Saved Log File of a MIP model: Read, Recall, Analyze
AnsweredI have programmed code for optimizing a vehicle routing problem. I have limited the runtime to 2 hours and saved the log to a file ''L2.log''. After obtaining the result I closed the spyder interface.
Now, I want to inquire and analyze the results. I do not like to re run the code again for hours. Anyway to reload the log file and use it to get more information about the values of each variable?
Gurobi 9.0.3 (win64) logging started Mon Sep 21 21:37:55 2020
Changed value of parameter LogFile to L2.log
Prev: Default:
Changed value of parameter TimeLimit to 7200.0
Prev: inf Min: 0.0 Max: inf Default: inf
Gurobi Optimizer version 9.0.3 build v9.0.3rc0 (win64)
Optimize a model with 1686 rows, 2986 columns and 12742 nonzeros
Model fingerprint: 0x150c5e97
Variable types: 46 continuous, 2940 integer (2940 binary)
Coefficient statistics:
Matrix range [1e+00, 2e+03]
Objective range [1e+00, 1e+01]
Bounds range [1e+00, 1e+00]
RHS range [1e+00, 3e+03]
Presolve removed 199 rows and 347 columns
Presolve time: 0.04s
Presolved: 1487 rows, 2639 columns, 11515 nonzeros
Variable types: 44 continuous, 2595 integer (2583 binary)
Root relaxation: objective 1.860804e+01, 1195 iterations, 0.03 seconds
Nodes | Current Node | Objective Bounds | Work
Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time
0 0 18.60804 0 25 - 18.60804 - - 0s
0 0 22.00000 0 130 - 22.00000 - - 0s
0 0 22.00000 0 103 - 22.00000 - - 0s
0 0 22.00000 0 103 - 22.00000 - - 0s
0 0 22.00000 0 28 - 22.00000 - - 0s
0 0 22.00000 0 28 - 22.00000 - - 0s
0 0 22.00000 0 54 - 22.00000 - - 1s
0 0 22.00000 0 14 - 22.00000 - - 1s
0 0 22.00000 0 14 - 22.00000 - - 1s
0 2 22.00000 0 14 - 22.00000 - - 2s
1059 899 22.03960 9 45 - 22.00000 - 76.8 5s
1067 905 25.00000 19 91 - 22.00000 - 76.2 10s
1075 910 35.00000 49 72 - 22.03159 - 75.6 15s
1084 916 39.92400 63 16 - 23.00000 - 75.0 20s
1094 924 30.89114 22 16 - 23.00000 - 114 25s
1100 928 23.00000 23 14 - 23.00000 - 113 30s
1106 932 35.85910 36 15 - 23.00000 - 112 35s
1170 989 23.00000 26 35 - 23.00000 - 61.2 40s
3198 2171 infeasible 87 - 23.00000 - 108 45s
4898 3368 37.00000 36 69 - 23.00000 - 124 52s
6107 4556 23.00000 31 35 - 23.00000 - 131 55s
8340 6512 50.00000 50 52 - 23.00000 - 135 60s
10412 8485 63.35101 136 77 - 23.00000 - 139 66s
12250 9921 71.00000 133 76 - 23.00000 - 141 70s
14533 12424 32.30924 47 57 - 23.00000 - 142 76s
16420 13621 25.00000 38 45 - 23.00000 - 142 80s
19605 16350 37.26496 42 68 - 23.00000 - 142 86s
22044 18365 infeasible 115 - 23.00000 - 141 90s
25040 20958 31.74684 54 56 - 23.00000 - 139 95s
28342 24054 55.94308 77 82 - 23.00000 - 135 101s
30618 26029 60.00000 78 62 - 23.00000 - 134 105s
34490 28641 54.83333 69 47 - 23.00000 - 133 111s
37227 30890 infeasible 116 - 23.00000 - 134 116s
40009 33246 74.71050 76 67 - 23.00000 - 135 121s
41873 34989 26.04156 44 35 - 23.00000 - 136 125s
44971 37315 44.00000 51 38 - 23.00000 - 135 130s
47917 39667 25.30810 49 55 - 23.00000 - 134 136s
51002 42300 27.88667 51 51 - 23.00000 - 132 140s
53384 44406 53.17500 73 62 - 23.00000 - 132 145s
56573 47281 58.03861 126 48 - 23.00000 - 131 150s
60023 49946 48.58267 87 54 - 23.00000 - 129 155s
62944 52519 68.00000 96 43 - 23.00000 - 128 161s
66686 55510 infeasible 153 - 23.00000 - 127 166s
68478 57777 62.87733 69 66 - 23.00000 - 127 170s
71798 59888 55.00000 71 56 - 23.00000 - 126 176s
75083 62537 58.39258 141 69 - 23.00000 - 125 181s
77875 64822 24.15765 45 51 - 23.00000 - 124 185s
80305 67380 43.48876 79 79 - 23.00000 - 124 191s
82757 68958 26.00000 46 26 - 23.00000 - 124 195s
86615 71976 24.67385 58 77 - 23.00000 - 123 201s
88410 73750 27.98913 81 113 - 23.00000 - 123 206s
90531 75286 infeasible 115 - 23.00000 - 123 210s
94291 78303 infeasible 62 - 23.00000 - 123 217s
97203 80639 66.33333 107 22 - 23.00000 - 123 221s
98777 82915 58.00000 85 41 - 23.00000 - 124 225s
101392 84203 23.03365 39 53 - 23.00000 - 123 230s
104861 87036 infeasible 63 - 23.00000 - 123 236s
106633 89165 56.12267 95 45 - 23.00000 - 124 241s
109090 91043 24.23608 57 76 - 23.00000 - 123 245s
112790 93619 51.61230 91 55 - 23.00000 - 123 251s
114620 95292 23.00000 33 44 - 23.00000 - 124 256s
117120 97331 infeasible 126 - 23.00000 - 124 260s
120654 100264 105.00000 102 85 - 23.00000 - 124 267s
122367 102154 85.83869 103 94 - 23.00000 - 124 272s
124581 103703 35.00000 63 52 - 23.00000 - 125 277s
127377 105914 62.85000 103 39 - 23.00000 - 125 282s
129052 108074 73.78813 165 66 - 23.00000 - 125 286s
132008 110302 59.62889 75 58 - 23.00000 - 125 291s
134343 111727 39.35381 69 68 - 23.00000 - 126 296s
136433 113441 66.44025 92 65 - 23.00000 - 126 300s
138805 115498 64.28827 94 93 - 23.00000 - 126 305s
141913 118548 47.97595 82 74 - 23.00000 - 127 311s
144303 120112 36.75400 76 76 - 23.00000 - 127 316s
147007 122222 49.78709 64 79 - 23.00000 - 127 321s
148768 124363 48.43267 86 65 - 23.00000 - 127 326s
151267 125933 75.77447 109 47 - 23.00000 - 127 331s
154053 127984 infeasible 115 - 23.00000 - 127 336s
155547 129285 63.31375 84 61 - 23.00000 - 128 340s
157333 131923 44.30978 69 39 - 23.00000 - 128 345s
160672 133575 73.28500 110 81 - 23.00000 - 128 350s
163047 135544 70.00000 98 24 - 23.00000 - 128 355s
165862 138636 70.44650 92 49 - 23.00000 - 129 362s
168520 140079 infeasible 137 - 23.00000 - 129 366s
171217 142269 36.91975 79 63 - 23.00000 - 129 371s
173230 144010 50.12999 117 34 - 23.00000 - 129 375s
176220 146329 infeasible 135 - 23.00000 - 128 380s
179694 149358 50.00000 60 21 - 23.00000 - 128 387s
182206 151375 46.53000 72 61 - 23.00000 - 128 391s
183787 153597 74.94929 131 102 - 23.00000 - 128 395s
187113 156277 56.00000 98 37 - 23.00000 - 128 402s
189632 157682 infeasible 119 - 23.00000 - 128 407s
191710 159391 91.00000 96 57 - 23.00000 - 128 411s
193246 161290 27.93888 60 81 - 23.00000 - 129 416s
195561 162833 61.11177 144 38 - 23.00000 - 129 421s
198414 165038 infeasible 119 - 23.00000 - 129 426s
200249 167373 24.00000 51 36 - 23.00000 - 129 430s
202918 168773 71.06334 128 44 - 23.00000 - 129 435s
206117 171461 38.65560 64 92 - 23.00000 - 129 441s
208759 173675 69.00000 94 24 - 23.00000 - 129 447s
210437 175918 86.00000 110 46 - 23.00000 - 129 451s
213029 177240 35.21936 62 75 - 23.00000 - 129 456s
215482 179267 75.14800 96 43 - 23.00000 - 129 460s
218820 182015 33.00000 49 55 - 23.00000 - 129 466s
220326 183948 37.59367 70 67 - 23.00000 - 129 471s
222826 185356 46.67150 84 79 - 23.00000 - 129 475s
224891 187121 60.93083 105 43 - 23.00000 - 130 480s
227930 190154 66.07081 66 63 - 23.00000 - 130 486s
229905 191374 67.70400 73 50 - 23.00000 - 130 490s
232773 193738 60.12946 115 54 - 23.00000 - 130 496s
235424 195932 33.00000 48 80 - 23.00000 - 130 500s
238430 198463 75.31811 98 55 - 23.00000 - 129 505s
241440 200716 62.00000 61 78 - 23.00000 - 129 511s
242768 202234 61.01460 93 63 - 23.00000 - 129 515s
245016 203909 35.10956 63 80 - 23.00000 - 129 520s
247182 206039 27.46086 58 109 - 23.00000 - 130 526s
248938 207183 48.59899 70 76 - 23.00000 - 130 530s
251610 209441 49.00000 62 91 - 23.00000 - 130 537s
253741 211183 86.00000 100 50 - 23.00000 - 130 541s
255147 213085 49.65320 89 95 - 23.00000 - 130 545s
257500 214428 41.59134 87 51 - 23.00000 - 131 550s
260671 217211 52.84650 89 41 - 23.00000 - 130 556s
262955 219013 23.00000 51 38 - 23.00000 - 130 560s
265558 222041 78.22372 129 67 - 23.00000 - 130 566s
268039 223895 24.00000 45 60 - 23.00000 - 130 570s
271070 226719 45.00000 68 65 - 23.00000 - 131 577s
273566 228133 infeasible 150 - 23.00000 - 131 581s
276019 230132 31.20976 47 37 - 23.00000 - 131 585s
277673 231557 60.38100 88 68 - 23.00000 - 131 590s
280762 234166 infeasible 171 - 23.00000 - 131 596s
283234 236174 88.00000 119 32 - 23.00000 - 131 601s
284870 237648 46.10440 86 85 - 23.00000 - 131 606s
287569 239808 24.00000 50 61 - 23.00000 - 131 610s
289324 241310 47.79800 94 32 - 23.00000 - 132 615s
291909 243446 34.01167 68 56 - 23.00000 - 132 620s
293949 244925 35.00000 77 55 - 23.00000 - 132 625s
296139 247105 58.70200 65 67 - 23.00000 - 132 630s
297969 249183 52.41833 49 71 - 23.00000 - 132 635s
300442 250842 46.79800 83 32 - 23.00000 - 132 640s
303157 252652 26.37981 47 96 - 23.00000 - 132 645s
304479 254275 80.52550 100 72 - 23.00000 - 132 650s
307331 256673 48.28700 79 76 - 23.00000 - 133 655s
309966 258851 infeasible 99 - 23.00000 - 133 660s
311829 261150 46.79800 95 73 - 23.00000 - 133 665s
314512 262765 28.75072 71 85 - 23.00000 - 133 670s
316767 264594 48.73150 99 65 - 23.00000 - 133 675s
319734 266957 infeasible 157 - 23.00000 - 133 681s
321633 269112 103.00000 128 40 - 23.00000 - 133 686s
324042 270657 27.53086 49 71 - 23.00000 - 133 691s
326756 272959 68.32393 136 31 - 23.00000 - 133 696s
328633 275207 61.00000 104 36 - 23.00000 - 133 701s
331318 276885 69.03273 128 68 - 23.00000 - 133 706s
333227 279020 48.00000 60 54 - 23.00000 - 134 711s
335843 280630 72.16500 107 100 - 23.00000 - 134 716s
338500 282739 29.64822 67 90 - 23.00000 - 134 721s
340050 284897 68.88067 138 47 - 23.00000 - 134 726s
342949 286456 67.00000 124 21 - 23.00000 - 134 731s
345451 288706 24.05789 53 69 - 23.00000 - 134 736s
347382 290868 76.86729 136 61 - 23.00000 - 134 741s
349949 292238 65.68700 176 75 - 23.00000 - 134 745s
351750 294284 36.70561 66 68 - 23.00000 - 134 751s
354195 296021 62.17936 75 93 - 23.00000 - 134 755s
356575 297823 56.07815 97 97 - 23.00000 - 134 760s
358359 300030 27.00000 49 62 - 23.00000 - 134 765s
360879 301405 74.00000 84 40 - 23.00000 - 134 770s
363648 303790 87.20771 113 44 - 23.00000 - 134 776s
365406 305418 53.89300 103 71 - 23.00000 - 135 781s
367797 307271 27.83588 70 65 - 23.00000 - 135 786s
369648 309169 73.00000 80 56 - 23.00000 - 135 792s
371742 310962 71.45700 98 95 - 23.00000 - 135 797s
372898 311798 37.24000 74 80 - 23.00000 - 135 800s
375763 313945 73.68600 113 28 - 23.00000 - 135 806s
377440 315556 50.40900 83 102 - 23.00000 - 136 811s
380386 317928 68.30400 103 93 - 23.00000 - 135 817s
382344 320298 44.22375 69 59 - 23.00000 - 136 822s
384130 321078 92.00000 88 89 - 23.00000 - 136 825s
385945 323343 46.08867 66 79 - 23.00000 - 136 830s
388711 324984 81.70221 104 42 - 23.00000 - 136 835s
390935 326755 24.00000 54 70 - 23.00000 - 136 841s
393654 329074 24.00000 52 82 - 23.00000 - 136 846s
395397 330623 57.59600 101 40 - 23.00000 - 136 851s
398116 332819 infeasible 92 - 23.00000 - 136 856s
399882 334303 48.50000 75 87 - 23.00000 - 136 862s
402528 336433 36.70651 65 68 - 23.00000 - 136 867s
403472 337378 24.29224 61 79 - 23.00000 - 136 870s
406465 339788 47.79800 75 70 - 23.00000 - 136 876s
408378 341924 27.87565 45 96 - 23.00000 - 137 881s
410811 343423 56.65492 68 103 - 23.00000 - 137 886s
412565 345064 65.29500 70 72 - 23.00000 - 137 892s
414562 346575 44.32077 74 56 - 23.00000 - 137 897s
415470 347685 73.79596 134 53 - 23.00000 - 137 900s
417788 349906 46.00000 81 81 - 23.00000 - 137 906s
420423 351621 36.50950 64 97 - 23.00000 - 138 912s
421430 353376 62.79800 80 53 - 23.00000 - 138 916s
424307 354732 23.01700 38 84 - 23.00000 - 138 921s
426221 356498 83.00000 56 58 - 23.00000 - 138 926s
429288 359008 28.04985 80 107 - 23.00000 - 138 932s
430183 359803 23.00000 47 49 - 23.00000 - 138 935s
432284 361863 28.49976 68 110 - 23.00000 - 138 941s
434568 363525 44.88236 62 73 - 23.00000 - 138 946s
437291 365780 infeasible 193 - 23.00000 - 138 952s
439424 368376 66.38481 131 48 - 23.00000 - 138 957s
441380 369132 23.11812 61 46 - 23.00000 - 138 960s
443868 371058 44.53142 70 70 - 23.00000 - 139 965s
445636 373360 45.00000 75 93 - 23.00000 - 139 970s
448297 374897 67.08938 116 92 - 23.00000 - 139 975s
450685 376891 77.66667 138 61 - 23.00000 - 139 980s
452450 378410 84.28571 151 59 - 23.00000 - 139 985s
454650 380562 46.31576 89 90 - 23.00000 - 139 991s
456702 382917 infeasible 123 - 23.00000 - 139 996s
459442 384401 65.05319 89 87 - 23.00000 - 139 1001s
461934 386588 55.11224 74 72 - 23.00000 - 139 1006s
464377 388570 23.17985 41 69 - 23.00000 - 139 1011s
466315 390758 71.09369 136 65 - 23.00000 - 139 1016s
468790 392205 45.19100 71 67 - 23.00000 - 139 1021s
470539 394531 111.00000 173 40 - 23.00000 - 139 1026s
473436 396120 60.00000 85 47 - 23.00000 - 139 1032s
476097 398304 infeasible 64 - 23.00000 - 139 1037s
477952 400470 58.66500 84 70 - 23.00000 - 139 1042s
480464 401944 infeasible 58 - 23.00000 - 140 1047s
481420 402775 infeasible 108 - 23.00000 - 140 1050s
484088 404925 26.00000 41 33 - 23.00000 - 139 1055s
485825 406357 36.00000 58 36 - 23.00000 - 140 1060s
487928 408214 104.44380 111 59 - 23.00000 - 140 1065s
490910 410770 60.80160 65 78 - 23.00000 - 140 1071s
492865 412333 66.00000 108 42 - 23.00000 - 140 1076s
494847 414764 69.18364 100 40 - 23.00000 - 140 1081s
497723 416439 23.15460 46 84 - 23.00000 - 140 1087s
500049 418328 48.05300 72 59 - 23.00000 - 140 1092s
500985 420086 26.00000 36 64 - 23.00000 - 140 1095s
503958 421585 61.00000 72 54 - 23.00000 - 140 1100s
507134 424321 86.00000 89 45 - 23.00000 - 140 1107s
508064 425267 42.92000 92 71 - 23.00000 - 140 1110s
511146 427668 24.00000 42 49 - 23.00000 - 140 1115s
512977 429641 73.75000 81 67 - 23.00000 - 140 1120s
516988 432487 44.00000 60 69 - 23.00000 - 140 1127s
518776 434064 34.00000 44 47 - 23.00000 - 140 1132s
519712 435599 26.00000 56 58 - 23.00000 - 140 1135s
522482 437291 67.33869 140 43 - 23.00000 - 140 1140s
525245 439598 30.46947 64 80 - 23.00000 - 140 1145s
527652 441452 78.35255 91 62 - 23.00000 - 140 1150s
529376 443646 44.97670 76 62 - 23.00000 - 140 1155s
532709 445846 infeasible 129 - 23.00000 - 140 1162s
535348 448023 95.33333 124 52 - 23.00000 - 140 1167s
537262 450219 43.74200 69 47 - 23.00000 - 140 1172s
539822 451647 56.35100 110 48 - 23.00000 - 140 1177s
540692 452539 46.00000 90 57 - 23.00000 - 140 1180s
543607 454885 63.82938 66 56 - 23.00000 - 140 1185s
546672 458206 45.05300 77 53 - 23.00000 - 140 1192s
549167 459641 74.89327 145 35 - 23.00000 - 140 1196s
551098 461421 59.62658 74 51 - 23.00000 - 140 1202s
552226 463109 69.42700 114 65 - 23.00000 - 140 1205s
555056 464628 45.00000 63 44 - 23.00000 - 140 1210s
557354 466419 93.03400 129 47 - 23.00000 - 140 1215s
558996 468058 26.00000 46 77 - 23.00000 - 140 1220s
561056 470111 62.02018 82 33 - 23.00000 - 140 1226s
563637 472673 74.76700 124 40 - 23.00000 - 140 1231s
566351 474027 110.00000 132 37 - 23.00000 - 140 1236s
568068 475566 43.23551 71 89 - 23.00000 - 140 1242s
569030 477162 36.96370 56 49 - 23.00000 - 140 1245s
571863 478801 47.00000 45 55 - 23.00000 - 140 1250s
574864 481275 30.40700 65 72 - 23.00000 - 140 1255s
576749 483809 83.76267 125 57 - 23.00000 - 140 1260s
579528 485205 67.57333 102 78 - 23.00000 - 140 1265s
581638 487080 69.19400 130 38 - 23.00000 - 140 1270s
584246 489123 30.53143 55 80 - 23.00000 - 140 1275s
585882 491137 72.00000 102 37 - 23.00000 - 140 1280s
588343 492748 infeasible 105 - 23.00000 - 140 1285s
591249 495012 73.00000 112 47 - 23.00000 - 140 1291s
593008 497353 69.30159 131 38 - 23.00000 - 140 1296s
595777 498911 infeasible 97 - 23.00000 - 140 1301s
598292 501016 29.50774 63 101 - 23.00000 - 141 1305s
600541 502997 infeasible 167 - 23.00000 - 141 1310s
603347 505112 24.00000 47 76 - 23.00000 - 141 1316s
604957 506663 36.04963 78 56 - 23.00000 - 141 1320s
607738 508832 infeasible 128 - 23.00000 - 141 1325s
609484 510891 49.82800 79 53 - 23.00000 - 141 1331s
611789 513012 75.02933 96 59 - 23.00000 - 141 1335s
614478 514688 49.93050 71 74 - 23.00000 - 141 1340s
617278 516998 24.21345 38 53 - 23.00000 - 141 1346s
620040 519224 87.20344 140 72 - 23.00000 - 141 1350s
621625 520642 36.70913 49 80 - 23.00000 - 141 1355s
623470 522847 31.45400 44 51 - 23.00000 - 141 1360s
626099 524277 infeasible 146 - 23.00000 - 141 1365s
628794 526460 infeasible 120 - 23.00000 - 141 1370s
630379 528657 infeasible 142 - 23.00000 - 141 1375s
634018 530849 96.78081 153 58 - 23.00000 - 141 1382s
635881 533258 24.00000 40 61 - 23.00000 - 142 1387s
638403 534736 70.20150 92 49 - 23.00000 - 142 1392s
641058 536794 36.79800 49 84 - 23.00000 - 142 1397s
641797 537536 54.51721 103 103 - 23.00000 - 142 1400s
644571 539683 93.64050 136 72 - 23.00000 - 142 1405s
646389 542053 44.00000 52 61 - 23.00000 - 142 1410s
649074 543406 66.51389 164 58 - 23.00000 - 142 1415s
650737 545628 26.00000 54 94 - 23.00000 - 142 1420s
653344 547833 66.00000 63 43 - 23.00000 - 142 1426s
656068 549374 36.47250 36 35 - 23.00000 - 142 1430s
658008 551099 79.92344 163 36 - 23.00000 - 142 1435s
659646 553224 50.55500 108 66 - 23.00000 - 142 1440s
662225 554520 50.93938 64 73 - 23.00000 - 142 1445s
664079 556210 infeasible 101 - 23.00000 - 142 1450s
666953 558326 88.00000 105 67 - 23.00000 - 142 1455s
668516 559896 46.80695 58 49 - 23.00000 - 142 1461s
670543 562198 66.00000 106 49 - 23.00000 - 142 1466s
673088 563553 60.20252 69 70 - 23.00000 - 142 1471s
673910 564945 40.86354 72 69 - 23.00000 - 143 1475s
676496 566532 34.00000 44 58 - 23.00000 - 143 1481s
677483 567212 79.76727 130 53 - 23.00000 - 143 1485s
679881 569200 38.89332 45 96 - 23.00000 - 143 1491s
681207 569842 58.24700 96 60 - 23.00000 - 143 1495s
683221 571939 infeasible 166 - 23.00000 - 143 1502s
683982 572605 63.33724 130 77 - 23.00000 - 143 1505s
685766 574302 39.84244 76 99 - 23.00000 - 143 1511s
688383 576198 59.35100 82 74 - 23.00000 - 143 1517s
689141 576914 31.00000 45 42 - 23.00000 - 143 1520s
690905 579077 66.15691 104 55 - 23.00000 - 143 1527s
692635 579786 34.00000 48 54 - 23.00000 - 143 1530s
694299 581670 76.61160 80 77 - 23.00000 - 143 1536s
696684 583447 27.00000 51 53 - 23.00000 - 143 1541s
698680 584701 60.79800 74 49 - 23.00000 - 143 1547s
699492 585735 33.53984 44 83 - 23.00000 - 143 1550s
701544 587684 90.40700 96 84 - 23.00000 - 143 1555s
703877 589061 67.96096 72 49 - 23.00000 - 143 1560s
705613 591157 27.52608 50 80 - 23.00000 - 143 1566s
708054 592627 46.00734 59 49 - 23.00000 - 143 1571s
709760 594735 infeasible 139 - 23.00000 - 143 1576s
712319 596779 88.50800 127 24 - 23.00000 - 143 1581s
714740 597843 78.80569 129 53 - 23.00000 - 143 1586s
716248 599515 26.00000 47 60 - 23.00000 - 143 1590s
718163 600663 79.12575 62 70 - 23.00000 - 143 1595s
721039 603078 infeasible 137 - 23.00000 - 143 1601s
722603 604486 36.70200 71 76 - 23.00000 - 143 1606s
724417 606048 33.70544 40 74 - 23.00000 - 143 1610s
727005 608094 58.79800 77 54 - 23.00000 - 144 1617s
728958 609652 68.30320 131 52 - 23.00000 - 144 1621s
730168 611304 80.00000 107 55 - 23.00000 - 144 1625s
732834 613068 58.00000 69 25 - 23.00000 - 144 1631s
734378 614760 69.12344 112 38 - 23.00000 - 144 1636s
736421 615901 62.26798 134 68 - 23.00000 - 144 1640s
739027 618175 23.37600 32 76 - 23.00000 - 144 1646s
740561 619998 23.00000 31 29 - 23.00000 - 144 1651s
742684 621181 70.59891 135 80 - 23.00000 - 144 1656s
744892 623090 54.62167 62 98 - 23.00000 - 144 1663s
745623 623751 58.37492 95 48 - 23.00000 - 144 1666s
747176 625529 49.10600 53 78 - 23.00000 - 144 1671s
749221 626666 infeasible 139 - 23.00000 - 144 1677s
749860 627848 69.50000 114 50 - 23.00000 - 144 1680s
751947 629050 72.62203 120 79 - 23.00000 - 144 1686s
754054 630695 68.05300 62 68 - 23.00000 - 144 1692s
755979 631908 79.86197 79 31 - 23.00000 - 144 1695s
757406 633827 78.00000 103 25 - 23.00000 - 144 1702s
758367 634421 84.00330 126 43 - 23.00000 - 144 1705s
760473 636139 62.87907 66 75 - 23.00000 - 144 1710s
761852 637710 72.79500 60 102 - 23.00000 - 144 1715s
764450 639757 36.27413 47 88 - 23.00000 - 144 1722s
766220 640864 36.19646 55 55 - 23.00000 - 144 1727s
768046 642392 53.10600 60 38 - 23.00000 - 144 1732s
769853 643884 70.23542 87 67 - 23.00000 - 144 1737s
772015 645418 infeasible 130 - 23.00000 - 144 1741s
773229 647019 57.01634 67 74 - 23.00000 - 144 1746s
775214 648313 39.40167 65 108 - 23.00000 - 144 1751s
777329 649858 90.50063 123 80 - 23.00000 - 144 1756s
778658 651113 100.00000 108 65 - 23.00000 - 144 1761s
780091 652677 52.42267 56 47 - 23.00000 - 145 1765s
781878 653794 98.41300 122 81 - 23.00000 - 145 1770s
783341 655214 infeasible 62 - 23.00000 - 145 1775s
784958 656461 84.00000 109 26 - 23.00000 - 145 1781s
786851 658034 36.00000 50 51 - 23.00000 - 145 1787s
787599 658829 34.59533 71 98 - 23.00000 - 145 1793s
788512 659389 33.24320 72 62 - 23.00000 - 145 1796s
789184 660008 74.53200 128 49 - 23.00000 - 145 1800s
791041 661597 45.81133 44 84 - 23.00000 - 145 1807s
791795 662630 44.52090 61 73 - 23.00000 - 145 1810s
793762 664176 65.25677 133 92 - 23.00000 - 145 1816s
795388 665120 23.54645 51 79 - 23.00000 - 145 1820s
797163 666716 52.97977 93 103 - 23.00000 - 145 1827s
797869 667715 76.23084 137 72 - 23.00000 - 145 1830s
799773 668906 79.29657 197 79 - 23.00000 - 145 1835s
801656 670426 infeasible 45 - 23.00000 - 145 1841s
802836 671408 87.00000 140 43 - 23.00000 - 145 1846s
804521 672771 27.00000 32 81 - 23.00000 - 145 1852s
805799 674671 62.23433 85 55 - 23.00000 - 145 1857s
808127 676288 41.00191 70 106 - 23.00655 - 145 1861s
809277 676870 77.79800 121 31 - 23.00675 - 145 1865s
810830 679148 44.00000 67 48 - 23.00824 - 145 1870s
*811968 197361 92 47.0000000 23.00824 51.0% 145 1871s
*813057 186554 79 46.0000000 23.00824 50.0% 145 1873s
813907 186786 23.22960 46 37 46.00000 23.00824 50.0% 145 1878s
814452 187376 37.00000 49 35 46.00000 23.00824 50.0% 145 1880s
815793 187867 infeasible 55 46.00000 23.00979 50.0% 145 1887s
816522 187988 23.63603 51 103 46.00000 23.01023 50.0% 145 1890s
817381 188593 34.07549 43 41 46.00000 23.01110 50.0% 145 1897s
817935 188948 infeasible 60 46.00000 23.01110 50.0% 145 1900s
819557 189836 23.50000 56 108 46.00000 23.01137 50.0% 145 1906s
820333 189970 38.03150 57 109 46.00000 23.01158 50.0% 145 1910s
821335 190491 34.30478 61 72 46.00000 23.01251 50.0% 145 1916s
821891 190671 31.50238 58 72 46.00000 23.01251 50.0% 145 1920s
823257 191554 infeasible 62 46.00000 23.01665 50.0% 145 1928s
824093 192143 26.50144 49 70 46.00000 23.01700 50.0% 145 1932s
825140 192836 41.50114 66 73 46.00000 23.01700 50.0% 145 1938s
826412 192837 45.00000 74 14 46.00000 23.01700 50.0% 145 1940s
826418 192841 36.34053 67 60 46.00000 23.01700 50.0% 145 1946s
826423 192844 38.63500 66 16 46.00000 23.01700 50.0% 145 1951s
826427 192847 26.97849 55 15 46.00000 23.01700 50.0% 145 1956s
826584 192952 32.00000 44 38 46.00000 23.01700 50.0% 145 1960s
827025 193081 28.00000 40 37 46.00000 23.01700 50.0% 145 1965s
827402 193243 40.00000 62 36 46.00000 23.01700 50.0% 145 1971s
827904 193584 39.57018 54 64 46.00000 23.01700 50.0% 145 1977s
829764 194321 24.91044 61 72 46.00000 23.01700 50.0% 145 1981s
832098 194596 44.00000 53 49 46.00000 23.01700 50.0% 145 1985s
835008 195120 32.00000 48 42 46.00000 23.01700 50.0% 145 1991s
837009 195661 26.46108 54 84 46.00000 23.01700 50.0% 144 1995s
H838697 185248 44.0000000 23.01700 47.7% 144 1998s
839170 185891 32.01690 76 50 44.00000 23.01700 47.7% 144 2000s
842206 186032 34.83505 56 46 44.00000 23.01700 47.7% 144 2005s
844423 186409 36.86985 69 39 44.00000 23.01700 47.7% 144 2010s
846360 186604 33.00000 64 23 44.00000 23.01700 47.7% 144 2019s
847291 186803 34.75600 46 41 44.00000 23.01700 47.7% 144 2022s
848904 187409 35.00000 55 53 44.00000 23.01700 47.7% 143 2026s
851508 187301 23.27287 42 40 44.00000 23.01700 47.7% 143 2031s
852195 187082 27.14392 47 76 44.00000 23.01700 47.7% 143 2035s
853702 188317 infeasible 51 44.00000 23.01700 47.7% 143 2041s
856596 188230 36.25189 58 70 44.00000 23.01700 47.7% 143 2045s
859607 188576 36.00000 48 37 44.00000 23.01700 47.7% 143 2052s
860417 188403 38.17143 50 51 44.00000 23.01700 47.7% 143 2055s
862896 189096 38.32357 74 63 44.00000 23.01814 47.7% 142 2061s
864300 189335 36.00000 56 64 44.00000 23.01814 47.7% 142 2065s
867552 189379 36.22425 55 72 44.00000 23.04688 47.6% 142 2073s
867711 189849 36.22425 56 77 44.00000 23.05196 47.6% 142 2075s
869764 190262 34.00000 79 35 44.00000 23.15353 47.4% 142 2080s
872831 190753 32.02350 63 42 44.00000 23.27287 47.1% 142 2085s
876730 190779 32.00000 58 53 44.00000 23.60856 46.3% 141 2091s
878483 191058 33.12201 45 75 44.00000 23.73310 46.1% 141 2096s
880523 191069 30.50000 50 72 44.00000 23.86854 45.8% 141 2100s
883411 191200 37.00000 44 84 44.00000 24.00000 45.5% 141 2106s
885718 191275 33.50000 56 68 44.00000 24.00000 45.5% 141 2112s
887769 191372 infeasible 52 44.00000 24.00000 45.5% 141 2115s
890636 191512 33.96072 60 47 44.00000 24.00000 45.5% 141 2121s
892484 191638 25.23595 47 91 44.00000 24.00000 45.5% 141 2125s
895236 191827 infeasible 59 44.00000 24.00000 45.5% 140 2130s
897865 191647 infeasible 59 44.00000 24.03467 45.4% 140 2136s
900162 191909 cutoff 63 44.00000 24.07144 45.3% 140 2140s
902677 192089 41.43810 118 73 44.00000 24.15139 45.1% 140 2145s
905468 192321 32.42448 59 59 44.00000 24.23148 44.9% 140 2151s
908010 192322 33.09691 54 56 44.00000 24.37767 44.6% 140 2155s
910312 192334 38.07533 63 79 44.00000 24.52085 44.3% 140 2160s
913755 192453 37.66667 85 48 44.00000 24.75065 43.7% 139 2166s
915680 192454 42.28000 48 89 44.00000 24.88000 43.5% 139 2170s
918497 192834 infeasible 51 44.00000 25.00000 43.2% 139 2176s
920897 193186 32.50000 54 61 44.00000 25.00000 43.2% 139 2181s
923096 193594 38.59895 50 62 44.00000 25.00000 43.2% 139 2186s
925420 193904 infeasible 59 44.00000 25.00000 43.2% 139 2191s
927487 194218 37.00000 71 46 44.00000 25.00000 43.2% 139 2195s
931294 194740 37.00000 65 54 44.00000 25.00000 43.2% 138 2201s
933047 194796 38.98700 56 86 44.00000 25.00000 43.2% 138 2205s
936310 194905 cutoff 64 44.00000 25.10600 42.9% 138 2211s
939011 194803 40.50188 57 52 44.00000 25.33333 42.4% 138 2215s
941719 194944 37.17800 57 54 44.00000 25.51279 42.0% 138 2220s
945140 194944 infeasible 55 44.00000 25.73607 41.5% 138 2226s
947663 195146 28.10509 49 79 44.00000 25.90448 41.1% 137 2231s
950511 195279 30.00000 52 60 44.00000 26.00000 40.9% 137 2237s
951601 195243 39.56300 65 34 44.00000 26.00000 40.9% 137 2240s
954901 195223 26.78740 50 115 44.00000 26.00000 40.9% 137 2247s
956846 195100 35.00000 59 48 44.00000 26.00000 40.9% 137 2250s
959400 194811 40.78242 52 80 44.00000 26.00000 40.9% 137 2256s
961880 194776 infeasible 47 44.00000 26.01167 40.9% 137 2261s
963605 194694 38.01167 52 68 44.00000 26.07692 40.7% 137 2265s
966295 194896 37.00000 89 41 44.00000 26.22779 40.4% 136 2270s
968982 195025 34.33333 58 63 44.00000 26.33333 40.2% 136 2275s
971587 195222 cutoff 87 44.00000 26.49430 39.8% 136 2280s
974252 195199 infeasible 51 44.00000 26.60851 39.5% 136 2285s
976804 195050 infeasible 50 44.00000 26.75051 39.2% 136 2290s
980005 195054 36.70700 59 51 44.00000 26.90430 38.9% 136 2296s
981663 195072 39.12500 54 77 44.00000 27.00000 38.6% 136 2300s
983763 194848 43.00000 62 73 44.00000 27.00000 38.6% 135 2305s
986675 194463 40.00000 55 48 44.00000 27.00000 38.6% 135 2311s
988453 194235 35.34133 68 51 44.00000 27.00000 38.6% 135 2315s
991117 194053 infeasible 59 44.00000 27.08492 38.4% 135 2321s
993824 194161 37.00000 61 52 44.00000 27.20000 38.2% 135 2325s
996525 194027 38.92220 50 52 44.00000 27.35825 37.8% 135 2331s
998959 194005 36.92380 75 60 44.00000 27.49638 37.5% 135 2335s
1001633 193734 37.00000 54 72 44.00000 27.59450 37.3% 135 2341s
1004118 193771 33.50000 55 54 44.00000 27.72595 37.0% 134 2345s
1006666 193588 37.00000 64 60 44.00000 27.81991 36.8% 134 2350s
1009179 193386 35.00000 48 64 44.00000 27.98014 36.4% 134 2355s
1012111 193438 38.76198 52 85 44.00000 28.00000 36.4% 134 2361s
1014658 193505 cutoff 62 44.00000 28.01164 36.3% 134 2366s
1017347 193274 infeasible 51 44.00000 28.13740 36.1% 134 2370s
1019789 192970 infeasible 59 44.00000 28.26767 35.8% 134 2375s
1022083 192836 41.88213 55 97 44.00000 28.45720 35.3% 133 2381s
1024586 192560 43.00000 54 28 44.00000 28.56126 35.1% 133 2385s
1027044 192187 infeasible 68 44.00000 28.69324 34.8% 133 2391s
1029346 192062 38.66667 49 94 44.00000 28.88750 34.3% 133 2396s
1031068 192005 35.00000 51 49 44.00000 29.00000 34.1% 133 2400s
1034181 191570 29.00000 45 79 44.00000 29.00000 34.1% 133 2406s
1036660 191326 infeasible 51 44.00000 29.02771 34.0% 133 2410s
1038999 190956 42.00000 67 45 44.00000 29.19048 33.7% 133 2415s
1041642 190966 cutoff 52 44.00000 29.33333 33.3% 132 2420s
1044381 190945 37.00000 54 46 44.00000 29.44444 33.1% 132 2426s
1047220 190981 42.50000 55 48 44.00000 29.51151 32.9% 132 2430s
1049695 190846 cutoff 53 44.00000 29.65625 32.6% 132 2436s
1052136 190611 35.07200 62 64 44.00000 29.75000 32.4% 132 2440s
1054723 190385 34.10327 72 60 44.00000 29.94570 31.9% 132 2445s
1057881 190001 cutoff 49 44.00000 30.00000 31.8% 131 2452s
1060388 189772 34.00000 51 85 44.00000 30.00000 31.8% 131 2455s
1062577 189824 33.10532 61 56 44.00000 30.00000 31.8% 131 2460s
1065444 190254 31.71428 46 84 44.00000 30.00000 31.8% 131 2465s
1067345 190602 33.40501 59 72 44.00000 30.00000 31.8% 131 2470s
1070401 191027 33.29033 71 33 44.00000 30.00000 31.8% 131 2476s
1072480 191366 30.00000 53 39 44.00000 30.00000 31.8% 131 2481s
1074900 191861 40.00000 60 65 44.00000 30.00000 31.8% 131 2485s
1077319 192283 33.80400 61 62 44.00000 30.00000 31.8% 130 2491s
1079882 192742 33.00000 58 31 44.00000 30.00000 31.8% 130 2496s
1082480 193100 cutoff 55 44.00000 30.00000 31.8% 130 2501s
1084972 193560 33.82019 62 68 44.00000 30.00000 31.8% 130 2506s
1087408 194235 infeasible 71 44.00000 30.00000 31.8% 130 2511s
1089986 194830 38.77586 72 69 44.00000 30.00000 31.8% 130 2516s
1092499 195030 38.80077 68 69 44.00000 30.00000 31.8% 130 2520s
1094726 195271 infeasible 70 44.00000 30.00000 31.8% 130 2525s
1097749 195767 30.00000 54 47 44.00000 30.00000 31.8% 129 2530s
1099906 196090 infeasible 54 44.00000 30.00000 31.8% 129 2535s
1102742 196682 33.74772 56 75 44.00000 30.00000 31.8% 129 2540s
1105668 197019 33.00000 57 41 44.00000 30.00000 31.8% 129 2545s
1108160 197328 33.49249 68 84 44.00000 30.00000 31.8% 129 2550s
1110608 197343 43.00000 67 85 44.00000 30.07350 31.7% 129 2555s
1113657 197110 39.42550 49 85 44.00000 30.20690 31.3% 129 2561s
1116264 196966 36.68047 51 87 44.00000 30.30941 31.1% 128 2566s
1118794 196690 37.23567 59 48 44.00000 30.34988 31.0% 128 2571s
1121162 196606 34.24899 58 74 44.00000 30.43713 30.8% 128 2576s
1123707 196432 infeasible 59 44.00000 30.50000 30.7% 128 2581s
1126134 196256 37.28571 56 84 44.00000 30.56534 30.5% 128 2585s
1128551 196300 infeasible 56 44.00000 30.65006 30.3% 128 2590s
1131073 196165 42.00000 53 51 44.00000 30.72119 30.2% 128 2595s
1134499 195962 37.54911 70 50 44.00000 30.83333 29.9% 127 2601s
1136105 195827 cutoff 68 44.00000 30.90699 29.8% 127 2605s
1138772 195230 cutoff 67 44.00000 31.00000 29.5% 127 2611s
1141241 194888 39.06030 63 102 44.00000 31.00000 29.5% 127 2617s
1143633 194868 36.26325 63 78 44.00000 31.00000 29.5% 127 2622s
1146056 194848 31.00000 57 45 44.00000 31.00000 29.5% 127 2626s
1148407 195064 infeasible 66 44.00000 31.00000 29.5% 127 2632s
1150714 195210 35.58000 78 49 44.00000 31.00000 29.5% 127 2636s
1151999 195089 34.97191 84 52 44.00000 31.00000 29.5% 127 2640s
1153856 195911 infeasible 87 44.00000 31.00000 29.5% 127 2645s
1156795 196154 36.07134 72 92 44.00000 31.00000 29.5% 126 2650s
1159562 196520 35.67693 79 75 44.00000 31.00000 29.5% 126 2655s
1162291 196447 36.25125 80 73 44.00000 31.00000 29.5% 126 2660s
1164600 196736 43.00000 68 52 44.00000 31.00000 29.5% 126 2665s
1168247 197198 31.00000 53 25 44.00000 31.00000 29.5% 126 2671s
1170503 197479 infeasible 69 44.00000 31.00000 29.5% 126 2676s
1172631 197697 cutoff 65 44.00000 31.00000 29.5% 125 2680s
1175588 197792 34.00000 65 38 44.00000 31.00000 29.5% 125 2685s
1178192 197976 34.00000 52 29 44.00000 31.00000 29.5% 125 2691s
1180346 197901 41.78572 66 92 44.00000 31.02503 29.5% 125 2695s
1183715 197717 41.24324 51 88 44.00000 31.12900 29.3% 125 2701s
1185231 197588 40.50100 57 103 44.00000 31.17723 29.1% 125 2705s
1188704 197376 cutoff 80 44.00000 31.25000 29.0% 125 2710s
1191169 197140 cutoff 67 44.00000 31.32291 28.8% 125 2715s
1193573 197126 37.00000 51 76 44.00000 31.36873 28.7% 124 2721s
1195912 197210 32.43565 66 53 44.00000 31.40071 28.6% 124 2726s
1197580 197211 cutoff 65 44.00000 31.40071 28.6% 124 2730s
1200136 197545 36.16667 49 48 44.00000 31.50000 28.4% 124 2735s
1203014 197354 34.00000 53 43 44.00000 31.50000 28.4% 124 2740s
1205439 197132 41.01818 77 61 44.00000 31.54455 28.3% 124 2746s
1207769 196834 40.12269 52 39 44.00000 31.60651 28.2% 124 2751s
1209351 196629 34.01384 77 66 44.00000 31.66667 28.0% 124 2755s
1211845 196332 cutoff 60 44.00000 31.74427 27.9% 124 2760s
1214479 196087 infeasible 58 44.00000 31.80700 27.7% 124 2765s
1217030 195758 33.92563 55 59 44.00000 31.89600 27.5% 123 2770s
1220277 196292 infeasible 82 44.00000 32.00000 27.3% 123 2776s
1222777 196708 32.32433 82 16 44.00000 32.00000 27.3% 123 2782s
1225441 197131 33.00000 73 62 44.00000 32.00000 27.3% 123 2786s
1227940 197519 33.03833 56 53 44.00000 32.00000 27.3% 123 2791s
1230331 197960 39.33333 48 38 44.00000 32.00000 27.3% 123 2796s
1232796 198603 32.11737 64 58 44.00000 32.00000 27.3% 123 2801s
1235218 199104 36.10522 82 44 44.00000 32.00000 27.3% 123 2806s
1237927 199632 33.34385 51 66 44.00000 32.00000 27.3% 122 2811s
1240367 200295 32.11900 75 50 44.00000 32.00000 27.3% 122 2817s
1242916 200778 38.73487 62 69 44.00000 32.00000 27.3% 122 2821s
1244248 200995 infeasible 52 44.00000 32.00000 27.3% 122 2825s
1247993 201503 infeasible 76 44.00000 32.00000 27.3% 122 2832s
1250247 202034 36.66667 74 25 44.00000 32.00000 27.3% 122 2836s
1252928 202257 infeasible 65 44.00000 32.00000 27.3% 122 2841s
1255501 202677 32.03280 60 41 44.00000 32.00000 27.3% 122 2846s
1257925 202806 infeasible 93 44.00000 32.00000 27.3% 121 2851s
1260657 203076 32.00000 84 19 44.00000 32.00000 27.3% 121 2856s
1263295 203555 33.06195 64 101 44.00000 32.00000 27.3% 121 2861s
1265995 203836 infeasible 62 44.00000 32.00000 27.3% 121 2865s
1268473 204222 infeasible 66 44.00000 32.00000 27.3% 121 2870s
1270900 204440 33.08644 69 49 44.00000 32.00000 27.3% 121 2875s
1274490 204584 cutoff 83 44.00000 32.00000 27.3% 121 2882s
1277057 204331 cutoff 132 44.00000 32.00000 27.3% 120 2886s
1278482 204774 32.00000 62 57 44.00000 32.00000 27.3% 120 2890s
1281123 205080 32.14100 68 43 44.00000 32.00000 27.3% 120 2896s
1283482 205312 32.40210 61 49 44.00000 32.00000 27.3% 120 2900s
1285890 205566 32.00000 61 36 44.00000 32.00000 27.3% 120 2906s
1288442 205768 32.00000 65 28 44.00000 32.00000 27.3% 120 2910s
1291027 205792 33.75500 56 50 44.00000 32.00000 27.3% 120 2916s
1293416 205862 33.71000 75 42 44.00000 32.00000 27.3% 120 2920s
1296948 206401 33.63680 71 53 44.00000 32.00000 27.3% 120 2927s
1298292 206529 42.00000 71 65 44.00000 32.00000 27.3% 119 2930s
1302101 206983 36.16282 72 54 44.00000 32.00000 27.3% 119 2937s
1304415 207254 35.33333 82 45 44.00000 32.00000 27.3% 119 2941s
1306897 207696 42.22150 96 37 44.00000 32.00000 27.3% 119 2946s
1309306 207975 37.06750 102 52 44.00000 32.00000 27.3% 119 2951s
1311785 208356 33.30478 73 66 44.00000 32.00000 27.3% 119 2955s
1314339 208696 cutoff 66 44.00000 32.00000 27.3% 119 2960s
1316966 209056 32.00000 57 51 44.00000 32.00000 27.3% 119 2965s
1319304 209567 33.68561 67 45 44.00000 32.00000 27.3% 119 2970s
1323351 210252 cutoff 103 44.00000 32.00000 27.3% 118 2977s
1325682 210432 43.00000 87 59 44.00000 32.00000 27.3% 118 2981s
1328154 210723 32.27488 66 25 44.00000 32.00000 27.3% 118 2986s
1332036 211350 42.22184 69 64 44.00000 32.00000 27.3% 118 2991s
1334844 211494 35.90490 73 71 44.00000 32.00000 27.3% 118 2995s
1338781 212047 34.00000 73 27 44.00000 32.00000 27.3% 118 3000s
1342682 212635 35.00000 78 32 44.00000 32.00000 27.3% 117 3005s
1346447 213123 infeasible 76 44.00000 32.00000 27.3% 117 3011s
1349009 213372 33.13196 75 50 44.00000 32.00000 27.3% 117 3015s
1352791 213669 cutoff 81 44.00000 32.00000 27.3% 117 3020s
1356378 213987 infeasible 75 44.00000 32.00000 27.3% 117 3025s
1360256 214470 cutoff 68 44.00000 32.00000 27.3% 116 3031s
1362910 214804 cutoff 69 44.00000 32.00000 27.3% 116 3035s
1366586 215219 32.16667 71 42 44.00000 32.00000 27.3% 116 3041s
1369843 215774 43.00000 65 31 44.00000 32.00000 27.3% 116 3046s
1373658 216340 33.00000 57 61 44.00000 32.00000 27.3% 116 3051s
1376926 217525 infeasible 78 44.00000 32.00000 27.3% 116 3056s
1379287 218563 34.97055 69 88 44.00000 32.00000 27.3% 115 3060s
1383714 220496 cutoff 65 44.00000 32.00000 27.3% 115 3066s
1385841 221549 33.00000 73 58 44.00000 32.00000 27.3% 115 3070s
1389071 223261 cutoff 71 44.00000 32.00000 27.3% 115 3076s
1391481 224511 33.69750 58 74 44.00000 32.00000 27.3% 115 3080s
1394880 226059 32.00000 72 53 44.00000 32.00000 27.3% 115 3087s
1397380 227025 33.35719 72 44 44.00000 32.00000 27.3% 115 3090s
1399852 228103 34.28150 70 67 44.00000 32.00000 27.3% 115 3095s
1403299 229860 38.00000 83 45 44.00000 32.00000 27.3% 115 3100s
1405576 230982 cutoff 70 44.00000 32.00000 27.3% 114 3105s
1409250 232581 40.23500 81 54 44.00000 32.00000 27.3% 114 3110s
1412928 234575 35.26185 68 75 44.00000 32.00000 27.3% 114 3116s
1415397 235672 41.24455 89 96 44.00000 32.00000 27.3% 114 3121s
1417563 236887 35.75249 107 52 44.00000 32.00000 27.3% 114 3126s
1420153 238362 32.00000 57 25 44.00000 32.00000 27.3% 114 3130s
1424093 240174 32.12140 50 55 44.00000 32.00000 27.3% 114 3136s
1426533 241608 43.00000 95 30 44.00000 32.00000 27.3% 114 3141s
1430105 243565 35.33333 76 69 44.00000 32.00000 27.3% 113 3146s
1432875 244748 42.00000 70 25 44.00000 32.00000 27.3% 113 3150s
1436576 246537 infeasible 76 44.00000 32.00000 27.3% 113 3156s
1438872 247862 43.00000 83 52 44.00000 32.00000 27.3% 113 3160s
1442422 249603 35.36866 65 84 44.00000 32.00000 27.3% 113 3166s
1445718 251598 32.38890 60 60 44.00000 32.00000 27.3% 113 3172s
1448292 253048 33.11593 80 87 44.00000 32.00000 27.3% 113 3175s
1450727 254460 33.25000 83 43 44.00000 32.00000 27.3% 113 3180s
1454236 256261 infeasible 108 44.00000 32.00000 27.3% 112 3186s
1456490 257182 33.32448 65 49 44.00000 32.00000 27.3% 112 3191s
1459719 259062 32.41956 61 67 44.00000 32.00000 27.3% 112 3196s
1462297 260566 43.00000 67 66 44.00000 32.00000 27.3% 112 3200s
1464860 261770 33.00000 74 59 44.00000 32.00000 27.3% 112 3205s
1468502 263501 33.42968 69 65 44.00000 32.00000 27.3% 112 3211s
1471008 264872 35.32800 74 64 44.00000 32.00000 27.3% 112 3216s
1473692 266274 38.00000 76 57 44.00000 32.00000 27.3% 112 3220s
1477401 268162 34.04522 64 52 44.00000 32.00000 27.3% 112 3226s
1479781 269429 34.46315 88 71 44.00000 32.00000 27.3% 111 3231s
1483315 271208 infeasible 85 44.00000 32.00000 27.3% 111 3236s
1487032 273037 32.00000 74 42 44.00000 32.00000 27.3% 111 3241s
1489336 274362 33.00000 82 40 44.00000 32.00000 27.3% 111 3245s
1492365 275890 43.00000 76 34 44.00000 32.00000 27.3% 111 3251s
1494079 276864 32.56023 74 60 44.00000 32.00000 27.3% 111 3255s
1497949 278955 32.00000 63 50 44.00000 32.00000 27.3% 111 3261s
1500472 280484 32.85700 72 40 44.00000 32.00000 27.3% 111 3265s
1504331 282427 40.38985 77 61 44.00000 32.00000 27.3% 111 3271s
1506987 283756 38.00000 102 58 44.00000 32.00000 27.3% 110 3275s
1510893 285662 32.09554 80 58 44.00000 32.00000 27.3% 110 3280s
1514448 287524 33.11111 90 56 44.00000 32.00000 27.3% 110 3286s
1517025 288825 32.23501 59 38 44.00000 32.00000 27.3% 110 3290s
1520650 290752 35.50000 90 56 44.00000 32.00000 27.3% 110 3295s
1523579 292227 32.01184 65 67 44.00000 32.00000 27.3% 110 3301s
1526047 293457 32.00000 53 56 44.00000 32.00000 27.3% 110 3305s
1529649 295567 40.00000 65 31 44.00000 32.00000 27.3% 110 3311s
1532312 296965 33.00000 78 54 44.00000 32.00000 27.3% 110 3315s
1536190 299142 33.25760 69 69 44.00000 32.00000 27.3% 109 3320s
1538790 300353 33.00000 87 47 44.00000 32.00000 27.3% 109 3325s
1542532 302502 infeasible 80 44.00000 32.00000 27.3% 109 3330s
1546158 304482 43.00000 72 40 44.00000 32.00000 27.3% 109 3335s
1549618 306262 34.97300 82 30 44.00000 32.00000 27.3% 109 3340s
1551780 307749 33.91288 87 54 44.00000 32.00000 27.3% 109 3345s
1555711 309834 38.03687 100 58 44.00000 32.00000 27.3% 109 3350s
1559366 311902 37.03230 76 57 44.00000 32.00000 27.3% 109 3355s
1562947 313694 33.17823 102 80 44.00000 32.00000 27.3% 108 3361s
1565249 315024 38.45543 68 63 44.00000 32.00000 27.3% 108 3365s
1569014 316845 cutoff 82 44.00000 32.00000 27.3% 108 3371s
1572152 318266 33.46985 80 97 44.00000 32.00000 27.3% 108 3376s
1574896 319382 35.00000 80 48 44.00000 32.00000 27.3% 108 3380s
1578273 321326 cutoff 70 44.00000 32.00000 27.3% 108 3386s
1580838 322503 infeasible 53 44.00000 32.00000 27.3% 108 3390s
1584606 324435 infeasible 72 44.00000 32.00000 27.3% 108 3396s
1587067 325434 cutoff 109 44.00000 32.00000 27.3% 108 3400s
1590773 327025 32.30183 83 57 44.00000 32.00000 27.3% 108 3406s
1593805 328653 32.96525 69 63 44.00000 32.00000 27.3% 107 3411s
1596178 329907 32.14242 82 69 44.00000 32.00000 27.3% 107 3415s
1600016 331647 32.02018 70 64 44.00000 32.00000 27.3% 107 3421s
1602380 332828 33.44444 100 56 44.00000 32.00000 27.3% 107 3425s
1606433 334932 infeasible 94 44.00000 32.00000 27.3% 107 3431s
1609010 336070 36.55523 103 35 44.00000 32.00000 27.3% 107 3436s
1612848 337928 cutoff 68 44.00000 32.00000 27.3% 107 3441s
1614570 338682 cutoff 76 44.00000 32.00000 27.3% 107 3445s
1618331 340369 infeasible 78 44.00000 32.00000 27.3% 107 3451s
1620722 341618 42.00000 72 27 44.00000 32.00000 27.3% 107 3455s
1624775 343514 34.14481 72 53 44.00000 32.00000 27.3% 106 3460s
1627137 344455 infeasible 91 44.00000 32.00000 27.3% 106 3465s
1630402 345960 35.37881 76 33 44.00000 32.00000 27.3% 106 3470s
1632908 347033 infeasible 70 44.00000 32.00000 27.3% 106 3475s
1636943 349088 38.50000 73 62 44.00000 32.00000 27.3% 106 3481s
1639312 350472 infeasible 82 44.00000 32.00000 27.3% 106 3485s
1643427 352700 infeasible 81 44.00000 32.00000 27.3% 106 3491s
1646895 354586 34.08900 91 63 44.00000 32.00000 27.3% 106 3496s
1649290 355640 42.00000 74 43 44.00000 32.00000 27.3% 106 3500s
1652967 357584 33.40400 66 31 44.00000 32.00000 27.3% 106 3506s
1655378 358509 32.26759 84 84 44.00000 32.00000 27.3% 106 3510s
1658911 360485 32.17550 60 50 44.00000 32.00000 27.3% 105 3516s
1660860 361664 40.27050 70 68 44.00000 32.00000 27.3% 105 3520s
1664510 363486 37.66667 84 71 44.00000 32.00000 27.3% 105 3526s
1666655 364857 32.00000 68 30 44.00000 32.00000 27.3% 105 3530s
1670644 366852 35.81400 61 69 44.00000 32.00000 27.3% 105 3536s
1672986 367867 33.55707 66 60 44.00000 32.00000 27.3% 105 3540s
1676131 369641 34.57638 68 83 44.00000 32.00000 27.3% 105 3546s
1678816 370785 42.70800 84 28 44.00000 32.00000 27.3% 105 3550s
1682545 372631 42.20000 71 83 44.00000 32.00000 27.3% 105 3556s
1685052 373688 41.35100 82 66 44.00000 32.00000 27.3% 105 3560s
1688610 375500 33.19856 51 56 44.00000 32.00000 27.3% 105 3566s
1691232 376673 cutoff 83 44.00000 32.00000 27.3% 105 3570s
1694868 378490 42.00000 57 36 44.00000 32.00000 27.3% 105 3576s
1697335 379753 33.29786 66 66 44.00000 32.00000 27.3% 104 3580s
1701154 381280 infeasible 83 44.00000 32.00000 27.3% 104 3587s
1703634 382435 42.00000 76 33 44.00000 32.00000 27.3% 104 3590s
1707049 384042 32.00000 58 49 44.00000 32.00000 27.3% 104 3597s
1709736 385209 35.00000 62 54 44.00000 32.00000 27.3% 104 3600s
1713591 386893 33.00000 58 53 44.00000 32.00000 27.3% 104 3607s
1716107 387772 42.00000 82 38 44.00000 32.00000 27.3% 104 3611s
1719715 389154 33.00000 71 30 44.00000 32.00000 27.3% 104 3617s
1721480 390440 infeasible 70 44.00000 32.00000 27.3% 104 3621s
1723885 391564 cutoff 76 44.00000 32.00000 27.3% 104 3625s
1727900 392990 cutoff 63 44.00000 32.00000 27.3% 104 3632s
1729995 394035 36.17083 74 81 44.00000 32.00000 27.3% 104 3636s
1732498 395025 32.00000 72 40 44.00000 32.00000 27.3% 104 3641s
1736204 396615 42.00000 66 34 44.00000 32.00000 27.3% 103 3647s
1738799 397495 34.16362 70 47 44.00000 32.00000 27.3% 103 3651s
1741602 398608 32.00000 67 35 44.00000 32.00000 27.3% 103 3655s
1745349 400091 38.70000 76 65 44.00000 32.00000 27.3% 103 3661s
1747792 401294 cutoff 86 44.00000 32.00000 27.3% 103 3665s
1751753 402935 32.19384 78 56 44.00000 32.00000 27.3% 103 3671s
1754249 404170 36.66667 95 49 44.00000 32.00000 27.3% 103 3676s
1757879 405668 33.18182 73 75 44.00000 32.00000 27.3% 103 3681s
1760185 406691 33.35967 73 70 44.00000 32.00000 27.3% 103 3685s
1763742 408199 36.21833 79 42 44.00000 32.00000 27.3% 103 3691s
1766197 409298 38.50000 70 50 44.00000 32.00000 27.3% 103 3695s
1769591 410473 infeasible 76 44.00000 32.00000 27.3% 103 3700s
1771802 411504 33.61538 67 55 44.00000 32.00000 27.3% 102 3705s
1775503 413178 infeasible 76 44.00000 32.00000 27.3% 102 3711s
1778995 414912 43.00000 81 46 44.00000 32.00000 27.3% 102 3716s
1781575 415897 36.33333 80 62 44.00000 32.00000 27.3% 102 3720s
1785490 417674 33.86022 83 67 44.00000 32.00000 27.3% 102 3727s
1787813 418811 infeasible 92 44.00000 32.00000 27.3% 102 3730s
1791539 420389 cutoff 65 44.00000 32.00000 27.3% 102 3736s
1794146 421481 36.32930 82 59 44.00000 32.00000 27.3% 102 3741s
1796788 422172 33.52498 57 47 44.00000 32.00000 27.3% 102 3745s
1799472 423821 34.36809 66 68 44.00000 32.00000 27.3% 102 3751s
1802167 425061 35.71517 73 98 44.00000 32.00000 27.3% 102 3755s
1806114 426809 41.03434 78 59 44.00000 32.00000 27.3% 102 3761s
1808961 428015 36.07018 70 78 44.00000 32.00000 27.3% 101 3765s
1812681 429561 33.37324 66 50 44.00000 32.00000 27.3% 101 3771s
1816395 431182 36.04676 71 79 44.00000 32.00000 27.3% 101 3776s
1818895 432377 36.00000 90 35 44.00000 32.00000 27.3% 101 3780s
1822711 434008 34.53488 60 83 44.00000 32.00000 27.3% 101 3786s
1826264 435391 cutoff 74 44.00000 32.00000 27.3% 101 3791s
1828649 436454 33.00000 63 53 44.00000 32.00000 27.3% 101 3795s
1832424 438019 40.05200 74 60 44.00000 32.00000 27.3% 101 3801s
1834854 439096 37.18631 65 73 44.00000 32.00000 27.3% 101 3805s
1837182 440100 43.00000 77 20 44.00000 32.00000 27.3% 101 3810s
1841048 441485 32.00000 65 42 44.00000 32.00000 27.3% 101 3815s
1844372 442783 infeasible 78 44.00000 32.00000 27.3% 101 3822s
1846464 443868 37.38282 81 65 44.00000 32.00000 27.3% 100 3826s
1849036 444817 39.06800 49 48 44.00000 32.00000 27.3% 100 3831s
1851675 445783 34.62500 70 35 44.00000 32.00000 27.3% 100 3835s
1855539 447241 33.84655 74 66 44.00000 32.00000 27.3% 100 3841s
1858560 448259 36.51000 78 35 44.00000 32.00000 27.3% 100 3845s
1862663 450122 43.00000 82 24 44.00000 32.00000 27.3% 100 3851s
1865471 450953 cutoff 79 44.00000 32.00000 27.3% 100 3855s
1868630 452269 infeasible 94 44.00000 32.00000 27.3% 100 3860s
1872280 453929 32.00000 62 51 44.00000 32.00000 27.3% 100 3865s
1875713 455549 33.44914 67 74 44.00000 32.00000 27.3% 100 3870s
1879225 456908 cutoff 53 44.00000 32.00000 27.3% 100 3876s
1881331 457820 39.97435 101 54 44.00000 32.00000 27.3% 100 3882s
1882450 458291 35.60000 73 71 44.00000 32.00000 27.3% 99.5 3885s
1886220 459878 37.24039 71 75 44.00000 32.00000 27.3% 99.4 3890s
1888396 460873 cutoff 63 44.00000 32.00000 27.3% 99.3 3895s
1892329 462643 33.00000 70 59 44.00000 32.00000 27.3% 99.3 3901s
1894739 463770 35.71920 87 52 44.00000 32.00000 27.3% 99.2 3905s
1898872 465517 32.26027 71 72 44.00000 32.00000 27.3% 99.1 3911s
1901309 466428 34.75000 86 48 44.00000 32.00000 27.3% 99.0 3915s
1904804 468135 33.57138 62 71 44.00000 32.00000 27.3% 99.0 3921s
1907470 469202 cutoff 71 44.00000 32.00000 27.3% 98.9 3925s
1911334 470842 33.52632 74 78 44.00000 32.00000 27.3% 98.8 3931s
1913984 472092 32.31565 77 31 44.00000 32.00000 27.3% 98.7 3935s
1917665 473569 33.90000 81 88 44.00000 32.00000 27.3% 98.6 3941s
1920053 474668 37.35233 86 88 44.00000 32.00000 27.3% 98.6 3945s
1923654 476238 35.06071 89 37 44.00000 32.00000 27.3% 98.5 3951s
1926141 477309 42.08825 59 66 44.00000 32.00000 27.3% 98.4 3955s
1930055 478934 34.17131 65 62 44.00000 32.00000 27.3% 98.3 3961s
1932414 480141 cutoff 73 44.00000 32.00000 27.3% 98.3 3965s
1936251 482030 43.00000 75 28 44.00000 32.00000 27.3% 98.2 3970s
1939728 483668 43.00000 86 29 44.00000 32.00000 27.3% 98.1 3976s
1941942 484870 34.15800 69 54 44.00000 32.00000 27.3% 98.1 3980s
1945293 486553 33.48881 60 79 44.00000 32.00000 27.3% 98.0 3985s
1947891 487615 cutoff 95 44.00000 32.00000 27.3% 97.9 3990s
1951430 489203 35.10714 71 79 44.00000 32.00000 27.3% 97.9 3995s
1953659 489738 32.22558 63 46 44.00000 32.00000 27.3% 97.8 4000s
1956073 491393 32.84550 66 47 44.00000 32.00000 27.3% 97.8 4006s
1958463 492284 infeasible 104 44.00000 32.00000 27.3% 97.7 4010s
1961264 493621 43.00000 79 43 44.00000 32.00000 27.3% 97.7 4015s
1964740 495185 33.00000 62 58 44.00000 32.00000 27.3% 97.6 4020s
1967224 496287 42.80000 78 66 44.00000 32.00000 27.3% 97.6 4025s
1970822 497965 infeasible 84 44.00000 32.00000 27.3% 97.5 4031s
1973334 499023 32.33333 69 50 44.00000 32.00000 27.3% 97.4 4035s
1976778 500481 cutoff 60 44.00000 32.00000 27.3% 97.4 4042s
1979223 501560 32.84332 71 87 44.00000 32.00000 27.3% 97.3 4046s
1981560 502692 36.33333 73 37 44.00000 32.00000 27.3% 97.3 4050s
1985134 504356 34.00000 53 54 44.00000 32.00000 27.3% 97.2 4057s
1987904 505534 35.10600 72 57 44.00000 32.00000 27.3% 97.2 4061s
1989247 506317 42.09773 71 68 44.00000 32.00000 27.3% 97.2 4066s
1992007 507531 39.58333 65 86 44.00000 32.00000 27.3% 97.1 4070s
1995535 509313 32.00000 63 38 44.00000 32.00000 27.3% 97.0 4076s
1997842 510086 37.00000 63 50 44.00000 32.00000 27.3% 97.0 4080s
2000255 511293 39.50000 51 74 44.00000 32.00000 27.3% 97.0 4085s
2002919 512365 40.63858 81 59 44.00000 32.00000 27.3% 96.9 4090s
2006739 514107 35.00000 65 76 44.00000 32.00000 27.3% 96.8 4097s
2009159 515098 42.40400 79 49 44.00000 32.00000 27.3% 96.8 4101s
2011749 516192 41.00000 83 65 44.00000 32.00000 27.3% 96.7 4106s
2014452 517524 infeasible 54 44.00000 32.00000 27.3% 96.7 4111s
2017195 518658 cutoff 71 44.00000 32.00000 27.3% 96.6 4115s
2020977 520603 32.16667 52 62 44.00000 32.00000 27.3% 96.5 4121s
2023720 521741 33.46453 68 62 44.00000 32.00000 27.3% 96.5 4125s
2027691 523388 34.00000 69 29 44.00000 32.00000 27.3% 96.4 4131s
2030503 524572 36.83755 68 54 44.00000 32.00000 27.3% 96.3 4136s
2034221 526357 33.78156 69 75 44.00000 32.00000 27.3% 96.2 4141s
2036633 527623 36.00000 68 39 44.00000 32.00000 27.3% 96.2 4145s
2040655 529361 43.00000 65 36 44.00000 32.00000 27.3% 96.1 4151s
2043190 530465 39.96399 59 79 44.00000 32.00000 27.3% 96.0 4155s
2046860 532252 36.72961 68 58 44.00000 32.00000 27.3% 95.9 4161s
2049555 533310 32.00000 57 40 44.00000 32.00000 27.3% 95.9 4165s
2053010 534879 34.17575 75 63 44.00000 32.00000 27.3% 95.8 4171s
2055165 535789 33.30303 65 64 44.00000 32.00000 27.3% 95.8 4175s
2059086 537078 35.47268 91 66 44.00000 32.00000 27.3% 95.7 4181s
2060256 538204 33.85695 70 65 44.00000 32.00000 27.3% 95.7 4185s
2062875 539179 33.00000 58 55 44.00000 32.00000 27.3% 95.6 4190s
2066460 540503 41.16977 71 41 44.00000 32.00000 27.3% 95.5 4196s
2068757 541542 34.01325 55 68 44.00000 32.00000 27.3% 95.5 4200s
2071241 542629 32.45761 71 66 44.00000 32.00000 27.3% 95.4 4205s
2074794 544121 32.39466 67 54 44.00000 32.00000 27.3% 95.4 4211s
2077237 545308 infeasible 90 44.00000 32.00000 27.3% 95.3 4215s
2081196 547310 32.96700 67 58 44.00000 32.00000 27.3% 95.2 4221s
2084836 548787 infeasible 83 44.00000 32.00000 27.3% 95.2 4227s
2087415 549800 35.35366 62 83 44.00000 32.00000 27.3% 95.1 4231s
2089492 550758 infeasible 68 44.00000 32.00000 27.3% 95.1 4235s
2093219 552384 cutoff 66 44.00000 32.00000 27.3% 95.0 4241s
2095775 553549 33.24472 60 58 44.00000 32.00000 27.3% 94.9 4245s
2099485 555169 37.15392 78 65 44.00000 32.00000 27.3% 94.9 4250s
2103059 556479 35.90864 74 78 44.00000 32.00000 27.3% 94.8 4257s
2105530 557630 34.36031 69 33 44.00000 32.00000 27.3% 94.7 4260s
2109192 558915 infeasible 71 44.00000 32.00000 27.3% 94.7 4266s
2111584 559944 34.61489 64 42 44.00000 32.00000 27.3% 94.6 4270s
2115273 561666 42.98350 83 26 44.00000 32.00000 27.3% 94.5 4276s
2117733 562416 43.00000 72 58 44.00000 32.00000 27.3% 94.5 4280s
2121205 563874 38.27283 83 63 44.00000 32.00000 27.3% 94.4 4287s
2123687 564960 36.00000 79 49 44.00000 32.00000 27.3% 94.4 4290s
2126313 566146 37.82690 64 72 44.00000 32.00000 27.3% 94.3 4295s
2130196 567696 34.16319 87 63 44.00000 32.00000 27.3% 94.2 4300s
2132988 569000 40.73393 76 45 44.00000 32.00000 27.3% 94.2 4305s
2136254 570273 infeasible 64 44.00000 32.00000 27.3% 94.1 4311s
2138770 571474 43.00000 70 21 44.00000 32.00000 27.3% 94.0 4315s
2142731 573148 34.90100 73 23 44.00000 32.00000 27.3% 94.0 4321s
2145425 573939 42.00000 69 34 44.00000 32.00000 27.3% 93.9 4325s
2148925 575526 42.22314 74 20 44.00000 32.00000 27.3% 93.8 4331s
2152629 576840 32.00000 65 57 44.00000 32.00000 27.3% 93.7 4336s
2156092 578346 33.77778 72 53 44.00000 32.00000 27.3% 93.7 4341s
2158530 579279 38.00000 75 33 44.00000 32.00000 27.3% 93.6 4346s
2161956 580826 infeasible 86 44.00000 32.00000 27.3% 93.5 4351s
2164333 581802 infeasible 66 44.00000 32.00000 27.3% 93.5 4355s
2167885 583278 33.16982 59 56 44.00000 32.00000 27.3% 93.4 4361s
2170477 584267 35.34879 66 78 44.00000 32.00000 27.3% 93.4 4365s
2174059 585877 32.07134 65 63 44.00000 32.00000 27.3% 93.3 4371s
2177730 587442 42.00000 72 36 44.00000 32.00000 27.3% 93.2 4376s
2180122 588527 infeasible 79 44.00000 32.00000 27.3% 93.2 4380s
2183631 590116 40.00000 69 34 44.00000 32.00000 27.3% 93.1 4386s
2186385 591185 33.00000 69 39 44.00000 32.00000 27.3% 93.0 4390s
2188660 592166 infeasible 62 44.00000 32.00000 27.3% 93.0 4395s
2192552 593774 33.92254 82 43 44.00000 32.00000 27.3% 92.9 4401s
2194878 594874 32.24614 74 37 44.00000 32.00000 27.3% 92.9 4406s
2197180 595905 32.22558 69 40 44.00000 32.00000 27.3% 92.8 4411s
2200903 597356 42.00000 64 34 44.00000 32.00000 27.3% 92.8 4418s
2201621 597910 32.00000 58 45 44.00000 32.00000 27.3% 92.7 4420s
2205299 599453 42.00000 73 40 44.00000 32.00000 27.3% 92.7 4426s
2207812 600484 32.08775 64 62 44.00000 32.00000 27.3% 92.6 4430s
2211419 601961 42.00000 79 30 44.00000 32.00000 27.3% 92.6 4436s
2213858 602893 34.71429 62 52 44.00000 32.00000 27.3% 92.5 4440s
2217362 604366 infeasible 70 44.00000 32.00000 27.3% 92.4 4446s
2219627 605399 35.23077 58 55 44.00000 32.00000 27.3% 92.4 4450s
2223206 606790 42.52693 61 63 44.00000 32.00000 27.3% 92.4 4456s
2225414 607818 infeasible 73 44.00000 32.00000 27.3% 92.3 4461s
2227739 608655 37.00094 68 56 44.00000 32.00000 27.3% 92.3 4465s
2231385 610048 42.01062 72 73 44.00000 32.00000 27.3% 92.2 4471s
2233813 611034 39.21325 87 70 44.00000 32.00000 27.3% 92.2 4475s
2237352 612523 33.00000 61 59 44.00000 32.00000 27.3% 92.1 4481s
2239038 613473 33.75000 63 73 44.00000 32.00000 27.3% 92.1 4486s
2241567 614608 cutoff 64 44.00000 32.00000 27.3% 92.1 4490s
2244074 615579 37.00000 81 73 44.00000 32.00000 27.3% 92.0 4495s
2246764 616776 37.00000 68 53 44.00000 32.00000 27.3% 92.0 4500s
2250272 617804 36.10314 73 92 44.00000 32.00000 27.3% 91.9 4505s
2253049 619495 42.69050 62 53 44.00000 32.00000 27.3% 91.9 4511s
2255546 620499 32.25000 58 42 44.00000 32.00000 27.3% 91.8 4516s
2258335 621628 infeasible 71 44.00000 32.00000 27.3% 91.8 4520s
2260809 622703 cutoff 77 44.00000 32.00000 27.3% 91.7 4525s
2264622 624168 35.50000 76 63 44.00000 32.00000 27.3% 91.7 4531s
2267211 625259 36.33464 60 78 44.00000 32.00000 27.3% 91.6 4537s
2269583 626160 32.49910 54 71 44.00000 32.00000 27.3% 91.6 4541s
2271887 627209 42.01075 62 57 44.00000 32.00000 27.3% 91.5 4547s
2274248 628130 37.06761 96 93 44.00000 32.00000 27.3% 91.5 4551s
2276613 629000 cutoff 74 44.00000 32.00000 27.3% 91.5 4556s
2278987 629998 33.04040 71 58 44.00000 32.00000 27.3% 91.4 4561s
2281362 631160 33.00000 67 43 44.00000 32.00000 27.3% 91.4 4566s
2284037 632174 34.40400 56 44 44.00000 32.00000 27.3% 91.3 4571s
2286425 633406 cutoff 69 44.00000 32.00000 27.3% 91.3 4575s
2289538 634889 33.28700 60 60 44.00000 32.00000 27.3% 91.2 4582s
2292260 636332 cutoff 67 44.00000 32.00000 27.3% 91.2 4586s
2295159 637556 42.00000 70 33 44.00000 32.00000 27.3% 91.1 4591s
2297933 638834 infeasible 73 44.00000 32.00000 27.3% 91.1 4596s
2300380 640201 cutoff 70 44.00000 32.00000 27.3% 91.0 4601s
2302907 641481 32.55780 63 55 44.00000 32.00000 27.3% 91.0 4606s
2305574 642811 35.34461 71 83 44.00000 32.00000 27.3% 90.9 4610s
2309264 644489 infeasible 78 44.00000 32.00000 27.3% 90.9 4616s
2311655 645482 infeasible 86 44.00000 32.00000 27.3% 90.8 4620s
2315183 647128 cutoff 83 44.00000 32.00000 27.3% 90.7 4626s
2317758 648273 35.80000 80 66 44.00000 32.00000 27.3% 90.7 4630s
2320282 649356 42.00000 69 16 44.00000 32.00000 27.3% 90.6 4635s
2323787 651301 33.30807 57 44 44.00000 32.00000 27.3% 90.6 4641s
2326466 652323 39.05496 62 79 44.00000 32.00000 27.3% 90.5 4645s
2330431 654281 34.41750 62 52 44.00000 32.00000 27.3% 90.4 4651s
2332674 655364 36.00000 77 46 44.00000 32.00000 27.3% 90.4 4655s
2335912 656919 32.33333 48 72 44.00000 32.00000 27.3% 90.4 4662s
2338888 657861 cutoff 85 44.00000 32.00000 27.3% 90.3 4667s
2340649 658931 infeasible 70 44.00000 32.00000 27.3% 90.3 4670s
2343086 660237 35.00000 71 40 44.00000 32.00000 27.3% 90.2 4675s
2345639 661270 34.21060 78 70 44.00000 32.00000 27.3% 90.2 4680s
2349173 662988 infeasible 68 44.00000 32.00000 27.3% 90.1 4686s
2351616 664065 42.63066 66 49 44.00000 32.00000 27.3% 90.1 4690s
2354009 665138 32.75403 73 67 44.00000 32.00000 27.3% 90.0 4695s
2356486 666129 32.73996 67 61 44.00000 32.00000 27.3% 90.0 4700s
2359877 667782 38.00000 80 39 44.00000 32.00000 27.3% 89.9 4707s
2362307 668863 43.00000 76 23 44.00000 32.00000 27.3% 89.9 4711s
2364492 669770 infeasible 74 44.00000 32.00000 27.3% 89.8 4715s
2366348 670674 32.80583 65 70 44.00000 32.00000 27.3% 89.8 4720s
2368980 671544 cutoff 52 44.00000 32.00000 27.3% 89.8 4725s
2372564 673259 33.50000 61 44 44.00000 32.00000 27.3% 89.7 4732s
2374994 674518 34.90100 75 59 44.00000 32.00000 27.3% 89.7 4736s
2377429 675526 42.00000 67 37 44.00000 32.00000 27.3% 89.7 4740s
2380367 676748 33.82624 66 46 44.00000 32.00000 27.3% 89.6 4747s
2382698 677651 32.00000 60 37 44.00000 32.00000 27.3% 89.6 4751s
2385109 678953 cutoff 78 44.00000 32.00000 27.3% 89.5 4756s
2387821 680002 infeasible 80 44.00000 32.00000 27.3% 89.5 4760s
2390130 681190 infeasible 78 44.00000 32.00000 27.3% 89.5 4765s
2392688 682324 42.00000 81 65 44.00000 32.00000 27.3% 89.4 4770s
2396230 684003 42.00000 76 53 44.00000 32.00000 27.3% 89.4 4776s
2398660 685067 cutoff 59 44.00000 32.00000 27.3% 89.3 4780s
2402358 686714 33.00000 63 35 44.00000 32.00000 27.3% 89.3 4787s
2404782 688013 36.32526 84 81 44.00000 32.00000 27.3% 89.3 4791s
2407420 689213 infeasible 86 44.00000 32.00000 27.3% 89.2 4796s
2409808 690283 infeasible 71 44.00000 32.00000 27.3% 89.2 4800s
2412401 691463 41.80000 76 61 44.00000 32.00000 27.3% 89.1 4805s
2415861 693237 infeasible 69 44.00000 32.00000 27.3% 89.1 4811s
2418074 694083 32.70200 65 51 44.00000 32.00000 27.3% 89.1 4816s
2420217 695388 32.12138 66 67 44.00000 32.00000 27.3% 89.0 4821s
2422757 696792 35.91319 65 70 44.00000 32.00000 27.3% 89.0 4826s
2425246 698018 43.00000 89 67 44.00000 32.00000 27.3% 89.0 4830s
2427823 699133 infeasible 66 44.00000 32.00000 27.3% 88.9 4836s
2430292 700217 cutoff 84 44.00000 32.00000 27.3% 88.9 4841s
2432723 701404 38.35100 80 35 44.00000 32.00000 27.3% 88.9 4846s
2435010 702473 cutoff 79 44.00000 32.00000 27.3% 88.8 4852s
2437479 703579 35.00000 74 45 44.00000 32.00000 27.3% 88.8 4856s
2439820 704567 33.00000 71 59 44.00000 32.00000 27.3% 88.8 4860s
2442132 705764 32.00000 58 61 44.00000 32.00000 27.3% 88.7 4865s
2445724 707394 34.59012 83 63 44.00000 32.00000 27.3% 88.7 4872s
2448197 708537 infeasible 79 44.00000 32.00000 27.3% 88.6 4876s
2451002 709666 32.06250 67 65 44.00000 32.00000 27.3% 88.6 4882s
2453310 710737 33.62500 79 69 44.00000 32.00000 27.3% 88.6 4886s
2455833 711725 cutoff 79 44.00000 32.00000 27.3% 88.5 4890s
2458338 712960 infeasible 73 44.00000 32.00000 27.3% 88.5 4896s
2460228 713870 cutoff 68 44.00000 32.00000 27.3% 88.5 4900s
2463100 714974 39.66667 77 66 44.00000 32.00000 27.3% 88.4 4905s
2466981 716828 32.00000 67 56 44.00000 32.00000 27.3% 88.4 4911s
2469369 717906 34.98864 69 62 44.00000 32.00000 27.3% 88.3 4916s
2471954 719060 32.79393 68 48 44.00000 32.00000 27.3% 88.3 4921s
2474557 720131 34.10600 73 39 44.00000 32.00000 27.3% 88.2 4925s
2476878 721082 32.19298 70 88 44.00000 32.00000 27.3% 88.2 4930s
2480471 722698 33.93400 58 60 44.00000 32.00000 27.3% 88.2 4936s
2482737 723682 42.00000 71 37 44.00000 32.00000 27.3% 88.1 4941s
2485217 724470 35.82637 78 65 44.00000 32.00000 27.3% 88.1 4945s
2488004 726120 43.00000 58 42 44.00000 32.00000 27.3% 88.0 4951s
2490584 727212 34.62787 78 76 44.00000 32.00000 27.3% 88.0 4956s
2492917 728085 cutoff 72 44.00000 32.00000 27.3% 88.0 4960s
2495496 729156 41.61248 87 53 44.00000 32.00000 27.3% 87.9 4965s
2498912 730877 33.79409 64 79 44.00000 32.00000 27.3% 87.9 4972s
2501329 731769 34.50000 72 64 44.00000 32.00000 27.3% 87.9 4977s
2502368 732272 32.45220 63 80 44.00000 32.00000 27.3% 87.9 4980s
2505979 734062 33.00000 60 45 44.00000 32.00000 27.3% 87.8 4986s
2508473 735221 42.01600 72 42 44.00000 32.00000 27.3% 87.8 4991s
2511041 736005 33.00000 65 48 44.00000 32.00000 27.3% 87.7 4997s
2511291 736700 38.69325 65 76 44.00000 32.00000 27.3% 87.7 5000s
2513767 737829 33.22222 68 65 44.00000 32.00000 27.3% 87.7 5005s
2516302 738808 32.58333 69 77 44.00000 32.00000 27.3% 87.7 5011s
2518754 740042 32.09091 64 77 44.00000 32.00000 27.3% 87.7 5016s
2521422 741296 42.00000 66 41 44.00000 32.00000 27.3% 87.6 5022s
2523728 742536 33.24839 65 79 44.00000 32.00000 27.3% 87.6 5026s
2526463 743797 33.61290 60 88 44.00000 32.00000 27.3% 87.6 5031s
2528660 744955 36.65000 88 74 44.00000 32.00000 27.3% 87.5 5036s
2531312 746293 33.64246 66 59 44.00000 32.00000 27.3% 87.5 5042s
2533758 747573 infeasible 72 44.00000 32.00000 27.3% 87.5 5047s
2536315 748728 infeasible 62 44.00000 32.00000 27.3% 87.4 5052s
2537548 749333 infeasible 77 44.00000 32.00000 27.3% 87.4 5055s
2541588 751096 infeasible 64 44.00000 32.00000 27.3% 87.3 5062s
2544115 752283 32.00000 57 49 44.00000 32.00000 27.3% 87.3 5067s
2546705 753381 42.00000 66 42 44.00000 32.00000 27.3% 87.3 5071s
2549218 754657 infeasible 86 44.00000 32.00000 27.3% 87.2 5075s
2551834 755989 43.00000 58 30 44.00000 32.00000 27.3% 87.2 5080s
2554291 757160 infeasible 68 44.00000 32.00000 27.3% 87.2 5086s
2556773 758500 35.14700 84 81 44.00000 32.00000 27.3% 87.1 5090s
*2557952 670538 68 43.0000000 32.00000 25.6% 87.1 5090s
2560475 672104 cutoff 77 43.00000 32.00000 25.6% 87.1 5097s
2563001 673011 42.00000 66 39 43.00000 32.00000 25.6% 87.0 5101s
2565328 674040 infeasible 75 43.00000 32.00000 25.6% 87.0 5106s
2568075 675363 42.00000 68 14 43.00000 32.00000 25.6% 87.0 5110s
2570617 676362 33.49857 71 65 43.00000 32.00000 25.6% 86.9 5115s
2574294 677822 42.00000 77 36 43.00000 32.00000 25.6% 86.9 5121s
2576859 678978 cutoff 73 43.00000 32.00000 25.6% 86.8 5126s
2579551 680098 32.51331 63 67 43.00000 32.00000 25.6% 86.8 5130s
2582002 680929 infeasible 66 43.00000 32.00000 25.6% 86.7 5135s
2585512 682256 34.24912 64 67 43.00000 32.00000 25.6% 86.7 5140s
2587719 683133 40.79500 77 37 43.00000 32.00000 25.6% 86.7 5145s
2591354 684708 32.76923 70 73 43.00000 32.00000 25.6% 86.6 5151s
2593673 685666 cutoff 68 43.00000 32.00000 25.6% 86.6 5155s
2597416 687139 32.31315 62 49 43.00000 32.00000 25.6% 86.5 5162s
2599798 688259 32.13568 63 60 43.00000 32.00000 25.6% 86.5 5166s
2601185 688343 37.60000 85 62 43.00000 32.00000 25.6% 86.4 5170s
2603781 689857 infeasible 72 43.00000 32.00000 25.6% 86.4 5176s
2606359 690870 35.66667 76 73 43.00000 32.00000 25.6% 86.4 5181s
2609004 691770 41.00000 71 57 43.00000 32.00000 25.6% 86.3 5185s
2612601 692694 35.00000 62 52 43.00000 32.00000 25.6% 86.3 5190s
2615308 694098 32.36731 72 90 43.00000 32.00000 25.6% 86.2 5196s
2617901 695193 infeasible 99 43.00000 32.00000 25.6% 86.2 5201s
2620696 695991 36.36364 83 71 43.00000 32.00000 25.6% 86.2 5206s
2622725 696968 34.22222 66 66 43.00000 32.00000 25.6% 86.1 5210s
2626509 698203 34.00000 77 41 43.00000 32.00000 25.6% 86.1 5216s
2629064 699094 34.00000 64 64 43.00000 32.00000 25.6% 86.0 5221s
2631440 700071 32.00000 64 55 43.00000 32.00000 25.6% 86.0 5225s
2633952 700846 32.00000 67 50 43.00000 32.00000 25.6% 85.9 5230s
2637558 702223 42.00000 75 35 43.00000 32.00000 25.6% 85.9 5236s
2640017 703157 cutoff 71 43.00000 32.00000 25.6% 85.9 5240s
2643655 704490 33.00000 67 56 43.00000 32.00000 25.6% 85.8 5247s
2645989 705472 cutoff 70 43.00000 32.00000 25.6% 85.8 5251s
2648454 706414 41.25600 72 45 43.00000 32.00000 25.6% 85.7 5255s
2650918 707262 cutoff 73 43.00000 32.00000 25.6% 85.7 5260s
2654531 708572 32.00632 62 43 43.00000 32.00000 25.6% 85.6 5266s
2656917 709447 32.41348 72 53 43.00000 32.00000 25.6% 85.6 5270s
2659372 710222 32.00000 79 31 43.00000 32.00000 25.6% 85.6 5275s
2663165 711694 33.64966 89 58 43.00000 32.00000 25.6% 85.5 5281s
2665774 712511 35.66667 75 67 43.00000 32.00000 25.6% 85.5 5286s
2668428 713534 32.78451 78 45 43.00000 32.00000 25.6% 85.4 5290s
2671949 714806 34.32677 73 90 43.00000 32.00000 25.6% 85.4 5297s
2674192 715591 cutoff 63 43.00000 32.00000 25.6% 85.4 5301s
2676742 716451 33.33333 59 62 43.00000 32.00000 25.6% 85.3 5305s
2678769 717414 infeasible 80 43.00000 32.00000 25.6% 85.3 5310s
2680295 717994 33.00276 58 34 43.00000 32.00000 25.6% 85.3 5315s
2683855 719262 32.05990 64 77 43.00000 32.00000 25.6% 85.2 5321s
2686303 720300 41.52650 65 63 43.00000 32.00000 25.6% 85.2 5326s
2688720 720990 32.00000 54 42 43.00000 32.00000 25.6% 85.2 5331s
2690760 721920 infeasible 81 43.00000 32.00000 25.6% 85.2 5335s
2693136 722702 infeasible 69 43.00000 32.00000 25.6% 85.1 5340s
2696810 724045 cutoff 78 43.00000 32.00000 25.6% 85.1 5347s
2699035 724997 cutoff 60 43.00000 32.00000 25.6% 85.1 5351s
2701692 725918 infeasible 81 43.00000 32.00000 25.6% 85.0 5356s
2704424 726783 32.74770 63 74 43.00000 32.00000 25.6% 85.0 5361s
2706781 727707 cutoff 64 43.00000 32.00000 25.6% 85.0 5366s
2709253 728627 cutoff 59 43.00000 32.00000 25.6% 84.9 5370s
2711896 729616 33.80000 64 62 43.00000 32.00000 25.6% 84.9 5375s
2715764 731208 infeasible 69 43.00000 32.00000 25.6% 84.8 5382s
2718338 731843 cutoff 68 43.00000 32.00000 25.6% 84.8 5386s
2720469 732805 34.23940 73 72 43.00000 32.00000 25.6% 84.8 5390s
2724103 734122 33.47029 69 60 43.00000 32.00000 25.6% 84.7 5397s
2726580 735057 cutoff 61 43.00000 32.00000 25.6% 84.7 5401s
2729433 735773 32.00000 59 61 43.00000 32.00000 25.6% 84.7 5406s
2731721 736870 35.04912 61 68 43.00000 32.00000 25.6% 84.6 5411s
2734226 737866 33.80000 60 60 43.00000 32.00000 25.6% 84.6 5415s
2736858 739022 33.96310 54 60 43.00000 32.00000 25.6% 84.6 5420s
2740749 740612 38.78055 102 73 43.00000 32.00000 25.6% 84.5 5427s
2743488 741582 33.00000 59 47 43.00000 32.00000 25.6% 84.5 5431s
2746011 742702 34.04496 68 82 43.00000 32.00000 25.6% 84.4 5435s
2748575 743962 42.00000 72 48 43.00000 32.00000 25.6% 84.4 5440s
2752224 745326 cutoff 68 43.00000 32.00000 25.6% 84.3 5446s
2754848 746261 42.00000 67 24 43.00000 32.00000 25.6% 84.3 5450s
2757282 747308 42.00000 71 21 43.00000 32.00000 25.6% 84.3 5455s
2760842 748603 cutoff 63 43.00000 32.00000 25.6% 84.2 5460s
2763435 749767 38.00000 63 59 43.00000 32.00000 25.6% 84.2 5465s
2766214 750685 cutoff 83 43.00000 32.00000 25.6% 84.1 5470s
2770158 752208 32.72417 79 37 43.00000 32.00000 25.6% 84.1 5476s
2772309 753196 33.17616 85 44 43.00000 32.00000 25.6% 84.0 5480s
2775152 754325 cutoff 68 43.00000 32.00000 25.6% 84.0 5485s
2778115 755484 33.77057 63 49 43.00000 32.00000 25.6% 83.9 5491s
2780530 756382 infeasible 75 43.00000 32.00000 25.6% 83.9 5495s
2784115 757873 32.00000 63 21 43.00000 32.00000 25.6% 83.9 5502s
2786582 758812 42.00000 73 46 43.00000 32.00000 25.6% 83.8 5506s
2789097 759762 34.76471 74 57 43.00000 32.00000 25.6% 83.8 5510s
2791294 760592 34.70927 74 72 43.00000 32.00000 25.6% 83.8 5515s
2794976 762034 35.14275 83 45 43.00000 32.00000 25.6% 83.7 5520s
2797702 762883 infeasible 87 43.00000 32.00000 25.6% 83.7 5525s
2801125 764304 32.00000 74 11 43.00000 32.00000 25.6% 83.6 5531s
2803697 765340 cutoff 78 43.00000 32.00000 25.6% 83.6 5535s
2807196 766682 39.00000 58 42 43.00000 32.00000 25.6% 83.5 5541s
2809712 767705 39.33333 85 38 43.00000 32.00000 25.6% 83.5 5546s
2812123 768580 infeasible 67 43.00000 32.00000 25.6% 83.5 5551s
2814581 769392 37.00000 86 80 43.00000 32.00000 25.6% 83.4 5555s
2818074 770842 32.40605 66 55 43.00000 32.00000 25.6% 83.4 5561s
2820625 771576 cutoff 86 43.00000 32.00000 25.6% 83.4 5565s
2823256 772676 32.00000 72 19 43.00000 32.00000 25.6% 83.3 5571s
2825689 773566 cutoff 88 43.00000 32.00000 25.6% 83.3 5575s
2829364 775047 33.75000 69 42 43.00000 32.00000 25.6% 83.3 5582s
2831548 775995 cutoff 62 43.00000 32.00000 25.6% 83.2 5586s
2834032 777115 32.00632 60 44 43.00000 32.00000 25.6% 83.2 5591s
2836624 778140 36.33333 77 57 43.00000 32.00000 25.6% 83.2 5595s
2839077 778946 33.57871 68 44 43.00000 32.00000 25.6% 83.1 5601s
2841580 779986 32.98878 74 55 43.00000 32.00000 25.6% 83.1 5606s
2844022 781144 41.00000 66 35 43.00000 32.00000 25.6% 83.1 5611s
2846779 782419 32.13568 65 65 43.00000 32.00000 25.6% 83.0 5616s
2849190 783443 infeasible 74 43.00000 32.00000 25.6% 83.0 5620s
2852087 784640 35.50179 58 45 43.00000 32.00000 25.6% 83.0 5626s
2854640 785766 32.02344 54 49 43.00000 32.00000 25.6% 82.9 5631s
2857425 786901 36.90214 57 55 43.00000 32.00000 25.6% 82.9 5635s
2859844 787833 38.04400 79 49 43.00000 32.00000 25.6% 82.9 5640s
2863862 789365 34.41750 56 36 43.00000 32.00000 25.6% 82.8 5647s
2866105 790486 42.00000 88 52 43.00000 32.00000 25.6% 82.8 5651s
2868551 791337 33.00000 61 38 43.00000 32.00000 25.6% 82.8 5655s
2872542 792984 cutoff 75 43.00000 32.00000 25.6% 82.7 5662s
2874893 794067 infeasible 79 43.00000 32.00000 25.6% 82.7 5666s
2877502 795109 32.00000 58 33 43.00000 32.00000 25.6% 82.7 5671s
2879955 796091 34.30577 65 75 43.00000 32.00000 25.6% 82.6 5675s
2883312 797598 42.00000 82 24 43.00000 32.00000 25.6% 82.6 5682s
2885983 798655 cutoff 76 43.00000 32.00000 25.6% 82.6 5686s
2888443 799797 32.53737 65 52 43.00000 32.00000 25.6% 82.5 5690s
2890656 800833 cutoff 72 43.00000 32.00000 25.6% 82.5 5695s
2894441 802545 42.00000 63 25 43.00000 32.00000 25.6% 82.5 5701s
2896976 803591 33.45446 59 77 43.00000 32.00000 25.6% 82.4 5705s
2899068 804412 42.00000 59 32 43.00000 32.00000 25.6% 82.4 5710s
2902831 806169 33.44306 72 60 43.00000 32.00000 25.6% 82.4 5716s
2905384 807221 42.00000 68 20 43.00000 32.00000 25.6% 82.3 5721s
2907944 807973 infeasible 87 43.00000 32.00000 25.6% 82.3 5725s
2910254 808684 42.00000 72 30 43.00000 32.00000 25.6% 82.3 5730s
2913509 810451 32.00000 43 45 43.00000 32.00000 25.6% 82.2 5737s
2916096 811514 infeasible 81 43.00000 32.00000 25.6% 82.2 5742s
2918057 812418 37.14286 71 62 43.00000 32.00000 25.6% 82.2 5747s
2920684 813368 34.35165 59 60 43.00000 32.00000 25.6% 82.2 5752s
2923204 814413 infeasible 75 43.00000 32.00000 25.6% 82.1 5756s
2925760 815329 42.00000 78 40 43.00000 32.00000 25.6% 82.1 5761s
2928311 816234 42.00000 71 62 43.00000 32.00000 25.6% 82.1 5765s
2930530 817322 32.08965 65 57 43.00000 32.00000 25.6% 82.1 5770s
2933354 818359 cutoff 63 43.00000 32.00000 25.6% 82.0 5775s
2936735 819750 32.10000 65 45 43.00000 32.00000 25.6% 82.0 5782s
2939317 820663 32.00000 55 29 43.00000 32.00000 25.6% 82.0 5787s
2941797 821620 32.69071 59 63 43.00000 32.00000 25.6% 81.9 5791s
2944215 822464 40.23600 93 55 43.00000 32.00000 25.6% 81.9 5795s
2946205 823677 infeasible 76 43.00000 32.00000 25.6% 81.9 5801s
2948913 824840 34.10600 62 39 43.00000 32.00000 25.6% 81.9 5805s
2951238 825881 38.00000 67 59 43.00000 32.00000 25.6% 81.8 5810s
2953682 826950 35.41000 67 76 43.00000 32.00000 25.6% 81.8 5815s
2957674 828396 33.40419 70 60 43.00000 32.00000 25.6% 81.8 5821s
2959958 829223 34.42857 78 52 43.00000 32.00000 25.6% 81.7 5826s
2962678 830498 37.63702 59 56 43.00000 32.00000 25.6% 81.7 5832s
2965290 831189 35.45700 71 54 43.00000 32.00000 25.6% 81.7 5837s
2967433 831989 34.84625 86 42 43.00000 32.00000 25.6% 81.6 5841s
2970093 833071 34.27251 57 41 43.00000 32.00000 25.6% 81.6 5845s
2971628 833864 36.03952 83 58 43.00000 32.00000 25.6% 81.6 5850s
2975493 835333 36.63331 91 41 43.00000 32.00000 25.6% 81.5 5857s
2978061 836216 infeasible 71 43.00000 32.00000 25.6% 81.5 5861s
2980423 837250 35.00000 59 60 43.00000 32.00000 25.6% 81.5 5866s
2982809 838076 36.66667 53 58 43.00000 32.00000 25.6% 81.5 5871s
2985365 839206 34.31660 95 46 43.00000 32.00000 25.6% 81.4 5875s
2987254 839969 38.22222 77 83 43.00000 32.00000 25.6% 81.4 5880s
2989731 840885 infeasible 56 43.00000 32.00000 25.6% 81.4 5885s
2992262 841868 36.31833 96 56 43.00000 32.00000 25.6% 81.4 5890s
2994744 842778 34.87500 76 68 43.00000 32.00000 25.6% 81.3 5895s
2997092 843599 cutoff 70 43.00000 32.00000 25.6% 81.3 5900s
3000674 844834 36.00000 59 51 43.00000 32.00000 25.6% 81.3 5907s
3003284 845821 33.00000 53 52 43.00000 32.00000 25.6% 81.2 5912s
3005636 846760 36.51245 101 85 43.00000 32.00000 25.6% 81.2 5917s
3008247 847713 34.81133 79 31 43.00000 32.00000 25.6% 81.2 5922s
3010747 848643 36.00000 69 62 43.00000 32.00000 25.6% 81.2 5926s
3012020 848759 37.00000 71 69 43.00000 32.00000 25.6% 81.2 5930s
3014905 850070 37.17000 63 41 43.00000 32.00000 25.6% 81.1 5936s
3017342 850926 38.30654 87 58 43.00000 32.00000 25.6% 81.1 5941s
3019810 851684 infeasible 52 43.00000 32.00000 25.6% 81.1 5946s
3022222 852617 34.00000 65 34 43.00000 32.00000 25.6% 81.1 5951s
3024642 853432 32.67202 56 59 43.00000 32.00000 25.6% 81.0 5956s
3026906 854289 34.75000 83 60 43.00000 32.00000 25.6% 81.0 5960s
3029195 855011 36.00000 65 48 43.00000 32.00000 25.6% 81.0 5965s
3031649 855957 34.14481 62 39 43.00000 32.00000 25.6% 81.0 5971s
3034082 856806 32.05354 81 47 43.00000 32.00000 25.6% 81.0 5976s
3036359 857676 infeasible 63 43.00000 32.00000 25.6% 80.9 5980s
3038959 858732 37.60525 74 43 43.00000 32.00000 25.6% 80.9 5986s
3041459 859720 33.08577 73 65 43.00000 32.00000 25.6% 80.9 5990s
3043996 860678 32.00000 61 40 43.00000 32.00000 25.6% 80.9 5996s
3046397 861644 35.38485 62 81 43.00000 32.00000 25.6% 80.8 6000s
3048966 862583 32.25000 51 54 43.00000 32.00000 25.6% 80.8 6005s
3051381 863606 34.42857 63 45 43.00000 32.00000 25.6% 80.8 6011s
3054277 864734 33.00000 85 42 43.00000 32.00000 25.6% 80.8 6016s
3057130 865659 infeasible 70 43.00000 32.00000 25.6% 80.7 6020s
3059464 866531 38.85751 64 44 43.00000 32.00000 25.6% 80.7 6025s
3062114 867699 cutoff 75 43.00000 32.00000 25.6% 80.7 6030s
3064845 868433 34.60000 76 59 43.00000 32.00000 25.6% 80.6 6035s
3068609 869749 33.33333 71 44 43.00000 32.00000 25.6% 80.6 6041s
3070312 870288 39.33333 78 64 43.00000 32.00000 25.6% 80.6 6046s
3073033 871285 cutoff 88 43.00000 32.00000 25.6% 80.5 6051s
3075934 872241 cutoff 75 43.00000 32.00000 25.6% 80.5 6056s
3078413 873114 cutoff 73 43.00000 32.00000 25.6% 80.5 6061s
3081174 874095 34.49822 73 37 43.00000 32.00000 25.6% 80.4 6065s
3084527 875354 42.00000 72 71 43.00000 32.00000 25.6% 80.4 6072s
3087103 876276 33.00000 77 41 43.00000 32.00000 25.6% 80.4 6076s
3089515 877215 33.45455 72 52 43.00000 32.00000 25.6% 80.3 6081s
3091690 878073 34.10600 60 38 43.00000 32.00000 25.6% 80.3 6085s
3094055 878970 cutoff 77 43.00000 32.00000 25.6% 80.3 6090s
3097379 880054 42.00000 76 30 43.00000 32.00000 25.6% 80.2 6095s
3100183 881528 37.31833 72 68 43.00000 32.00000 25.6% 80.2 6101s
3102535 882417 infeasible 63 43.00000 32.00000 25.6% 80.2 6106s
3104913 883384 cutoff 70 43.00000 32.00000 25.6% 80.1 6111s
3107557 884326 cutoff 88 43.00000 32.00000 25.6% 80.1 6116s
3109875 885287 32.00000 59 19 43.00000 32.00000 25.6% 80.1 6120s
3112499 886097 36.76249 73 63 43.00000 32.00000 25.6% 80.1 6126s
3114878 886935 32.60589 72 37 43.00000 32.00000 25.6% 80.0 6130s
3117341 887939 cutoff 68 43.00000 32.00000 25.6% 80.0 6135s
3119244 888571 37.80000 77 64 43.00000 32.00000 25.6% 80.0 6140s
3121705 889456 41.52893 60 55 43.00000 32.00000 25.6% 79.9 6145s
3124128 890734 cutoff 70 43.00000 32.00000 25.6% 79.9 6150s
3128078 892082 32.96525 64 60 43.00000 32.00000 25.6% 79.9 6157s
3130466 892985 36.37852 67 57 43.00000 32.00000 25.6% 79.8 6162s
3132715 893785 36.39027 71 40 43.00000 32.00000 25.6% 79.8 6167s
3134899 894729 39.41118 77 76 43.00000 32.00000 25.6% 79.8 6171s
3137372 895777 infeasible 68 43.00000 32.00000 25.6% 79.8 6177s
3139797 896603 32.00000 62 29 43.00000 32.00000 25.6% 79.8 6182s
3140749 897165 37.40400 71 44 43.00000 32.00000 25.6% 79.8 6185s
3142602 897883 cutoff 77 43.00000 32.00000 25.6% 79.7 6190s
3145029 898736 34.86067 90 69 43.00000 32.00000 25.6% 79.7 6195s
3147164 899586 42.00000 70 27 43.00000 32.00000 25.6% 79.7 6201s
3148317 900248 32.03046 69 50 43.00000 32.00000 25.6% 79.7 6205s
3150646 901114 38.34000 73 69 43.00000 32.00000 25.6% 79.7 6210s
3153050 902026 cutoff 89 43.00000 32.00000 25.6% 79.7 6215s
3155392 902808 33.37500 65 76 43.00000 32.00000 25.6% 79.6 6220s
3157699 903650 32.00000 56 37 43.00000 32.00000 25.6% 79.6 6225s
3159222 904111 32.10682 71 32 43.00000 32.00000 25.6% 79.6 6231s
3161443 905058 infeasible 68 43.00000 32.00000 25.6% 79.6 6237s
3162873 905398 32.52632 61 86 43.00000 32.00000 25.6% 79.6 6240s
3166521 906777 33.26316 68 94 43.00000 32.00000 25.6% 79.6 6248s
3167800 907179 39.02350 64 65 43.00000 32.00000 25.6% 79.6 6251s
3170349 908155 33.96645 61 42 43.00000 32.00000 25.6% 79.5 6255s
3172424 908916 34.04700 57 38 43.00000 32.00000 25.6% 79.5 6261s
3174956 909666 infeasible 57 43.00000 32.00000 25.6% 79.5 6266s
3177065 910229 infeasible 70 43.00000 32.00000 25.6% 79.5 6271s
3179453 910874 32.72397 62 74 43.00000 32.00000 25.6% 79.5 6277s
3181918 911713 42.00000 59 23 43.00000 32.00000 25.6% 79.5 6282s
3183150 912148 32.32215 60 76 43.00000 32.00000 25.6% 79.5 6285s
3185622 913135 34.50000 64 80 43.00000 32.00000 25.6% 79.5 6291s
3188212 914003 36.22185 62 56 43.00000 32.00000 25.6% 79.5 6297s
3190936 914953 42.00000 59 60 43.00000 32.00000 25.6% 79.4 6302s
3192090 915568 42.00000 74 73 43.00000 32.00000 25.6% 79.4 6305s
3194815 916483 infeasible 66 43.00000 32.00000 25.6% 79.4 6310s
3197362 917303 cutoff 62 43.00000 32.00000 25.6% 79.4 6315s
3199835 918450 42.00000 72 61 43.00000 32.00000 25.6% 79.4 6321s
3201788 919104 38.18700 90 60 43.00000 32.00000 25.6% 79.4 6327s
3204383 919980 34.08810 100 61 43.00000 32.00000 25.6% 79.3 6332s
3205532 920581 33.85714 87 44 43.00000 32.00000 25.6% 79.3 6335s
3208643 921566 cutoff 61 43.00000 32.00000 25.6% 79.3 6340s
3211178 922508 41.22971 70 74 43.00000 32.00000 25.6% 79.3 6346s
3213880 923335 32.85303 68 58 43.00000 32.00000 25.6% 79.3 6351s
3216202 924282 32.00000 69 47 43.00000 32.00000 25.6% 79.3 6356s
3218765 925232 cutoff 72 43.00000 32.00000 25.6% 79.2 6362s
3221562 926398 cutoff 92 43.00000 32.00000 25.6% 79.2 6367s
3222855 927049 34.10600 60 33 43.00000 32.00000 25.6% 79.2 6370s
3225546 928118 32.00000 63 29 43.00000 32.00000 25.6% 79.2 6375s
3228375 929160 cutoff 76 43.00000 32.00000 25.6% 79.1 6381s
3231047 930117 34.71504 61 56 43.00000 32.00000 25.6% 79.1 6386s
3233537 931142 33.04428 69 47 43.00000 32.00000 25.6% 79.1 6391s
3236038 932125 36.00000 85 31 43.00000 32.00000 25.6% 79.0 6396s
3238506 933292 32.00000 72 42 43.00000 32.00000 25.6% 79.0 6401s
3241044 934402 cutoff 66 43.00000 32.00000 25.6% 79.0 6406s
3243589 935406 33.69600 74 62 43.00000 32.00000 25.6% 79.0 6411s
3245967 936508 32.77452 78 38 43.00000 32.00000 25.6% 78.9 6416s
3247412 937050 36.36819 67 52 43.00000 32.00000 25.6% 78.9 6421s
3249840 937909 41.69303 64 92 43.00000 32.00000 25.6% 78.9 6426s
3252448 938953 42.00000 73 34 43.00000 32.00000 25.6% 78.9 6432s
3255095 939901 infeasible 90 43.00000 32.00000 25.6% 78.8 6437s
3256180 940142 42.00000 69 54 43.00000 32.00000 25.6% 78.8 6440s
3258460 941090 32.00000 78 22 43.00000 32.00000 25.6% 78.8 6445s
3261055 941970 35.00000 71 34 43.00000 32.00000 25.6% 78.8 6451s
3263308 942782 32.58066 77 59 43.00000 32.00000 25.6% 78.8 6456s
3265788 943767 35.00000 57 69 43.00000 32.00000 25.6% 78.7 6461s
3268270 944697 infeasible 83 43.00000 32.00000 25.6% 78.7 6466s
3270720 945438 32.69492 61 69 43.00000 32.00000 25.6% 78.7 6470s
3272943 946395 infeasible 82 43.00000 32.00000 25.6% 78.7 6475s
3275283 947185 cutoff 74 43.00000 32.00000 25.6% 78.7 6480s
3277711 948019 36.91833 59 53 43.00000 32.00000 25.6% 78.6 6485s
3280046 948927 37.00000 73 34 43.00000 32.00000 25.6% 78.6 6491s
3282402 949935 32.29118 78 49 43.00000 32.00000 25.6% 78.6 6496s
3284796 950884 32.63989 58 65 43.00000 32.00000 25.6% 78.6 6501s
3287224 951807 cutoff 59 43.00000 32.00000 25.6% 78.6 6506s
3289901 952840 33.00000 69 24 43.00000 32.00000 25.6% 78.5 6512s
3292304 953794 42.00000 74 4 43.00000 32.00000 25.6% 78.5 6517s
3294831 954860 38.04383 76 55 43.00000 32.00000 25.6% 78.5 6523s
3296148 955441 33.87200 63 56 43.00000 32.00000 25.6% 78.5 6525s
3298768 956379 35.07143 72 46 43.00000 32.00000 25.6% 78.5 6530s
3302027 957727 38.00000 78 40 43.00000 32.00000 25.6% 78.4 6536s
3304475 958597 34.45700 79 31 43.00000 32.00000 25.6% 78.4 6541s
3307044 959459 33.75533 55 72 43.00000 32.00000 25.6% 78.4 6545s
3309394 960348 32.83307 87 29 43.00000 32.00000 25.6% 78.3 6550s
3311684 961321 35.86800 65 41 43.00000 32.00000 25.6% 78.3 6555s
3314365 962438 32.03571 77 64 43.00000 32.00000 25.6% 78.3 6561s
3316860 963223 42.00000 78 34 43.00000 32.00000 25.6% 78.3 6566s
3319344 963980 42.00000 59 19 43.00000 32.00000 25.6% 78.2 6570s
3321718 964815 35.60906 72 53 43.00000 32.00000 25.6% 78.2 6575s
3324119 965790 42.00000 72 31 43.00000 32.00000 25.6% 78.2 6580s
3327968 967474 32.00000 71 28 43.00000 32.00000 25.6% 78.2 6587s
3329526 967865 33.00000 68 61 43.00000 32.00000 25.6% 78.1 6590s
3331898 968414 34.59009 53 51 43.00000 32.00000 25.6% 78.1 6595s
3333046 969243 34.26840 53 59 43.00000 32.00000 25.6% 78.1 6600s
3336733 970391 cutoff 84 43.00000 32.00000 25.6% 78.1 6606s
3338835 971361 33.00000 59 64 43.00000 32.00000 25.6% 78.0 6612s
3341187 972292 41.00000 75 48 43.00000 32.00000 25.6% 78.0 6617s
3343622 973109 33.42764 55 55 43.00000 32.00000 25.6% 78.0 6622s
3346226 973938 cutoff 81 43.00000 32.00000 25.6% 78.0 6627s
3347377 974373 33.73393 62 78 43.00000 32.00000 25.6% 78.0 6630s
3349639 975371 35.77250 59 27 43.00000 32.00000 25.6% 77.9 6635s
3352128 976664 33.00000 57 51 43.00000 32.00000 25.6% 77.9 6640s
3353843 977144 32.00000 77 21 43.00000 32.00000 25.6% 77.9 6645s
3356364 978188 infeasible 61 43.00000 32.00000 25.6% 77.9 6650s
3359174 979079 34.16667 85 33 43.00000 32.00000 25.6% 77.8 6655s
3361218 980034 32.00000 83 21 43.00000 32.00000 25.6% 77.8 6661s
3363654 980917 41.00000 75 60 43.00000 32.00000 25.6% 77.8 6666s
3366763 982285 infeasible 101 43.00000 32.00000 25.6% 77.8 6671s
3369331 983168 32.02677 65 83 43.00000 32.00000 25.6% 77.7 6676s
3371985 984370 cutoff 101 43.00000 32.00000 25.6% 77.7 6681s
3374523 985149 36.66054 85 89 43.00000 32.00000 25.6% 77.7 6686s
3376503 985902 cutoff 81 43.00000 32.00000 25.6% 77.7 6690s
3378831 987047 41.00000 87 52 43.00000 32.00000 25.6% 77.7 6696s
3381805 987903 37.00000 70 62 43.00000 32.00000 25.6% 77.6 6701s
3384088 988904 34.33514 57 53 43.00000 32.00000 25.6% 77.6 6707s
3387124 989600 41.71767 95 46 43.00000 32.00000 25.6% 77.6 6710s
3388447 990703 33.91477 74 57 43.00000 32.00000 25.6% 77.5 6715s
3392389 991981 32.05882 85 35 43.00000 32.00000 25.6% 77.5 6722s
3393646 992801 41.00000 76 49 43.00000 32.00000 25.6% 77.5 6725s
3396658 993711 33.85714 75 50 43.00000 32.00000 25.6% 77.4 6731s
3399147 994827 34.18400 85 53 43.00000 32.00000 25.6% 77.4 6736s
3401983 995636 33.00000 80 30 43.00000 32.00000 25.6% 77.4 6741s
3404321 996509 33.02632 84 27 43.00000 32.00000 25.6% 77.3 6745s
3407245 997592 33.54545 68 46 43.00000 32.00000 25.6% 77.3 6751s
3409611 998976 36.59224 74 56 43.00000 32.00000 25.6% 77.3 6757s
3412677 1000205 infeasible 63 43.00000 32.00000 25.6% 77.2 6762s
3415499 1001094 cutoff 78 43.00000 32.00000 25.6% 77.2 6767s
3416756 1001868 40.64342 73 62 43.00000 32.00000 25.6% 77.2 6770s
3420993 1003464 cutoff 81 43.00000 32.00000 25.6% 77.1 6777s
3422816 1003882 cutoff 100 43.00000 32.00000 25.6% 77.1 6780s
3426925 1005300 36.03584 91 72 43.00000 32.00000 25.6% 77.0 6787s
3429013 1005942 cutoff 74 43.00000 32.00000 25.6% 77.0 6791s
3431385 1007081 36.33333 74 31 43.00000 32.00000 25.6% 77.0 6796s
3434054 1008161 37.00000 64 37 43.00000 32.00000 25.6% 76.9 6801s
3436480 1008746 infeasible 78 43.00000 32.00000 25.6% 76.9 6806s
3438818 1009468 cutoff 70 43.00000 32.00000 25.6% 76.8 6811s
3440482 1010154 32.58824 90 49 43.00000 32.00000 25.6% 76.8 6815s
3442855 1011049 cutoff 69 43.00000 32.00000 25.6% 76.8 6820s
3446657 1012527 38.00435 76 77 43.00000 32.00000 25.6% 76.8 6826s
3448478 1013380 33.50000 81 35 43.00000 32.00000 25.6% 76.7 6831s
3450429 1014393 39.20469 86 66 43.00000 32.00000 25.6% 76.7 6835s
3452826 1015151 34.86031 96 25 43.00000 32.00000 25.6% 76.7 6840s
3455924 1016363 41.03596 67 63 43.00000 32.00000 25.6% 76.7 6847s
3458796 1017610 33.73621 80 68 43.00000 32.00000 25.6% 76.6 6851s
3460716 1018504 32.35362 74 74 43.00000 32.00000 25.6% 76.6 6855s
3462974 1019397 infeasible 74 43.00000 32.00000 25.6% 76.6 6860s
3465356 1020707 infeasible 70 43.00000 32.00000 25.6% 76.6 6865s
3469079 1021994 infeasible 66 43.00000 32.00000 25.6% 76.5 6871s
3471529 1023079 cutoff 78 43.00000 32.00000 25.6% 76.5 6877s
3473807 1024010 35.00000 75 59 43.00000 32.00000 25.6% 76.5 6882s
3476252 1024901 32.00000 69 59 43.00000 32.00000 25.6% 76.5 6885s
3478478 1025862 34.65925 79 47 43.00000 32.00000 25.6% 76.4 6890s
3480855 1026903 infeasible 78 43.00000 32.00000 25.6% 76.4 6895s
3483186 1027798 cutoff 64 43.00000 32.00000 25.6% 76.4 6900s
3485470 1029166 33.57692 85 44 43.00000 32.00000 25.6% 76.4 6906s
3488319 1030123 42.00000 65 40 43.00000 32.00000 25.6% 76.3 6911s
3490828 1030800 42.00000 74 36 43.00000 32.00000 25.6% 76.3 6915s
3492709 1031806 34.21839 69 57 43.00000 32.00000 25.6% 76.3 6920s
3494903 1033107 42.00000 77 14 43.00000 32.00000 25.6% 76.3 6925s
3498018 1034044 42.00000 64 47 43.00000 32.00000 25.6% 76.2 6930s
3500454 1035071 34.68123 70 54 43.00000 32.00000 25.6% 76.2 6935s
3502667 1036419 42.00000 70 15 43.00000 32.00000 25.6% 76.2 6940s
3506019 1037843 32.34783 68 68 43.00000 32.00000 25.6% 76.1 6945s
3509271 1039116 37.33700 89 67 43.00000 32.00000 25.6% 76.1 6951s
3511447 1040108 35.40000 69 37 43.00000 32.00000 25.6% 76.1 6956s
3513461 1040796 cutoff 68 43.00000 32.00000 25.6% 76.1 6960s
3515813 1041810 34.02698 71 65 43.00000 32.00000 25.6% 76.1 6965s
3517929 1042710 cutoff 80 43.00000 32.00000 25.6% 76.0 6970s
3520289 1043693 infeasible 79 43.00000 32.00000 25.6% 76.0 6975s
3522660 1044561 38.61500 65 60 43.00000 32.00000 25.6% 76.0 6980s
3524990 1045532 36.03838 66 44 43.00000 32.00000 25.6% 76.0 6985s
3527773 1046270 32.00000 59 52 43.00000 32.00000 25.6% 75.9 6990s
3529119 1047496 34.66667 61 48 43.00000 32.00000 25.6% 75.9 6995s
3533207 1048898 32.00000 46 44 43.00000 32.00000 25.6% 75.9 7003s
3534425 1049375 33.53843 81 70 43.00000 32.00000 25.6% 75.9 7005s
3537195 1050648 cutoff 102 43.00000 32.00000 25.6% 75.9 7010s
3539030 1051594 42.00000 63 30 43.00000 32.00000 25.6% 75.8 7015s
3541274 1052927 34.70694 107 39 43.00000 32.00000 25.6% 75.8 7021s
3543932 1053649 34.28835 67 78 43.00000 32.00000 25.6% 75.8 7026s
3545932 1054518 33.83659 62 42 43.00000 32.00000 25.6% 75.8 7031s
3548538 1055627 33.94691 60 70 43.00000 32.00000 25.6% 75.8 7036s
3550776 1056560 33.33333 84 57 43.00000 32.00000 25.6% 75.7 7042s
3551757 1057496 36.02917 74 56 43.00000 32.00000 25.6% 75.7 7045s
3554621 1058147 cutoff 66 43.00000 32.00000 25.6% 75.7 7050s
3555884 1058578 40.35100 64 67 43.00000 32.00000 25.6% 75.7 7055s
3558020 1059500 cutoff 69 43.00000 32.00000 25.6% 75.7 7061s
3560451 1060368 infeasible 91 43.00000 32.00000 25.6% 75.7 7067s
3562737 1061319 infeasible 61 43.00000 32.00000 25.6% 75.7 7072s
3563977 1061823 32.90247 65 75 43.00000 32.00000 25.6% 75.6 7075s
3566548 1062833 33.68740 63 60 43.00000 32.00000 25.6% 75.6 7081s
3568984 1063748 37.90231 75 51 43.00000 32.00000 25.6% 75.6 7087s
3570359 1064159 infeasible 65 43.00000 32.00000 25.6% 75.6 7090s
3572972 1065523 42.00000 86 27 43.00000 32.00000 25.6% 75.6 7096s
3575984 1066456 cutoff 83 43.00000 32.00000 25.6% 75.5 7102s
3577206 1067016 38.89410 88 59 43.00000 32.00000 25.6% 75.5 7105s
3579869 1068104 32.00000 51 56 43.00000 32.00000 25.6% 75.5 7111s
3582872 1069406 infeasible 93 43.00000 32.00000 25.6% 75.5 7117s
3584191 1069863 39.00000 67 33 43.00000 32.00000 25.6% 75.5 7120s
3586406 1070780 32.49675 75 65 43.00000 32.00000 25.6% 75.4 7125s
3589322 1072124 36.83019 65 75 43.00000 32.00000 25.6% 75.4 7130s
3591435 1072874 32.00000 54 50 43.00000 32.00000 25.6% 75.4 7135s
3593850 1074170 42.00000 66 50 43.00000 32.00000 25.6% 75.4 7141s
3596880 1075047 33.00000 70 37 43.00000 32.00000 25.6% 75.3 7146s
3599092 1075861 36.68255 81 37 43.00000 32.00000 25.6% 75.3 7151s
3601364 1076944 34.16667 93 35 43.00000 32.00000 25.6% 75.3 7156s
3603941 1078103 33.07692 72 46 43.00000 32.00000 25.6% 75.3 7162s
3606719 1079272 cutoff 67 43.00000 32.00000 25.6% 75.2 7167s
3607871 1079916 33.37324 81 47 43.00000 32.00000 25.6% 75.2 7170s
3610501 1080810 34.65925 63 44 43.00000 32.00000 25.6% 75.2 7175s
3612883 1082035 33.99432 90 15 43.00000 32.00000 25.6% 75.2 7180s
3615479 1082931 infeasible 63 43.00000 32.00000 25.6% 75.1 7185s
3618176 1084138 33.10000 70 63 43.00000 32.00000 25.6% 75.1 7190s
3620383 1085032 36.06667 75 67 43.00000 32.00000 25.6% 75.1 7195s
3623001 1086051 infeasible 80 43.00000 32.00000 25.6% 75.1 7200s
Cutting planes:
Learned: 13
Gomory: 21
Cover: 1516
Implied bound: 290
MIR: 71
StrongCG: 8
Flow cover: 255
Inf proof: 214
Zero half: 7
RLT: 63
Relax-and-lift: 17
Explored 3623769 nodes (272135170 simplex iterations) in 7200.16 seconds
Thread count was 8 (of 8 available processors)
Solution count 4: 43 44 46 47
Time limit reached
Best objective 4.300000000000e+01, best bound 3.200000000000e+01, gap 25.5814%
I have an additional question:
The above log shows 4 feasible solutions, so why cannot I see any * or H next to any line of the log? According to this Gurobi documentation:
"At times, there will be an H or * character at the beginning of the output line. These indicate that a new feasible solution has been found, either by a MIP heuristic (H) or by branching (*)."
Best Regards,
Sabreen
-
Official comment
This post is more than three years old. Some information may not be up to date. For current information, please check the Gurobi Documentation or Knowledge Base. If you need more help, please create a new post in the community forum. Or why not try our AI Gurobot?. -
Dear Sabreen,
It is currently not possible to obtain information about the optimization variable values at the found solutions from the log file. You could use the SolFiles parameter to make Gurobi write all found solutions to disc. Unfortunately, this means that you will have to re-run the optimization.
You can find the log showing the 4 feasible solutions at
*811968 197361 92 47.0000000 23.00824 51.0% 145 1871s
*813057 186554 79 46.0000000 23.00824 50.0% 145 1873s
...
H838697 185248 44.0000000 23.01700 47.7% 144 1998s
...
*2557952 670538 68 43.0000000 32.00000 25.6% 87.1 5090sBest regards,
Jaromił1
Post is closed for comments.
Comments
2 comments