.6 3375s 226018 33653 cutoff 52 656.00000 641.06028 2.28% 39.6 3380s 226380 33744 653.48181 58 86 656.00000 641.06358 2.28% 39.6 3385s 226771 33865 647.05386 48 161 656.00000 641.06428 2.28% 39.6 3390s 227136 33947 654.26398 55 137 656.00000 641.06519 2.28% 39.7 3395s 227498 33973 654.02771 65 83 656.00000 641.08128 2.27% 39.7 3400s 227859 34006 cutoff 65 656.00000 641.09856 2.27% 39.7 3405s 228309 34065 644.60908 60 69 656.00000 641.12411 2.27% 39.7 3410s 228706 34134 cutoff 50 656.00000 641.14362 2.26% 39.7 3415s 229107 34146 641.89906 51 161 656.00000 641.17035 2.26% 39.7 3420s 229535 34177 cutoff 48 656.00000 641.18923 2.26% 39.7 3425s 229959 34192 cutoff 71 656.00000 641.22956 2.25% 39.7 3430s 230355 34324 649.09763 56 149 656.00000 641.23755 2.25% 39.7 3435s 230821 34371 644.61759 54 171 656.00000 641.25263 2.25% 39.7 3440s 231253 34528 642.01222 52 168 656.00000 641.26028 2.25% 39.7 3445s 231636 34654 654.28963 65 96 656.00000 641.26397 2.25% 39.8 3450s 231836 34709 648.03175 59 140 656.00000 641.26834 2.25% 39.8 3477s 232069 34764 642.32312 54 180 656.00000 641.27451 2.24% 39.8 3480s 232484 34780 cutoff 56 656.00000 641.31028 2.24% 39.8 3485s 232818 34729 650.36868 63 182 656.00000 641.33044 2.24% 39.8 3490s 233206 34742 643.93090 59 167 656.00000 641.35976 2.23% 39.8 3495s 233603 34829 652.26503 60 104 656.00000 641.36587 2.23% 39.8 3500s 234045 34910 cutoff 63 656.00000 641.38445 2.23% 39.8 3505s 234479 35000 643.25746 57 144 656.00000 641.40504 2.22% 39.8 3510s 234963 35077 cutoff 55 656.00000 641.42678 2.22% 39.8 3515s 235374 35141 646.27750 47 166 656.00000 641.43690 2.22% 39.8 3520s 235818 35156 644.77255 54 141 656.00000 641.43833 2.22% 39.8 3525s 236301 35218 652.68880 81 74 656.00000 641.45822 2.22% 39.8 3530s 236710 35236 cutoff 68 656.00000 641.47198 2.21% 39.8 3535s 237158 35302 644.96929 57 126 656.00000 641.48326 2.21% 39.8 3540s 237582 35362 644.78286 47 161 656.00000 641.51003 2.21% 39.8 3545s 237998 35412 652.92812 66 107 656.00000 641.53914 2.20% 39.9 3550s 238392 35413 cutoff 54 656.00000 641.56028 2.20% 39.9 3555s 238799 35390 644.13469 62 143 656.00000 641.58111 2.20% 39.9 3560s 239175 35366 cutoff 58 656.00000 641.61861 2.19% 39.9 3565s 239568 35385 644.02218 54 156 656.00000 641.63655 2.19% 39.9 3570s 240000 35472 649.38317 66 134 656.00000 641.64936 2.19% 39.9 3575s 240420 35497 infeasible 52 656.00000 641.67470 2.18% 39.9 3580s 240839 35507 650.04795 52 169 656.00000 641.71308 2.18% 39.9 3585s 241234 35500 644.72925 58 146 656.00000 641.73916 2.17% 39.9 3590s 241631 35497 653.51877 60 126 656.00000 641.76914 2.17% 39.9 3595s Cutting planes: Learned: 26 Gomory: 102 Cover: 690 Implied bound: 34 Clique: 26 MIR: 662 Flow cover: 41 GUB cover: 69 Zero half: 276 Explored 242052 nodes (9669904 simplex iterations) in 3600.01 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.560000000000e+02, best bound 6.420000000000e+02, gap 2.1341%