HyperRogue by Zeno Rogue <zeno@attnam.com>, version 13.1g
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
initialize_all
000000   initconfig
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000002     (done)
000000002   (done)
000000002 start_game
000000121   initcells
000000162     (done)
000000162   initGame
000000165     addMessage: Welcome to HyperRogue! (cheat mode on)
000000165     addMessage: Press F1 or right-click things for help.
000000165     (done)
000000165   (done)
000000165 stop_game
000000165   saveStats [-]
000000165     (done)
000000171   (done)
000000171 switch_game_mode 0
000000171   (done)
000000171 start_game
000000171   initcells
000000213     (done)
000000213   initGame
000000216     addMessage: Welcome to HyperRogue! (cheat mode on)
000000216     addMessage: Technical.
000000216     addMessage: Press F1 or right-click things for help.
000000216     (done)
000000216   (done)
Reading coordinates...
000001258 DHRG version 7.2
000001258 
000001261   growth = 1.72208
000001261   The following grow forever: 0 1 2 3 6 7
000001262   The correct value of sibling_limit is 3
000001262   (done)
000001262 Memory info:  43427x1120B=67% 20275x1136B=32% 8x120B=0% 0x328B=0% (68 MB)
000001262 Translating to cells
000001277   (done)
000001278   Finding all
000001281     (done)
000001281   Memory info:  43427x1120B=67% 20275x1136B=31% 4488x120B=0% 0x328B=0% (68 MB)
000001281   Tallying pairs
000001281     Memory info:  43427x1120B=67% 20275x1136B=31% 4488x120B=0% 8x328B=0% (68 MB)
000001281     Memory info:  43427x1120B=67% 20275x1136B=31% 4665x120B=0% 294x328B=0% (68 MB)
000001282     Memory info:  43427x1120B=67% 20275x1136B=31% 4951x120B=0% 612x328B=0% (69 MB)
000001282     Memory info:  43427x1120B=66% 20275x1136B=31% 5386x120B=0% 934x328B=0% (69 MB)
000001283     Memory info:  43427x1120B=66% 20275x1136B=31% 5684x120B=0% 1198x328B=0% (69 MB)
000001283     Memory info:  43427x1120B=66% 20275x1136B=31% 5869x120B=0% 1381x328B=0% (69 MB)
000001284     Memory info:  43427x1120B=66% 20275x1136B=31% 6188x120B=1% 1621x328B=0% (69 MB)
000001284     Memory info:  43427x1120B=66% 20275x1136B=31% 6579x120B=1% 1918x328B=0% (69 MB)
000001284     Memory info:  43427x1120B=66% 20275x1136B=31% 6928x120B=1% 2151x328B=0% (69 MB)
000001285     Memory info:  43427x1120B=66% 20275x1136B=31% 7198x120B=1% 2384x328B=1% (69 MB)
000001285     (done)
000001285   Tallying edges
000001290     (done)
000001290   Memory info:  43427x1120B=66% 20275x1136B=31% 7544x120B=1% 2605x328B=1% (70 MB)
000001290   edgecs=1411088 totalcs=50433598
000001290       logistic =    -67704.5989557348 (R=  13.65413 T=0.183981)
000001290       logistic =    -20448.1030220838 (R=  12.65413 T=   1.18398)
000001290       logistic =    -18386.9374161815 (R=  10.65413 T=   1.18398)
000001290       logistic =    -18386.9374161815 (R=  10.65413 T=   1.18398)
000001290       logistic =    -18342.8320034880 (R=  10.52913 T=   1.30898)
000001290       logistic =    -18267.3329182438 (R=  10.09163 T=   1.30898)
000001290       logistic =    -18265.5787744949 (R=  10.06038 T=   1.34023)
000001290       logistic =    -18261.2751196114 (R=   9.95101 T=   1.34023)
000001290       logistic =    -18261.2751196114 (R=   9.95101 T=   1.34023)
000001290       logistic =    -18261.1492766084 (R=   9.94710 T=   1.34414)
000001290       logistic =    -18261.0356330423 (R=   9.93148 T=   1.34609)
000001290       logistic =    -18261.0078342446 (R=   9.92464 T=   1.34707)
000001290       logistic =    -18260.9979230762 (R=   9.92073 T=   1.34804)
000001290       logistic =    -18260.9919062933 (R=   9.91683 T=   1.34829)
000001290       logistic =    -18260.9910258155 (R=   9.91585 T=   1.34853)
000001290       logistic =    -18260.9905593015 (R=   9.91494 T=   1.34865)
000001290       logistic =    -18260.9904036917 (R=   9.91448 T=   1.34875)
000001290       logistic =    -18260.9903273179 (R=   9.91411 T=   1.34881)
000001290       logistic =    -18260.9902983189 (R=   9.91388 T=   1.34884)
000001290       logistic =    -18260.9902879195 (R=   9.91373 T=   1.34886)
000001290       logistic =    -18260.9902850530 (R=   9.91365 T=   1.34887)
000001290       (done)
000001290       Memory info:  43427x1120B=66% 20275x1136B=31% 7544x120B=1% 2605x328B=1% (70 MB)
000001290       Vertices by distance (N = 493):
000001290        7:1 8:6 9:37 10:112 11:123 12:104 13:70 14:40
000001290       *    0:       28 /           33 = 0.848485 1.0000000000 0.9752722416
000001290       *    1:      134 /          162 = 0.827160 1.0000000000 0.9645695524
000001290       *    2:      205 /          242 = 0.847107 1.0000000000 0.9494745023
000001290       *    3:      236 /          266 = 0.887218 1.0000000000 0.9284254640
000001290       *    4:      240 /          286 = 0.839161 1.0000000000 0.8995352123
000001290       *    5:      257 /          305 = 0.842623 0.9999999999 0.8607329613
000001290       *    6:      282 /          353 = 0.798867 0.9999999991 0.8101078712
000001290       *    7:      314 /          435 = 0.721839 0.9999999860 0.7464999286
000001290       *    8:      352 /          524 = 0.671756 0.9999997879 0.6702578685
000001290       *    9:      361 /          639 = 0.564945 0.9999967874 0.5838678411
000001290       *   10:      417 /          842 = 0.495249 0.9999513469 0.4919986654
000001290       *   11:      493 /         1157 = 0.426102 0.9992636519 0.4006667147
000001290       *   12:      542 /         1579 = 0.343255 0.9889629126 0.3157510495
000001290       *   13:      624 /         2224 = 0.280576 0.8554151393 0.2415779997
000001290       *   14:      546 /         2841 = 0.192186 0.2809094173 0.1802392510
000001290       *   15:      474 /         3324 = 0.142599 0.0251449812 0.1317690231
000001290       *   16:      441 /         4197 = 0.105075 0.0017002033 0.0948257006
000001290       *   17:      381 /         5204 = 0.073213 0.0001124397 0.0674354910
000001290       *   18:      344 /         7188 = 0.047858 0.0000074250 0.0475413559
000001290       *   19:      283 /        10380 = 0.027264 0.0000004903 0.0333065766
000001290       *   20:      251 /        13742 = 0.018265 0.0000000324 0.0232300068
000001290       *   21:      212 /        16336 = 0.012977 0.0000000021 0.0161510679
000001290       *   22:      141 /        16102 = 0.008757 0.0000000001 0.0112045668
000001290       *   23:      113 /        13891 = 0.008135 0.0000000000 0.0077610536
000001290       *   24:       52 /         9822 = 0.005294 0.0000000000 0.0053700920
000001290       *   25:       21 /         5544 = 0.003788 0.0000000000 0.0037129618
000001290       *   26:       20 /         2530 = 0.007905 0.0000000000 0.0025658781
000001290       *   27:        5 /          899 = 0.005562 0.0000000000 0.0017725443
000001290       *   28:        4 /          231 = 0.017316 0.0000000000 0.0012241973
000001290       log likelihood
000001290       
000001290         placement     = -4747.42
000001290         chaos         = -28874.2
000001290         optimal any   = -18141.8
000001290         optimal mono  = -18148.3
000001290         estimated R/T = -67704.6 (R=13.6541 T=0.183981
000001290         optimal   R/T = -18261 (R=9.91365 T=1.34887
000001290       Compression ratio = %0.792724
000001290       (done)
000001290     (done)
000001290   Using distlimit = 16
000001290   (done)
000002622 compute_ranks
000002630   tallies for nothing =
000002630   meanrank = 50.8459 MAP = 0.569225 meanrank_opti = 43.1207 MAP_opti = 0.604076
000002630   (done)
000002630   Iteration #1
000002630       tomove: 0 (last: 0)
000002667         (done)
000002667        moves = 429
000002667       (done)
000002667       logistic =    -17569.7760351674 (R=   9.91365 T=1.348873)
000002667       logistic =    -17569.7760351674 (R=   9.91365 T=   1.34887)
000002667       logistic =    -17569.7760351674 (R=   9.91365 T=   1.34887)
000002667       logistic =    -17569.7760351674 (R=   9.91365 T=   1.34887)
000002667       logistic =    -17569.7760351674 (R=   9.91365 T=   1.34887)
000002667       logistic =    -17546.8511229009 (R=   9.91365 T=   1.28637)
000002667       logistic =    -17525.2061981807 (R=  10.13240 T=   1.25512)
000002667       logistic =    -17518.8447746509 (R=  10.25740 T=   1.23950)
000002667       logistic =    -17517.4488397905 (R=  10.31990 T=   1.23950)
000002667       logistic =    -17517.3639093962 (R=  10.31990 T=   1.23559)
000002667       logistic =    -17517.2905826643 (R=  10.33357 T=   1.23364)
000002667       logistic =    -17517.2714461795 (R=  10.34041 T=   1.23364)
000002667       logistic =    -17517.2713704645 (R=  10.34090 T=   1.23315)
000002667       logistic =    -17517.2703582047 (R=  10.34261 T=   1.23315)
000002667       logistic =    -17517.2703565293 (R=  10.34248 T=   1.23315)
000002667       logistic =    -17517.2703559442 (R=  10.34254 T=   1.23315)
000002667       logistic =    -17517.2703558810 (R=  10.34251 T=   1.23315)
000002667       logistic =    -17517.2703558237 (R=  10.34253 T=   1.23315)
000002667       logistic =    -17517.2703558237 (R=  10.34253 T=   1.23315)
000002667       logistic =    -17517.2703558213 (R=  10.34253 T=   1.23315)
000002667       logistic =    -17517.2703558120 (R=  10.34253 T=   1.23315)
000002667       (done)
000002667       Memory info:  43431x1120B=64% 20276x1136B=30% 10735x120B=1% 6753x328B=2% (71 MB)
000002667       Vertices by distance (N = 493):
000002667        6:1 7:2 8:12 9:42 10:90 11:139 12:116 13:57 14:18 15:16
000002667       *    0:       30 /           31 = 0.967742 1.0000000000 0.9851317196
000002667       *    1:      115 /          128 = 0.898438 1.0000000000 0.9778621316
000002667       *    2:      185 /          201 = 0.920398 1.0000000000 0.9671567025
000002667       *    3:      245 /          274 = 0.894161 1.0000000000 0.9515309442
000002667       *    4:      206 /          238 = 0.865546 1.0000000000 0.9290165918
000002667       *    5:      301 /          337 = 0.893175 0.9999999999 0.8971742443
000002667       *    6:      292 /          363 = 0.804408 0.9999999991 0.8533033208
000002667       *    7:      297 /          376 = 0.789894 0.9999999860 0.7949918007
000002667       *    8:      348 /          494 = 0.704453 0.9999997879 0.7210780968
000002667       *    9:      394 /          660 = 0.596970 0.9999967874 0.6328236224
000002667       *   10:      447 /          912 = 0.490132 0.9999513469 0.5346651022
000002667       *   11:      556 /         1158 = 0.480138 0.9992636519 0.4337461585
000002667       *   12:      563 /         1495 = 0.376589 0.9889629126 0.3380381450
000002667       *   13:      600 /         2063 = 0.290839 0.8554151393 0.2539764935
000002667       *   14:      579 /         2771 = 0.208950 0.2809094173 0.1849774892
000002667       *   15:      507 /         3550 = 0.142817 0.0251449812 0.1314215518
000002667       *   16:      447 /         4747 = 0.094165 0.0017002033 0.0916282566
000002667       *   17:      372 /         6282 = 0.059217 0.0001124397 0.0630099387
000002667       *   18:      336 /         8484 = 0.039604 0.0000074250 0.0429077874
000002667       *   19:      307 /        11153 = 0.027526 0.0000004903 0.0290202258
000002667       *   20:      219 /        13761 = 0.015915 0.0000000324 0.0195357739
000002667       *   21:      168 /        15510 = 0.010832 0.0000000021 0.0131092013
000002667       *   22:      107 /        15544 = 0.006884 0.0000000001 0.0087778148
000002667       *   23:       67 /        13050 = 0.005134 0.0000000000 0.0058690426
000002667       *   24:       44 /         9099 = 0.004836 0.0000000000 0.0039203604
000002667       *   25:       26 /         5027 = 0.005172 0.0000000000 0.0026169906
000002667       *   26:        9 /         2313 = 0.003891 0.0000000000 0.0017461817
000002667       *   27:        3 /          909 = 0.003300 0.0000000000 0.0011647979
000002667       *   28:        2 /          273 = 0.007326 0.0000000000 0.0007768327
000002667       *   29:        1 /           59 = 0.016949 0.0000000000 0.0005180220
000002667       *   30:        0 /           16 = 0.000000 0.0000000000 0.0003454073
000002667       log likelihood
000002667       
000002667         placement     = -4765.95
000002667         chaos         = -28874.2
000002667         optimal any   = -17426
000002667         optimal mono  = -17427.8
000002667         estimated R/T = -60021.9 (R=13.6541 T=0.183981
000002667         optimal   R/T = -17517.3 (R=10.3425 T=1.23315
000002667       Compression ratio = %0.768576
000002667       (done)
000002667     (done)
000002667   current = %-17517.3
000002667   Iteration #2
000002667       tomove: 0 (last: 429)
000002704         (done)
000002704        moves = 238
000002704       (done)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=1.233148)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=   1.23315)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=   1.23315)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=   1.23315)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=   1.23315)
000002704       logistic =    -17368.9854055900 (R=  10.34253 T=   1.23315)
000002704       logistic =    -17368.6634689819 (R=  10.31128 T=   1.23315)
000002704       logistic =    -17368.3742699005 (R=  10.31128 T=   1.21752)
000002705       logistic =    -17366.8893743718 (R=  10.37378 T=   1.21752)
000002705       logistic =    -17366.8613556862 (R=  10.37378 T=   1.21362)
000002705       logistic =    -17366.7829827658 (R=  10.38745 T=   1.21362)
000002705       logistic =    -17366.7829827658 (R=  10.38745 T=   1.21362)
000002705       logistic =    -17366.7806303795 (R=  10.38794 T=   1.21313)
000002705       logistic =    -17366.7785693186 (R=  10.38989 T=   1.21288)
000002705       logistic =    -17366.7780870375 (R=  10.39075 T=   1.21276)
000002705       logistic =    -17366.7779417403 (R=  10.39117 T=   1.21270)
000002705       logistic =    -17366.7778788347 (R=  10.39142 T=   1.21264)
000002705       logistic =    -17366.7778480570 (R=  10.39163 T=   1.21261)
000002705       logistic =    -17366.7778374983 (R=  10.39175 T=   1.21259)
000002705       logistic =    -17366.7778331960 (R=  10.39184 T=   1.21258)
000002705       logistic =    -17366.7778321020 (R=  10.39188 T=   1.21257)
000002705       (done)
000002705       Memory info:  43431x1120B=64% 20276x1136B=30% 11563x120B=1% 8164x328B=3% (72 MB)
000002705       Vertices by distance (N = 493):
000002705        7:5 8:14 9:41 10:93 11:134 12:113 13:57 14:15 15:21
000002705       *    0:       35 /           37 = 0.945946 1.0000000000 0.9864143798
000002705       *    1:      122 /          126 = 0.968254 1.0000000000 0.9796221281
000002705       *    2:      184 /          196 = 0.938776 1.0000000000 0.9695388956
000002705       *    3:      235 /          255 = 0.921569 1.0000000000 0.9546970825
000002705       *    4:      244 /          276 = 0.884058 1.0000000000 0.9331225899
000002705       *    5:      270 /          310 = 0.870968 0.9999999999 0.9023249026
000002705       *    6:      301 /          354 = 0.850282 0.9999999991 0.8594803586
000002705       *    7:      277 /          355 = 0.780282 0.9999999860 0.8019669361
000002705       *    8:      358 /          524 = 0.683206 0.9999997879 0.7283537241
000002705       *    9:      392 /          636 = 0.616352 0.9999967874 0.6396715186
000002705       *   10:      452 /          893 = 0.506159 0.9999513469 0.5403101754
000002705       *   11:      547 /         1227 = 0.445803 0.9992636519 0.4376374509
000002705       *   12:      588 /         1543 = 0.381076 0.9889629126 0.3400428567
000002705       *   13:      613 /         2063 = 0.297140 0.8554151393 0.2543679205
000002705       *   14:      560 /         2779 = 0.201511 0.2809094173 0.1842524828
000002705       *   15:      501 /         3605 = 0.138974 0.0251449812 0.1300920405
000002705       *   16:      456 /         5036 = 0.090548 0.0017002033 0.0900936062
000002705       *   17:      403 /         6504 = 0.061962 0.0001124397 0.0615234276
000002705       *   18:      327 /         8508 = 0.038434 0.0000074250 0.0415991182
000002705       *   19:      299 /        11327 = 0.026397 0.0000004903 0.0279352116
000002705       *   20:      224 /        13888 = 0.016129 0.0000000324 0.0186719974
000002705       *   21:      151 /        15239 = 0.009909 0.0000000021 0.0124411183
000002705       *   22:       90 /        14933 = 0.006027 0.0000000001 0.0082719679
000002705       *   23:       59 /        12585 = 0.004688 0.0000000000 0.0054921740
000002705       *   24:       51 /         8849 = 0.005763 0.0000000000 0.0036430980
000002705       *   25:       21 /         5220 = 0.004023 0.0000000000 0.0024150473
000002705       *   26:       10 /         2541 = 0.003935 0.0000000000 0.0016002949
000002705       *   27:        0 /         1039 = 0.000000 0.0000000000 0.0010601194
000002705       *   28:        3 /          329 = 0.009119 0.0000000000 0.0007021505
000002705       *   29:        0 /           67 = 0.000000 0.0000000000 0.0004650001
000002705       *   30:        0 /           34 = 0.000000 0.0000000000 0.0003079223
000002705       log likelihood
000002705       
000002705         placement     = -4775.7
000002705         chaos         = -28874.2
000002705         optimal any   = -17299.2
000002705         optimal mono  = -17304.3
000002705         estimated R/T = -58702.2 (R=13.6541 T=0.183981
000002705         optimal   R/T = -17366.8 (R=10.3919 T=1.21257
000002705       Compression ratio = %0.764522
000002705       (done)
000002705     (done)
000002705   current = %-17366.8
000002705   Iteration #3
000002705       tomove: 0 (last: 238)
000002742         (done)
000002742        moves = 128
000002742       (done)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=1.212570)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=   1.21257)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=   1.21257)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=   1.21257)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=   1.21257)
000002742       logistic =    -17314.6988703722 (R=  10.39188 T=   1.21257)
000002742       logistic =    -17314.6151648647 (R=  10.36063 T=   1.21257)
000002742       logistic =    -17314.5611183977 (R=  10.37626 T=   1.21257)
000002742       logistic =    -17314.5611183977 (R=  10.37626 T=   1.21257)
000002742       logistic =    -17314.5387391111 (R=  10.37235 T=   1.20866)
000002742       logistic =    -17314.4460179538 (R=  10.38798 T=   1.20866)
000002742       logistic =    -17314.4446770755 (R=  10.38798 T=   1.20769)
000002742       logistic =    -17314.4400297139 (R=  10.39139 T=   1.20769)
000002742       logistic =    -17314.4400297139 (R=  10.39139 T=   1.20769)
000002742       logistic =    -17314.4399884551 (R=  10.39139 T=   1.20757)
000002742       logistic =    -17314.4398983422 (R=  10.39188 T=   1.20757)
000002742       logistic =    -17314.4398911943 (R=  10.39188 T=   1.20753)
000002742       logistic =    -17314.4398855126 (R=  10.39199 T=   1.20752)
000002742       logistic =    -17314.4398841792 (R=  10.39204 T=   1.20751)
000002742       logistic =    -17314.4398837706 (R=  10.39207 T=   1.20751)
000002742       logistic =    -17314.4398837534 (R=  10.39207 T=   1.20751)
000002742       (done)
000002742       Memory info:  43431x1120B=64% 20276x1136B=30% 11791x120B=1% 8745x328B=3% (72 MB)
000002742       Vertices by distance (N = 493):
000002742        7:3 8:17 9:41 10:93 11:138 12:108 13:57 14:17 15:19
000002742       *    0:       51 /           51 = 1.000000 1.0000000000 0.9866539830
000002742       *    1:      131 /          136 = 0.963235 1.0000000000 0.9799451603
000002742       *    2:      167 /          179 = 0.932961 1.0000000000 0.9699665783
000002742       *    3:      252 /          271 = 0.929889 1.0000000000 0.9552497371
000002742       *    4:      251 /          278 = 0.902878 1.0000000000 0.9338134974
000002742       *    5:      248 /          283 = 0.876325 0.9999999999 0.9031499662
000002742       *    6:      309 /          370 = 0.835135 0.9999999991 0.8604040071
000002742       *    7:      265 /          342 = 0.774854 0.9999999860 0.8029087516
000002742       *    8:      364 /          533 = 0.682927 0.9999997879 0.7291864639
000002742       *    9:      380 /          626 = 0.607029 0.9999967874 0.6402440730
000002742       *   10:      471 /          916 = 0.514192 0.9999513469 0.5404981732
000002742       *   11:      544 /         1231 = 0.441917 0.9992636519 0.4373984793
000002742       *   12:      589 /         1550 = 0.380000 0.9889629126 0.3394374180
000002742       *   13:      620 /         2097 = 0.295660 0.8554151393 0.2535291838
000002742       *   14:      537 /         2738 = 0.196129 0.2809094173 0.1833291615
000002742       *   15:      497 /         3639 = 0.136576 0.0251449812 0.1292025361
000002742       *   16:      475 /         4992 = 0.095152 0.0017002033 0.0893088277
000002742       *   17:      400 /         6531 = 0.061246 0.0001124397 0.0608719814
000002742       *   18:      332 /         8598 = 0.038614 0.0000074250 0.0410812664
000002742       *   19:      305 /        11536 = 0.026439 0.0000004903 0.0275362515
000002742       *   20:      209 /        14078 = 0.014846 0.0000000324 0.0183716378
000002742       *   21:      146 /        15347 = 0.009513 0.0000000021 0.0122188655
000002742       *   22:       90 /        14927 = 0.006029 0.0000000001 0.0081096702
000002742       *   23:       65 /        12474 = 0.005211 0.0000000000 0.0053748747
000002742       *   24:       43 /         8572 = 0.005016 0.0000000000 0.0035590155
000002742       *   25:       20 /         5134 = 0.003896 0.0000000000 0.0023551774
000002742       *   26:        9 /         2480 = 0.003629 0.0000000000 0.0015579013
000002742       *   27:        0 /          967 = 0.000000 0.0000000000 0.0010302409
000002742       *   28:        3 /          317 = 0.009464 0.0000000000 0.0006811768
000002742       *   29:        0 /           64 = 0.000000 0.0000000000 0.0004503286
000002742       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002976907
000002742       log likelihood
000002742       
000002742         placement     = -4770.21
000002742         chaos         = -28874.2
000002742         optimal any   = -17252.3
000002742         optimal mono  = -17256.5
000002742         estimated R/T = -58470.6 (R=13.6541 T=0.183981
000002742         optimal   R/T = -17314.4 (R=10.3921 T=1.20751
000002742       Compression ratio = %0.762707
000002742       (done)
000002742     (done)
000002742   current = %-17314.4
000002742   Iteration #4
000002742       tomove: 0 (last: 128)
000002779         (done)
000002779        moves = 70
000002779       (done)
000002779       logistic =    -17280.7764899908 (R=  10.39207 T=1.207510)
000002779       logistic =    -17280.7764899908 (R=  10.39207 T=   1.20751)
000002779       logistic =    -17280.7764899908 (R=  10.39207 T=   1.20751)
000002779       logistic =    -17280.7764899908 (R=  10.39207 T=   1.20751)
000002779       logistic =    -17280.7764899908 (R=  10.39207 T=   1.20751)
000002779       logistic =    -17280.7603027114 (R=  10.32957 T=   1.20751)
000002779       logistic =    -17280.3833684469 (R=  10.36082 T=   1.20751)
000002779       logistic =    -17280.3833684469 (R=  10.36082 T=   1.20751)
000002779       logistic =    -17280.3833684469 (R=  10.36082 T=   1.20751)
000002779       logistic =    -17280.3833684469 (R=  10.36082 T=   1.20751)
000002779       logistic =    -17280.3833684469 (R=  10.36082 T=   1.20751)
000002779       logistic =    -17280.3770160439 (R=  10.36082 T=   1.20653)
000002779       logistic =    -17280.3715749384 (R=  10.36424 T=   1.20604)
000002779       logistic =    -17280.3702153827 (R=  10.36620 T=   1.20580)
000002779       logistic =    -17280.3699465698 (R=  10.36705 T=   1.20580)
000002779       logistic =    -17280.3699465698 (R=  10.36705 T=   1.20580)
000002779       logistic =    -17280.3699462393 (R=  10.36702 T=   1.20580)
000002779       logistic =    -17280.3699462393 (R=  10.36702 T=   1.20580)
000002779       logistic =    -17280.3699462393 (R=  10.36702 T=   1.20580)
000002779       logistic =    -17280.3699462393 (R=  10.36702 T=   1.20580)
000002779       logistic =    -17280.3699462384 (R=  10.36702 T=   1.20580)
000002779       (done)
000002779       Memory info:  43431x1120B=63% 20276x1136B=30% 11854x120B=1% 9010x328B=3% (72 MB)
000002779       Vertices by distance (N = 493):
000002779        7:3 8:17 9:42 10:93 11:139 12:109 13:55 14:15 15:20
000002779       *    0:       60 /           60 = 1.000000 1.0000000000 0.9865973779
000002779       *    1:      134 /          137 = 0.978102 1.0000000000 0.9798490973
000002779       *    2:      178 /          188 = 0.946809 1.0000000000 0.9698070099
000002779       *    3:      245 /          263 = 0.931559 1.0000000000 0.9549903848
000002779       *    4:      251 /          280 = 0.896429 1.0000000000 0.9334020950
000002779       *    5:      263 /          295 = 0.891525 0.9999999999 0.9025162309
000002779       *    6:      305 /          369 = 0.826558 0.9999999991 0.8594631965
000002779       *    7:      267 /          342 = 0.780702 0.9999999860 0.8015764440
000002779       *    8:      356 /          529 = 0.672968 0.9999997879 0.7274085731
000002779       *    9:      379 /          629 = 0.602544 0.9999967874 0.6380364904
000002779       *   10:      465 /          918 = 0.506536 0.9999513469 0.5379742062
000002779       *   11:      551 /         1241 = 0.443997 0.9992636519 0.4347560638
000002779       *   12:      594 /         1594 = 0.372647 0.9889629126 0.3369011613
000002779       *   13:      618 /         2107 = 0.293308 0.8554151393 0.2512801110
000002779       *   14:      527 /         2744 = 0.192055 0.2809094173 0.1814641898
000002779       *   15:      501 /         3657 = 0.136998 0.0251449812 0.1277366134
000002779       *   16:      485 /         5058 = 0.095888 0.0017002033 0.0882024558
000002779       *   17:      388 /         6545 = 0.059282 0.0001124397 0.0600615037
000002779       *   18:      322 /         8677 = 0.037110 0.0000074250 0.0405001095
000002779       *   19:      297 /        11594 = 0.025617 0.0000004903 0.0271257942
000002779       *   20:      215 /        14156 = 0.015188 0.0000000324 0.0180848225
000002779       *   21:      149 /        15395 = 0.009678 0.0000000021 0.0120199581
000002779       *   22:       83 /        14888 = 0.005575 0.0000000001 0.0079724721
000002779       *   23:       63 /        12401 = 0.005080 0.0000000000 0.0052806134
000002779       *   24:       46 /         8444 = 0.005448 0.0000000000 0.0034944435
000002779       *   25:       19 /         4994 = 0.003805 0.0000000000 0.0023110427
000002779       *   26:        9 /         2432 = 0.003701 0.0000000000 0.0015277887
000002779       *   27:        0 /          956 = 0.000000 0.0000000000 0.0010097249
000002779       *   28:        3 /          298 = 0.010067 0.0000000000 0.0006672160
000002779       *   29:        0 /           65 = 0.000000 0.0000000000 0.0004408383
000002779       *   30:        0 /           22 = 0.000000 0.0000000000 0.0002912452
000002779       log likelihood
000002779       
000002779         placement     = -4763.68
000002779         chaos         = -28874.2
000002779         optimal any   = -17217.5
000002779         optimal mono  = -17221.9
000002779         estimated R/T = -58465 (R=13.6541 T=0.183981
000002779         optimal   R/T = -17280.4 (R=10.367 T=1.2058
000002779       Compression ratio = %0.761276
000002779       (done)
000002779     (done)
000002779   current = %-17280.4
000002779   Iteration #5
000002779       tomove: 0 (last: 70)
000002817         (done)
000002817        moves = 46
000002817       (done)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=1.205801)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.7847091824 (R=  10.36702 T=   1.20580)
000002817       logistic =    -17258.6900491972 (R=  10.35140 T=   1.20580)
000002817       logistic =    -17258.6900491972 (R=  10.35140 T=   1.20580)
000002817       logistic =    -17258.6900491972 (R=  10.35140 T=   1.20580)
000002817       logistic =    -17258.6595330819 (R=  10.35140 T=   1.20385)
000002817       logistic =    -17258.6280622661 (R=  10.35921 T=   1.20287)
000002817       logistic =    -17258.6212631009 (R=  10.36263 T=   1.20238)
000002817       logistic =    -17258.6192228189 (R=  10.36458 T=   1.20214)
000002817       logistic =    -17258.6187638946 (R=  10.36543 T=   1.20202)
000002817       logistic =    -17258.6186191777 (R=  10.36592 T=   1.20196)
000002817       logistic =    -17258.6185821243 (R=  10.36614 T=   1.20193)
000002817       logistic =    -17258.6185668894 (R=  10.36626 T=   1.20189)
000002817       logistic =    -17258.6185581877 (R=  10.36638 T=   1.20188)
000002817       logistic =    -17258.6185559576 (R=  10.36644 T=   1.20187)
000002817       logistic =    -17258.6185552060 (R=  10.36647 T=   1.20187)
000002817       (done)
000002817       Memory info:  43431x1120B=63% 20276x1136B=30% 11881x120B=1% 9129x328B=3% (72 MB)
000002817       Vertices by distance (N = 493):
000002817        7:3 8:16 9:45 10:94 11:136 12:110 13:54 14:16 15:19
000002817       *    0:       67 /           67 = 1.000000 1.0000000000 0.9867792095
000002817       *    1:      130 /          132 = 0.984848 1.0000000000 0.9800941684
000002817       *    2:      189 /          199 = 0.949749 1.0000000000 0.9701311796
000002817       *    3:      239 /          256 = 0.933594 1.0000000000 0.9554085279
000002817       *    4:      247 /          273 = 0.904762 1.0000000000 0.9339232077
000002817       *    5:      269 /          298 = 0.902685 0.9999999999 0.9031352693
000002817       *    6:      295 /          357 = 0.826331 0.9999999991 0.8601500877
000002817       *    7:      277 /          353 = 0.784703 0.9999999860 0.8022659694
000002817       *    8:      352 /          525 = 0.670476 0.9999997879 0.7279997211
000002817       *    9:      377 /          634 = 0.594637 0.9999967874 0.6384118634
000002817       *   10:      468 /          925 = 0.505946 0.9999513469 0.5380408563
000002817       *   11:      547 /         1241 = 0.440774 0.9992636519 0.4344883611
000002817       *   12:      597 /         1618 = 0.368974 0.9889629126 0.3363547175
000002817       *   13:      608 /         2107 = 0.288562 0.8554151393 0.2505649950
000002817       *   14:      535 /         2757 = 0.194052 0.2809094173 0.1806986835
000002817       *   15:      513 /         3703 = 0.138536 0.0251449812 0.1270119405
000002817       *   16:      480 /         5070 = 0.094675 0.0017002033 0.0875709873
000002817       *   17:      387 /         6539 = 0.059183 0.0001124397 0.0595422654
000002817       *   18:      322 /         8791 = 0.036628 0.0000074250 0.0400904824
000002817       *   19:      303 /        11723 = 0.025847 0.0000004903 0.0268122061
000002817       *   20:      201 /        14210 = 0.014145 0.0000000324 0.0178500165
000002817       *   21:      151 /        15419 = 0.009793 0.0000000021 0.0118470411
000002817       *   22:       80 /        14795 = 0.005407 0.0000000001 0.0078467424
000002817       *   23:       64 /        12329 = 0.005191 0.0000000000 0.0051900990
000002817       *   24:       44 /         8368 = 0.005258 0.0000000000 0.0034297965
000002817       *   25:       19 /         4925 = 0.003858 0.0000000000 0.0022651684
000002817       *   26:        9 /         2361 = 0.003812 0.0000000000 0.0014954102
000002817       *   27:        0 /          929 = 0.000000 0.0000000000 0.0009869754
000002817       *   28:        3 /          290 = 0.010345 0.0000000000 0.0006512941
000002817       *   29:        0 /           63 = 0.000000 0.0000000000 0.0004297326
000002817       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002835220
000002817       log likelihood
000002817       
000002817         placement     = -4761.68
000002817         chaos         = -28874.2
000002817         optimal any   = -17195.5
000002817         optimal mono  = -17199.8
000002817         estimated R/T = -58301.1 (R=13.6541 T=0.183981
000002817         optimal   R/T = -17258.6 (R=10.3665 T=1.20187
000002817       Compression ratio = %0.760444
000002817       (done)
000002817     (done)
000002817   current = %-17258.6
000002817   Iteration #6
000002817       tomove: 0 (last: 46)
000002853         (done)
000002853        moves = 59
000002853       (done)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=1.201866)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=   1.20187)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=   1.20187)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=   1.20187)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=   1.20187)
000002853       logistic =    -17245.0312362965 (R=  10.36647 T=   1.20187)
000002853       logistic =    -17244.7298145622 (R=  10.33522 T=   1.20187)
000002853       logistic =    -17244.7298145622 (R=  10.33522 T=   1.20187)
000002853       logistic =    -17244.7298145622 (R=  10.33522 T=   1.20187)
000002853       logistic =    -17244.7250107455 (R=  10.33912 T=   1.20187)
000002853       logistic =    -17244.7250107455 (R=  10.33912 T=   1.20187)
000002853       logistic =    -17244.7250107455 (R=  10.33912 T=   1.20187)
000002853       logistic =    -17244.7249488962 (R=  10.33864 T=   1.20187)
000002853       logistic =    -17244.7249488962 (R=  10.33864 T=   1.20187)
000002853       logistic =    -17244.7248177481 (R=  10.33876 T=   1.20174)
000002853       logistic =    -17244.7247179624 (R=  10.33919 T=   1.20168)
000002853       logistic =    -17244.7246894430 (R=  10.33943 T=   1.20165)
000002853       logistic =    -17244.7246838466 (R=  10.33954 T=   1.20164)
000002853       logistic =    -17244.7246825625 (R=  10.33959 T=   1.20163)
000002853       logistic =    -17244.7246822329 (R=  10.33962 T=   1.20163)
000002853       logistic =    -17244.7246822160 (R=  10.33962 T=   1.20163)
000002853       (done)
000002853       Memory info:  43431x1120B=63% 20276x1136B=30% 11892x120B=1% 9213x328B=3% (72 MB)
000002853       Vertices by distance (N = 493):
000002853        7:4 8:15 9:46 10:93 11:139 12:109 13:52 14:16 15:19
000002853       *    0:       53 /           54 = 0.981481 1.0000000000 0.9866439416
000002853       *    1:      164 /          164 = 1.000000 1.0000000000 0.9798902701
000002853       *    2:      193 /          202 = 0.955446 1.0000000000 0.9698259552
000002853       *    3:      223 /          239 = 0.933054 1.0000000000 0.9549562896
000002853       *    4:      249 /          274 = 0.908759 1.0000000000 0.9332631479
000002853       *    5:      250 /          281 = 0.889680 0.9999999999 0.9021925831
000002853       *    6:      310 /          374 = 0.828877 0.9999999991 0.8588444422
000002853       *    7:      271 /          351 = 0.772080 0.9999999860 0.8005320467
000002853       *    8:      361 /          532 = 0.678571 0.9999997879 0.7258206853
000002853       *    9:      378 /          646 = 0.585139 0.9999967874 0.6358549886
000002853       *   10:      468 /          933 = 0.501608 0.9999513469 0.5352703364
000002853       *   11:      553 /         1253 = 0.441341 0.9992636519 0.4317324558
000002853       *   12:      592 /         1629 = 0.363413 0.9889629126 0.3338354371
000002853       *   13:      621 /         2114 = 0.293756 0.8554151393 0.2484323087
000002853       *   14:      536 /         2781 = 0.192736 0.2809094173 0.1790064846
000002853       *   15:      504 /         3736 = 0.134904 0.0251449812 0.1257362673
000002853       *   16:      468 /         5087 = 0.091999 0.0017002033 0.0866455957
000002853       *   17:      396 /         6654 = 0.059513 0.0001124397 0.0588893698
000002853       *   18:      324 /         8801 = 0.036814 0.0000074250 0.0396387473
000002853       *   19:      301 /        11780 = 0.025552 0.0000004903 0.0265038280
000002853       *   20:      194 /        14287 = 0.013579 0.0000000324 0.0176414169
000002853       *   21:      149 /        15445 = 0.009647 0.0000000021 0.0117068024
000002853       *   22:       77 /        14842 = 0.005188 0.0000000001 0.0077528505
000002853       *   23:       63 /        12174 = 0.005175 0.0000000000 0.0051274104
000002853       *   24:       44 /         8227 = 0.005348 0.0000000000 0.0033880185
000002853       *   25:       19 /         4819 = 0.003943 0.0000000000 0.0022373605
000002853       *   26:        9 /         2326 = 0.003869 0.0000000000 0.0014769164
000002853       *   27:        0 /          911 = 0.000000 0.0000000000 0.0009746829
000002853       *   28:        3 /          278 = 0.010791 0.0000000000 0.0006431267
000002853       *   29:        0 /           63 = 0.000000 0.0000000000 0.0004243075
000002853       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002799191
000002853       log likelihood
000002853       
000002853         placement     = -4757.95
000002853         chaos         = -28874.2
000002853         optimal any   = -17178
000002853         optimal mono  = -17183.8
000002853         estimated R/T = -58359.8 (R=13.6541 T=0.183981
000002853         optimal   R/T = -17244.7 (R=10.3396 T=1.20163
000002853       Compression ratio = %0.75971
000002853       (done)
000002853     (done)
000002853   current = %-17244.7
000002853   Iteration #7
000002853       tomove: 0 (last: 59)
000002890         (done)
000002890        moves = 39
000002890       (done)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=1.201628)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=   1.20163)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=   1.20163)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=   1.20163)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=   1.20163)
000002890       logistic =    -17229.7596299069 (R=  10.33962 T=   1.20163)
000002890       logistic =    -17229.4390411365 (R=  10.30837 T=   1.20163)
000002890       logistic =    -17229.4390411365 (R=  10.30837 T=   1.20163)
000002890       logistic =    -17229.4390411365 (R=  10.30837 T=   1.20163)
000002890       logistic =    -17229.4365963597 (R=  10.31227 T=   1.20163)
000002890       logistic =    -17229.4363037225 (R=  10.31032 T=   1.20163)
000002890       logistic =    -17229.4299716188 (R=  10.31130 T=   1.20065)
000002890       logistic =    -17229.4243456721 (R=  10.31472 T=   1.20016)
000002890       logistic =    -17229.4228276924 (R=  10.31667 T=   1.20016)
000002890       logistic =    -17229.4226998962 (R=  10.31667 T=   1.20004)
000002890       logistic =    -17229.4225761841 (R=  10.31716 T=   1.19998)
000002890       logistic =    -17229.4225491184 (R=  10.31737 T=   1.19995)
000002890       logistic =    -17229.4225416552 (R=  10.31748 T=   1.19993)
000002890       logistic =    -17229.4225392480 (R=  10.31754 T=   1.19993)
000002890       logistic =    -17229.4225385529 (R=  10.31757 T=   1.19992)
000002890       logistic =    -17229.4225380967 (R=  10.31760 T=   1.19991)
000002890       (done)
000002890       Memory info:  43431x1120B=63% 20276x1136B=30% 11905x120B=1% 9274x328B=3% (72 MB)
000002890       Vertices by distance (N = 493):
000002890        7:4 8:16 9:45 10:99 11:133 12:108 13:53 14:16 15:19
000002890       *    0:       58 /           59 = 0.983051 1.0000000000 0.9866038845
000002890       *    1:      175 /          175 = 1.000000 1.0000000000 0.9798186300
000002890       *    2:      184 /          193 = 0.953368 1.0000000000 0.9697021238
000002890       *    3:      224 /          238 = 0.941176 1.0000000000 0.9547486259
000002890       *    4:      247 /          271 = 0.911439 1.0000000000 0.9329253359
000002890       *    5:      252 /          281 = 0.896797 0.9999999999 0.9016614072
000002890       *    6:      322 /          395 = 0.815190 0.9999999991 0.8580425408
000002890       *    7:      257 /          332 = 0.774096 0.9999999860 0.7993809828
000002890       *    8:      360 /          532 = 0.676692 0.9999997879 0.7242683209
000002890       *    9:      384 /          662 = 0.580060 0.9999967874 0.6339122434
000002890       *   10:      469 /          927 = 0.505933 0.9999513469 0.5330370919
000002890       *   11:      561 /         1286 = 0.436236 0.9992636519 0.4293863945
000002890       *   12:      590 /         1634 = 0.361077 0.9889629126 0.3315791714
000002890       *   13:      628 /         2133 = 0.294421 0.8554151393 0.2464293167
000002890       *   14:      528 /         2784 = 0.189655 0.2809094173 0.1773444229
000002890       *   15:      497 /         3797 = 0.130893 0.0251449812 0.1244290898
000002890       *   16:      468 /         5147 = 0.090927 0.0017002033 0.0856584419
000002890       *   17:      404 /         6726 = 0.060065 0.0001124397 0.0581657461
000002890       *   18:      323 /         8884 = 0.036357 0.0000074250 0.0391195015
000002890       *   19:      296 /        11874 = 0.024928 0.0000004903 0.0261368342
000002890       *   20:      184 /        14316 = 0.012853 0.0000000324 0.0173847974
000002890       *   21:      150 /        15408 = 0.009735 0.0000000021 0.0115287260
000002890       *   22:       74 /        14625 = 0.005060 0.0000000001 0.0076299558
000002890       *   23:       63 /        12011 = 0.005245 0.0000000000 0.0050429403
000002890       *   24:       44 /         8159 = 0.005393 0.0000000000 0.0033301356
000002890       *   25:       19 /         4815 = 0.003946 0.0000000000 0.0021977899
000002890       *   26:        9 /         2326 = 0.003869 0.0000000000 0.0014499154
000002890       *   27:        0 /          916 = 0.000000 0.0000000000 0.0009562874
000002890       *   28:        3 /          288 = 0.010417 0.0000000000 0.0006306103
000002890       *   29:        0 /           63 = 0.000000 0.0000000000 0.0004158010
000002890       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002741436
000002890       log likelihood
000002890       
000002890         placement     = -4758.58
000002890         chaos         = -28874.2
000002890         optimal any   = -17160
000002890         optimal mono  = -17165.7
000002890         estimated R/T = -58371.2 (R=13.6541 T=0.183981
000002890         optimal   R/T = -17229.4 (R=10.3176 T=1.19991
000002890       Compression ratio = %0.759106
000002890       (done)
000002890     (done)
000002890   current = %-17229.4
000002890   Iteration #8
000002890       tomove: 0 (last: 39)
000002926         (done)
000002926        moves = 32
000002926       (done)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=1.199915)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=   1.19991)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=   1.19991)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=   1.19991)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=   1.19991)
000002926       logistic =    -17204.7697833138 (R=  10.31760 T=   1.19991)
000002926       logistic =    -17204.6213111719 (R=  10.28635 T=   1.19991)
000002926       logistic =    -17204.5981188764 (R=  10.30197 T=   1.19991)
000002926       logistic =    -17204.5854027814 (R=  10.29416 T=   1.19991)
000002926       logistic =    -17204.5854027814 (R=  10.29416 T=   1.19991)
000002926       logistic =    -17204.5454614625 (R=  10.29611 T=   1.19796)
000002926       logistic =    -17204.5113238169 (R=  10.30392 T=   1.19699)
000002926       logistic =    -17204.5031428950 (R=  10.30734 T=   1.19650)
000002926       logistic =    -17204.5004066759 (R=  10.30905 T=   1.19601)
000002926       logistic =    -17204.4987957425 (R=  10.31088 T=   1.19576)
000002926       logistic =    -17204.4984232391 (R=  10.31180 T=   1.19570)
000002926       logistic =    -17204.4983870081 (R=  10.31201 T=   1.19564)
000002926       logistic =    -17204.4983647168 (R=  10.31223 T=   1.19563)
000002926       logistic =    -17204.4983618667 (R=  10.31229 T=   1.19562)
000002926       logistic =    -17204.4983610512 (R=  10.31232 T=   1.19561)
000002926       logistic =    -17204.4983605865 (R=  10.31235 T=   1.19561)
000002926       (done)
000002926       Memory info:  43431x1120B=63% 20276x1136B=30% 11917x120B=1% 9324x328B=4% (72 MB)
000002926       Vertices by distance (N = 493):
000002926        7:4 8:16 9:46 10:99 11:135 12:106 13:53 14:15 15:19
000002926       *    0:       65 /           66 = 0.984848 1.0000000000 0.9867784357
000002926       *    1:      173 /          173 = 1.000000 1.0000000000 0.9800504820
000002926       *    2:      176 /          185 = 0.951351 1.0000000000 0.9700030009
000002926       *    3:      232 /          246 = 0.943089 1.0000000000 0.9551268499
000002926       *    4:      255 /          275 = 0.927273 1.0000000000 0.9333799803
000002926       *    5:      251 /          280 = 0.896429 0.9999999999 0.9021733786
000002926       *    6:      314 /          390 = 0.805128 0.9999999991 0.8585638526
000002926       *    7:      259 /          336 = 0.770833 0.9999999860 0.7998273125
000002926       *    8:      359 /          522 = 0.687739 0.9999997879 0.7245247496
000002926       *    9:      385 /          665 = 0.578947 0.9999967874 0.6338619764
000002926       *   10:      467 /          935 = 0.499465 0.9999513469 0.5326095392
000002926       *   11:      566 /         1296 = 0.436728 0.9992636519 0.4285979665
000002926       *   12:      601 /         1661 = 0.361830 0.9889629126 0.3305339691
000002926       *   13:      618 /         2144 = 0.288246 0.8554151393 0.2452759520
000002926       *   14:      525 /         2808 = 0.186966 0.2809094173 0.1762206876
000002926       *   15:      503 /         3817 = 0.131779 0.0251449812 0.1234277860
000002926       *   16:      473 /         5193 = 0.091084 0.0017002033 0.0848222736
000002926       *   17:      399 /         6788 = 0.058780 0.0001124397 0.0574996519
000002926       *   18:      328 /         9003 = 0.036432 0.0000074250 0.0386068141
000002926       *   19:      289 /        11960 = 0.024164 0.0000004903 0.0257520412
000002926       *   20:      186 /        14314 = 0.012994 0.0000000324 0.0171013394
000002926       *   21:      140 /        15401 = 0.009090 0.0000000021 0.0113228333
000002926       *   22:       75 /        14640 = 0.005123 0.0000000001 0.0074820090
000002926       *   23:       62 /        11940 = 0.005193 0.0000000000 0.0049375262
000002926       *   24:       41 /         8001 = 0.005124 0.0000000000 0.0032555332
000002926       *   25:       19 /         4695 = 0.004047 0.0000000000 0.0021452842
000002926       *   26:        9 /         2288 = 0.003934 0.0000000000 0.0014131316
000002926       *   27:        0 /          888 = 0.000000 0.0000000000 0.0009306184
000002926       *   28:        3 /          286 = 0.010490 0.0000000000 0.0006127580
000002926       *   29:        0 /           61 = 0.000000 0.0000000000 0.0004034216
000002926       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002655818
000002926       log likelihood
000002926       
000002926         placement     = -4753.25
000002926         chaos         = -28874.2
000002926         optimal any   = -17137.3
000002926         optimal mono  = -17142.8
000002926         estimated R/T = -58217.6 (R=13.6541 T=0.183981
000002926         optimal   R/T = -17204.5 (R=10.3123 T=1.19561
000002926       Compression ratio = %0.758135
000002926       (done)
000002926     (done)
000002926   current = %-17204.5
000002926   Iteration #9
000002926       tomove: 0 (last: 32)
000002962         (done)
000002962        moves = 17
000002962       (done)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=1.195608)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=   1.19561)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=   1.19561)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=   1.19561)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=   1.19561)
000002962       logistic =    -17197.7816041368 (R=  10.31235 T=   1.19561)
000002962       logistic =    -17197.6693217056 (R=  10.28110 T=   1.19561)
000002962       logistic =    -17197.6275849779 (R=  10.29672 T=   1.19561)
000002962       logistic =    -17197.6240290210 (R=  10.28891 T=   1.19561)
000002962       logistic =    -17197.6196952794 (R=  10.29282 T=   1.19561)
000002962       logistic =    -17197.6196952794 (R=  10.29282 T=   1.19561)
000002962       logistic =    -17197.6196332081 (R=  10.29184 T=   1.19561)
000002962       logistic =    -17197.6168253502 (R=  10.29233 T=   1.19512)
000002962       logistic =    -17197.6147862808 (R=  10.29404 T=   1.19488)
000002962       logistic =    -17197.6141054504 (R=  10.29502 T=   1.19475)
000002962       logistic =    -17197.6138546749 (R=  10.29550 T=   1.19463)
000002962       logistic =    -17197.6137247158 (R=  10.29596 T=   1.19457)
000002962       logistic =    -17197.6136870345 (R=  10.29619 T=   1.19452)
000002962       logistic =    -17197.6136715351 (R=  10.29636 T=   1.19450)
000002962       logistic =    -17197.6136674478 (R=  10.29645 T=   1.19449)
000002962       logistic =    -17197.6136664838 (R=  10.29649 T=   1.19448)
000002962       (done)
000002962       Memory info:  43431x1120B=63% 20276x1136B=30% 11928x120B=1% 9359x328B=4% (72 MB)
000002962       Vertices by distance (N = 493):
000002962        7:4 8:16 9:46 10:100 11:136 12:106 13:51 14:15 15:19
000002962       *    0:       62 /           63 = 0.984127 1.0000000000 0.9867446880
000002962       *    1:      179 /          179 = 1.000000 1.0000000000 0.9799921988
000002962       *    2:      179 /          188 = 0.952128 1.0000000000 0.9699047860
000002962       *    3:      232 /          248 = 0.935484 1.0000000000 0.9549652763
000002962       *    4:      251 /          269 = 0.933086 1.0000000000 0.9331210427
000002962       *    5:      257 /          284 = 0.904930 0.9999999999 0.9017710734
000002962       *    6:      312 /          390 = 0.800000 0.9999999991 0.8579625077
000002962       *    7:      267 /          343 = 0.778426 0.9999999860 0.7989715258
000002962       *    8:      355 /          523 = 0.678776 0.9999997879 0.7233796393
000002962       *    9:      387 /          661 = 0.585477 0.9999967874 0.6324397121
000002962       *   10:      467 /          946 = 0.493658 0.9999513469 0.5309869732
000002962       *   11:      564 /         1289 = 0.437548 0.9992636519 0.4269065498
000002962       *   12:      606 /         1676 = 0.361575 0.9889629126 0.3289198979
000002962       *   13:      615 /         2150 = 0.286047 0.8554151393 0.2438539881
000002962       *   14:      525 /         2855 = 0.183888 0.2809094173 0.1750493750
000002962       *   15:      505 /         3855 = 0.130999 0.0251449812 0.1225128854
000002962       *   16:      465 /         5228 = 0.088944 0.0017002033 0.0841357445
000002962       *   17:      391 /         6800 = 0.057500 0.0001124397 0.0569993417
000002962       *   18:      333 /         9031 = 0.036873 0.0000074250 0.0382497469
000002962       *   19:      297 /        12027 = 0.024694 0.0000004903 0.0255009345
000002962       *   20:      181 /        14365 = 0.012600 0.0000000324 0.0169265729
000002962       *   21:      134 /        15426 = 0.008687 0.0000000021 0.0112020893
000002962       *   22:       76 /        14640 = 0.005191 0.0000000001 0.0073990268
000002962       *   23:       61 /        11879 = 0.005135 0.0000000000 0.0048807151
000002962       *   24:       41 /         7894 = 0.005194 0.0000000000 0.0032167511
000002962       *   25:       19 /         4593 = 0.004137 0.0000000000 0.0021188682
000002962       *   26:        9 /         2250 = 0.004000 0.0000000000 0.0013951703
000002962       *   27:        0 /          862 = 0.000000 0.0000000000 0.0009184233
000002962       *   28:        3 /          282 = 0.010638 0.0000000000 0.0006044881
000002962       *   29:        0 /           61 = 0.000000 0.0000000000 0.0003978194
000002962       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002617903
000002962       log likelihood
000002962       
000002962         placement     = -4748.92
000002962         chaos         = -28874.2
000002962         optimal any   = -17128.6
000002962         optimal mono  = -17134.2
000002962         estimated R/T = -58202.4 (R=13.6541 T=0.183981
000002962         optimal   R/T = -17197.6 (R=10.2965 T=1.19448
000002963       Compression ratio = %0.757686
000002963       (done)
000002963     (done)
000002963   current = %-17197.6
000002963   Iteration #10
000002963       tomove: 0 (last: 17)
000002999         (done)
000002999        moves = 9
000002999       (done)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=1.194485)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1252182571 (R=  10.29649 T=   1.19448)
000002999       logistic =    -17196.1244694882 (R=  10.29453 T=   1.19448)
000002999       logistic =    -17196.1244614023 (R=  10.29551 T=   1.19448)
000002999       logistic =    -17196.1243698387 (R=  10.29502 T=   1.19448)
000002999       logistic =    -17196.1240692780 (R=  10.29502 T=   1.19424)
000002999       logistic =    -17196.1236707611 (R=  10.29600 T=   1.19412)
000002999       logistic =    -17196.1235992423 (R=  10.29643 T=   1.19412)
000002999       logistic =    -17196.1235960938 (R=  10.29643 T=   1.19409)
000002999       logistic =    -17196.1235911820 (R=  10.29653 T=   1.19409)
000002999       logistic =    -17196.1235907672 (R=  10.29654 T=   1.19408)
000002999       logistic =    -17196.1235904506 (R=  10.29657 T=   1.19408)
000002999       logistic =    -17196.1235903832 (R=  10.29658 T=   1.19408)
000002999       (done)
000002999       Memory info:  43431x1120B=63% 20276x1136B=30% 11935x120B=1% 9391x328B=4% (72 MB)
000002999       Vertices by distance (N = 493):
000002999        7:4 8:16 9:46 10:100 11:136 12:106 13:52 14:14 15:19
000002999       *    0:       64 /           65 = 0.984615 1.0000000000 0.9867644555
000002999       *    1:      179 /          179 = 1.000000 1.0000000000 0.9800190305
000002999       *    2:      176 /          185 = 0.951351 1.0000000000 0.9699405592
000002999       *    3:      231 /          246 = 0.939024 1.0000000000 0.9550118368
000002999       *    4:      254 /          273 = 0.930403 1.0000000000 0.9331796858
000002999       *    5:      258 /          284 = 0.908451 0.9999999999 0.9018416487
000002999       *    6:      309 /          387 = 0.798450 0.9999999991 0.8580421761
000002999       *    7:      270 /          348 = 0.775862 0.9999999860 0.7990535593
000002999       *    8:      356 /          523 = 0.680688 0.9999997879 0.7234532173
000002999       *    9:      380 /          655 = 0.580153 0.9999967874 0.6324919317
000002999       *   10:      469 /          948 = 0.494726 0.9999513469 0.5310072845
000002999       *   11:      567 /         1296 = 0.437500 0.9992636519 0.4268914964
000002999       *   12:      606 /         1675 = 0.361791 0.9889629126 0.3288747343
000002999       *   13:      614 /         2147 = 0.285980 0.8554151393 0.2437898811
000002999       *   14:      525 /         2843 = 0.184664 0.2809094173 0.1749785126
000002999       *   15:      507 /         3872 = 0.130940 0.0251449812 0.1224447576
000002999       *   16:      464 /         5229 = 0.088736 0.0017002033 0.0840758933
000002999       *   17:      390 /         6810 = 0.057269 0.0001124397 0.0569499086
000002999       *   18:      334 /         9025 = 0.037008 0.0000074250 0.0382106566
000002999       *   19:      295 /        12028 = 0.024526 0.0000004903 0.0254709761
000002999       *   20:      183 /        14387 = 0.012720 0.0000000324 0.0169041349
000002999       *   21:      136 /        15478 = 0.008787 0.0000000021 0.0111855706
000002999       *   22:       74 /        14677 = 0.005042 0.0000000001 0.0073870250
000002999       *   23:       62 /        11865 = 0.005225 0.0000000000 0.0048720843
000002999       *   24:       39 /         7836 = 0.004977 0.0000000000 0.0032105953
000002999       *   25:       19 /         4572 = 0.004156 0.0000000000 0.0021145071
000002999       *   26:        9 /         2226 = 0.004043 0.0000000000 0.0013920976
000002999       *   27:        0 /          857 = 0.000000 0.0000000000 0.0009162687
000002999       *   28:        3 /          281 = 0.010676 0.0000000000 0.0006029833
000002999       *   29:        0 /           60 = 0.000000 0.0000000000 0.0003967721
000002999       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002610636
000002999       log likelihood
000002999       
000002999         placement     = -4747.11
000002999         chaos         = -28874.2
000002999         optimal any   = -17127.2
000002999         optimal mono  = -17132.8
000002999         estimated R/T = -58199.2 (R=13.6541 T=0.183981
000002999         optimal   R/T = -17196.1 (R=10.2966 T=1.19408
000002999       Compression ratio = %0.757575
000002999       (done)
000002999     (done)
000002999   current = %-17196.1
000002999   (done)
000002999 compute_ranks
000003007   tallies for nothing =
000003007   meanrank = 46.755 MAP = 0.586773 meanrank_opti = 39.443 MAP_opti = 0.619751
000003007   (done)
000003007   Iteration #11
000003007       tomove: 0 (last: 9)
000003043         (done)
000003043        moves = 6
000003043       (done)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=1.194076)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5279270508 (R=  10.29658 T=   1.19408)
000003043       logistic =    -17195.5072202822 (R=  10.30439 T=   1.19408)
000003043       logistic =    -17195.5072202822 (R=  10.30439 T=   1.19408)
000003043       logistic =    -17195.5072202822 (R=  10.30439 T=   1.19408)
000003043       logistic =    -17195.5071320056 (R=  10.30342 T=   1.19408)
000003043       logistic =    -17195.5070804950 (R=  10.30391 T=   1.19408)
000003043       logistic =    -17195.5070804950 (R=  10.30391 T=   1.19408)
000003043       logistic =    -17195.5070754393 (R=  10.30378 T=   1.19408)
000003043       logistic =    -17195.5070754393 (R=  10.30378 T=   1.19408)
000003043       logistic =    -17195.5070754393 (R=  10.30378 T=   1.19408)
000003043       logistic =    -17195.5070743827 (R=  10.30380 T=   1.19409)
000003043       logistic =    -17195.5070726415 (R=  10.30374 T=   1.19410)
000003043       logistic =    -17195.5070722420 (R=  10.30371 T=   1.19410)
000003043       logistic =    -17195.5070722138 (R=  10.30371 T=   1.19410)
000003043       (done)
000003043       Memory info:  43431x1120B=63% 20276x1136B=30% 11935x120B=1% 9412x328B=4% (72 MB)
000003043       Vertices by distance (N = 493):
000003043        7:4 8:16 9:46 10:100 11:135 12:106 13:53 14:14 15:19
000003043       *    0:       63 /           64 = 0.984375 1.0000000000 0.9868021917
000003043       *    1:      179 /          179 = 1.000000 1.0000000000 0.9800757804
000003043       *    2:      177 /          186 = 0.951613 1.0000000000 0.9700253112
000003043       *    3:      234 /          249 = 0.939759 1.0000000000 0.9551371057
000003043       *    4:      250 /          269 = 0.929368 1.0000000000 0.9333620449
000003043       *    5:      256 /          282 = 0.907801 0.9999999999 0.9021013279
000003043       *    6:      311 /          388 = 0.801546 0.9999999991 0.8584005910
000003043       *    7:      266 /          344 = 0.773256 0.9999999860 0.7995275049
000003043       *    8:      356 /          524 = 0.679389 0.9999997879 0.7240456292
000003043       *    9:      383 /          656 = 0.583841 0.9999967874 0.6331824190
000003043       *   10:      470 /          944 = 0.497881 0.9999513469 0.5317494488
000003043       *   11:      563 /         1293 = 0.435422 0.9992636519 0.4276229522
000003043       *   12:      607 /         1673 = 0.362821 0.9889629126 0.3295367331
000003043       *   13:      614 /         2145 = 0.286247 0.8554151393 0.2443445718
000003043       *   14:      526 /         2839 = 0.185277 0.2809094173 0.1754142132
000003043       *   15:      503 /         3851 = 0.130615 0.0251449812 0.1227700498
000003043       *   16:      467 /         5218 = 0.089498 0.0017002033 0.0843097172
000003043       *   17:      394 /         6798 = 0.057958 0.0001124397 0.0571134647
000003043       *   18:      333 /         9028 = 0.036885 0.0000074250 0.0383229024
000003043       *   19:      295 /        12015 = 0.024553 0.0000004903 0.0255470088
000003043       *   20:      181 /        14360 = 0.012604 0.0000000324 0.0169551848
000003043       *   21:      139 /        15450 = 0.008997 0.0000000021 0.0112196443
000003043       *   22:       74 /        14660 = 0.005048 0.0000000001 0.0074096781
000003043       *   23:       62 /        11896 = 0.005212 0.0000000000 0.0048871054
000003043       *   24:       39 /         7879 = 0.004950 0.0000000000 0.0032205384
000003043       *   25:       19 /         4604 = 0.004127 0.0000000000 0.0021210812
000003043       *   26:        9 /         2259 = 0.003984 0.0000000000 0.0013964410
000003043       *   27:        0 /          860 = 0.000000 0.0000000000 0.0009191368
000003043       *   28:        3 /          284 = 0.010563 0.0000000000 0.0006048766
000003043       *   29:        0 /           60 = 0.000000 0.0000000000 0.0003980217
000003043       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002618882
000003043       log likelihood
000003043       
000003043         placement     = -4749.15
000003043         chaos         = -28874.2
000003043         optimal any   = -17127.8
000003043         optimal mono  = -17133.4
000003043         estimated R/T = -58162.2 (R=13.6541 T=0.183981
000003043         optimal   R/T = -17195.5 (R=10.3037 T=1.1941
000003043       Compression ratio = %0.757666
000003043       (done)
000003043     (done)
000003043   current = %-17195.5
000003043   Iteration #12
000003043       tomove: 0 (last: 6)
000003080         (done)
000003080        moves = 1
000003080       (done)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=1.194101)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5022997802 (R=  10.30371 T=   1.19410)
000003080       logistic =    -17195.5008065360 (R=  10.30566 T=   1.19410)
000003080       logistic =    -17195.5008065360 (R=  10.30566 T=   1.19410)
000003080       logistic =    -17195.5008065360 (R=  10.30566 T=   1.19410)
000003080       logistic =    -17195.5008065360 (R=  10.30566 T=   1.19410)
000003080       logistic =    -17195.5007575007 (R=  10.30566 T=   1.19422)
000003080       logistic =    -17195.5006626999 (R=  10.30517 T=   1.19422)
000003080       logistic =    -17195.5006535669 (R=  10.30517 T=   1.19425)
000003080       logistic =    -17195.5006461550 (R=  10.30506 T=   1.19427)
000003080       logistic =    -17195.5006437582 (R=  10.30500 T=   1.19428)
000003080       logistic =    -17195.5006430223 (R=  10.30497 T=   1.19428)
000003080       logistic =    -17195.5006426843 (R=  10.30494 T=   1.19429)
000003080       (done)
000003080       Memory info:  43431x1120B=63% 20276x1136B=30% 11936x120B=1% 9423x328B=4% (72 MB)
000003080       Vertices by distance (N = 493):
000003080        7:4 8:16 9:46 10:100 11:135 12:106 13:52 14:15 15:19
000003080       *    0:       63 /           64 = 0.984375 1.0000000000 0.9868002261
000003080       *    1:      179 /          179 = 1.000000 1.0000000000 0.9800740999
000003080       *    2:      177 /          186 = 0.951613 1.0000000000 0.9700246951
000003080       *    3:      234 /          249 = 0.939759 1.0000000000 0.9551389774
000003080       *    4:      250 /          269 = 0.929368 1.0000000000 0.9333687959
000003080       *    5:      256 /          282 = 0.907801 0.9999999999 0.9021166418
000003080       *    6:      311 /          388 = 0.801546 0.9999999991 0.8584295512
000003080       *    7:      266 /          344 = 0.773256 0.9999999860 0.7995760899
000003080       *    8:      355 /          522 = 0.680077 0.9999997879 0.7241191537
000003080       *    9:      384 /          657 = 0.584475 0.9999967874 0.6332829551
000003080       *   10:      468 /          941 = 0.497343 0.9999513469 0.5318733820
000003080       *   11:      565 /         1295 = 0.436293 0.9992636519 0.4277606642
000003080       *   12:      606 /         1671 = 0.362657 0.9889629126 0.3296753851
000003080       *   13:      615 /         2147 = 0.286446 0.8554151393 0.2444724298
000003080       *   14:      526 /         2841 = 0.185146 0.2809094173 0.1755237667
000003080       *   15:      502 /         3837 = 0.130831 0.0251449812 0.1228586134
000003080       *   16:      467 /         5223 = 0.089412 0.0017002033 0.0843782163
000003080       *   17:      395 /         6795 = 0.058131 0.0001124397 0.0571647430
000003080       *   18:      333 /         9024 = 0.036902 0.0000074250 0.0383603890
000003080       *   19:      295 /        12018 = 0.024547 0.0000004903 0.0255739471
000003080       *   20:      181 /        14341 = 0.012621 0.0000000324 0.0169743035
000003080       *   21:      136 /        15406 = 0.008828 0.0000000021 0.0112330899
000003080       *   22:       76 /        14630 = 0.005195 0.0000000001 0.0074190698
000003080       *   23:       61 /        11895 = 0.005128 0.0000000000 0.0048936314
000003080       *   24:       41 /         7931 = 0.005170 0.0000000000 0.0032250546
000003080       *   25:       19 /         4634 = 0.004100 0.0000000000 0.0021241964
000003080       *   26:        9 /         2275 = 0.003956 0.0000000000 0.0013985841
000003080       *   27:        0 /          867 = 0.000000 0.0000000000 0.0009206077
000003080       *   28:        3 /          285 = 0.010526 0.0000000000 0.0006058842
000003080       *   29:        0 /           61 = 0.000000 0.0000000000 0.0003987107
000003080       *   30:        0 /           21 = 0.000000 0.0000000000 0.0002623586
000003080       log likelihood
000003080       
000003080         placement     = -4750.98
000003080         chaos         = -28874.2
000003080         optimal any   = -17127.5
000003080         optimal mono  = -17133
000003080         estimated R/T = -58156.5 (R=13.6541 T=0.183981
000003080         optimal   R/T = -17195.5 (R=10.3049 T=1.19429
000003080       Compression ratio = %0.757717
000003080       (done)
000003080     (done)
000003080   current = %-17195.5
000003080   Iteration #13
000003080       tomove: 0 (last: 1)
000003116         (done)
000003116        moves = 0
000003116       (done)
000003116     (done)
000003116   (done)
000003116 compute_ranks
000003124   tallies for nothing =
000003124   meanrank = 46.7509 MAP = 0.586632 meanrank_opti = 39.4408 MAP_opti = 0.619629
000003124   (done)
000003124 saveStats [-]
000003124   (done)
000003152 quit_all
000000000   (done)
