HyperRogue by Zeno Rogue <zeno@attnam.com>, version 12.1o
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
prepare_basics
000000   geom3::compute
000000     (done)
000000   (done)
000054 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000055   restartGraph
000055     (done)
000055   (done)
000055 start_game
000055   prepare_basics
000055     geom3::compute
000055       (done)
000193     (done)
000193   initcells
000238   initGame
000241     addMessage: Welcome to HyperRogue! (cheat mode on)
000241     addMessage: Press F1 or right-click things for help.
000241     (done)
000241   restartGraph
000241     (done)
000241   (done)
000241 DHRG version 7.1
000241 
000241 stop_game
000241   saveStats [-]
000241     (done)
000243   (done)
000243 switch_game_mode 0
000243   (done)
000243 start_game
000243   initcells
000289   initGame
000291     addMessage: Welcome to HyperRogue! (cheat mode on)
000291     addMessage: Technical.
000291     addMessage: Press F1 or right-click things for help.
000292     (done)
000292   restartGraph
000292     (done)
000292   (done)
000312   growth = 1.72208
000312   The following grow forever: 0 1 2 3 6 7
000313   The correct value of sibling_limit is 3
000313   (done)
000313 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000313   Reading links...
000313   Translating to cells
000320     (done)
000320   (done)
000320   Finding all
000323     (done)
000323   Memory info:  42919x1120B=67% 20052x1136B=32% 1962x120B=0% 0x328B=0% (67 MB)
000323   Tallying pairs
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 1962x120B=0% 6x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 2109x120B=0% 112x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 2197x120B=0% 181x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=31% 2343x120B=0% 256x328B=0% (67 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=31% 2554x120B=0% 333x328B=0% (67 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=31% 2851x120B=0% 444x328B=0% (68 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=31% 3000x120B=0% 531x328B=0% (68 MB)
000326     Memory info:  42919x1120B=67% 20052x1136B=31% 3222x120B=0% 637x328B=0% (68 MB)
000326     Memory info:  42919x1120B=67% 20052x1136B=31% 3386x120B=0% 707x328B=0% (68 MB)
000327     Memory info:  42919x1120B=67% 20052x1136B=31% 3676x120B=0% 805x328B=0% (68 MB)
000327     (done)
000327   Tallying edges
000330     (done)
000330   Memory info:  42919x1120B=67% 20052x1136B=31% 3708x120B=0% 817x328B=0% (68 MB)
000330   edgecs=183931 totalcs=2679621
000330       logistic =    -42920.2563288160 (R=  55.19423 T=1.839808)
000330       logistic =     -1400.4027819084 (R=  12.19423 T=   1.83981)
000330       logistic =     -1352.8057421105 (R=  12.19423 T=   1.33981)
000330       logistic =     -1250.8331094006 (R=  13.69423 T=   1.08981)
000330       logistic =     -1220.4699140241 (R=  14.31923 T=   0.96481)
000330       logistic =     -1212.7923860138 (R=  14.56923 T=   0.90231)
000330       logistic =     -1210.3558112658 (R=  14.72548 T=   0.87106)
000330       logistic =     -1209.9249317783 (R=  14.78798 T=   0.85543)
000330       logistic =     -1209.8488002569 (R=  14.81923 T=   0.85543)
000330       logistic =     -1209.8347789624 (R=  14.82314 T=   0.85153)
000330       logistic =     -1209.8302532105 (R=  14.83095 T=   0.84957)
000330       logistic =     -1209.8292361129 (R=  14.83486 T=   0.84957)
000330       logistic =     -1209.8292361129 (R=  14.83486 T=   0.84957)
000330       logistic =     -1209.8291966728 (R=  14.83486 T=   0.84982)
000330       logistic =     -1209.8291873453 (R=  14.83449 T=   0.84982)
000330       logistic =     -1209.8291873453 (R=  14.83449 T=   0.84982)
000330       logistic =     -1209.8291865555 (R=  14.83446 T=   0.84985)
000330       logistic =     -1209.8291864007 (R=  14.83441 T=   0.84985)
000330       logistic =     -1209.8291863538 (R=  14.83441 T=   0.84986)
000330       logistic =     -1209.8291863452 (R=  14.83439 T=   0.84986)
000330       logistic =     -1209.8291863436 (R=  14.83439 T=   0.84986)
000330       (done)
000330       Memory info:  42919x1120B=67% 20052x1136B=31% 3708x120B=0% 817x328B=0% (68 MB)
000330       Vertices by distance (N = 110):
000330        5:1 6:4 7:6 8:6 9:2 10:18 11:16 12:15 13:16 14:13 15:6 16:3 17:3 18:1
000330       *    0:        2 /            2 = 1.000000 0.9999996941 0.9998379716
000330       *    1:        8 /            8 = 1.000000 0.9999995986 0.9997082272
000330       *    2:        4 /            4 = 1.000000 0.9999994732 0.9994746442
000330       *    3:        9 /            9 = 1.000000 0.9999993087 0.9990542399
000330       *    4:       18 /           18 = 1.000000 0.9999990928 0.9982979892
000330       *    5:       22 /           22 = 1.000000 0.9999988095 0.9969388767
000330       *    6:       23 /           23 = 1.000000 0.9999984378 0.9945004462
000330       *    7:       28 /           28 = 1.000000 0.9999979499 0.9901388234
000330       *    8:       39 /           39 = 1.000000 0.9999973097 0.9823793449
000330       *    9:       30 /           30 = 1.000000 0.9999964696 0.9687071226
000330       *   10:       60 /           60 = 1.000000 0.9999953671 0.9450200661
000330       *   11:       84 /           86 = 0.976744 0.9999939203 0.9051585827
000330       *   12:       78 /           82 = 0.951220 0.9999920218 0.8412515735
000330       *   13:       90 /          111 = 0.810811 0.9999895304 0.7463493948
000330       *   14:       94 /          161 = 0.583851 0.9999862609 0.6203189376
000330       *   15:      102 /          225 = 0.453333 0.9999819706 0.4756613115
000330       *   16:       67 /          266 = 0.251880 0.9999763404 0.3349756788
000330       *   17:       66 /          310 = 0.212903 0.9999689522 0.2185562739
000330       *   18:       53 /          340 = 0.155882 0.9999592569 0.1344196552
000330       *   19:       32 /          418 = 0.076555 0.9999465343 0.0793824439
000330       *   20:       22 /          493 = 0.044625 0.9999298391 0.0456903364
000330       *   21:       14 /          511 = 0.027397 0.9999079311 0.0258958546
000330       *   22:        6 /          499 = 0.012024 0.9998791832 0.0145462459
000330       *   23:        4 /          484 = 0.008264 0.9998414603 0.0081294190
000330       *   24:        4 /          458 = 0.008734 0.9997919615 0.0045302523
000330       *   25:        4 /          421 = 0.009501 0.9997270125 0.0025205082
000330       *   26:        1 /          312 = 0.003205 0.9996417940 0.0014010868
000330       *   27:        2 /          218 = 0.009174 0.9995299853 0.0007784408
000330       *   28:        0 /          130 = 0.000000 0.9993832988 0.0004323802
000330       *   29:        0 /           95 = 0.000000 0.9991908700 0.0002401260
000330       *   30:        0 /           71 = 0.000000 0.9989384615 0.0001333446
000330       *   31:        0 /           41 = 0.000000 0.9986074239 0.0000740442
000330       *   32:        0 /            9 = 0.000000 0.9981733419 0.0000411145
000330       *   33:        0 /            6 = 0.000000 0.9976042763 0.0000228293
000330       *   34:        0 /            3 = 0.000000 0.9968584854 0.0000126761
000330       *   35:        0 /            2 = 0.000000 0.9958814876 0.0000070385
000330       log likelihood
000330       
000330         placement     = -1136.69
000330         chaos         = -2647.07
000330         optimal any   = -1187.78
000330         optimal mono  = -1188.2
000330         estimated R/T = -42920.3 (R=55.1942 T=1.83981
000330         optimal   R/T = -1209.83 (R=14.8344 T=0.849857
000330       Compression ratio = %0.878128
000330       (done)
000330     (done)
000330   Using distlimit = 20
000330   (done)
000330 Reading directed edges...
000331 compute_ranks
000335   tallies for nothing =
000335   meanrank = 6.02019 MAP = 0.801015 meanrank_opti = 4.85973 MAP_opti = 0.83367
000335   (done)
000335   Iteration #1
000335       tomove: 0 (last: 0)
000343         (done)
000343        moves = 41
000343       (done)
000343       logistic =     -1174.4178904227 (R=  14.83439 T=0.849857)
000343       logistic =     -1174.4178904227 (R=  14.83439 T=   0.84986)
000343       logistic =     -1174.4178904227 (R=  14.83439 T=   0.84986)
000343       logistic =     -1174.4178904227 (R=  14.83439 T=   0.84986)
000343       logistic =     -1174.2599309011 (R=  14.70939 T=   0.84986)
000343       logistic =     -1173.8265343141 (R=  14.77189 T=   0.78736)
000343       logistic =     -1172.9588989577 (R=  14.89689 T=   0.78736)
000343       logistic =     -1172.8111352217 (R=  14.88127 T=   0.80298)
000343       logistic =     -1172.7620013268 (R=  14.85783 T=   0.80298)
000343       logistic =     -1172.7611461783 (R=  14.85393 T=   0.80298)
000343       logistic =     -1172.7611461783 (R=  14.85393 T=   0.80298)
000343       logistic =     -1172.7608549494 (R=  14.85393 T=   0.80396)
000343       logistic =     -1172.7606957137 (R=  14.85246 T=   0.80396)
000343       logistic =     -1172.7606957137 (R=  14.85246 T=   0.80396)
000343       logistic =     -1172.7606865239 (R=  14.85234 T=   0.80384)
000343       logistic =     -1172.7606805476 (R=  14.85264 T=   0.80384)
000343       logistic =     -1172.7606801086 (R=  14.85264 T=   0.80381)
000343       logistic =     -1172.7606799428 (R=  14.85269 T=   0.80381)
000343       logistic =     -1172.7606799428 (R=  14.85269 T=   0.80381)
000343       logistic =     -1172.7606799419 (R=  14.85269 T=   0.80381)
000343       logistic =     -1172.7606799419 (R=  14.85269 T=   0.80381)
000343       (done)
000343       Memory info:  42919x1120B=66% 20052x1136B=31% 4844x120B=0% 2009x328B=0% (68 MB)
000343       Vertices by distance (N = 110):
000343        6:3 7:8 8:5 9:6 10:14 11:19 12:15 13:15 14:15 15:4 16:4 17:2
000343       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999028321
000343       *    1:        4 /            4 = 1.000000 0.9999995986 0.9998190182
000343       *    2:        8 /            8 = 1.000000 0.9999994732 0.9996629333
000343       *    3:        8 /            8 = 1.000000 0.9999993087 0.9993723201
000343       *    4:       21 /           21 = 1.000000 0.9999990928 0.9988314380
000343       *    5:       20 /           20 = 1.000000 0.9999988095 0.9978254829
000343       *    6:       24 /           24 = 1.000000 0.9999984378 0.9959570581
000343       *    7:       27 /           27 = 1.000000 0.9999979499 0.9924952885
000343       *    8:       33 /           33 = 1.000000 0.9999973097 0.9861107152
000343       *    9:       32 /           32 = 1.000000 0.9999964696 0.9744344297
000343       *   10:       54 /           54 = 1.000000 0.9999953671 0.9534060604
000343       *   11:       81 /           84 = 0.964286 0.9999939203 0.9165623266
000343       *   12:       80 /           91 = 0.879121 0.9999920218 0.8550151418
000343       *   13:       99 /          124 = 0.798387 0.9999895304 0.7599580604
000343       *   14:      116 /          185 = 0.627027 0.9999862609 0.6295785735
000343       *   15:       92 /          198 = 0.464646 0.9999819706 0.4771082750
000343       *   16:       73 /          260 = 0.280769 0.9999763404 0.3287881397
000343       *   17:       71 /          321 = 0.221184 0.9999689522 0.2082161838
000343       *   18:       47 /          384 = 0.122396 0.9999592569 0.1237105620
000343       *   19:       28 /          428 = 0.065421 0.9999465343 0.0704503470
000343       *   20:       20 /          508 = 0.039370 0.9999298391 0.0390968269
000343       *   21:        7 /          540 = 0.012963 0.9999079311 0.0213761275
000343       *   22:        4 /          493 = 0.008114 0.9998791832 0.0115904817
000343       *   23:        6 /          514 = 0.011673 0.9998414603 0.0062559096
000343       *   24:        6 /          477 = 0.012579 0.9997919615 0.0033682318
000343       *   25:        0 /          395 = 0.000000 0.9997270125 0.0018110538
000343       *   26:        0 /          278 = 0.000000 0.9996417940 0.0009730768
000343       *   27:        2 /          206 = 0.009709 0.9995299853 0.0005226299
000343       *   28:        0 /          113 = 0.000000 0.9993832988 0.0002806407
000343       *   29:        0 /           81 = 0.000000 0.9991908700 0.0001506810
000343       *   30:        0 /           57 = 0.000000 0.9989384615 0.0000808984
000343       *   31:        0 /           16 = 0.000000 0.9986074239 0.0000434318
000343       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000233167
000343       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000125177
000343       *   34:        0 /            1 = 0.000000 0.9968584854 0.0000067201
000343       log likelihood
000343       
000343         placement     = -1125.8
000343         chaos         = -2647.07
000343         optimal any   = -1158.93
000343         optimal mono  = -1162.11
000343         estimated R/T = -38343.3 (R=55.1942 T=1.83981
000343         optimal   R/T = -1172.76 (R=14.8527 T=0.803806
000343       Compression ratio = %0.863115
000343       (done)
000343     (done)
000343   current = %-1172.76
000343   Iteration #2
000343       tomove: 0 (last: 41)
000351         (done)
000351        moves = 19
000351       (done)
000351       logistic =     -1169.3852349829 (R=  14.85269 T=0.803806)
000351       logistic =     -1169.3852349829 (R=  14.85269 T=   0.80381)
000351       logistic =     -1169.3852349829 (R=  14.85269 T=   0.80381)
000351       logistic =     -1169.3852349829 (R=  14.85269 T=   0.80381)
000351       logistic =     -1169.0412246649 (R=  14.72769 T=   0.80381)
000351       logistic =     -1168.9421513712 (R=  14.79019 T=   0.80381)
000351       logistic =     -1168.9243378441 (R=  14.75894 T=   0.80381)
000351       logistic =     -1168.7990634353 (R=  14.77457 T=   0.78818)
000351       logistic =     -1168.7501988607 (R=  14.79801 T=   0.78818)
000351       logistic =     -1168.7496068795 (R=  14.80191 T=   0.78818)
000351       logistic =     -1168.7496068795 (R=  14.80191 T=   0.78818)
000351       logistic =     -1168.7495522314 (R=  14.80094 T=   0.78818)
000351       logistic =     -1168.7495522314 (R=  14.80094 T=   0.78818)
000351       logistic =     -1168.7495522314 (R=  14.80094 T=   0.78818)
000351       logistic =     -1168.7495516729 (R=  14.80106 T=   0.78818)
000351       logistic =     -1168.7495505573 (R=  14.80106 T=   0.78824)
000351       logistic =     -1168.7495490216 (R=  14.80090 T=   0.78824)
000351       logistic =     -1168.7495490216 (R=  14.80090 T=   0.78824)
000351       logistic =     -1168.7495490200 (R=  14.80091 T=   0.78824)
000351       logistic =     -1168.7495490198 (R=  14.80091 T=   0.78824)
000351       logistic =     -1168.7495490196 (R=  14.80091 T=   0.78824)
000351       (done)
000351       Memory info:  42919x1120B=66% 20052x1136B=31% 4922x120B=0% 2205x328B=1% (68 MB)
000351       Vertices by distance (N = 110):
000351        6:2 7:9 8:5 9:6 10:16 11:18 12:17 13:14 14:14 15:4 16:4 17:1
000351       *    0:        2 /            2 = 1.000000 0.9999996941 0.9999163304
000351       *    1:        7 /            7 = 1.000000 0.9999995986 0.9998422322
000351       *    2:        8 /            8 = 1.000000 0.9999994732 0.9997025319
000351       *    3:        6 /            6 = 1.000000 0.9999993087 0.9994391990
000351       *    4:       18 /           18 = 1.000000 0.9999990928 0.9989429979
000351       *    5:       22 /           22 = 1.000000 0.9999988095 0.9980086287
000351       *    6:       25 /           25 = 1.000000 0.9999984378 0.9962513950
000351       *    7:       26 /           26 = 1.000000 0.9999979499 0.9929544832
000351       *    8:       33 /           33 = 1.000000 0.9999973097 0.9867963550
000351       *    9:       31 /           31 = 1.000000 0.9999964696 0.9753891283
000351       *   10:       61 /           61 = 1.000000 0.9999953671 0.9545802924
000351       *   11:       74 /           80 = 0.925000 0.9999939203 0.9176625065
000351       *   12:       84 /           92 = 0.913043 0.9999920218 0.8552864977
000351       *   13:      102 /          133 = 0.766917 0.9999895304 0.7581123082
000351       *   14:      107 /          173 = 0.618497 0.9999862609 0.6243458255
000351       *   15:      106 /          226 = 0.469027 0.9999819706 0.4684701177
000351       *   16:       71 /          250 = 0.284000 0.9999763404 0.3185139182
000351       *   17:       72 /          336 = 0.214286 0.9999689522 0.1986215253
000351       *   18:       45 /          392 = 0.114796 0.9999592569 0.1161654147
000351       *   19:       27 /          456 = 0.059211 0.9999465343 0.0651570942
000351       *   20:       17 /          515 = 0.033010 0.9999298391 0.0356433066
000351       *   21:        6 /          548 = 0.010949 0.9999079311 0.0192232869
000351       *   22:        3 /          519 = 0.005780 0.9998791832 0.0102868887
000351       *   23:        6 /          521 = 0.011516 0.9998414603 0.0054815676
000351       *   24:        5 /          483 = 0.010352 0.9997919615 0.0029143494
000351       *   25:        0 /          350 = 0.000000 0.9997270125 0.0015475822
000351       *   26:        0 /          279 = 0.000000 0.9996417940 0.0008212715
000351       *   27:        2 /          181 = 0.011050 0.9995299853 0.0004356839
000351       *   28:        0 /           96 = 0.000000 0.9993832988 0.0002310881
000351       *   29:        0 /           75 = 0.000000 0.9991908700 0.0001225581
000351       *   30:        0 /           36 = 0.000000 0.9989384615 0.0000649956
000351       *   31:        0 /            8 = 0.000000 0.9986074239 0.0000344679
000351       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000182784
000351       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000096930
000351       log likelihood
000351       
000351         placement     = -1116.82
000352         chaos         = -2647.07
000352         optimal any   = -1155.69
000352         optimal mono  = -1159.26
000352         estimated R/T = -39330.5 (R=55.1942 T=1.83981
000352         optimal   R/T = -1168.75 (R=14.8009 T=0.788243
000352       Compression ratio = %0.858501
000352       (done)
000352     (done)
000352   current = %-1168.75
000352   Iteration #3
000352       tomove: 0 (last: 19)
000360         (done)
000360        moves = 8
000360       (done)
000360       logistic =     -1166.7203632359 (R=  14.80091 T=0.788243)
000360       logistic =     -1166.7203632359 (R=  14.80091 T=   0.78824)
000360       logistic =     -1166.7203632359 (R=  14.80091 T=   0.78824)
000360       logistic =     -1166.7203632359 (R=  14.80091 T=   0.78824)
000360       logistic =     -1166.7203632359 (R=  14.80091 T=   0.78824)
000360       logistic =     -1166.6204710652 (R=  14.73841 T=   0.78824)
000360       logistic =     -1166.6008146439 (R=  14.76966 T=   0.78824)
000360       logistic =     -1166.5932966065 (R=  14.75404 T=   0.78824)
000360       logistic =     -1166.5728540972 (R=  14.76185 T=   0.78043)
000360       logistic =     -1166.5627203576 (R=  14.77357 T=   0.78043)
000360       logistic =     -1166.5627203576 (R=  14.77357 T=   0.78043)
000360       logistic =     -1166.5618571287 (R=  14.77357 T=   0.78141)
000360       logistic =     -1166.5616400650 (R=  14.77161 T=   0.78141)
000360       logistic =     -1166.5615992800 (R=  14.77186 T=   0.78165)
000360       logistic =     -1166.5615802178 (R=  14.77137 T=   0.78165)
000360       logistic =     -1166.5615802178 (R=  14.77137 T=   0.78165)
000360       logistic =     -1166.5615792687 (R=  14.77134 T=   0.78168)
000360       logistic =     -1166.5615790228 (R=  14.77128 T=   0.78170)
000360       logistic =     -1166.5615789780 (R=  14.77125 T=   0.78170)
000360       logistic =     -1166.5615789680 (R=  14.77125 T=   0.78169)
000360       logistic =     -1166.5615789621 (R=  14.77126 T=   0.78169)
000360       (done)
000360       Memory info:  42919x1120B=66% 20052x1136B=31% 4932x120B=0% 2288x328B=1% (68 MB)
000360       Vertices by distance (N = 110):
000360        6:1 7:10 8:5 9:7 10:15 11:19 12:17 13:14 14:14 15:3 16:4 17:1
000360       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999211791
000360       *    1:        6 /            6 = 1.000000 0.9999995986 0.9998505823
000360       *    2:        6 /            6 = 1.000000 0.9999994732 0.9997167728
000360       *    3:        8 /            8 = 1.000000 0.9999993087 0.9994631959
000360       *    4:       18 /           18 = 1.000000 0.9999990928 0.9989828194
000360       *    5:       24 /           24 = 1.000000 0.9999988095 0.9980733910
000360       *    6:       23 /           23 = 1.000000 0.9999984378 0.9963538395
000360       *    7:       25 /           25 = 1.000000 0.9999979499 0.9931101358
000360       *    8:       36 /           36 = 1.000000 0.9999973097 0.9870183604
000360       *    9:       31 /           31 = 1.000000 0.9999964696 0.9756723926
000360       *   10:       63 /           63 = 1.000000 0.9999953671 0.9548635138
000360       *   11:       70 /           75 = 0.933333 0.9999939203 0.9177559093
000360       *   12:       82 /           91 = 0.901099 0.9999920218 0.8547810005
000360       *   13:      105 /          140 = 0.750000 0.9999895304 0.7563856244
000360       *   14:      109 /          176 = 0.619318 0.9999862609 0.6208899257
000360       *   15:      106 /          230 = 0.460870 0.9999819706 0.4634875234
000360       *   16:       70 /          247 = 0.283401 0.9999763404 0.3130393915
000360       *   17:       78 /          340 = 0.229412 0.9999689522 0.1937874487
000360       *   18:       41 /          400 = 0.102500 0.9999592569 0.1125231904
000360       *   19:       25 /          466 = 0.053648 0.9999465343 0.0626871505
000360       *   20:       14 /          531 = 0.026365 0.9999298391 0.0340757908
000360       *   21:        8 /          545 = 0.014679 0.9999079311 0.0182685687
000360       *   22:        4 /          521 = 0.007678 0.9998791832 0.0097202771
000360       *   23:        4 /          521 = 0.007678 0.9998414603 0.0051509447
000360       *   24:        5 /          482 = 0.010373 0.9997919615 0.0027236678
000360       *   25:        0 /          346 = 0.000000 0.9997270125 0.0014385414
000360       *   26:        0 /          259 = 0.000000 0.9996417940 0.0007593231
000360       *   27:        2 /          173 = 0.011561 0.9995299853 0.0004006742
000360       *   28:        0 /          100 = 0.000000 0.9993832988 0.0002113891
000360       *   29:        0 /           65 = 0.000000 0.9991908700 0.0001115154
000360       *   30:        0 /           29 = 0.000000 0.9989384615 0.0000588256
000360       *   31:        0 /            8 = 0.000000 0.9986074239 0.0000310304
000360       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000163683
000360       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000086341
000360       log likelihood
000360       
000360         placement     = -1111.98
000360         chaos         = -2647.07
000360         optimal any   = -1154.21
000360         optimal mono  = -1157.36
000360         estimated R/T = -39720.3 (R=55.1942 T=1.83981
000360         optimal   R/T = -1166.56 (R=14.7713 T=0.781693
000360       Compression ratio = %0.856113
000360       (done)
000360     (done)
000360   current = %-1166.56
000360   Iteration #4
000360       tomove: 0 (last: 8)
000368         (done)
000368        moves = 1
000368       (done)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=0.781693)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.5070485709 (R=  14.77126 T=   0.78169)
000368       logistic =     -1166.4906036279 (R=  14.75564 T=   0.78169)
000368       logistic =     -1166.4906036279 (R=  14.75564 T=   0.78169)
000368       logistic =     -1166.4906036279 (R=  14.75564 T=   0.78169)
000368       logistic =     -1166.4906036279 (R=  14.75564 T=   0.78169)
000368       logistic =     -1166.4905013256 (R=  14.75661 T=   0.78072)
000368       logistic =     -1166.4903552466 (R=  14.75808 T=   0.78072)
000368       logistic =     -1166.4903038948 (R=  14.75808 T=   0.78096)
000368       logistic =     -1166.4902848663 (R=  14.75759 T=   0.78096)
000368       logistic =     -1166.4902820946 (R=  14.75759 T=   0.78102)
000368       logistic =     -1166.4902805805 (R=  14.75744 T=   0.78102)
000368       logistic =     -1166.4902803859 (R=  14.75744 T=   0.78104)
000368       logistic =     -1166.4902803501 (R=  14.75741 T=   0.78104)
000368       logistic =     -1166.4902803489 (R=  14.75741 T=   0.78104)
000368       logistic =     -1166.4902803456 (R=  14.75741 T=   0.78104)
000368       (done)
000368       Memory info:  42919x1120B=66% 20052x1136B=31% 4935x120B=0% 2307x328B=1% (68 MB)
000368       Vertices by distance (N = 110):
000368        6:1 7:10 8:5 9:7 10:15 11:20 12:16 13:14 14:14 15:3 16:4 17:1
000368       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999211019
000368       *    1:        6 /            6 = 1.000000 0.9999995986 0.9998503562
000368       *    2:        7 /            7 = 1.000000 0.9999994732 0.9997161927
000368       *    3:        7 /            7 = 1.000000 0.9999993087 0.9994618093
000368       *    4:       18 /           18 = 1.000000 0.9999990928 0.9989796488
000368       *    5:       24 /           24 = 1.000000 0.9999988095 0.9980663604
000368       *    6:       25 /           25 = 1.000000 0.9999984378 0.9963386086
000368       *    7:       25 /           25 = 1.000000 0.9999979499 0.9930777779
000368       *    8:       34 /           34 = 1.000000 0.9999973097 0.9869508902
000368       *    9:       32 /           32 = 1.000000 0.9999964696 0.9755346676
000368       *   10:       62 /           62 = 1.000000 0.9999953671 0.9545903129
000368       *   11:       72 /           77 = 0.935065 0.9999939203 0.9172370174
000368       *   12:       81 /           90 = 0.900000 0.9999920218 0.8538613795
000368       *   13:      105 /          140 = 0.750000 0.9999895304 0.7549226562
000368       *   14:      108 /          176 = 0.613636 0.9999862609 0.6188971149
000368       *   15:      107 /          236 = 0.453390 0.9999819706 0.4612523189
000368       *   16:       72 /          245 = 0.293878 0.9999763404 0.3109945276
000368       *   17:       77 /          341 = 0.225806 0.9999689522 0.1922205456
000368       *   18:       39 /          400 = 0.097500 0.9999592569 0.1114695495
000368       *   19:       25 /          464 = 0.053879 0.9999465343 0.0620364341
000368       *   20:       14 /          534 = 0.026217 0.9999298391 0.0336939916
000368       *   21:        8 /          551 = 0.014519 0.9999079311 0.0180510970
000368       *   22:        4 /          526 = 0.007605 0.9998791832 0.0095984903
000368       *   23:        4 /          510 = 0.007843 0.9998414603 0.0050834112
000368       *   24:        5 /          482 = 0.010373 0.9997919615 0.0026864404
000368       *   25:        0 /          349 = 0.000000 0.9997270125 0.0014180976
000368       *   26:        0 /          255 = 0.000000 0.9996417940 0.0007481253
000368       *   27:        2 /          167 = 0.011976 0.9995299853 0.0003945526
000368       *   28:        0 /          100 = 0.000000 0.9993832988 0.0002080477
000368       *   29:        0 /           65 = 0.000000 0.9991908700 0.0001096939
000368       *   30:        0 /           29 = 0.000000 0.9989384615 0.0000578338
000368       *   31:        0 /            8 = 0.000000 0.9986074239 0.0000304909
000368       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000160751
000368       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000084749
000368       log likelihood
000368       
000368         placement     = -1111.27
000368         chaos         = -2647.07
000368         optimal any   = -1154.26
000368         optimal mono  = -1157.46
000368         estimated R/T = -39752.2 (R=55.1942 T=1.83981
000368         optimal   R/T = -1166.49 (R=14.7574 T=0.78104
000368       Compression ratio = %0.855863
000368       (done)
000368     (done)
000368   current = %-1166.49
000368   Iteration #5
000368       tomove: 0 (last: 1)
000376         (done)
000376        moves = 1
000376       (done)
000376       logistic =     -1166.4300418392 (R=  14.75741 T=0.781040)
000376       logistic =     -1166.4300418392 (R=  14.75741 T=   0.78104)
000376       logistic =     -1166.4300418392 (R=  14.75741 T=   0.78104)
000376       logistic =     -1166.4300418392 (R=  14.75741 T=   0.78104)
000376       logistic =     -1166.4300418392 (R=  14.75741 T=   0.78104)
000376       logistic =     -1166.4068070383 (R=  14.69491 T=   0.78104)
000376       logistic =     -1166.3481473303 (R=  14.72616 T=   0.78104)
000376       logistic =     -1166.3481473303 (R=  14.72616 T=   0.78104)
000376       logistic =     -1166.3481473303 (R=  14.72616 T=   0.78104)
000376       logistic =     -1166.3478112445 (R=  14.72225 T=   0.78104)
000376       logistic =     -1166.3475777700 (R=  14.72420 T=   0.78299)
000376       logistic =     -1166.3462107914 (R=  14.72030 T=   0.78299)
000376       logistic =     -1166.3461219499 (R=  14.71981 T=   0.78251)
000377       logistic =     -1166.3460570697 (R=  14.72078 T=   0.78251)
000377       logistic =     -1166.3460570697 (R=  14.72078 T=   0.78251)
000377       logistic =     -1166.3460570697 (R=  14.72078 T=   0.78251)
000377       logistic =     -1166.3460558847 (R=  14.72075 T=   0.78254)
000377       logistic =     -1166.3460555324 (R=  14.72069 T=   0.78255)
000377       logistic =     -1166.3460554952 (R=  14.72067 T=   0.78255)
000377       logistic =     -1166.3460554952 (R=  14.72067 T=   0.78255)
000377       logistic =     -1166.3460554952 (R=  14.72067 T=   0.78255)
000377       (done)
000377       Memory info:  42919x1120B=66% 20052x1136B=31% 4935x120B=0% 2311x328B=1% (68 MB)
000377       Vertices by distance (N = 110):
000377        6:1 7:11 8:4 9:7 10:15 11:20 12:16 13:14 14:14 15:3 16:4 17:1
000377       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999177419
000377       *    1:        6 /            6 = 1.000000 0.9999995986 0.9998441764
000377       *    2:        7 /            7 = 1.000000 0.9999994732 0.9997048389
000377       *    3:        7 /            7 = 1.000000 0.9999993087 0.9994409755
000377       *    4:       18 /           18 = 1.000000 0.9999990928 0.9989414775
000377       *    5:       25 /           25 = 1.000000 0.9999988095 0.9979965640
000377       *    6:       24 /           24 = 1.000000 0.9999984378 0.9962113516
000377       *    7:       26 /           26 = 1.000000 0.9999979499 0.9928467825
000377       *    8:       33 /           33 = 1.000000 0.9999973097 0.9865346414
000377       *    9:       33 /           33 = 1.000000 0.9999964696 0.9747939501
000377       *   10:       64 /           64 = 1.000000 0.9999953671 0.9533009163
000377       *   11:       71 /           76 = 0.934211 0.9999939203 0.9150775289
000377       *   12:       83 /           93 = 0.892473 0.9999920218 0.8504753350
000377       *   13:      102 /          138 = 0.739130 0.9999895304 0.7501472993
000377       *   14:      110 /          179 = 0.614525 0.9999862609 0.6131237769
000377       *   15:      105 /          239 = 0.439331 0.9999819706 0.4554995653
000377       *   16:       79 /          253 = 0.312253 0.9999763404 0.3063137241
000377       *   17:       71 /          333 = 0.213213 0.9999689522 0.1890268318
000377       *   18:       38 /          402 = 0.094527 0.9999592569 0.1095562317
000377       *   19:       24 /          473 = 0.050740 0.9999465343 0.0609841700
000377       *   20:       14 /          521 = 0.026871 0.9999298391 0.0331450845
000377       *   21:        8 /          552 = 0.014493 0.9999079311 0.0177739071
000377       *   22:        4 /          519 = 0.007707 0.9998791832 0.0094614228
000377       *   23:        4 /          512 = 0.007812 0.9998414603 0.0050166579
000377       *   24:        5 /          479 = 0.010438 0.9997919615 0.0026543488
000377       *   25:        0 /          349 = 0.000000 0.9997270125 0.0014028661
000377       *   26:        0 /          255 = 0.000000 0.9996417940 0.0007409989
000377       *   27:        2 /          167 = 0.011976 0.9995299853 0.0003912760
000377       *   28:        0 /          100 = 0.000000 0.9993832988 0.0002065747
000377       *   29:        0 /           65 = 0.000000 0.9991908700 0.0001090518
000377       *   30:        0 /           29 = 0.000000 0.9989384615 0.0000575664
000377       *   31:        0 /            8 = 0.000000 0.9986074239 0.0000303875
000377       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000160404
000377       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000084670
000377       log likelihood
000377       
000377         placement     = -1109.88
000377         chaos         = -2647.07
000377         optimal any   = -1154.69
000377         optimal mono  = -1157.89
000377         estimated R/T = -39773.6 (R=55.1942 T=1.83981
000377         optimal   R/T = -1166.35 (R=14.7207 T=0.782551
000377       Compression ratio = %0.8555
000377       (done)
000377     (done)
000377   current = %-1166.35
000377   Iteration #6
000377       tomove: 0 (last: 1)
000385         (done)
000385        moves = 2
000385       (done)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=0.782551)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=   0.78255)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=   0.78255)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=   0.78255)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=   0.78255)
000385       logistic =     -1166.3092730025 (R=  14.72067 T=   0.78255)
000385       logistic =     -1166.2446267681 (R=  14.68942 T=   0.78255)
000385       logistic =     -1166.2446267681 (R=  14.68942 T=   0.78255)
000385       logistic =     -1166.2446267681 (R=  14.68942 T=   0.78255)
000385       logistic =     -1166.2420486887 (R=  14.68942 T=   0.77864)
000385       logistic =     -1166.2363629008 (R=  14.69919 T=   0.77864)
000385       logistic =     -1166.2363099381 (R=  14.69821 T=   0.77864)
000385       logistic =     -1166.2362001260 (R=  14.69821 T=   0.77913)
000385       logistic =     -1166.2361502770 (R=  14.69748 T=   0.77913)
000385       logistic =     -1166.2361495210 (R=  14.69735 T=   0.77913)
000385       logistic =     -1166.2361495210 (R=  14.69735 T=   0.77913)
000385       logistic =     -1166.2361495078 (R=  14.69739 T=   0.77913)
000385       logistic =     -1166.2361494070 (R=  14.69737 T=   0.77912)
000385       logistic =     -1166.2361493299 (R=  14.69740 T=   0.77912)
000385       logistic =     -1166.2361493297 (R=  14.69740 T=   0.77912)
000385       logistic =     -1166.2361493295 (R=  14.69740 T=   0.77912)
000385       (done)
000385       Memory info:  42919x1120B=66% 20052x1136B=31% 4936x120B=0% 2317x328B=1% (68 MB)
000385       Vertices by distance (N = 110):
000385        6:1 7:11 8:4 9:7 10:16 11:19 12:17 13:13 14:14 15:3 16:4 17:1
000385       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999198940
000385       *    1:        5 /            5 = 1.000000 0.9999995986 0.9998478252
000385       *    2:        8 /            8 = 1.000000 0.9999994732 0.9997109371
000385       *    3:        7 /            7 = 1.000000 0.9999993087 0.9994509795
000385       *    4:       18 /           18 = 1.000000 0.9999990928 0.9989574829
000385       *    5:       25 /           25 = 1.000000 0.9999988095 0.9980212764
000385       *    6:       25 /           25 = 1.000000 0.9999984378 0.9962474913
000385       *    7:       26 /           26 = 1.000000 0.9999979499 0.9928949537
000385       *    8:       32 /           32 = 1.000000 0.9999973097 0.9865875419
000385       *    9:       34 /           34 = 1.000000 0.9999964696 0.9748227919
000385       *   10:       65 /           65 = 1.000000 0.9999953671 0.9532278063
000385       *   11:       69 /           74 = 0.932432 0.9999939203 0.9147305676
000385       *   12:       83 /           94 = 0.882979 0.9999920218 0.8495482122
000385       *   13:      103 /          139 = 0.741007 0.9999895304 0.7482518600
000385       *   14:      111 /          182 = 0.609890 0.9999862609 0.6100587011
000385       *   15:      107 /          240 = 0.445833 0.9999819706 0.4516038560
000385       *   16:       78 /          252 = 0.309524 0.9999763404 0.3023896982
000385       *   17:       70 /          352 = 0.198864 0.9999689522 0.1857757405
000385       *   18:       36 /          390 = 0.092308 0.9999592569 0.1072209853
000385       *   19:       24 /          480 = 0.050000 0.9999465343 0.0594573014
000385       *   20:       15 /          535 = 0.028037 0.9999298391 0.0322033929
000385       *   21:        8 /          550 = 0.014545 0.9999079311 0.0172134373
000385       *   22:        4 /          512 = 0.007812 0.9998791832 0.0091351081
000385       *   23:        3 /          505 = 0.005941 0.9998414603 0.0048293388
000385       *   24:        5 /          473 = 0.010571 0.9997919615 0.0025478452
000385       *   25:        0 /          353 = 0.000000 0.9997270125 0.0013427288
000385       *   26:        0 /          243 = 0.000000 0.9996417940 0.0007072215
000385       *   27:        2 /          165 = 0.012121 0.9995299853 0.0003723847
000385       *   28:        0 /          100 = 0.000000 0.9993832988 0.0001960466
000385       *   29:        0 /           65 = 0.000000 0.9991908700 0.0001032025
000385       *   30:        0 /           28 = 0.000000 0.9989384615 0.0000543253
000385       *   31:        0 /            8 = 0.000000 0.9986074239 0.0000285960
000385       *   32:        0 /            4 = 0.000000 0.9981733419 0.0000150522
000385       *   33:        0 /            3 = 0.000000 0.9976042763 0.0000079231
000385       log likelihood
000385       
000385         placement     = -1108.82
000385         chaos         = -2647.07
000385         optimal any   = -1155.74
000385         optimal mono  = -1159.13
000385         estimated R/T = -39896.1 (R=55.1942 T=1.83981
000385         optimal   R/T = -1166.24 (R=14.6974 T=0.779118
000385       Compression ratio = %0.855495
000385       (done)
000385     (done)
000385   current = %-1166.24
000385   Iteration #7
000385       tomove: 0 (last: 2)
000393         (done)
000393        moves = 3
000393       (done)
000393       logistic =     -1166.1527691851 (R=  14.69740 T=0.779118)
000393       logistic =     -1166.1527691851 (R=  14.69740 T=   0.77912)
000393       logistic =     -1166.1527691851 (R=  14.69740 T=   0.77912)
000393       logistic =     -1166.1527691851 (R=  14.69740 T=   0.77912)
000393       logistic =     -1166.1527691851 (R=  14.69740 T=   0.77912)
000393       logistic =     -1166.0909508252 (R=  14.63490 T=   0.77912)
000393       logistic =     -1166.0509829735 (R=  14.66615 T=   0.77912)
000393       logistic =     -1166.0509829735 (R=  14.66615 T=   0.77912)
000393       logistic =     -1166.0477202622 (R=  14.65834 T=   0.77912)
000393       logistic =     -1166.0477202622 (R=  14.65834 T=   0.77912)
000393       logistic =     -1166.0472613678 (R=  14.66029 T=   0.77716)
000394       logistic =     -1166.0466613542 (R=  14.66322 T=   0.77716)
000394       logistic =     -1166.0464680266 (R=  14.66322 T=   0.77765)
000394       logistic =     -1166.0463946324 (R=  14.66225 T=   0.77765)
000394       logistic =     -1166.0463865664 (R=  14.66225 T=   0.77777)
000394       logistic =     -1166.0463814496 (R=  14.66200 T=   0.77777)
000394       logistic =     -1166.0463814188 (R=  14.66197 T=   0.77777)
000394       logistic =     -1166.0463813690 (R=  14.66199 T=   0.77779)
000394       logistic =     -1166.0463812718 (R=  14.66195 T=   0.77779)
000394       logistic =     -1166.0463812718 (R=  14.66195 T=   0.77779)
000394       logistic =     -1166.0463812717 (R=  14.66195 T=   0.77779)
000394       (done)
000394       Memory info:  42919x1120B=66% 20052x1136B=31% 4938x120B=0% 2327x328B=1% (68 MB)
000394       Vertices by distance (N = 110):
000394        6:1 7:11 8:4 9:7 10:16 11:20 12:17 13:12 14:14 15:3 16:5
000394       *    0:        3 /            3 = 1.000000 0.9999996941 0.9999193562
000394       *    1:        5 /            5 = 1.000000 0.9999995986 0.9998466358
000394       *    2:        8 /            8 = 1.000000 0.9999994732 0.9997083589
000394       *    3:       10 /           10 = 1.000000 0.9999993087 0.9994454772
000394       *    4:       16 /           16 = 1.000000 0.9999990928 0.9989458872
000394       *    5:       25 /           25 = 1.000000 0.9999988095 0.9979971002
000394       *    6:       26 /           26 = 1.000000 0.9999984378 0.9961975784
000394       *    7:       26 /           26 = 1.000000 0.9999979499 0.9927929372
000394       *    8:       30 /           30 = 1.000000 0.9999973097 0.9863814967
000394       *    9:       35 /           35 = 1.000000 0.9999964696 0.9744134018
000394       *   10:       64 /           64 = 1.000000 0.9999953671 0.9524347930
000394       *   11:       73 /           79 = 0.924051 0.9999939203 0.9132574473
000394       *   12:       80 /           92 = 0.869565 0.9999920218 0.8469952875
000394       *   13:      104 /          139 = 0.748201 0.9999895304 0.7442886317
000394       *   14:      111 /          187 = 0.593583 0.9999862609 0.6048064203
000394       *   15:      106 /          244 = 0.434426 0.9999819706 0.4458842714
000394       *   16:       82 /          253 = 0.324111 0.9999763404 0.2973057158
000394       *   17:       68 /          352 = 0.193182 0.9999689522 0.1819773476
000394       *   18:       35 /          391 = 0.089514 0.9999592569 0.1047192256
000394       *   19:       25 /          486 = 0.051440 0.9999465343 0.0579377879
000394       *   20:       13 /          533 = 0.024390 0.9999298391 0.0313239171
000394       *   21:        8 /          561 = 0.014260 0.9999079311 0.0167182430
000394       *   22:        3 /          519 = 0.005780 0.9998791832 0.0088605883
000394       *   23:        4 /          489 = 0.008180 0.9998414603 0.0046784971
000394       *   24:        4 /          480 = 0.008333 0.9997919615 0.0024653927
000394       *   25:        0 /          354 = 0.000000 0.9997270125 0.0012978046
000394       *   26:        0 /          234 = 0.000000 0.9996417940 0.0006827974
000394       *   27:        2 /          158 = 0.012658 0.9995299853 0.0003591266
000394       *   28:        0 /          102 = 0.000000 0.9993832988 0.0001888586
000394       *   29:        0 /           63 = 0.000000 0.9991908700 0.0000993095
000394       *   30:        0 /           23 = 0.000000 0.9989384615 0.0000522187
000394       *   31:        0 /            2 = 0.000000 0.9986074239 0.0000274570
000394       *   32:        0 /            6 = 0.000000 0.9981733419 0.0000144369
000394       log likelihood
000394       
000394         placement     = -1104.24
000394         chaos         = -2647.07
000394         optimal any   = -1155.74
000394         optimal mono  = -1159
000394         estimated R/T = -40117 (R=55.1942 T=1.83981
000394         optimal   R/T = -1166.05 (R=14.662 T=0.77779
000394       Compression ratio = %0.853766
000394       (done)
000394     (done)
000394   current = %-1166.05
000394   Iteration #8
000394       tomove: 0 (last: 3)
000402         (done)
000402        moves = 1
000402       (done)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=0.777790)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924377358 (R=  14.66195 T=   0.77779)
000402       logistic =     -1165.9924363318 (R=  14.66171 T=   0.77779)
000402       logistic =     -1165.9924359515 (R=  14.66183 T=   0.77779)
000402       logistic =     -1165.9924358711 (R=  14.66177 T=   0.77779)
000402       logistic =     -1165.9924358437 (R=  14.66180 T=   0.77779)
000402       logistic =     -1165.9924358405 (R=  14.66178 T=   0.77779)
000402       logistic =     -1165.9924357740 (R=  14.66179 T=   0.77778)
000402       logistic =     -1165.9924357561 (R=  14.66181 T=   0.77778)
000402       logistic =     -1165.9924357538 (R=  14.66181 T=   0.77778)
000402       (done)
000402       Memory info:  42919x1120B=66% 20052x1136B=31% 4945x120B=0% 2344x328B=1% (68 MB)
000402       Vertices by distance (N = 110):
000402        6:1 7:11 8:4 9:7 10:16 11:20 12:17 13:12 14:14 15:3 16:5
000402       *    0:        2 /            2 = 1.000000 0.9999996941 0.9999193602
000402       *    1:        6 /            6 = 1.000000 0.9999995986 0.9998466419
000402       *    2:        8 /            8 = 1.000000 0.9999994732 0.9997083677
000402       *    3:       10 /           10 = 1.000000 0.9999993087 0.9994454888
000402       *    4:       17 /           17 = 1.000000 0.9999990928 0.9989458992
000402       *    5:       22 /           22 = 1.000000 0.9999988095 0.9979971039
000402       *    6:       29 /           29 = 1.000000 0.9999984378 0.9961975497
000402       *    7:       25 /           25 = 1.000000 0.9999979499 0.9927928153
000402       *    8:       30 /           30 = 1.000000 0.9999973097 0.9863811408
000402       *    9:       36 /           36 = 1.000000 0.9999964696 0.9744125053
000402       *   10:       63 /           63 = 1.000000 0.9999953671 0.9524327357
000402       *   11:       73 /           78 = 0.935897 0.9999939203 0.9132531004
000402       *   12:       80 /           94 = 0.851064 0.9999920218 0.8469869504
000402       *   13:      104 /          138 = 0.753623 0.9999895304 0.7442745877
000402       *   14:      111 /          187 = 0.593583 0.9999862609 0.6047865226
000402       *   15:      106 /          244 = 0.434426 0.9999819706 0.4458613664
000402       *   16:       82 /          253 = 0.324111 0.9999763404 0.2972843724
000402       *   17:       68 /          352 = 0.193182 0.9999689522 0.1819607317
000402       *   18:       35 /          391 = 0.089514 0.9999592569 0.1047078742
000402       *   19:       25 /          486 = 0.051440 0.9999465343 0.0579306633
000402       *   20:       13 /          533 = 0.024390 0.9999298391 0.0313196694
000402       *   21:        8 /          561 = 0.014260 0.9999079311 0.0167157863
000402       *   22:        3 /          519 = 0.005780 0.9998791832 0.0088591928
000402       *   23:        4 /          489 = 0.008180 0.9998414603 0.0046777131
000402       *   24:        4 /          480 = 0.008333 0.9997919615 0.0024649554
000402       *   25:        0 /          354 = 0.000000 0.9997270125 0.0012975619
000402       *   26:        0 /          234 = 0.000000 0.9996417940 0.0006826631
000402       *   27:        2 /          158 = 0.012658 0.9995299853 0.0003590526
000402       *   28:        0 /          102 = 0.000000 0.9993832988 0.0001888179
000402       *   29:        0 /           63 = 0.000000 0.9991908700 0.0000992872
000402       *   30:        0 /           23 = 0.000000 0.9989384615 0.0000522065
000402       *   31:        0 /            2 = 0.000000 0.9986074239 0.0000274503
000402       *   32:        0 /            6 = 0.000000 0.9981733419 0.0000144332
000402       log likelihood
000402       
000402         placement     = -1104.24
000402         chaos         = -2647.07
000402         optimal any   = -1155.62
000402         optimal mono  = -1158.89
000402         estimated R/T = -40117 (R=55.1942 T=1.83981
000402         optimal   R/T = -1165.99 (R=14.6618 T=0.777779
000402       Compression ratio = %0.853724
000402       (done)
000402     (done)
000402   current = %-1165.99
000402   Iteration #9
000402       tomove: 0 (last: 1)
000410         (done)
000410        moves = 1
000410       (done)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=0.777779)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5677929275 (R=  14.66181 T=   0.77778)
000410       logistic =     -1165.5672272633 (R=  14.66572 T=   0.77778)
000410       logistic =     -1165.5651752824 (R=  14.66572 T=   0.77583)
000410       logistic =     -1165.5645915007 (R=  14.66865 T=   0.77583)
000410       logistic =     -1165.5645915007 (R=  14.66865 T=   0.77583)
000410       logistic =     -1165.5645915007 (R=  14.66865 T=   0.77583)
000410       logistic =     -1165.5645908164 (R=  14.66853 T=   0.77583)
000410       logistic =     -1165.5645887367 (R=  14.66853 T=   0.77589)
000410       logistic =     -1165.5645880705 (R=  14.66843 T=   0.77589)
000410       logistic =     -1165.5645880705 (R=  14.66843 T=   0.77589)
000410       logistic =     -1165.5645880702 (R=  14.66843 T=   0.77589)
000410       logistic =     -1165.5645880693 (R=  14.66843 T=   0.77589)
000410       logistic =     -1165.5645880693 (R=  14.66843 T=   0.77589)
000410       (done)
000410       Memory info:  42919x1120B=66% 20052x1136B=31% 4945x120B=0% 2348x328B=1% (68 MB)
000410       Vertices by distance (N = 110):
000410        6:1 7:11 8:4 9:7 10:16 11:20 12:17 13:12 14:14 15:3 16:5
000410       *    0:        2 /            2 = 1.000000 0.9999996941 0.9999215278
000410       *    1:        5 /            5 = 1.000000 0.9999995986 0.9998505298
000410       *    2:        9 /            9 = 1.000000 0.9999994732 0.9997153143
000410       *    3:       11 /           11 = 1.000000 0.9999993087 0.9994578448
000410       *    4:       16 /           16 = 1.000000 0.9999990928 0.9989677606
000410       *    5:       22 /           22 = 1.000000 0.9999988095 0.9980355331
000410       *    6:       26 /           26 = 1.000000 0.9999984378 0.9962645478
000410       *    7:       26 /           26 = 1.000000 0.9999979499 0.9929083476
000410       *    8:       32 /           32 = 1.000000 0.9999973097 0.9865773215
000410       *    9:       35 /           35 = 1.000000 0.9999964696 0.9747381130
000410       *   10:       63 /           63 = 1.000000 0.9999953671 0.9529543248
000410       *   11:       71 /           76 = 0.934211 0.9999939203 0.9140424975
000410       *   12:       83 /           96 = 0.864583 0.9999920218 0.8480773152
000410       *   13:      103 /          137 = 0.751825 0.9999895304 0.7455800169
000410       *   14:      112 /          189 = 0.592593 0.9999862609 0.6060532487
000410       *   15:      106 /          244 = 0.434426 0.9999819706 0.4467843419
000410       *   16:       82 /          253 = 0.324111 0.9999763404 0.2977373274
000410       *   17:       68 /          352 = 0.193182 0.9999689522 0.1820499981
000410       *   18:       35 /          391 = 0.089514 0.9999592569 0.1046171561
000410       *   19:       25 /          486 = 0.051440 0.9999465343 0.0577924294
000410       *   20:       13 /          533 = 0.024390 0.9999298391 0.0311954150
000410       *   21:        8 /          561 = 0.014260 0.9999079311 0.0166228285
000410       *   22:        3 /          519 = 0.005780 0.9998791832 0.0087958564
000410       *   23:        4 /          489 = 0.008180 0.9998414603 0.0046368899
000410       *   24:        4 /          480 = 0.008333 0.9997919615 0.0024395778
000410       *   25:        0 /          354 = 0.000000 0.9997270125 0.0012821785
000410       *   26:        0 /          234 = 0.000000 0.9996417940 0.0006735088
000410       *   27:        2 /          158 = 0.012658 0.9995299853 0.0003536816
000410       *   28:        0 /          102 = 0.000000 0.9993832988 0.0001857016
000410       *   29:        0 /           63 = 0.000000 0.9991908700 0.0000974954
000410       *   30:        0 /           23 = 0.000000 0.9989384615 0.0000511840
000410       *   31:        0 /            2 = 0.000000 0.9986074239 0.0000268705
000410       *   32:        0 /            6 = 0.000000 0.9981733419 0.0000141062
000410       log likelihood
000410       
000410         placement     = -1104.24
000410         chaos         = -2647.07
000410         optimal any   = -1155.14
000410         optimal mono  = -1158.4
000410         estimated R/T = -40116.5 (R=55.1942 T=1.83981
000410         optimal   R/T = -1165.56 (R=14.6684 T=0.775887
000410       Compression ratio = %0.853539
000410       (done)
000410     (done)
000410   current = %-1165.56
000410   Iteration #10
000410       tomove: 0 (last: 1)
000419         (done)
000419        moves = 0
000419       (done)
000419     (done)
000419   (done)
000419 compute_ranks
000423   tallies for nothing =
000423   meanrank = 5.64053 MAP = 0.808188 meanrank_opti = 4.49845 MAP_opti = 0.84015
000423   (done)
000423   Iteration #11
000423       tomove: 0 (last: 0)
000431         (done)
000431        moves = 0
000431       (done)
000431     (done)
000431   (done)
000431 compute_ranks
000435   tallies for nothing =
000435   meanrank = 5.64053 MAP = 0.808188 meanrank_opti = 4.49845 MAP_opti = 0.84015
000435   (done)
000435 saveStats [-]
000435   (done)
000439 clear graph
000439   close joysticks
000000   (done)
