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)
000055 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000056   restartGraph
000056     (done)
000056   (done)
000056 start_game
000056   prepare_basics
000056     geom3::compute
000056       (done)
000198     (done)
000198   initcells
000243   initGame
000246     addMessage: Welcome to HyperRogue! (cheat mode on)
000246     addMessage: Press F1 or right-click things for help.
000246     (done)
000246   restartGraph
000246     (done)
000246   (done)
000246 DHRG version 7.1
000246 
000246 stop_game
000246   saveStats [-]
000246     (done)
000248   (done)
000248 switch_game_mode 0
000248   (done)
000248 start_game
000248   initcells
000297   initGame
000299     addMessage: Welcome to HyperRogue! (cheat mode on)
000299     addMessage: Technical.
000299     addMessage: Press F1 or right-click things for help.
000300     (done)
000300   restartGraph
000300     (done)
000300   (done)
000320   growth = 1.72208
000320   The following grow forever: 0 1 2 3 6 7
000321   The correct value of sibling_limit is 3
000321   (done)
000321 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000321   Reading links...
000322   Translating to cells
000327     (done)
000327   (done)
000327   Finding all
000330     (done)
000330   Memory info:  42919x1120B=67% 20052x1136B=32% 913x120B=0% 0x328B=0% (67 MB)
000330   Tallying pairs
000331     Memory info:  42919x1120B=67% 20052x1136B=32% 913x120B=0% 5x328B=0% (67 MB)
000331     Memory info:  42919x1120B=67% 20052x1136B=32% 921x120B=0% 46x328B=0% (67 MB)
000331     Memory info:  42919x1120B=67% 20052x1136B=32% 926x120B=0% 85x328B=0% (67 MB)
000332     Memory info:  42919x1120B=67% 20052x1136B=32% 970x120B=0% 137x328B=0% (67 MB)
000332     Memory info:  42919x1120B=67% 20052x1136B=32% 1013x120B=0% 198x328B=0% (67 MB)
000332     Memory info:  42919x1120B=67% 20052x1136B=32% 1061x120B=0% 267x328B=0% (67 MB)
000333     Memory info:  42919x1120B=67% 20052x1136B=32% 1144x120B=0% 325x328B=0% (67 MB)
000333     Memory info:  42919x1120B=67% 20052x1136B=32% 1262x120B=0% 389x328B=0% (67 MB)
000333     Memory info:  42919x1120B=67% 20052x1136B=32% 1426x120B=0% 466x328B=0% (67 MB)
000334     Memory info:  42919x1120B=67% 20052x1136B=31% 1541x120B=0% 536x328B=0% (67 MB)
000334     (done)
000334   Tallying edges
000337     (done)
000337   Memory info:  42919x1120B=67% 20052x1136B=31% 1563x120B=0% 542x328B=0% (67 MB)
000337   edgecs=72717 totalcs=1249186
000337       logistic =     -2541.6040952760 (R=  10.28798 T=0.183981)
000337       logistic =     -1610.3628737736 (R=  10.28798 T=   1.18398)
000337       logistic =     -1378.0532374661 (R=   8.28798 T=   0.68398)
000337       logistic =     -1277.2349637503 (R=   9.28798 T=   0.68398)
000337       logistic =     -1277.2349637503 (R=   9.28798 T=   0.68398)
000337       logistic =     -1276.9331788314 (R=   9.35048 T=   0.68398)
000337       logistic =     -1276.1712677817 (R=   9.35048 T=   0.71523)
000337       logistic =     -1275.7561236081 (R=   9.28798 T=   0.71523)
000337       logistic =     -1275.7556871332 (R=   9.28017 T=   0.71523)
000337       logistic =     -1275.7538772980 (R=   9.28408 T=   0.71914)
000337       logistic =     -1275.7480710399 (R=   9.27627 T=   0.71914)
000337       logistic =     -1275.7472152286 (R=   9.27627 T=   0.71816)
000337       logistic =     -1275.7469164290 (R=   9.27822 T=   0.71816)
000337       logistic =     -1275.7469150930 (R=   9.27797 T=   0.71816)
000337       logistic =     -1275.7469024899 (R=   9.27810 T=   0.71804)
000337       logistic =     -1275.7468985090 (R=   9.27828 T=   0.71804)
000337       logistic =     -1275.7468984502 (R=   9.27831 T=   0.71804)
000337       logistic =     -1275.7468984502 (R=   9.27831 T=   0.71804)
000337       logistic =     -1275.7468984370 (R=   9.27830 T=   0.71803)
000337       logistic =     -1275.7468984083 (R=   9.27832 T=   0.71803)
000337       logistic =     -1275.7468984082 (R=   9.27832 T=   0.71803)
000337       (done)
000337       Memory info:  42919x1120B=67% 20052x1136B=31% 1563x120B=0% 542x328B=0% (67 MB)
000337       Vertices by distance (N = 110):
000337        4:1 5:12 6:11 7:13 8:18 9:22 10:26 11:7
000337       *    0:        5 /            5 = 1.000000 1.0000000000 0.9984391277
000337       *    1:       19 /           20 = 0.950000 1.0000000000 0.9968731559
000337       *    2:       45 /           46 = 0.978261 0.9999999998 0.9937459375
000337       *    3:       38 /           42 = 0.904762 0.9999999975 0.9875302489
000337       *    4:       56 /           57 = 0.982456 0.9999999621 0.9752906141
000337       *    5:       64 /           71 = 0.901408 0.9999994262 0.9516257101
000337       *    6:       65 /           77 = 0.844156 0.9999913102 0.9074470514
000337       *    7:       85 /          108 = 0.787037 0.9998684080 0.8301238577
000337       *    8:       97 /          138 = 0.702899 0.9980107316 0.7089224300
000337       *    9:      145 /          232 = 0.625000 0.9706969223 0.5483007370
000337       *   10:      136 /          316 = 0.430380 0.6862501879 0.3769435493
000337       *   11:       95 /          384 = 0.247396 0.1261949914 0.2316726157
000337       *   12:       49 /          443 = 0.110609 0.0094457068 0.1306481968
000337       *   13:       39 /          538 = 0.072491 0.0006292329 0.0696817236
000337       *   14:       12 /          587 = 0.020443 0.0000415715 0.0359873235
000337       *   15:        9 /          657 = 0.013699 0.0000027450 0.0182658618
000337       *   16:        3 /          604 = 0.004967 0.0000001812 0.0091879165
000337       *   17:        1 /          545 = 0.001835 0.0000000120 0.0046004747
000337       *   18:        1 /          489 = 0.002045 0.0000000008 0.0022981874
000337       *   19:        2 /          353 = 0.005666 0.0000000001 0.0011467423
000337       *   20:        0 /          208 = 0.000000 0.0000000000 0.0005718672
000337       *   21:        0 /           68 = 0.000000 0.0000000000 0.0002851013
000337       *   22:        0 /            7 = 0.000000 0.0000000000 0.0001421153
000337       log likelihood
000337       
000337         placement     = -888.033
000337         chaos         = -2647.07
000337         optimal any   = -1253.19
000337         optimal mono  = -1255.48
000337         estimated R/T = -2541.6 (R=10.288 T=0.183981
000337         optimal   R/T = -1275.75 (R=9.27832 T=0.718031
000337       Compression ratio = %0.808903
000337       (done)
000337     (done)
000337   Using distlimit = 13
000337   (done)
000337 Reading directed edges...
000338   Iteration #1
000338       tomove: 0 (last: 0)
000345         (done)
000345        moves = 81
000345       (done)
000345       logistic =     -1194.7412970833 (R=   9.27832 T=0.718031)
000345       logistic =     -1194.7412970833 (R=   9.27832 T=   0.71803)
000345       logistic =     -1186.5357744082 (R=   8.77832 T=   0.71803)
000345       logistic =     -1184.6499861233 (R=   9.02832 T=   0.71803)
000345       logistic =     -1184.1354562298 (R=   8.90332 T=   0.71803)
000345       logistic =     -1179.5649683849 (R=   8.96582 T=   0.65553)
000345       logistic =     -1178.7089473013 (R=   9.05957 T=   0.65553)
000345       logistic =     -1178.6161358767 (R=   9.05957 T=   0.63991)
000345       logistic =     -1178.5543570196 (R=   9.08301 T=   0.63991)
000345       logistic =     -1178.5469720936 (R=   9.08301 T=   0.64381)
000345       logistic =     -1178.5427313636 (R=   9.07715 T=   0.64381)
000345       logistic =     -1178.5425871342 (R=   9.07715 T=   0.64284)
000345       logistic =     -1178.5424178581 (R=   9.07861 T=   0.64332)
000345       logistic =     -1178.5422995021 (R=   9.07764 T=   0.64332)
000345       logistic =     -1178.5422857685 (R=   9.07751 T=   0.64320)
000345       logistic =     -1178.5422785592 (R=   9.07776 T=   0.64320)
000345       logistic =     -1178.5422785592 (R=   9.07776 T=   0.64320)
000345       logistic =     -1178.5422783916 (R=   9.07777 T=   0.64319)
000345       logistic =     -1178.5422783195 (R=   9.07780 T=   0.64319)
000345       logistic =     -1178.5422783185 (R=   9.07780 T=   0.64319)
000345       logistic =     -1178.5422783185 (R=   9.07780 T=   0.64319)
000345       (done)
000345       Memory info:  42919x1120B=67% 20052x1136B=31% 2237x120B=0% 1488x328B=0% (68 MB)
000345       Vertices by distance (N = 110):
000345        4:9 5:6 6:7 7:18 8:20 9:22 10:17 11:10 12:1
000345       *    0:        6 /            6 = 1.000000 1.0000000000 0.9991392940
000345       *    1:       20 /           20 = 1.000000 1.0000000000 0.9981292006
000345       *    2:       36 /           38 = 0.947368 0.9999999998 0.9959385167
000345       *    3:       44 /           46 = 0.956522 0.9999999975 0.9912051712
000345       *    4:       66 /           69 = 0.956522 0.9999999621 0.9810603805
000345       *    5:       62 /           67 = 0.925373 0.9999994262 0.9596895220
000345       *    6:       71 /           76 = 0.934211 0.9999913102 0.9162627122
000345       *    7:      104 /          132 = 0.787879 0.9998684080 0.8341375004
000345       *    8:      139 /          187 = 0.743316 0.9980107316 0.6980142108
000345       *    9:      141 /          260 = 0.542308 0.9706969223 0.5151153615
000345       *   10:      128 /          344 = 0.372093 0.6862501879 0.3280760436
000345       *   11:       71 /          409 = 0.173594 0.1261949914 0.1832802846
000345       *   12:       42 /          493 = 0.085193 0.0094457068 0.0934975071
000345       *   13:       17 /          555 = 0.030631 0.0006292329 0.0452589966
000345       *   14:       10 /          573 = 0.017452 0.0000415715 0.0213229394
000345       *   15:        3 /          598 = 0.005017 0.0000027450 0.0099144517
000345       *   16:        3 /          570 = 0.005263 0.0000001812 0.0045813143
000345       *   17:        0 /          510 = 0.000000 0.0000000120 0.0021108381
000346       *   18:        1 /          442 = 0.002262 0.0000000008 0.0009712676
000346       *   19:        2 /          326 = 0.006135 0.0000000001 0.0004466376
000346       *   20:        0 /          155 = 0.000000 0.0000000000 0.0002053281
000346       *   21:        0 /           91 = 0.000000 0.0000000000 0.0000943811
000346       *   22:        0 /           25 = 0.000000 0.0000000000 0.0000433806
000346       *   23:        0 /            3 = 0.000000 0.0000000000 0.0000199386
000346       log likelihood
000346       
000346         placement     = -891.949
000346         chaos         = -2647.07
000346         optimal any   = -1161.33
000346         optimal mono  = -1163.27
000346         estimated R/T = -2310.45 (R=10.288 T=0.183981
000346         optimal   R/T = -1178.54 (R=9.0778 T=0.643186
000346       Compression ratio = %0.775681
000346       (done)
000346     (done)
000346   current = %-1178.54
000346   Iteration #2
000346       tomove: 0 (last: 81)
000353         (done)
000353        moves = 41
000353       (done)
000353       logistic =     -1167.0765592941 (R=   9.07780 T=0.643186)
000353       logistic =     -1167.0765592941 (R=   9.07780 T=   0.64319)
000353       logistic =     -1155.6755407663 (R=   8.57780 T=   0.64319)
000353       logistic =     -1154.6060236690 (R=   8.82780 T=   0.64319)
000353       logistic =     -1153.4927227734 (R=   8.70280 T=   0.64319)
000353       logistic =     -1153.4927227734 (R=   8.70280 T=   0.64319)
000353       logistic =     -1153.4585701191 (R=   8.73405 T=   0.64319)
000353       logistic =     -1153.4498090422 (R=   8.71842 T=   0.64319)
000353       logistic =     -1153.4477193923 (R=   8.72624 T=   0.64319)
000353       logistic =     -1153.4471480250 (R=   8.72233 T=   0.64319)
000353       logistic =     -1153.4434387289 (R=   8.72428 T=   0.64514)
000353       logistic =     -1153.4418546526 (R=   8.72038 T=   0.64514)
000353       logistic =     -1153.4418546526 (R=   8.72038 T=   0.64514)
000353       logistic =     -1153.4417929242 (R=   8.72038 T=   0.64538)
000353       logistic =     -1153.4417788264 (R=   8.72001 T=   0.64538)
000353       logistic =     -1153.4417788264 (R=   8.72001 T=   0.64538)
000353       logistic =     -1153.4417784048 (R=   8.72001 T=   0.64541)
000353       logistic =     -1153.4417781515 (R=   8.71997 T=   0.64541)
000353       logistic =     -1153.4417781451 (R=   8.71997 T=   0.64541)
000353       logistic =     -1153.4417781304 (R=   8.71997 T=   0.64541)
000353       logistic =     -1153.4417781282 (R=   8.71997 T=   0.64541)
000353       (done)
000353       Memory info:  42919x1120B=67% 20052x1136B=31% 2378x120B=0% 1749x328B=0% (68 MB)
000353       Vertices by distance (N = 110):
000353        3:3 4:8 5:4 6:10 7:18 8:21 9:20 10:16 11:9 12:1
000353       *    0:        4 /            4 = 1.000000 1.0000000000 0.9988367441
000353       *    1:       26 /           26 = 1.000000 1.0000000000 0.9974792316
000353       *    2:       35 /           36 = 0.972222 0.9999999998 0.9945461603
000353       *    3:       47 /           49 = 0.959184 0.9999999975 0.9882405121
000353       *    4:       81 /           84 = 0.964286 0.9999999621 0.9748288835
000353       *    5:       78 /           84 = 0.928571 0.9999994262 0.9469425868
000353       *    6:       81 /           95 = 0.852632 0.9999913102 0.8915974331
000353       *    7:      108 /          134 = 0.805970 0.9998684080 0.7912475931
000353       *    8:      150 /          228 = 0.657895 0.9980107316 0.6359343490
000353       *    9:      139 /          271 = 0.512915 0.9706969223 0.4459767596
000353       *   10:      100 /          377 = 0.265252 0.6862501879 0.2705881285
000353       *   11:       52 /          429 = 0.121212 0.1261949914 0.1459978737
000353       *   12:       40 /          500 = 0.080000 0.0094457068 0.0730305649
000353       *   13:       12 /          594 = 0.020202 0.0006292329 0.0350350274
000353       *   14:        6 /          539 = 0.011132 0.0000415715 0.0164564507
000353       *   15:        0 /          580 = 0.000000 0.0000027450 0.0076517077
000353       *   16:        3 /          584 = 0.005137 0.0000001812 0.0035408328
000353       *   17:        2 /          460 = 0.004348 0.0000000120 0.0016348841
000353       *   18:        0 /          401 = 0.000000 0.0000000008 0.0007540873
000353       *   19:        2 /          292 = 0.006849 0.0000000001 0.0003476561
000353       *   20:        0 /          121 = 0.000000 0.0000000000 0.0001602444
000353       *   21:        0 /           87 = 0.000000 0.0000000000 0.0000738537
000353       *   22:        0 /           18 = 0.000000 0.0000000000 0.0000340362
000353       *   23:        0 /            2 = 0.000000 0.0000000000 0.0000156856
000353       log likelihood
000353       
000353         placement     = -888.9
000353         chaos         = -2647.07
000353         optimal any   = -1138.57
000353         optimal mono  = -1142.54
000353         estimated R/T = -2538.54 (R=10.288 T=0.183981
000353         optimal   R/T = -1153.44 (R=8.71997 T=0.64541
000353       Compression ratio = %0.76593
000353       (done)
000353     (done)
000353   current = %-1153.44
000353   Iteration #3
000353       tomove: 0 (last: 41)
000361         (done)
000361        moves = 38
000361       (done)
000361       logistic =     -1152.3731877644 (R=   8.71997 T=0.645410)
000361       logistic =     -1152.3731877644 (R=   8.71997 T=   0.64541)
000361       logistic =     -1140.4463092067 (R=   8.21997 T=   0.64541)
000361       logistic =     -1139.6616728162 (R=   8.46997 T=   0.64541)
000361       logistic =     -1138.4127199029 (R=   8.34497 T=   0.64541)
000361       logistic =     -1138.4127199029 (R=   8.34497 T=   0.64541)
000361       logistic =     -1138.4127199029 (R=   8.34497 T=   0.64541)
000361       logistic =     -1138.3266113377 (R=   8.36059 T=   0.62979)
000361       logistic =     -1138.2516457315 (R=   8.38403 T=   0.62979)
000361       logistic =     -1138.2427061101 (R=   8.38794 T=   0.63369)
000361       logistic =     -1138.2366703015 (R=   8.38013 T=   0.63369)
000361       logistic =     -1138.2366703015 (R=   8.38013 T=   0.63369)
000361       logistic =     -1138.2366554135 (R=   8.38061 T=   0.63320)
000361       logistic =     -1138.2365945041 (R=   8.38135 T=   0.63345)
000361       logistic =     -1138.2365695030 (R=   8.38086 T=   0.63345)
000361       logistic =     -1138.2365683910 (R=   8.38086 T=   0.63339)
000361       logistic =     -1138.2365670935 (R=   8.38098 T=   0.63339)
000361       logistic =     -1138.2365669896 (R=   8.38097 T=   0.63340)
000361       logistic =     -1138.2365669356 (R=   8.38094 T=   0.63340)
000361       logistic =     -1138.2365669298 (R=   8.38094 T=   0.63340)
000361       logistic =     -1138.2365669246 (R=   8.38095 T=   0.63340)
000361       (done)
000361       Memory info:  42919x1120B=67% 20052x1136B=31% 2397x120B=0% 1836x328B=0% (68 MB)
000361       Vertices by distance (N = 110):
000361        3:4 4:8 5:4 6:12 7:18 8:24 9:16 10:16 11:8
000361       *    0:        7 /            7 = 1.000000 1.0000000000 0.9986628344
000361       *    1:       25 /           25 = 1.000000 1.0000000000 0.9970602066
000361       *    2:       35 /           36 = 0.972222 0.9999999998 0.9935491947
000361       *    3:       52 /           54 = 0.962963 0.9999999975 0.9859042426
000361       *    4:       80 /           80 = 1.000000 0.9999999621 0.9694774703
000361       *    5:       98 /          111 = 0.882883 0.9999994262 0.9351663043
000361       *    6:       83 /          101 = 0.821782 0.9999913102 0.8675543382
000361       *    7:      136 /          172 = 0.790698 0.9998684080 0.7484028972
000361       *    8:      159 /          247 = 0.643725 0.9980107316 0.5746183282
000361       *    9:      112 /          289 = 0.387543 0.9706969223 0.3802059882
000361       *   10:       88 /          396 = 0.222222 0.6862501879 0.2178794027
000361       *   11:       43 /          495 = 0.086869 0.1261949914 0.1122999524
000361       *   12:       27 /          508 = 0.053150 0.0094457068 0.0543281204
000361       *   13:        9 /          579 = 0.015544 0.0006292329 0.0254255355
000361       *   14:        5 /          582 = 0.008591 0.0000415715 0.0117087600
000361       *   15:        0 /          553 = 0.000000 0.0000027450 0.0053513889
000361       *   16:        4 /          560 = 0.007143 0.0000001812 0.0024372940
000361       *   17:        1 /          420 = 0.002381 0.0000000120 0.0011082991
000361       *   18:        2 /          393 = 0.005089 0.0000000008 0.0005036058
000361       *   19:        0 /          216 = 0.000000 0.0000000001 0.0002287605
000361       *   20:        0 /           92 = 0.000000 0.0000000000 0.0001038977
000361       *   21:        0 /           73 = 0.000000 0.0000000000 0.0000471847
000361       *   22:        0 /            6 = 0.000000 0.0000000000 0.0000214281
000361       log likelihood
000361       
000361         placement     = -875.316
000361         chaos         = -2647.07
000361         optimal any   = -1122.52
000361         optimal mono  = -1127.44
000361         estimated R/T = -2866.25 (R=10.288 T=0.183981
000361         optimal   R/T = -1138.24 (R=8.38095 T=0.633398
000361       Compression ratio = %0.754735
000361       (done)
000361     (done)
000361   current = %-1138.24
000361   Iteration #4
000361       tomove: 0 (last: 38)
000369         (done)
000369        moves = 35
000369       (done)
000369       logistic =     -1144.7621127354 (R=   8.38095 T=0.633398)
000369       logistic =     -1144.7621127354 (R=   8.38095 T=   0.63340)
000369       logistic =     -1134.5434787317 (R=   7.88095 T=   0.63340)
000369       logistic =     -1132.7415765276 (R=   8.13095 T=   0.63340)
000369       logistic =     -1131.9622640237 (R=   8.00595 T=   0.63340)
000369       logistic =     -1131.9259227394 (R=   8.06845 T=   0.63340)
000369       logistic =     -1131.8383362873 (R=   8.03720 T=   0.63340)
000369       logistic =     -1131.8383362873 (R=   8.03720 T=   0.63340)
000369       logistic =     -1131.7902406463 (R=   8.03720 T=   0.62559)
000369       logistic =     -1131.7618175216 (R=   8.05282 T=   0.62559)
000369       logistic =     -1131.7618175216 (R=   8.05282 T=   0.62559)
000369       logistic =     -1131.7618175216 (R=   8.05282 T=   0.62559)
000369       logistic =     -1131.7614889271 (R=   8.05331 T=   0.62510)
000369       logistic =     -1131.7614178146 (R=   8.05405 T=   0.62510)
000369       logistic =     -1131.7614073209 (R=   8.05417 T=   0.62498)
000369       logistic =     -1131.7614045427 (R=   8.05435 T=   0.62498)
000369       logistic =     -1131.7614044927 (R=   8.05432 T=   0.62498)
000369       logistic =     -1131.7614044145 (R=   8.05434 T=   0.62499)
000369       logistic =     -1131.7614042924 (R=   8.05430 T=   0.62499)
000369       logistic =     -1131.7614042915 (R=   8.05430 T=   0.62499)
000369       logistic =     -1131.7614042898 (R=   8.05430 T=   0.62499)
000369       (done)
000369       Memory info:  42919x1120B=66% 20052x1136B=31% 2402x120B=0% 1920x328B=0% (68 MB)
000369       Vertices by distance (N = 110):
000369        2:1 3:3 4:9 5:3 6:15 7:19 8:23 9:17 10:15 11:5
000369       *    0:        7 /            7 = 1.000000 1.0000000000 0.9984117939
000369       *    1:       29 /           29 = 1.000000 1.0000000000 0.9964721965
000369       *    2:       37 /           38 = 0.973684 0.9999999998 0.9921824123
000369       *    3:       57 /           59 = 0.966102 0.9999999975 0.9827664945
000369       *    4:       94 /           94 = 1.000000 0.9999999621 0.9624388839
000369       *    5:      100 /          114 = 0.877193 0.9999994262 0.9200838116
000369       *    6:      102 /          120 = 0.850000 0.9999913102 0.8380067454
000369       *    7:      137 /          190 = 0.721053 0.9998684080 0.6991927125
000369       *    8:      162 /          283 = 0.572438 0.9980107316 0.5108587202
000369       *    9:       93 /          311 = 0.299035 0.9706969223 0.3193907322
000369       *   10:       79 /          440 = 0.179545 0.6862501879 0.1741367876
000369       *   11:       27 /          478 = 0.056485 0.1261949914 0.0865423676
000369       *   12:       24 /          564 = 0.042553 0.0094457068 0.0408313099
000369       *   13:        7 /          578 = 0.012111 0.0006292329 0.0187684233
000369       *   14:        4 /          574 = 0.006969 0.0000415715 0.0085211398
000369       *   15:        0 /          568 = 0.000000 0.0000027450 0.0038467887
000369       *   16:        4 /          541 = 0.007394 0.0000001812 0.0017321171
000369       *   17:        2 /          383 = 0.005222 0.0000000120 0.0007790219
000369       *   18:        1 /          346 = 0.002890 0.0000000008 0.0003501821
000369       *   19:        0 /          158 = 0.000000 0.0000000001 0.0001573750
000369       *   20:        0 /           79 = 0.000000 0.0000000000 0.0000707182
000369       *   21:        0 /           37 = 0.000000 0.0000000000 0.0000317765
000369       *   22:        0 /            4 = 0.000000 0.0000000000 0.0000142781
000369       log likelihood
000369       
000369         placement     = -864.178
000369         chaos         = -2647.07
000369         optimal any   = -1116.76
000369         optimal mono  = -1121.81
000369         estimated R/T = -3365.78 (R=10.288 T=0.183981
000369         optimal   R/T = -1131.76 (R=8.0543 T=0.624988
000369       Compression ratio = %0.748353
000369       (done)
000369     (done)
000369   current = %-1131.76
000369   Iteration #5
000369       tomove: 0 (last: 35)
000376         (done)
000376        moves = 28
000376       (done)
000376       logistic =     -1137.8676356594 (R=   8.05430 T=0.624988)
000376       logistic =     -1137.8676356594 (R=   8.05430 T=   0.62499)
000376       logistic =     -1137.8676356594 (R=   8.05430 T=   0.62499)
000376       logistic =     -1131.6060158421 (R=   7.80430 T=   0.62499)
000376       logistic =     -1131.6060158421 (R=   7.80430 T=   0.62499)
000376       logistic =     -1131.6060158421 (R=   7.80430 T=   0.62499)
000376       logistic =     -1131.6060158421 (R=   7.80430 T=   0.62499)
000376       logistic =     -1131.5846675507 (R=   7.81993 T=   0.62499)
000376       logistic =     -1131.5575802375 (R=   7.81993 T=   0.61718)
000376       logistic =     -1131.5413528412 (R=   7.83164 T=   0.61718)
000376       logistic =     -1131.5405092937 (R=   7.83164 T=   0.61913)
000376       logistic =     -1131.5394329059 (R=   7.82872 T=   0.61913)
000376       logistic =     -1131.5391571680 (R=   7.82872 T=   0.61864)
000376       logistic =     -1131.5391059852 (R=   7.82945 T=   0.61864)
000376       logistic =     -1131.5391059852 (R=   7.82945 T=   0.61864)
000376       logistic =     -1131.5391040861 (R=   7.82939 T=   0.61858)
000376       logistic =     -1131.5391026695 (R=   7.82951 T=   0.61858)
000376       logistic =     -1131.5391026637 (R=   7.82949 T=   0.61858)
000376       logistic =     -1131.5391026025 (R=   7.82950 T=   0.61859)
000376       logistic =     -1131.5391025773 (R=   7.82949 T=   0.61859)
000376       logistic =     -1131.5391025773 (R=   7.82949 T=   0.61859)
000376       (done)
000376       Memory info:  42919x1120B=66% 20052x1136B=31% 2409x120B=0% 1968x328B=0% (68 MB)
000376       Vertices by distance (N = 110):
000376        2:1 3:3 4:9 5:4 6:15 7:23 8:20 9:23 10:7 11:5
000376       *    0:        8 /            8 = 1.000000 1.0000000000 0.9982185081
000376       *    1:       28 /           28 = 1.000000 1.0000000000 0.9960110398
000376       *    2:       39 /           40 = 0.975000 0.9999999998 0.9910926780
000376       *    3:       69 /           71 = 0.971831 0.9999999975 0.9802303777
000376       *    4:       98 /           98 = 1.000000 0.9999999621 0.9567004366
000376       *    5:      111 /          126 = 0.880952 0.9999994262 0.9077992037
000376       *    6:      104 /          125 = 0.832000 0.9999913102 0.8143853829
000376       *    7:      143 /          207 = 0.690821 0.9998684080 0.6616078999
000376       *    8:      145 /          294 = 0.493197 0.9980107316 0.4655980605
000376       *    9:       87 /          339 = 0.256637 0.9706969223 0.2796660234
000376       *   10:       71 /          460 = 0.154348 0.6862501879 0.1474915588
000376       *   11:       29 /          520 = 0.055769 0.1261949914 0.0715775427
000376       *   12:       21 /          567 = 0.037037 0.0094457068 0.0332142211
000376       *   13:        5 /          610 = 0.008197 0.0006292329 0.0150784988
000376       *   14:        2 /          580 = 0.003448 0.0000415715 0.0067758910
000376       *   15:        0 /          591 = 0.000000 0.0000027450 0.0030308438
000376       *   16:        3 /          503 = 0.005964 0.0000001812 0.0013528715
000376       *   17:        3 /          375 = 0.008000 0.0000000120 0.0006033163
000376       *   18:        0 /          253 = 0.000000 0.0000000008 0.0002689385
000376       *   19:        0 /          126 = 0.000000 0.0000000001 0.0001198617
000376       *   20:        0 /           56 = 0.000000 0.0000000000 0.0000534161
000376       *   21:        0 /           14 = 0.000000 0.0000000000 0.0000238039
000376       *   22:        0 /            4 = 0.000000 0.0000000000 0.0000106076
000376       log likelihood
000376       
000376         placement     = -851.761
000376         chaos         = -2647.07
000376         optimal any   = -1118.96
000376         optimal mono  = -1124.06
000376         estimated R/T = -3779.29 (R=10.288 T=0.183981
000376         optimal   R/T = -1131.54 (R=7.82949 T=0.618587
000376       Compression ratio = %0.744491
000376       (done)
000376     (done)
000376   current = %-1131.54
000376   Iteration #6
000376       tomove: 0 (last: 28)
000384         (done)
000384        moves = 21
000384       (done)
000384       logistic =     -1136.7541829099 (R=   7.82949 T=0.618587)
000384       logistic =     -1136.7541829099 (R=   7.82949 T=   0.61859)
000384       logistic =     -1136.7541829099 (R=   7.82949 T=   0.61859)
000384       logistic =     -1133.4739409227 (R=   7.57949 T=   0.61859)
000384       logistic =     -1133.3295443549 (R=   7.70449 T=   0.61859)
000384       logistic =     -1132.9620309742 (R=   7.64199 T=   0.61859)
000384       logistic =     -1132.9620309742 (R=   7.64199 T=   0.61859)
000384       logistic =     -1132.9620309742 (R=   7.64199 T=   0.61859)
000384       logistic =     -1132.9323446555 (R=   7.64980 T=   0.61077)
000384       logistic =     -1132.9179071605 (R=   7.66152 T=   0.61077)
000384       logistic =     -1132.9163420618 (R=   7.66152 T=   0.61273)
000384       logistic =     -1132.9146023728 (R=   7.65761 T=   0.61273)
000384       logistic =     -1132.9146023728 (R=   7.65761 T=   0.61273)
000384       logistic =     -1132.9145340270 (R=   7.65761 T=   0.61248)
000384       logistic =     -1132.9145133044 (R=   7.65810 T=   0.61248)
000384       logistic =     -1132.9145129202 (R=   7.65804 T=   0.61248)
000384       logistic =     -1132.9145121013 (R=   7.65804 T=   0.61245)
000384       logistic =     -1132.9145117379 (R=   7.65810 T=   0.61245)
000384       logistic =     -1132.9145117369 (R=   7.65809 T=   0.61245)
000384       logistic =     -1132.9145117357 (R=   7.65810 T=   0.61245)
000384       logistic =     -1132.9145117357 (R=   7.65810 T=   0.61245)
000384       (done)
000384       Memory info:  42919x1120B=66% 20052x1136B=31% 2418x120B=0% 2036x328B=0% (68 MB)
000384       Vertices by distance (N = 110):
000384        2:1 3:6 4:6 5:5 6:15 7:24 8:19 9:21 10:11 11:2
000384       *    0:        7 /            7 = 1.000000 1.0000000000 0.9980770752
000384       *    1:       31 /           31 = 1.000000 1.0000000000 0.9956602716
000384       *    2:       41 /           42 = 0.976190 0.9999999998 0.9902356557
000384       *    3:       68 /           70 = 0.971429 0.9999999975 0.9781789333
000384       *    4:       99 /           99 = 1.000000 0.9999999621 0.9519572071
000384       *    5:      118 /          135 = 0.874074 0.9999994262 0.8975265679
000384       *    6:      119 /          148 = 0.804054 0.9999913102 0.7947257771
000384       *    7:      150 /          224 = 0.669643 0.9998684080 0.6311751593
000384       *    8:      125 /          284 = 0.440141 0.9980107316 0.4306677615
000384       *    9:       91 /          388 = 0.234536 0.9706969223 0.2505809999
000384       *   10:       62 /          450 = 0.137778 0.6862501879 0.1287670076
000384       *   11:       25 /          530 = 0.047170 0.1261949914 0.0613243156
000384       *   12:       19 /          570 = 0.033333 0.0094457068 0.0280672718
000384       *   13:        3 /          588 = 0.005102 0.0006292329 0.0126038228
000384       *   14:        1 /          572 = 0.001748 0.0000415715 0.0056106626
000384       *   15:        2 /          572 = 0.003497 0.0000027450 0.0024878417
000384       *   16:        3 /          517 = 0.005803 0.0000001812 0.0011012169
000384       *   17:        2 /          361 = 0.005540 0.0000000120 0.0004870647
000384       *   18:        0 /          241 = 0.000000 0.0000000008 0.0002153533
000384       *   19:        0 /          119 = 0.000000 0.0000000001 0.0000952030
000384       *   20:        0 /           39 = 0.000000 0.0000000000 0.0000420843
000384       *   21:        0 /            8 = 0.000000 0.0000000000 0.0000186028
000384       log likelihood
000384       
000384         placement     = -847.228
000384         chaos         = -2647.07
000384         optimal any   = -1121.18
000384         optimal mono  = -1123.87
000384         estimated R/T = -4174.06 (R=10.288 T=0.183981
000384         optimal   R/T = -1132.91 (R=7.6581 T=0.612453
000384       Compression ratio = %0.743617
000384       (done)
000384     (done)
000384   current = %-1132.91
000384   Not enough improvement -- breaking
000384   (done)
000384   (done)
000384 prepare pairs
000389   (done)
000389 greedy routing
000395   (done)
000395 greedy routing: success = 0.986739 stretch = 1.09336
000395 continuous ranks
000400   (done)
000400 MeanRank = 6.25621 MAP = 0.817652
000400 data: (1932,89.9417,12087,110,110)
000400   build_disttable_approx
000405     (done)
000406   (done)
000406 fix_logistic_parameters
000406   lcont =     -2077.0634725372 (R=   0.00000 T=1.000000)
000407   lcont =     -1619.2060125535 (R=   3.00000 T=   1.00000)
000408   lcont =     -1609.7295017060 (R=   2.50000 T=   1.00000)
000410   lcont =     -1254.4364063238 (R=   4.00000 T=   0.50000)
000411   lcont =     -1189.5220934338 (R=   4.12500 T=   0.37500)
000412   lcont =     -1189.5220934338 (R=   4.12500 T=   0.37500)
000413   lcont =     -1185.6812579115 (R=   4.18750 T=   0.34375)
000414   lcont =     -1185.6172003141 (R=   4.17188 T=   0.34375)
000414   lcont =     -1185.6172003141 (R=   4.17188 T=   0.34375)
000415   lcont =     -1185.6158653660 (R=   4.17578 T=   0.34375)
000415   lcont =     -1185.6150896775 (R=   4.17383 T=   0.34375)
000417   lcont =     -1185.6118820877 (R=   4.17578 T=   0.34277)
000417   lcont =     -1185.6118820877 (R=   4.17578 T=   0.34277)
000418   lcont =     -1185.6118801755 (R=   4.17603 T=   0.34277)
000419   lcont =     -1185.6118308089 (R=   4.17566 T=   0.34290)
000419   lcont =     -1185.6118298871 (R=   4.17572 T=   0.34290)
000420   lcont =     -1185.6118298871 (R=   4.17572 T=   0.34290)
000421   lcont =     -1185.6118286835 (R=   4.17574 T=   0.34288)
000422   lcont =     -1185.6118286835 (R=   4.17574 T=   0.34288)
000423   lcont =     -1185.6118286835 (R=   4.17574 T=   0.34288)
000424   lcont =     -1185.6118286764 (R=   4.17574 T=   0.34288)
000424   (done)
000424 loglikelihood = 1185.6
000424 N = 110 M = 966 radius = 6.07846 entropy = 2647.1
000424 distance entropy for zero alpha = 198.523
000424 obtained alpha = 0.326595
000424 distance entropy = 182.071
000473 FOR epsilon = 0.539033
000473   dist_entropy = 173.235
000473   sphere_entropy = 429.562
000473   negloglik = 1296.03
000473   control = 1898.8
000473 saveStats [-]
000473   (done)
000478 clear graph
000478   close joysticks
000000   (done)
