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)
000053 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000053   restartGraph
000053     (done)
000053   (done)
000053 start_game
000053   prepare_basics
000053     geom3::compute
000053       (done)
000186     (done)
000186   initcells
000229   initGame
000231     addMessage: Welcome to HyperRogue! (cheat mode on)
000231     addMessage: Press F1 or right-click things for help.
000231     (done)
000231   restartGraph
000231     (done)
000231   (done)
000231 DHRG version 7.1
000231 
000231 stop_game
000231   saveStats [-]
000231     (done)
000233   (done)
000233 switch_game_mode 0
000233   (done)
000233 start_game
000233   initcells
000277   initGame
000279     addMessage: Welcome to HyperRogue! (cheat mode on)
000279     addMessage: Technical.
000279     addMessage: Press F1 or right-click things for help.
000279     (done)
000279   restartGraph
000279     (done)
000279   (done)
000298   growth = 1.72208
000298   The following grow forever: 0 1 2 3 6 7
000299   The correct value of sibling_limit is 3
000299   (done)
000299 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000299   Reading links...
000299   Translating to cells
000305     (done)
000305   (done)
000305   Finding all
000308     (done)
000308   Memory info:  42919x1120B=67% 20052x1136B=32% 1251x120B=0% 0x328B=0% (67 MB)
000308   Tallying pairs
000308     Memory info:  42919x1120B=67% 20052x1136B=32% 1251x120B=0% 4x328B=0% (67 MB)
000308     Memory info:  42919x1120B=67% 20052x1136B=32% 1271x120B=0% 52x328B=0% (67 MB)
000309     Memory info:  42919x1120B=67% 20052x1136B=32% 1296x120B=0% 91x328B=0% (67 MB)
000309     Memory info:  42919x1120B=67% 20052x1136B=32% 1343x120B=0% 140x328B=0% (67 MB)
000309     Memory info:  42919x1120B=67% 20052x1136B=32% 1490x120B=0% 202x328B=0% (67 MB)
000310     Memory info:  42919x1120B=67% 20052x1136B=32% 1718x120B=0% 275x328B=0% (67 MB)
000310     Memory info:  42919x1120B=67% 20052x1136B=32% 1840x120B=0% 335x328B=0% (67 MB)
000310     Memory info:  42919x1120B=67% 20052x1136B=31% 1890x120B=0% 364x328B=0% (67 MB)
000311     Memory info:  42919x1120B=67% 20052x1136B=31% 1972x120B=0% 415x328B=0% (67 MB)
000311     Memory info:  42919x1120B=67% 20052x1136B=31% 2234x120B=0% 489x328B=0% (67 MB)
000311     (done)
000311   Tallying edges
000314     (done)
000314   Memory info:  42919x1120B=67% 20052x1136B=31% 2424x120B=0% 537x328B=0% (68 MB)
000314   edgecs=137143 totalcs=1289498
000314       logistic =    -30161.6017405494 (R=  55.19423 T=1.839808)
000314       logistic =     -1477.1283057750 (R=  10.19423 T=   1.83981)
000314       logistic =     -1423.3843065176 (R=  10.69423 T=   1.33981)
000314       logistic =     -1401.5461404700 (R=  11.44423 T=   1.08981)
000314       logistic =     -1398.1657721150 (R=  11.69423 T=   1.08981)
000314       logistic =     -1397.7871658855 (R=  11.69423 T=   1.15231)
000314       logistic =     -1397.6446241051 (R=  11.63173 T=   1.15231)
000314       logistic =     -1397.5500637316 (R=  11.63173 T=   1.13668)
000314       logistic =     -1397.5224224035 (R=  11.65517 T=   1.13668)
000314       logistic =     -1397.5164368816 (R=  11.65907 T=   1.13278)
000314       logistic =     -1397.5159285460 (R=  11.66298 T=   1.13278)
000314       logistic =     -1397.5159198681 (R=  11.66298 T=   1.13180)
000314       logistic =     -1397.5158500169 (R=  11.66396 T=   1.13229)
000314       logistic =     -1397.5158255427 (R=  11.66322 T=   1.13229)
000314       logistic =     -1397.5158255427 (R=  11.66322 T=   1.13229)
000314       logistic =     -1397.5158247646 (R=  11.66322 T=   1.13223)
000314       logistic =     -1397.5158246065 (R=  11.66329 T=   1.13223)
000314       logistic =     -1397.5158246065 (R=  11.66329 T=   1.13223)
000314       logistic =     -1397.5158245931 (R=  11.66329 T=   1.13223)
000314       logistic =     -1397.5158245881 (R=  11.66327 T=   1.13223)
000314       logistic =     -1397.5158245881 (R=  11.66327 T=   1.13223)
000314       (done)
000314       Memory info:  42919x1120B=67% 20052x1136B=31% 2424x120B=0% 537x328B=0% (68 MB)
000314       Vertices by distance (N = 95):
000314        1:1 3:2 4:4 5:6 6:6 7:10 8:9 9:13 10:10 11:9 12:6 13:9 14:4 15:3 16:2 17:1
000314       *    0:        5 /            5 = 1.000000 0.9999996941 0.9942372139
000314       *    1:        7 /            7 = 1.000000 0.9999995986 0.9910662950
000314       *    2:       40 /           40 = 1.000000 0.9999994732 0.9861748693
000314       *    3:       41 /           41 = 1.000000 0.9999993087 0.9786629259
000314       *    4:       37 /           37 = 1.000000 0.9999990928 0.9672050701
000314       *    5:       54 /           54 = 1.000000 0.9999988095 0.9499093444
000314       *    6:       56 /           56 = 1.000000 0.9999984378 0.9242068183
000314       *    7:       68 /           69 = 0.985507 0.9999979499 0.8868862718
000314       *    8:      100 /          118 = 0.847458 0.9999973097 0.8344802375
000314       *    9:      111 /          156 = 0.711538 0.9999964696 0.7642483578
000314       *   10:      119 /          177 = 0.672316 0.9999953671 0.6757940454
000314       *   11:      109 /          203 = 0.536946 0.9999939203 0.5727071388
000314       *   12:       95 /          217 = 0.437788 0.9999920218 0.4628934263
000314       *   13:       98 /          243 = 0.403292 0.9999895304 0.3565650535
000314       *   14:       64 /          257 = 0.249027 0.9999862609 0.2627142176
000314       *   15:       54 /          274 = 0.197080 0.9999819706 0.1864091964
000314       *   16:       44 /          302 = 0.145695 0.9999763404 0.1284069803
000314       *   17:       28 /          324 = 0.086420 0.9999689522 0.0865329231
000314       *   18:       20 /          302 = 0.066225 0.9999592569 0.0574146531
000314       *   19:        8 /          294 = 0.027211 0.9999465343 0.0376903765
000314       *   20:        6 /          299 = 0.020067 0.9999298391 0.0245655958
000314       *   21:        4 /          219 = 0.018265 0.9999079311 0.0159355249
000314       *   22:        1 /          219 = 0.004566 0.9998791832 0.0103052298
000314       *   23:        1 /          184 = 0.005435 0.9998414603 0.0066507703
000314       *   24:        0 /          121 = 0.000000 0.9997919615 0.0042866488
000314       *   25:        0 /           99 = 0.000000 0.9997270125 0.0027605563
000314       *   26:        0 /           64 = 0.000000 0.9996417940 0.0017767994
000314       *   27:        0 /           38 = 0.000000 0.9995299853 0.0011432141
000314       *   28:        0 /           26 = 0.000000 0.9993832988 0.0007353912
000314       *   29:        0 /           11 = 0.000000 0.9991908700 0.0004729836
000314       *   30:        0 /            7 = 0.000000 0.9989384615 0.0003041816
000314       *   31:        0 /            2 = 0.000000 0.9986074239 0.0001956112
000314       log likelihood
000314       
000314         placement     = -889.546
000314         chaos         = -2568.17
000314         optimal any   = -1387.28
000314         optimal mono  = -1387.29
000314         estimated R/T = -30161.6 (R=55.1942 T=1.83981
000314         optimal   R/T = -1397.52 (R=11.6633 T=1.13223
000314       Compression ratio = %0.886557
000314       (done)
000314     (done)
000314   Using distlimit = 19
000314   (done)
000314 Reading directed edges...
000315 compute_ranks
000319   tallies for nothing =
000319   meanrank = 7.0438 MAP = 0.762075 meanrank_opti = 5.87778 MAP_opti = 0.791867
000319   (done)
000319   Iteration #1
000319       tomove: 0 (last: 0)
000326         (done)
000326        moves = 64
000326       (done)
000326       logistic =     -1351.4060854355 (R=  11.66327 T=1.132235)
000326       logistic =     -1351.4060854355 (R=  11.66327 T=   1.13223)
000326       logistic =     -1351.4060854355 (R=  11.66327 T=   1.13223)
000326       logistic =     -1351.4060854355 (R=  11.66327 T=   1.13223)
000326       logistic =     -1351.4060854355 (R=  11.66327 T=   1.13223)
000326       logistic =     -1351.3993859470 (R=  11.72577 T=   1.13223)
000326       logistic =     -1351.1298783704 (R=  11.69452 T=   1.16348)
000326       logistic =     -1351.0716786247 (R=  11.66327 T=   1.16348)
000326       logistic =     -1351.0692864123 (R=  11.65546 T=   1.16348)
000326       logistic =     -1351.0692864123 (R=  11.65546 T=   1.16348)
000326       logistic =     -1351.0692864123 (R=  11.65546 T=   1.16348)
000326       logistic =     -1351.0691989398 (R=  11.65546 T=   1.16446)
000326       logistic =     -1351.0691426257 (R=  11.65449 T=   1.16446)
000326       logistic =     -1351.0691318689 (R=  11.65424 T=   1.16422)
000326       logistic =     -1351.0691277421 (R=  11.65461 T=   1.16422)
000326       logistic =     -1351.0691276897 (R=  11.65455 T=   1.16422)
000326       logistic =     -1351.0691275735 (R=  11.65458 T=   1.16425)
000326       logistic =     -1351.0691274727 (R=  11.65453 T=   1.16425)
000326       logistic =     -1351.0691274721 (R=  11.65452 T=   1.16425)
000326       logistic =     -1351.0691274697 (R=  11.65453 T=   1.16424)
000326       logistic =     -1351.0691274691 (R=  11.65453 T=   1.16424)
000326       (done)
000326       Memory info:  42919x1120B=67% 20052x1136B=31% 3100x120B=0% 1379x328B=0% (68 MB)
000326       Vertices by distance (N = 95):
000326        2:2 3:3 4:1 5:7 6:6 7:12 8:7 9:13 10:8 11:11 12:5 13:6 14:6 15:5 17:3
000326       *    0:        4 /            4 = 1.000000 0.9999996941 0.9933415850
000326       *    1:       13 /           13 = 1.000000 0.9999995986 0.9898062037
000326       *    2:       29 /           29 = 1.000000 0.9999994732 0.9844230972
000326       *    3:       39 /           39 = 1.000000 0.9999993087 0.9762654623
000326       *    4:       41 /           41 = 1.000000 0.9999990928 0.9639919346
000326       *    5:       55 /           56 = 0.982143 0.9999988095 0.9457244134
000326       *    6:       50 /           50 = 1.000000 0.9999984378 0.9189684642
000326       *    7:       88 /           88 = 1.000000 0.9999979499 0.8806868020
000326       *    8:       82 /          110 = 0.745455 0.9999973097 0.8277104380
000326       *    9:      122 /          157 = 0.777070 0.9999964696 0.7576839592
000326       *   10:      120 /          179 = 0.670391 0.9999953671 0.6705249408
000326       *   11:      106 /          193 = 0.549223 0.9999939203 0.5698151359
000326       *   12:      113 /          234 = 0.482906 0.9999920218 0.4629763065
000326       *   13:       82 /          217 = 0.377880 0.9999895304 0.3594321495
000326       *   14:       67 /          255 = 0.262745 0.9999862609 0.2675099658
000326       *   15:       59 /          289 = 0.204152 0.9999819706 0.1920481717
000326       *   16:       37 /          277 = 0.133574 0.9999763404 0.1339797651
000326       *   17:       31 /          314 = 0.098726 0.9999689522 0.0914811429
000326       *   18:       16 /          284 = 0.056338 0.9999592569 0.0615057496
000326       *   19:        9 /          262 = 0.034351 0.9999465343 0.0409100403
000326       *   20:        0 /          286 = 0.000000 0.9999298391 0.0270124702
000326       *   21:        4 /          253 = 0.015810 0.9999079311 0.0177486821
000326       *   22:        1 /          206 = 0.004854 0.9998791832 0.0116239085
000326       *   23:        1 /          175 = 0.005714 0.9998414603 0.0075963466
000326       *   24:        1 /          151 = 0.006623 0.9997919615 0.0049572931
000326       *   25:        0 /           95 = 0.000000 0.9997270125 0.0032320896
000326       *   26:        0 /           86 = 0.000000 0.9996417940 0.0021060090
000326       *   27:        0 /           56 = 0.000000 0.9995299853 0.0013717221
000326       *   28:        0 /           27 = 0.000000 0.9993832988 0.0008932245
000326       *   29:        0 /           18 = 0.000000 0.9991908700 0.0005815440
000326       *   30:        0 /           16 = 0.000000 0.9989384615 0.0003785796
000326       *   31:        0 /            1 = 0.000000 0.9986074239 0.0002464343
000326       *   32:        0 /            4 = 0.000000 0.9981733419 0.0001604076
000326       log likelihood
000326       
000326         placement     = -892.248
000326         chaos         = -2568.17
000326         optimal any   = -1345.98
000326         optimal mono  = -1350.47
000326         estimated R/T = -27816.3 (R=55.1942 T=1.83981
000326         optimal   R/T = -1351.07 (R=11.6545 T=1.16424
000326       Compression ratio = %0.871526
000326       (done)
000326     (done)
000326   current = %-1351.07
000326   Iteration #2
000326       tomove: 0 (last: 64)
000334         (done)
000334        moves = 30
000334       (done)
000334       logistic =     -1340.4918619210 (R=  11.65453 T=1.164244)
000334       logistic =     -1340.4918619210 (R=  11.65453 T=   1.16424)
000334       logistic =     -1340.4918619210 (R=  11.65453 T=   1.16424)
000334       logistic =     -1340.4918619210 (R=  11.65453 T=   1.16424)
000334       logistic =     -1340.4918619210 (R=  11.65453 T=   1.16424)
000334       logistic =     -1340.3393703154 (R=  11.71703 T=   1.16424)
000334       logistic =     -1340.3393703154 (R=  11.71703 T=   1.16424)
000334       logistic =     -1340.2930575804 (R=  11.71703 T=   1.17987)
000334       logistic =     -1340.2770078894 (R=  11.69359 T=   1.17987)
000334       logistic =     -1340.2767377326 (R=  11.69750 T=   1.17987)
000334       logistic =     -1340.2767256606 (R=  11.69555 T=   1.17987)
000334       logistic =     -1340.2766949055 (R=  11.69652 T=   1.17987)
000334       logistic =     -1340.2766949055 (R=  11.69652 T=   1.17987)
000334       logistic =     -1340.2766949055 (R=  11.69652 T=   1.17987)
000334       logistic =     -1340.2766916990 (R=  11.69640 T=   1.17999)
000334       logistic =     -1340.2766911596 (R=  11.69628 T=   1.17999)
000334       logistic =     -1340.2766911596 (R=  11.69628 T=   1.17999)
000334       logistic =     -1340.2766911596 (R=  11.69628 T=   1.17999)
000334       logistic =     -1340.2766911596 (R=  11.69628 T=   1.17999)
000334       logistic =     -1340.2766911576 (R=  11.69628 T=   1.17999)
000334       logistic =     -1340.2766911566 (R=  11.69629 T=   1.17999)
000334       (done)
000334       Memory info:  42919x1120B=66% 20052x1136B=31% 3339x120B=0% 1636x328B=0% (68 MB)
000334       Vertices by distance (N = 95):
000334        2:1 3:4 4:1 5:6 6:8 7:10 8:7 9:15 10:8 11:9 12:6 13:5 14:6 15:5 16:1 17:3
000334       *    0:        2 /            2 = 1.000000 0.9999996941 0.9930089470
000334       *    1:       16 /           16 = 1.000000 0.9999995986 0.9893593396
000334       *    2:       30 /           30 = 1.000000 0.9999994732 0.9838355061
000334       *    3:       38 /           38 = 1.000000 0.9999993087 0.9755150794
000334       *    4:       31 /           32 = 0.968750 0.9999990928 0.9630725916
000334       *    5:       57 /           57 = 1.000000 0.9999988095 0.9446658653
000334       *    6:       44 /           44 = 1.000000 0.9999984378 0.9178666417
000334       *    7:      102 /          102 = 1.000000 0.9999979499 0.8797404318
000334       *    8:       78 /          108 = 0.722222 0.9999973097 0.8272470708
000334       *    9:      118 /          151 = 0.781457 0.9999964696 0.7581397305
000334       *   10:      125 /          178 = 0.702247 0.9999953671 0.6723370108
000334       *   11:      100 /          183 = 0.546448 0.9999939203 0.5732297228
000334       *   12:      114 /          227 = 0.502203 0.9999920218 0.4678711392
000334       *   13:       90 /          235 = 0.382979 0.9999895304 0.3653016947
000334       *   14:       62 /          235 = 0.263830 0.9999862609 0.2736544590
000334       *   15:       64 /          294 = 0.217687 0.9999819706 0.1978330787
000334       *   16:       35 /          288 = 0.121528 0.9999763404 0.1389992884
000334       *   17:       35 /          311 = 0.112540 0.9999689522 0.0955774331
000334       *   18:       12 /          285 = 0.042105 0.9999592569 0.0647007709
000334       *   19:       10 /          261 = 0.038314 0.9999465343 0.0433211482
000334       *   20:        0 /          271 = 0.000000 0.9999298391 0.0287887234
000334       *   21:        2 /          245 = 0.008163 0.9999079311 0.0190343219
000334       *   22:        4 /          214 = 0.018692 0.9998791832 0.0125422948
000334       *   23:        0 /          184 = 0.000000 0.9998414603 0.0082458878
000334       *   24:        0 /          138 = 0.000000 0.9997919615 0.0054131620
000334       *   25:        1 /          115 = 0.008696 0.9997270125 0.0035500845
000334       *   26:        0 /           83 = 0.000000 0.9996417940 0.0023267325
000334       *   27:        0 /           58 = 0.000000 0.9995299853 0.0015243003
000334       *   28:        0 /           34 = 0.000000 0.9993832988 0.0009983301
000334       *   29:        0 /           20 = 0.000000 0.9991908700 0.0006537306
000334       *   30:        0 /           19 = 0.000000 0.9989384615 0.0004280276
000334       *   31:        0 /            2 = 0.000000 0.9986074239 0.0002802276
000334       *   32:        0 /            5 = 0.000000 0.9981733419 0.0001834543
000334       log likelihood
000334       
000334         placement     = -897.381
000334         chaos         = -2568.17
000334         optimal any   = -1330.74
000334         optimal mono  = -1337.98
000334         estimated R/T = -25775.6 (R=55.1942 T=1.83981
000334         optimal   R/T = -1340.28 (R=11.6963 T=1.17999
000334       Compression ratio = %0.867591
000334       (done)
000334     (done)
000334   current = %-1340.28
000334   Iteration #3
000334       tomove: 0 (last: 30)
000342         (done)
000342        moves = 7
000342       (done)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=1.179987)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9360842754 (R=  11.69629 T=   1.17999)
000342       logistic =     -1336.9334013331 (R=  11.68066 T=   1.17999)
000342       logistic =     -1336.9083164931 (R=  11.68848 T=   1.17217)
000342       logistic =     -1336.9049655538 (R=  11.69629 T=   1.16827)
000342       logistic =     -1336.9037789623 (R=  11.70215 T=   1.16827)
000342       logistic =     -1336.9036511445 (R=  11.70215 T=   1.16924)
000342       logistic =     -1336.9035469203 (R=  11.70068 T=   1.16924)
000342       logistic =     -1336.9035459023 (R=  11.70044 T=   1.16924)
000342       logistic =     -1336.9035458273 (R=  11.70056 T=   1.16924)
000342       logistic =     -1336.9035457188 (R=  11.70050 T=   1.16924)
000342       logistic =     -1336.9035457026 (R=  11.70050 T=   1.16921)
000342       logistic =     -1336.9035456117 (R=  11.70055 T=   1.16921)
000342       logistic =     -1336.9035455963 (R=  11.70055 T=   1.16922)
000342       logistic =     -1336.9035455940 (R=  11.70054 T=   1.16922)
000342       logistic =     -1336.9035455940 (R=  11.70054 T=   1.16922)
000342       (done)
000342       Memory info:  42919x1120B=66% 20052x1136B=31% 3392x120B=0% 1731x328B=0% (68 MB)
000342       Vertices by distance (N = 95):
000342        2:1 3:3 4:2 5:6 6:8 7:10 8:9 9:13 10:8 11:9 12:6 13:5 14:5 15:6 16:1 17:3
000342       *    0:        3 /            3 = 1.000000 0.9999996941 0.9933307538
000342       *    1:       13 /           13 = 1.000000 0.9999995986 0.9898081432
000342       *    2:       34 /           34 = 1.000000 0.9999994732 0.9844540537
000342       *    3:       36 /           36 = 1.000000 0.9999993087 0.9763544914
000342       *    4:       30 /           31 = 0.967742 0.9999990928 0.9641885010
000342       *    5:       55 /           55 = 1.000000 0.9999988095 0.9461084243
000342       *    6:       47 /           47 = 1.000000 0.9999984378 0.9196608739
000342       *    7:      106 /          106 = 1.000000 0.9999979499 0.8818548444
000342       *    8:       76 /          106 = 0.716981 0.9999973097 0.8295552756
000342       *    9:      112 /          145 = 0.772414 0.9999964696 0.7603945677
000342       *   10:      120 /          169 = 0.710059 0.9999953671 0.6741925432
000342       *   11:      113 /          201 = 0.562189 0.9999939203 0.5743384695
000342       *   12:      109 /          214 = 0.509346 0.9999920218 0.4680285860
000342       *   13:       93 /          244 = 0.381148 0.9999895304 0.3645441031
000342       *   14:       62 /          244 = 0.254098 0.9999862609 0.2722315550
000342       *   15:       66 /          298 = 0.221477 0.9999819706 0.1960819444
000342       *   16:       32 /          281 = 0.113879 0.9999763404 0.1372170166
000342       *   17:       35 /          320 = 0.109375 0.9999689522 0.0939583033
000342       *   18:       12 /          275 = 0.043636 0.9999592569 0.0633361034
000342       *   19:        9 /          263 = 0.034221 0.9999465343 0.0422289093
000342       *   20:        0 /          261 = 0.000000 0.9999298391 0.0279459660
000342       *   21:        3 /          239 = 0.012552 0.9999079311 0.0184010824
000342       *   22:        3 /          219 = 0.013699 0.9998791832 0.0120757338
000342       *   23:        0 /          181 = 0.000000 0.9998414603 0.0079072006
000342       *   24:        0 /          140 = 0.000000 0.9997919615 0.0051701109
000342       *   25:        1 /          114 = 0.008772 0.9997270125 0.0033772438
000342       *   26:        0 /           83 = 0.000000 0.9996417940 0.0022047210
000342       *   27:        0 /           61 = 0.000000 0.9995299853 0.0014386909
000342       *   28:        0 /           35 = 0.000000 0.9993832988 0.0009385676
000342       *   29:        0 /           20 = 0.000000 0.9991908700 0.0006121925
000342       *   30:        0 /           20 = 0.000000 0.9989384615 0.0003992649
000342       *   31:        0 /            2 = 0.000000 0.9986074239 0.0002603766
000342       *   32:        0 /            5 = 0.000000 0.9981733419 0.0001697938
000342       log likelihood
000342       
000342         placement     = -899.378
000342         chaos         = -2568.17
000342         optimal any   = -1327.52
000342         optimal mono  = -1334.14
000342         estimated R/T = -25844.2 (R=55.1942 T=1.83981
000342         optimal   R/T = -1336.9 (R=11.7005 T=1.16922
000342       Compression ratio = %0.867115
000342       (done)
000342     (done)
000342   current = %-1336.9
000342   Iteration #4
000342       tomove: 0 (last: 7)
000349         (done)
000349        moves = 1
000349       (done)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=1.169222)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8342967056 (R=  11.70054 T=   1.16922)
000349       logistic =     -1336.8337359574 (R=  11.70444 T=   1.16922)
000349       logistic =     -1336.8337359574 (R=  11.70444 T=   1.16922)
000349       logistic =     -1336.8335598188 (R=  11.70444 T=   1.16825)
000349       logistic =     -1336.8335077918 (R=  11.70542 T=   1.16825)
000349       logistic =     -1336.8335064832 (R=  11.70566 T=   1.16825)
000349       logistic =     -1336.8335064832 (R=  11.70566 T=   1.16825)
000349       logistic =     -1336.8335063716 (R=  11.70560 T=   1.16825)
000349       logistic =     -1336.8335063189 (R=  11.70560 T=   1.16828)
000349       logistic =     -1336.8335062763 (R=  11.70557 T=   1.16828)
000349       logistic =     -1336.8335062578 (R=  11.70557 T=   1.16827)
000349       logistic =     -1336.8335062555 (R=  11.70558 T=   1.16827)
000349       logistic =     -1336.8335062552 (R=  11.70558 T=   1.16827)
000349       (done)
000349       Memory info:  42919x1120B=66% 20052x1136B=31% 3409x120B=0% 1752x328B=0% (68 MB)
000349       Vertices by distance (N = 95):
000349        2:1 3:3 4:2 5:6 6:8 7:10 8:9 9:13 10:8 11:9 12:6 13:5 14:5 15:6 16:1 17:3
000349       *    0:        3 /            3 = 1.000000 0.9999996941 0.9933720377
000349       *    1:       13 /           13 = 1.000000 0.9999995986 0.9898675027
000349       *    2:       34 /           34 = 1.000000 0.9999994732 0.9845387861
000349       *    3:       36 /           36 = 1.000000 0.9999993087 0.9764742815
000349       *    4:       30 /           31 = 0.967742 0.9999990928 0.9643556542
000349       *    5:       55 /           55 = 1.000000 0.9999988095 0.9463375123
000349       *    6:       47 /           47 = 1.000000 0.9999984378 0.9199671308
000349       *    7:      105 /          105 = 1.000000 0.9999979499 0.8822504410
000349       *    8:       76 /          106 = 0.716981 0.9999973097 0.8300429124
000349       *    9:      112 /          145 = 0.772414 0.9999964696 0.7609594502
000349       *   10:      121 /          170 = 0.711765 0.9999953671 0.6747970033
000349       *   11:      113 /          201 = 0.562189 0.9999939203 0.5749259265
000349       *   12:      109 /          214 = 0.509346 0.9999920218 0.4685399183
000349       *   13:       93 /          244 = 0.381148 0.9999895304 0.3649388843
000349       *   14:       62 /          240 = 0.258333 0.9999862609 0.2724998994
000349       *   15:       66 /          302 = 0.218543 0.9999819706 0.1962402953
000349       *   16:       32 /          281 = 0.113879 0.9999763404 0.1372945154
000349       *   17:       35 /          320 = 0.109375 0.9999689522 0.0939842436
000349       *   18:       12 /          274 = 0.043796 0.9999592569 0.0633334275
000349       *   19:        9 /          263 = 0.034221 0.9999465343 0.0422129406
000349       *   20:        0 /          262 = 0.000000 0.9999298391 0.0279257441
000349       *   21:        3 /          239 = 0.012552 0.9999079311 0.0183813242
000349       *   22:        3 /          219 = 0.013699 0.9998791832 0.0120585163
000349       *   23:        0 /          181 = 0.000000 0.9998414603 0.0078931395
000349       *   24:        0 /          140 = 0.000000 0.9997919615 0.0051590962
000349       *   25:        1 /          114 = 0.008772 0.9997270125 0.0033688612
000349       *   26:        0 /           83 = 0.000000 0.9996417940 0.0021984748
000349       *   27:        0 /           61 = 0.000000 0.9995299853 0.0014341109
000349       *   28:        0 /           35 = 0.000000 0.9993832988 0.0009352513
000349       *   29:        0 /           20 = 0.000000 0.9991908700 0.0006098155
000349       *   30:        0 /           20 = 0.000000 0.9989384615 0.0003975752
000349       *   31:        0 /            2 = 0.000000 0.9986074239 0.0002591840
000349       *   32:        0 /            5 = 0.000000 0.9981733419 0.0001689569
000349       log likelihood
000349       
000350         placement     = -899.378
000350         chaos         = -2568.17
000350         optimal any   = -1327.63
000350         optimal mono  = -1334.25
000350         estimated R/T = -25833 (R=55.1942 T=1.83981
000350         optimal   R/T = -1336.83 (R=11.7056 T=1.16827
000350       Compression ratio = %0.867157
000350       (done)
000350     (done)
000350   current = %-1336.83
000350   Iteration #5
000350       tomove: 0 (last: 1)
000357         (done)
000357        moves = 2
000357       (done)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=1.168266)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.7030315286 (R=  11.70558 T=   1.16827)
000357       logistic =     -1336.6988907817 (R=  11.68996 T=   1.16827)
000357       logistic =     -1336.6985635658 (R=  11.69777 T=   1.16827)
000357       logistic =     -1336.6981280142 (R=  11.69386 T=   1.16827)
000357       logistic =     -1336.6981280142 (R=  11.69386 T=   1.16827)
000357       logistic =     -1336.6977979248 (R=  11.69484 T=   1.16729)
000357       logistic =     -1336.6977702021 (R=  11.69582 T=   1.16729)
000357       logistic =     -1336.6977652799 (R=  11.69557 T=   1.16705)
000357       logistic =     -1336.6977577630 (R=  11.69606 T=   1.16705)
000357       logistic =     -1336.6977576771 (R=  11.69600 T=   1.16705)
000357       logistic =     -1336.6977575465 (R=  11.69600 T=   1.16708)
000357       logistic =     -1336.6977575165 (R=  11.69597 T=   1.16708)
000357       logistic =     -1336.6977575165 (R=  11.69597 T=   1.16708)
000357       logistic =     -1336.6977575105 (R=  11.69597 T=   1.16707)
000357       logistic =     -1336.6977575098 (R=  11.69598 T=   1.16707)
000357       (done)
000357       Memory info:  42919x1120B=66% 20052x1136B=31% 3409x120B=0% 1756x328B=0% (68 MB)
000357       Vertices by distance (N = 95):
000357        2:1 3:3 4:2 5:6 6:8 7:10 8:9 9:13 10:8 11:9 12:6 13:5 14:6 15:5 16:1 17:3
000357       *    0:        3 /            3 = 1.000000 0.9999996941 0.9933787396
000357       *    1:       13 /           13 = 1.000000 0.9999995986 0.9898733169
000357       *    2:       34 /           34 = 1.000000 0.9999994732 0.9845409368
000357       *    3:       36 /           36 = 1.000000 0.9999993087 0.9764674517
000357       *    4:       30 /           31 = 0.967742 0.9999990928 0.9643303525
000357       *    5:       55 /           55 = 1.000000 0.9999988095 0.9462778426
000357       *    6:       47 /           47 = 1.000000 0.9999984378 0.9198482933
000357       *    7:      106 /          106 = 1.000000 0.9999979499 0.8820371544
000357       *    8:       76 /          106 = 0.716981 0.9999973097 0.8296913467
000357       *    9:      111 /          144 = 0.770833 0.9999964696 0.7604263267
000357       *   10:      123 /          172 = 0.715116 0.9999953671 0.6740576547
000357       *   11:      112 /          200 = 0.560000 0.9999939203 0.5739955925
000357       *   12:      109 /          215 = 0.506977 0.9999920218 0.4674831869
000357       *   13:       94 /          245 = 0.383673 0.9999895304 0.3638542800
000357       *   14:       60 /          240 = 0.250000 0.9999862609 0.2714857943
000357       *   15:       66 /          305 = 0.216393 0.9999819706 0.1953648007
000357       *   16:       32 /          276 = 0.115942 0.9999763404 0.1365855649
000357       *   17:       35 /          321 = 0.109034 0.9999689522 0.0934375478
000357       *   18:       12 /          277 = 0.043321 0.9999592569 0.0629267703
000357       *   19:        9 /          263 = 0.034221 0.9999465343 0.0419182076
000357       *   20:        0 /          266 = 0.000000 0.9999298391 0.0277160565
000357       *   21:        3 /          248 = 0.012097 0.9999079311 0.0182341059
000357       *   22:        3 /          207 = 0.014493 0.9998791832 0.0119561392
000357       *   23:        0 /          184 = 0.000000 0.9998414603 0.0078224418
000357       *   24:        0 /          137 = 0.000000 0.9997919615 0.0051105305
000357       *   25:        1 /          114 = 0.008772 0.9997270125 0.0033356332
000357       *   26:        0 /           82 = 0.000000 0.9996417940 0.0021758131
000357       *   27:        0 /           58 = 0.000000 0.9995299853 0.0014186955
000357       *   28:        0 /           34 = 0.000000 0.9993832988 0.0009247879
000357       *   29:        0 /           20 = 0.000000 0.9991908700 0.0006027266
000357       *   30:        0 /           19 = 0.000000 0.9989384615 0.0003927804
000357       *   31:        0 /            2 = 0.000000 0.9986074239 0.0002559455
000357       *   32:        0 /            5 = 0.000000 0.9981733419 0.0001667725
000357       log likelihood
000357       
000357         placement     = -898.835
000357         chaos         = -2568.17
000357         optimal any   = -1327.3
000357         optimal mono  = -1333.97
000357         estimated R/T = -25862.7 (R=55.1942 T=1.83981
000357         optimal   R/T = -1336.7 (R=11.696 T=1.16707
000357       Compression ratio = %0.866817
000357       (done)
000357     (done)
000357   current = %-1336.7
000357   Iteration #6
000357       tomove: 0 (last: 2)
000365         (done)
000365        moves = 2
000365       (done)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=1.167071)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=   1.16707)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=   1.16707)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=   1.16707)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=   1.16707)
000365       logistic =     -1336.3048351207 (R=  11.69598 T=   1.16707)
000365       logistic =     -1336.2678962703 (R=  11.72723 T=   1.16707)
000365       logistic =     -1336.2678962703 (R=  11.72723 T=   1.16707)
000365       logistic =     -1336.2678962703 (R=  11.72723 T=   1.16707)
000365       logistic =     -1336.2635631696 (R=  11.72723 T=   1.17098)
000365       logistic =     -1336.2622980245 (R=  11.72137 T=   1.17098)
000365       logistic =     -1336.2621491609 (R=  11.72137 T=   1.17195)
000365       logistic =     -1336.2621006065 (R=  11.72039 T=   1.17195)
000365       logistic =     -1336.2621000875 (R=  11.72015 T=   1.17195)
000365       logistic =     -1336.2620990071 (R=  11.72027 T=   1.17183)
000365       logistic =     -1336.2620982750 (R=  11.72039 T=   1.17189)
000365       logistic =     -1336.2620980077 (R=  11.72033 T=   1.17186)
000365       logistic =     -1336.2620979662 (R=  11.72036 T=   1.17186)
000365       logistic =     -1336.2620979561 (R=  11.72036 T=   1.17187)
000365       logistic =     -1336.2620979537 (R=  11.72035 T=   1.17187)
000365       logistic =     -1336.2620979537 (R=  11.72035 T=   1.17187)
000365       (done)
000365       Memory info:  42919x1120B=66% 20052x1136B=31% 3409x120B=0% 1766x328B=0% (68 MB)
000365       Vertices by distance (N = 95):
000365        2:1 3:3 4:2 5:6 6:8 7:10 8:8 9:14 10:8 11:9 12:6 13:5 14:5 15:6 16:1 17:3
000365       *    0:        3 /            3 = 1.000000 0.9999996941 0.9933118477
000365       *    1:       13 /           13 = 1.000000 0.9999995986 0.9897891223
000365       *    2:       34 /           34 = 1.000000 0.9999994732 0.9844400030
000365       *    3:       36 /           36 = 1.000000 0.9999993087 0.9763556087
000365       *    4:       30 /           31 = 0.967742 0.9999990928 0.9642235134
000365       *    5:       55 /           55 = 1.000000 0.9999988095 0.9462093183
000365       *    6:       46 /           46 = 1.000000 0.9999984378 0.9198783165
000365       *    7:      107 /          107 = 1.000000 0.9999979499 0.8822618896
000365       *    8:       74 /          104 = 0.711538 0.9999973097 0.8302439964
000365       *    9:      112 /          143 = 0.783217 0.9999964696 0.7614578521
000365       *   10:      121 /          172 = 0.703488 0.9999953671 0.6756868392
000365       *   11:      113 /          200 = 0.565000 0.9999939203 0.5762386438
000365       *   12:      109 /          213 = 0.511737 0.9999920218 0.4702060239
000365       *   13:       92 /          242 = 0.380165 0.9999895304 0.3667962002
000365       *   14:       64 /          239 = 0.267782 0.9999862609 0.2743516932
000365       *   15:       62 /          291 = 0.213058 0.9999819706 0.1979235114
000365       *   16:       36 /          292 = 0.123288 0.9999763404 0.1387164310
000365       *   17:       34 /          317 = 0.107256 0.9999689522 0.0951202051
000365       *   18:       12 /          277 = 0.043321 0.9999592569 0.0642041561
000365       *   19:       10 /          263 = 0.038023 0.9999465343 0.0428605169
000365       *   20:        0 /          264 = 0.000000 0.9999298391 0.0283969175
000365       *   21:        3 /          241 = 0.012448 0.9999079311 0.0187187126
000365       *   22:        3 /          220 = 0.013636 0.9998791832 0.0122972741
000365       *   23:        0 /          181 = 0.000000 0.9998414603 0.0080606095
000365       *   24:        0 /          141 = 0.000000 0.9997919615 0.0052757667
000365       *   25:        1 /          114 = 0.008772 0.9997270125 0.0034497073
000365       *   26:        0 /           83 = 0.000000 0.9996417940 0.0022542551
000365       *   27:        0 /           61 = 0.000000 0.9995299853 0.0014724595
000365       *   28:        0 /           35 = 0.000000 0.9993832988 0.0009615363
000365       *   29:        0 /           20 = 0.000000 0.9991908700 0.0006277849
000365       *   30:        0 /           20 = 0.000000 0.9989384615 0.0004098319
000365       *   31:        0 /            2 = 0.000000 0.9986074239 0.0002675270
000365       *   32:        0 /            5 = 0.000000 0.9981733419 0.0001746257
000365       log likelihood
000365       
000365         placement     = -899.461
000365         chaos         = -2568.17
000365         optimal any   = -1327.75
000365         optimal mono  = -1334.72
000365         estimated R/T = -25789 (R=55.1942 T=1.83981
000365         optimal   R/T = -1336.26 (R=11.7204 T=1.17187
000365       Compression ratio = %0.867238
000365       (done)
000365     (done)
000365   current = %-1336.26
000365   Iteration #7
000365       tomove: 0 (last: 2)
000373         (done)
000373        moves = 0
000373       (done)
000373     (done)
000373   (done)
000373 compute_ranks
000377   tallies for nothing =
000377   meanrank = 6.7859 MAP = 0.768593 meanrank_opti = 5.65299 MAP_opti = 0.796929
000377   (done)
000377   Iteration #8
000377       tomove: 0 (last: 0)
000385         (done)
000385        moves = 0
000385       (done)
000385     (done)
000385   (done)
000385 compute_ranks
000388   tallies for nothing =
000388   meanrank = 6.7859 MAP = 0.768593 meanrank_opti = 5.65299 MAP_opti = 0.796929
000388   (done)
000389 saveStats [-]
000389   (done)
000393 clear graph
000393   close joysticks
000000   (done)
