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)
000050 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000051   restartGraph
000051     (done)
000051   (done)
000051 start_game
000051   prepare_basics
000051     geom3::compute
000051       (done)
000175     (done)
000175   initcells
000218   initGame
000221     addMessage: Welcome to HyperRogue! (cheat mode on)
000221     addMessage: Press F1 or right-click things for help.
000221     (done)
000221   restartGraph
000221     (done)
000221   (done)
000221 DHRG version 7.1
000221 
000221 stop_game
000221   saveStats [-]
000221     (done)
000223   (done)
000223 switch_game_mode 0
000223   (done)
000223 start_game
000223   initcells
000265   initGame
000267     addMessage: Welcome to HyperRogue! (cheat mode on)
000267     addMessage: Technical.
000267     addMessage: Press F1 or right-click things for help.
000267     (done)
000267   restartGraph
000267     (done)
000267   (done)
000286   growth = 1.72208
000286   The following grow forever: 0 1 2 3 6 7
000287   The correct value of sibling_limit is 3
000287   (done)
000287 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000287   Reading links...
000287   Translating to cells
000291     (done)
000291   (done)
000292   Finding all
000295     (done)
000295   Memory info:  42919x1120B=67% 20052x1136B=32% 560x120B=0% 0x328B=0% (67 MB)
000295   Tallying pairs
000295     Memory info:  42919x1120B=67% 20052x1136B=32% 560x120B=0% 3x328B=0% (67 MB)
000295     Memory info:  42919x1120B=67% 20052x1136B=32% 560x120B=0% 31x328B=0% (67 MB)
000295     Memory info:  42919x1120B=67% 20052x1136B=32% 560x120B=0% 60x328B=0% (67 MB)
000296     Memory info:  42919x1120B=67% 20052x1136B=32% 560x120B=0% 87x328B=0% (67 MB)
000296     Memory info:  42919x1120B=67% 20052x1136B=32% 562x120B=0% 109x328B=0% (67 MB)
000296     Memory info:  42919x1120B=67% 20052x1136B=32% 581x120B=0% 134x328B=0% (67 MB)
000297     Memory info:  42919x1120B=67% 20052x1136B=32% 609x120B=0% 171x328B=0% (67 MB)
000297     Memory info:  42919x1120B=67% 20052x1136B=32% 663x120B=0% 220x328B=0% (67 MB)
000297     Memory info:  42919x1120B=67% 20052x1136B=32% 779x120B=0% 278x328B=0% (67 MB)
000298     Memory info:  42919x1120B=67% 20052x1136B=32% 870x120B=0% 328x328B=0% (67 MB)
000298     (done)
000298   Tallying edges
000301     (done)
000301   Memory info:  42919x1120B=67% 20052x1136B=32% 917x120B=0% 352x328B=0% (67 MB)
000301   edgecs=59105 totalcs=529771
000301       logistic =     -3499.4868912305 (R=   8.50411 T=0.183981)
000301       logistic =     -1754.9303073153 (R=   8.50411 T=   1.18398)
000301       logistic =     -1610.8116000795 (R=   7.00411 T=   1.18398)
000301       logistic =     -1572.1414289635 (R=   7.00411 T=   0.93398)
000301       logistic =     -1565.9885021923 (R=   7.25411 T=   0.80898)
000301       logistic =     -1562.5719962148 (R=   7.44161 T=   0.80898)
000301       logistic =     -1561.8062423428 (R=   7.44161 T=   0.84023)
000301       logistic =     -1561.7046372959 (R=   7.41036 T=   0.84023)
000301       logistic =     -1561.7046372959 (R=   7.41036 T=   0.84023)
000301       logistic =     -1561.6983208277 (R=   7.40645 T=   0.84414)
000301       logistic =     -1561.6966148042 (R=   7.40254 T=   0.84414)
000301       logistic =     -1561.6965985896 (R=   7.40157 T=   0.84414)
000301       logistic =     -1561.6963587433 (R=   7.40206 T=   0.84365)
000301       logistic =     -1561.6963319484 (R=   7.40254 T=   0.84365)
000301       logistic =     -1561.6963204393 (R=   7.40267 T=   0.84353)
000301       logistic =     -1561.6963192560 (R=   7.40279 T=   0.84353)
000301       logistic =     -1561.6963192560 (R=   7.40279 T=   0.84353)
000301       logistic =     -1561.6963191920 (R=   7.40279 T=   0.84351)
000301       logistic =     -1561.6963191704 (R=   7.40280 T=   0.84351)
000301       logistic =     -1561.6963191630 (R=   7.40280 T=   0.84352)
000301       logistic =     -1561.6963191613 (R=   7.40280 T=   0.84352)
000301       (done)
000301       Memory info:  42919x1120B=67% 20052x1136B=32% 917x120B=0% 352x328B=0% (67 MB)
000301       Vertices by distance (N = 95):
000301        2:1 3:5 4:11 5:19 6:15 7:16 8:15 9:13
000301       *    0:        7 /            9 = 0.777778 0.9999999999 0.9877277325
000301       *    1:       24 /           37 = 0.648649 0.9999999986 0.9780180726
000301       *    2:       55 /           61 = 0.901639 0.9999999789 0.9609301249
000301       *    3:       79 /           89 = 0.887640 0.9999996811 0.9314891524
000301       *    4:      104 /          113 = 0.920354 0.9999951702 0.8825740655
000301       *    5:      138 /          174 = 0.793103 0.9999268572 0.8060081009
000301       *    6:      143 /          204 = 0.700980 0.9988933912 0.6966762006
000301       *    7:      169 /          282 = 0.599291 0.9834986239 0.5594086227
000301       *    8:      186 /          366 = 0.508197 0.7973796850 0.4124139321
000301       *    9:      116 /          378 = 0.306878 0.2062502067 0.2795383429
000301       *   10:       71 /          457 = 0.155361 0.0168675263 0.1766064798
000301       *   11:       36 /          450 = 0.080000 0.0011315565 0.1059998949
000301       *   12:       23 /          514 = 0.044747 0.0000747935 0.0615127199
000301       *   13:        9 /          495 = 0.018182 0.0000049388 0.0349661458
000301       *   14:        8 /          365 = 0.021918 0.0000003261 0.0196363645
000301       *   15:        2 /          223 = 0.008969 0.0000000215 0.0109511645
000301       *   16:        0 /          142 = 0.000000 0.0000000014 0.0060836062
000301       *   17:        0 /           83 = 0.000000 0.0000000001 0.0033721968
000301       *   18:        0 /           23 = 0.000000 0.0000000000 0.0018669686
000301       log likelihood
000301       
000301         placement     = -670.065
000301         chaos         = -2568.17
000301         optimal any   = -1512.41
000301         optimal mono  = -1520.51
000301         estimated R/T = -3499.49 (R=8.50411 T=0.183981
000301         optimal   R/T = -1561.7 (R=7.4028 T=0.843515
000301       Compression ratio = %0.849818
000301       (done)
000301     (done)
000301   Using distlimit = 11
000301   (done)
000301 Reading directed edges...
000301 compute_ranks
000305   tallies for nothing =
000305   meanrank = 8.00406 MAP = 0.73285 meanrank_opti = 6.33846 MAP_opti = 0.77857
000305   (done)
000305   Iteration #1
000305       tomove: 0 (last: 0)
000311         (done)
000311        moves = 80
000311       (done)
000311       logistic =     -1428.6280120608 (R=   7.40280 T=0.843515)
000311       logistic =     -1428.6280120608 (R=   7.40280 T=   0.84352)
000311       logistic =     -1428.6280120608 (R=   7.40280 T=   0.84352)
000311       logistic =     -1428.6280120608 (R=   7.40280 T=   0.84352)
000311       logistic =     -1428.2995714503 (R=   7.52780 T=   0.84352)
000311       logistic =     -1427.1031505620 (R=   7.46530 T=   0.78102)
000311       logistic =     -1426.4423269561 (R=   7.55905 T=   0.78102)
000311       logistic =     -1426.3670132046 (R=   7.54342 T=   0.79664)
000311       logistic =     -1426.3559706032 (R=   7.53561 T=   0.78883)
000311       logistic =     -1426.3466771195 (R=   7.54342 T=   0.79273)
000311       logistic =     -1426.3441210914 (R=   7.53756 T=   0.79273)
000311       logistic =     -1426.3439599111 (R=   7.53854 T=   0.79176)
000311       logistic =     -1426.3438555096 (R=   7.53903 T=   0.79225)
000311       logistic =     -1426.3438390105 (R=   7.53854 T=   0.79225)
000311       logistic =     -1426.3438315101 (R=   7.53854 T=   0.79212)
000311       logistic =     -1426.3438282756 (R=   7.53872 T=   0.79212)
000311       logistic =     -1426.3438282756 (R=   7.53872 T=   0.79212)
000311       logistic =     -1426.3438282756 (R=   7.53872 T=   0.79212)
000311       logistic =     -1426.3438282713 (R=   7.53873 T=   0.79212)
000311       logistic =     -1426.3438282689 (R=   7.53873 T=   0.79213)
000311       logistic =     -1426.3438282669 (R=   7.53873 T=   0.79213)
000311       (done)
000311       Memory info:  42919x1120B=67% 20052x1136B=31% 1355x120B=0% 1007x328B=0% (68 MB)
000311       Vertices by distance (N = 95):
000311        1:1 2:5 3:4 4:10 5:13 6:16 7:16 8:9 9:13 10:8
000311       *    0:        4 /            6 = 0.666667 0.9999999999 0.9914947614
000311       *    1:       27 /           32 = 0.843750 0.9999999986 0.9841298805
000311       *    2:       55 /           60 = 0.916667 0.9999999789 0.9705768341
000311       *    3:       78 /           93 = 0.838710 0.9999996811 0.9460836226
000311       *    4:      102 /          112 = 0.910714 0.9999951702 0.9032339258
000311       *    5:      156 /          189 = 0.825397 0.9999268572 0.8323638136
000311       *    6:      177 /          226 = 0.783186 0.9988933912 0.7253709656
000311       *    7:      175 /          272 = 0.643382 0.9834986239 0.5842027686
000311       *    8:      152 /          331 = 0.459215 0.7973796850 0.4277196209
000311       *    9:      111 /          373 = 0.297587 0.2062502067 0.2844746825
000311       *   10:       64 /          408 = 0.156863 0.0168675263 0.1745691881
000311       *   11:       38 /          439 = 0.086560 0.0011315565 0.1011241591
000311       *   12:       14 /          403 = 0.034739 0.0000747935 0.0564652695
000311       *   13:       12 /          415 = 0.028916 0.0000049388 0.0308519033
000311       *   14:        5 /          370 = 0.013514 0.0000003261 0.0166520358
000311       *   15:        0 /          289 = 0.000000 0.0000000215 0.0089275811
000311       *   16:        0 /          207 = 0.000000 0.0000000014 0.0047689266
000311       *   17:        0 /          111 = 0.000000 0.0000000001 0.0025424909
000311       *   18:        0 /           85 = 0.000000 0.0000000000 0.0013540816
000311       *   19:        0 /           33 = 0.000000 0.0000000000 0.0007207563
000311       *   20:        0 /           11 = 0.000000 0.0000000000 0.0003835335
000311       log likelihood
000311       
000311         placement     = -695.472
000311         chaos         = -2568.17
000311         optimal any   = -1396.14
000311         optimal mono  = -1398.91
000311         estimated R/T = -3068.02 (R=8.50411 T=0.183981
000311         optimal   R/T = -1426.34 (R=7.53873 T=0.792127
000311       Compression ratio = %0.814438
000311       (done)
000311     (done)
000311   current = %-1426.34
000311   Iteration #2
000311       tomove: 0 (last: 80)
000318         (done)
000318        moves = 37
000318       (done)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=0.792127)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=   0.79213)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=   0.79213)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=   0.79213)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=   0.79213)
000318       logistic =     -1390.4947083859 (R=   7.53873 T=   0.79213)
000318       logistic =     -1390.4740616177 (R=   7.50748 T=   0.79213)
000318       logistic =     -1390.4629357710 (R=   7.52310 T=   0.79213)
000318       logistic =     -1390.4390132804 (R=   7.52310 T=   0.78431)
000318       logistic =     -1390.4373706301 (R=   7.52701 T=   0.78431)
000318       logistic =     -1390.4352446215 (R=   7.52701 T=   0.78627)
000318       logistic =     -1390.4350275253 (R=   7.52505 T=   0.78627)
000318       logistic =     -1390.4350183880 (R=   7.52554 T=   0.78627)
000318       logistic =     -1390.4350099490 (R=   7.52530 T=   0.78602)
000318       logistic =     -1390.4349982048 (R=   7.52566 T=   0.78615)
000318       logistic =     -1390.4349950659 (R=   7.52554 T=   0.78608)
000318       logistic =     -1390.4349948505 (R=   7.52560 T=   0.78608)
000318       logistic =     -1390.4349947724 (R=   7.52559 T=   0.78610)
000318       logistic =     -1390.4349947595 (R=   7.52558 T=   0.78609)
000318       logistic =     -1390.4349947499 (R=   7.52558 T=   0.78610)
000318       logistic =     -1390.4349947489 (R=   7.52558 T=   0.78610)
000318       (done)
000318       Memory info:  42919x1120B=67% 20052x1136B=31% 1555x120B=0% 1208x328B=0% (68 MB)
000318       Vertices by distance (N = 95):
000318        0:1 1:2 2:3 3:6 4:8 5:12 6:15 7:18 8:8 9:10 10:12
000318       *    0:        2 /            2 = 1.000000 0.9999999999 0.9917288670
000318       *    1:       32 /           34 = 0.941176 0.9999999986 0.9844897737
000318       *    2:       50 /           60 = 0.833333 0.9999999789 0.9710994888
000318       *    3:       87 /           93 = 0.935484 0.9999996811 0.9467740965
000318       *    4:      112 /          135 = 0.829630 0.9999951702 0.9039982519
000318       *    5:      147 /          175 = 0.840000 0.9999268572 0.8329119088
000318       *    6:      194 /          249 = 0.779116 0.9988933912 0.7251897356
000318       *    7:      177 /          276 = 0.641304 0.9834986239 0.5828048033
000318       *    8:      134 /          295 = 0.454237 0.7973796850 0.4251282217
000318       *    9:      108 /          370 = 0.291892 0.2062502067 0.2813428221
000318       *   10:       60 /          411 = 0.145985 0.0168675263 0.1716661298
000318       *   11:       36 /          406 = 0.088670 0.0011315565 0.0988632785
000318       *   12:       12 /          392 = 0.030612 0.0000747935 0.0548898295
000318       *   13:       13 /          392 = 0.033163 0.0000049388 0.0298279448
000318       *   14:        6 /          348 = 0.017241 0.0000003261 0.0160150446
000318       *   15:        0 /          308 = 0.000000 0.0000000215 0.0085423817
000318       *   16:        0 /          224 = 0.000000 0.0000000014 0.0045403945
000318       *   17:        0 /          141 = 0.000000 0.0000000001 0.0024087277
000318       *   18:        0 /           82 = 0.000000 0.0000000000 0.0012765723
000318       *   19:        0 /           49 = 0.000000 0.0000000000 0.0006761944
000318       *   20:        0 /           23 = 0.000000 0.0000000000 0.0003580757
000318       log likelihood
000318       
000318         placement     = -699.798
000318         chaos         = -2568.17
000318         optimal any   = -1367.17
000318         optimal mono  = -1369.2
000318         estimated R/T = -3015.77 (R=8.50411 T=0.183981
000318         optimal   R/T = -1390.43 (R=7.52558 T=0.786096
000318       Compression ratio = %0.804843
000318       (done)
000318     (done)
000318   current = %-1390.43
000318   Iteration #3
000318       tomove: 0 (last: 37)
000325         (done)
000325        moves = 17
000325       (done)
000325       logistic =     -1379.3675081919 (R=   7.52558 T=0.786096)
000325       logistic =     -1379.3675081919 (R=   7.52558 T=   0.78610)
000325       logistic =     -1379.3675081919 (R=   7.52558 T=   0.78610)
000325       logistic =     -1379.3675081919 (R=   7.52558 T=   0.78610)
000325       logistic =     -1379.3675081919 (R=   7.52558 T=   0.78610)
000325       logistic =     -1379.2996844512 (R=   7.46308 T=   0.78610)
000325       logistic =     -1379.2474525973 (R=   7.49433 T=   0.78610)
000325       logistic =     -1379.2474525973 (R=   7.49433 T=   0.78610)
000325       logistic =     -1379.2443828440 (R=   7.48652 T=   0.78610)
000325       logistic =     -1379.2440774436 (R=   7.48652 T=   0.78219)
000325       logistic =     -1379.2402416010 (R=   7.49238 T=   0.78414)
000325       logistic =     -1379.2398368118 (R=   7.49042 T=   0.78414)
000325       logistic =     -1379.2396428908 (R=   7.49042 T=   0.78365)
000325       logistic =     -1379.2396346570 (R=   7.49067 T=   0.78365)
000325       logistic =     -1379.2396344962 (R=   7.49079 T=   0.78365)
000325       logistic =     -1379.2396342469 (R=   7.49073 T=   0.78365)
000325       logistic =     -1379.2396336150 (R=   7.49073 T=   0.78362)
000325       logistic =     -1379.2396334830 (R=   7.49078 T=   0.78362)
000325       logistic =     -1379.2396334792 (R=   7.49077 T=   0.78362)
000325       logistic =     -1379.2396334792 (R=   7.49077 T=   0.78362)
000325       logistic =     -1379.2396334773 (R=   7.49077 T=   0.78362)
000325       (done)
000325       Memory info:  42919x1120B=67% 20052x1136B=31% 1592x120B=0% 1256x328B=0% (68 MB)
000325       Vertices by distance (N = 95):
000325        0:1 1:2 2:4 3:5 4:7 5:14 6:14 7:18 8:8 9:10 10:12
000325       *    0:        6 /            6 = 1.000000 0.9999999999 0.9916704202
000325       *    1:       40 /           40 = 1.000000 0.9999999986 0.9843500757
000325       *    2:       43 /           47 = 0.914894 0.9999999789 0.9707858650
000325       *    3:       91 /          103 = 0.883495 0.9999996811 0.9461088303
000325       *    4:      107 /          127 = 0.842520 0.9999951702 0.9026769333
000325       *    5:      152 /          185 = 0.821622 0.9999268572 0.8305128675
000325       *    6:      199 /          263 = 0.756654 0.9988933912 0.7213572750
000325       *    7:      169 /          267 = 0.632959 0.9834986239 0.5776519674
000325       *    8:      131 /          287 = 0.456446 0.7973796850 0.4194770745
000325       *    9:      104 /          371 = 0.280323 0.2062502067 0.2762814072
000325       *   10:       62 /          411 = 0.150852 0.0168675263 0.1678356162
000325       *   11:       35 /          408 = 0.085784 0.0011315565 0.0962932016
000325       *   12:       14 /          395 = 0.035443 0.0000747935 0.0532937634
000325       *   13:       11 /          389 = 0.028278 0.0000049388 0.0288819332
000325       *   14:        6 /          339 = 0.017699 0.0000003261 0.0154695069
000325       *   15:        0 /          313 = 0.000000 0.0000000215 0.0082328479
000325       *   16:        0 /          219 = 0.000000 0.0000000014 0.0043664948
000325       *   17:        0 /          141 = 0.000000 0.0000000001 0.0023116465
000325       *   18:        0 /           82 = 0.000000 0.0000000000 0.0012226110
000325       *   19:        0 /           49 = 0.000000 0.0000000000 0.0006462966
000325       *   20:        0 /           23 = 0.000000 0.0000000000 0.0003415524
000325       log likelihood
000325       
000325         placement     = -699.099
000325         chaos         = -2568.17
000325         optimal any   = -1366.68
000325         optimal mono  = -1366.68
000325         estimated R/T = -3008.69 (R=8.50411 T=0.183981
000325         optimal   R/T = -1379.24 (R=7.49077 T=0.783623
000325       Compression ratio = %0.804377
000325       (done)
000325     (done)
000325   current = %-1379.24
000325   Iteration #4
000325       tomove: 0 (last: 17)
000331         (done)
000331        moves = 11
000331       (done)
000331       logistic =     -1373.0540915466 (R=   7.49077 T=0.783623)
000331       logistic =     -1373.0540915466 (R=   7.49077 T=   0.78362)
000331       logistic =     -1373.0540915466 (R=   7.49077 T=   0.78362)
000331       logistic =     -1373.0540915466 (R=   7.49077 T=   0.78362)
000331       logistic =     -1373.0540915466 (R=   7.49077 T=   0.78362)
000331       logistic =     -1373.0328066875 (R=   7.42827 T=   0.78362)
000331       logistic =     -1372.9571121413 (R=   7.45952 T=   0.78362)
000331       logistic =     -1372.9571121413 (R=   7.45952 T=   0.78362)
000331       logistic =     -1372.9571121413 (R=   7.45952 T=   0.78362)
000331       logistic =     -1372.9471207164 (R=   7.45952 T=   0.77972)
000331       logistic =     -1372.9467187792 (R=   7.46147 T=   0.77972)
000331       logistic =     -1372.9467187792 (R=   7.46147 T=   0.77972)
000331       logistic =     -1372.9467187792 (R=   7.46147 T=   0.77972)
000331       logistic =     -1372.9466920798 (R=   7.46172 T=   0.77996)
000331       logistic =     -1372.9466834194 (R=   7.46135 T=   0.77996)
000331       logistic =     -1372.9466832066 (R=   7.46141 T=   0.77996)
000331       logistic =     -1372.9466824587 (R=   7.46141 T=   0.77993)
000331       logistic =     -1372.9466824234 (R=   7.46143 T=   0.77993)
000331       logistic =     -1372.9466824213 (R=   7.46144 T=   0.77993)
000331       logistic =     -1372.9466824211 (R=   7.46143 T=   0.77993)
000331       logistic =     -1372.9466824187 (R=   7.46143 T=   0.77993)
000331       (done)
000331       Memory info:  42919x1120B=67% 20052x1136B=31% 1592x120B=0% 1266x328B=0% (68 MB)
000331       Vertices by distance (N = 95):
000331        0:1 1:2 2:5 3:4 4:7 5:14 6:15 7:17 8:8 9:9 10:13
000331       *    0:        6 /            6 = 1.000000 0.9999999999 0.9917020260
000331       *    1:       40 /           40 = 1.000000 0.9999999986 0.9843625640
000331       *    2:       50 /           55 = 0.909091 0.9999999789 0.9707230791
000331       *    3:       88 /           92 = 0.956522 0.9999996811 0.9458413384
000331       *    4:      113 /          142 = 0.795775 0.9999951702 0.9019491684
000331       *    5:      149 /          183 = 0.814208 0.9999268572 0.8289192874
000331       *    6:      196 /          257 = 0.762646 0.9988933912 0.7184735624
000331       *    7:      171 /          272 = 0.628676 0.9834986239 0.5734198163
000331       *    8:      134 /          296 = 0.452703 0.7973796850 0.4145306221
000331       *    9:       96 /          364 = 0.263736 0.2062502067 0.2716332630
000331       *   10:       63 /          411 = 0.153285 0.0168675263 0.1641818222
000331       *   11:       33 /          405 = 0.081481 0.0011315565 0.0937637763
000331       *   12:       15 /          398 = 0.037688 0.0000747935 0.0516807324
000331       *   13:       10 /          380 = 0.026316 0.0000049388 0.0279038246
000331       *   14:        6 /          336 = 0.017857 0.0000003261 0.0148942205
000331       *   15:        0 /          312 = 0.000000 0.0000000215 0.0079007884
000331       *   16:        0 /          217 = 0.000000 0.0000000014 0.0041771285
000331       *   17:        0 /          136 = 0.000000 0.0000000001 0.0022045384
000331       *   18:        0 /           84 = 0.000000 0.0000000000 0.0011623889
000331       *   19:        0 /           51 = 0.000000 0.0000000000 0.0006125913
000331       *   20:        0 /           28 = 0.000000 0.0000000000 0.0003227581
000331       log likelihood
000331       
000331         placement     = -698.322
000331         chaos         = -2568.17
000331         optimal any   = -1357.7
000331         optimal mono  = -1358.44
000331         estimated R/T = -3003.95 (R=8.50411 T=0.183981
000331         optimal   R/T = -1372.95 (R=7.46143 T=0.779928
000331       Compression ratio = %0.80058
000331       (done)
000331     (done)
000331   current = %-1372.95
000331   Iteration #5
000331       tomove: 0 (last: 11)
000338         (done)
000338        moves = 10
000338       (done)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=0.779928)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1661526494 (R=   7.46143 T=   0.77993)
000338       logistic =     -1368.1520390945 (R=   7.45362 T=   0.77212)
000338       logistic =     -1368.1395008875 (R=   7.46534 T=   0.77212)
000338       logistic =     -1368.1375948833 (R=   7.46534 T=   0.77407)
000338       logistic =     -1368.1372590171 (R=   7.46339 T=   0.77407)
000338       logistic =     -1368.1372590171 (R=   7.46339 T=   0.77407)
000338       logistic =     -1368.1372309505 (R=   7.46339 T=   0.77382)
000338       logistic =     -1368.1372243772 (R=   7.46363 T=   0.77382)
000338       logistic =     -1368.1372243772 (R=   7.46363 T=   0.77382)
000338       logistic =     -1368.1372238449 (R=   7.46366 T=   0.77386)
000338       logistic =     -1368.1372237398 (R=   7.46363 T=   0.77386)
000338       logistic =     -1368.1372237398 (R=   7.46362 T=   0.77386)
000338       logistic =     -1368.1372237346 (R=   7.46363 T=   0.77385)
000338       logistic =     -1368.1372237333 (R=   7.46363 T=   0.77385)
000338       (done)
000338       Memory info:  42919x1120B=67% 20052x1136B=31% 1597x120B=0% 1275x328B=0% (68 MB)
000338       Vertices by distance (N = 95):
000338        0:1 1:2 2:4 3:6 4:7 5:13 6:14 7:18 8:8 9:9 10:13
000338       *    0:       12 /           12 = 1.000000 0.9999999999 0.9920167439
000338       *    1:       37 /           37 = 1.000000 0.9999999986 0.9848766217
000338       *    2:       45 /           49 = 0.918367 0.9999999789 0.9715337150
000338       *    3:       97 /          103 = 0.941748 0.9999996811 0.9470516408
000338       *    4:      110 /          130 = 0.846154 0.9999951702 0.9036032164
000338       *    5:      136 /          179 = 0.759777 0.9999268572 0.8308689860
000338       *    6:      198 /          258 = 0.767442 0.9988933912 0.7202454507
000338       *    7:      181 /          285 = 0.635088 0.9834986239 0.5743350540
000338       *    8:      137 /          297 = 0.461279 0.7973796850 0.4142171969
000338       *    9:       93 /          366 = 0.254098 0.2062502067 0.2703835180
000338       *   10:       61 /          407 = 0.149877 0.0168675263 0.1626288663
000338       *   11:       31 /          398 = 0.077889 0.0011315565 0.0923799651
000338       *   12:       16 /          390 = 0.041026 0.0000747935 0.0506405560
000338       *   13:       10 /          391 = 0.025575 0.0000049388 0.0271949142
000338       *   14:        6 /          334 = 0.017964 0.0000003261 0.0144390762
000338       *   15:        0 /          303 = 0.000000 0.0000000215 0.0076195305
000338       *   16:        0 /          226 = 0.000000 0.0000000014 0.0040077446
000338       *   17:        0 /          137 = 0.000000 0.0000000001 0.0021043756
000338       *   18:        0 /           84 = 0.000000 0.0000000000 0.0011039579
000338       *   19:        0 /           51 = 0.000000 0.0000000000 0.0005788617
000338       *   20:        0 /           28 = 0.000000 0.0000000000 0.0003034510
000338       log likelihood
000338       
000338         placement     = -699.167
000338         chaos         = -2568.17
000338         optimal any   = -1354.8
000338         optimal mono  = -1354.96
000338         estimated R/T = -2979.04 (R=8.50411 T=0.183981
000338         optimal   R/T = -1368.14 (R=7.46363 T=0.773851
000338       Compression ratio = %0.799777
000338       (done)
000338     (done)
000338   current = %-1368.14
000338   Iteration #6
000338       tomove: 0 (last: 10)
000345         (done)
000345        moves = 6
000345       (done)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=0.773851)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3506880475 (R=   7.46363 T=   0.77385)
000345       logistic =     -1363.3119492116 (R=   7.46363 T=   0.76604)
000345       logistic =     -1363.3084307883 (R=   7.47144 T=   0.76604)
000345       logistic =     -1363.3082635917 (R=   7.46949 T=   0.76604)
000345       logistic =     -1363.3082599334 (R=   7.47047 T=   0.76604)
000345       logistic =     -1363.3081793599 (R=   7.46998 T=   0.76653)
000345       logistic =     -1363.3081581871 (R=   7.46949 T=   0.76653)
000345       logistic =     -1363.3081457752 (R=   7.46949 T=   0.76640)
000345       logistic =     -1363.3081441812 (R=   7.46961 T=   0.76640)
000345       logistic =     -1363.3081441812 (R=   7.46961 T=   0.76640)
000345       logistic =     -1363.3081440442 (R=   7.46963 T=   0.76639)
000345       logistic =     -1363.3081440344 (R=   7.46963 T=   0.76639)
000345       logistic =     -1363.3081440336 (R=   7.46964 T=   0.76639)
000345       logistic =     -1363.3081440318 (R=   7.46964 T=   0.76639)
000345       (done)
000345       Memory info:  42919x1120B=67% 20052x1136B=31% 1597x120B=0% 1284x328B=0% (68 MB)
000345       Vertices by distance (N = 95):
000345        0:1 1:2 2:3 3:7 4:7 5:14 6:13 7:18 8:8 9:10 10:12
000345       *    0:       11 /           11 = 1.000000 0.9999999999 0.9924096024
000345       *    1:       39 /           39 = 1.000000 0.9999999986 0.9855263193
000345       *    2:       46 /           51 = 0.901961 0.9999999789 0.9725735001
000345       *    3:       93 /           98 = 0.948980 0.9999996811 0.9486330923
000345       *    4:      111 /          130 = 0.853846 0.9999951702 0.9058189066
000345       *    5:      141 /          179 = 0.787709 0.9999268572 0.8335795813
000345       *    6:      192 /          260 = 0.738462 0.9988933912 0.7228822709
000345       *    7:      184 /          283 = 0.650177 0.9834986239 0.5760053085
000345       *    8:      138 /          301 = 0.458472 0.7973796850 0.4143498188
000345       *    9:       92 /          356 = 0.258427 0.2062502067 0.2692521691
000345       *   10:       59 /          429 = 0.137529 0.0168675263 0.1609970655
000345       *   11:       34 /          389 = 0.087404 0.0011315565 0.0908553056
000345       *   12:       14 /          392 = 0.035714 0.0000747935 0.0494704339
000345       *   13:       10 /          393 = 0.025445 0.0000049388 0.0263893214
000345       *   14:        6 /          342 = 0.017544 0.0000003261 0.0139193241
000345       *   15:        0 /          293 = 0.000000 0.0000000215 0.0072977254
000345       *   16:        0 /          231 = 0.000000 0.0000000014 0.0038139217
000345       *   17:        0 /          134 = 0.000000 0.0000000001 0.0019898899
000345       *   18:        0 /           82 = 0.000000 0.0000000000 0.0010373043
000345       *   19:        0 /           49 = 0.000000 0.0000000000 0.0005404866
000345       *   20:        0 /           23 = 0.000000 0.0000000000 0.0002815530
000345       log likelihood
000345       
000345         placement     = -698.411
000345         chaos         = -2568.17
000345         optimal any   = -1350.66
000345         optimal mono  = -1351.23
000345         estimated R/T = -2950.81 (R=8.50411 T=0.183981
000345         optimal   R/T = -1363.31 (R=7.46964 T=0.766392
000345       Compression ratio = %0.797874
000345       (done)
000345     (done)
000345   current = %-1363.31
000345   Iteration #7
000345       tomove: 0 (last: 6)
000351         (done)
000351        moves = 4
000351       (done)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=0.766392)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=   0.76639)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=   0.76639)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=   0.76639)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=   0.76639)
000351       logistic =     -1362.4186987071 (R=   7.46964 T=   0.76639)
000351       logistic =     -1362.3994896869 (R=   7.50089 T=   0.76639)
000351       logistic =     -1362.3868154781 (R=   7.48526 T=   0.76639)
000351       logistic =     -1362.3868154781 (R=   7.48526 T=   0.76639)
000351       logistic =     -1362.3858036221 (R=   7.48917 T=   0.76639)
000351       logistic =     -1362.3858036221 (R=   7.48917 T=   0.76639)
000351       logistic =     -1362.3851549668 (R=   7.48819 T=   0.76737)
000351       logistic =     -1362.3851267494 (R=   7.48770 T=   0.76737)
000351       logistic =     -1362.3851267494 (R=   7.48770 T=   0.76737)
000351       logistic =     -1362.3851264859 (R=   7.48758 T=   0.76737)
000351       logistic =     -1362.3851242331 (R=   7.48764 T=   0.76731)
000351       logistic =     -1362.3851240064 (R=   7.48770 T=   0.76731)
000351       logistic =     -1362.3851239994 (R=   7.48769 T=   0.76731)
000351       logistic =     -1362.3851239775 (R=   7.48770 T=   0.76731)
000351       logistic =     -1362.3851239678 (R=   7.48769 T=   0.76731)
000351       logistic =     -1362.3851239668 (R=   7.48769 T=   0.76731)
000351       (done)
000351       Memory info:  42919x1120B=67% 20052x1136B=31% 1601x120B=0% 1297x328B=0% (68 MB)
000351       Vertices by distance (N = 95):
000351        0:1 1:2 2:3 3:7 4:6 5:15 6:13 7:18 8:8 9:10 10:12
000351       *    0:        9 /            9 = 1.000000 0.9999999999 0.9924539950
000351       *    1:       42 /           42 = 1.000000 0.9999999986 0.9856214900
000351       *    2:       46 /           51 = 0.901961 0.9999999789 0.9727722406
000351       *    3:       92 /           96 = 0.958333 0.9999996811 0.9490341144
000351       *    4:      109 /          129 = 0.844961 0.9999951702 0.9065875979
000351       *    5:      139 /          176 = 0.789773 0.9999268572 0.8349383470
000351       *    6:      196 /          263 = 0.745247 0.9988933912 0.7250027037
000351       *    7:      180 /          279 = 0.645161 0.9834986239 0.5787854197
000351       *    8:      141 /          302 = 0.466887 0.7973796850 0.4173077288
000351       *    9:       91 /          352 = 0.258523 0.2062502067 0.2718097424
000351       *   10:       58 /          423 = 0.137116 0.0168675263 0.1628621354
000351       *   11:       37 /          396 = 0.093434 0.0011315565 0.0920623678
000351       *   12:       14 /          395 = 0.035443 0.0000747935 0.0501953404
000351       *   13:       10 /          393 = 0.025445 0.0000049388 0.0268059700
000351       *   14:        6 /          340 = 0.017647 0.0000003261 0.0141528743
000351       *   15:        0 /          300 = 0.000000 0.0000000215 0.0074267809
000351       *   16:        0 /          231 = 0.000000 0.0000000014 0.0038846391
000351       *   17:        0 /          134 = 0.000000 0.0000000001 0.0020284401
000351       *   18:        0 /           82 = 0.000000 0.0000000000 0.0010582473
000351       *   19:        0 /           49 = 0.000000 0.0000000000 0.0005518363
000351       *   20:        0 /           23 = 0.000000 0.0000000000 0.0002876922
000351       log likelihood
000351       
000351         placement     = -698.147
000351         chaos         = -2568.17
000351         optimal any   = -1348.94
000351         optimal mono  = -1349.81
000351         estimated R/T = -2943.11 (R=8.50411 T=0.183981
000351         optimal   R/T = -1362.39 (R=7.48769 T=0.767313
000351       Compression ratio = %0.7971
000351       (done)
000351     (done)
000351   current = %-1362.39
000351   Iteration #8
000351       tomove: 0 (last: 4)
000359         (done)
000359        moves = 2
000359       (done)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=0.767313)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1420621662 (R=   7.48769 T=   0.76731)
000359       logistic =     -1362.1419606267 (R=   7.48964 T=   0.76731)
000359       logistic =     -1362.1416194058 (R=   7.48866 T=   0.76829)
000359       logistic =     -1362.1415683170 (R=   7.48818 T=   0.76780)
000359       logistic =     -1362.1415258242 (R=   7.48842 T=   0.76805)
000359       logistic =     -1362.1415211499 (R=   7.48818 T=   0.76805)
000359       logistic =     -1362.1415211499 (R=   7.48818 T=   0.76805)
000359       logistic =     -1362.1415211412 (R=   7.48821 T=   0.76805)
000359       logistic =     -1362.1415210147 (R=   7.48819 T=   0.76803)
000359       logistic =     -1362.1415209877 (R=   7.48821 T=   0.76803)
000359       logistic =     -1362.1415209876 (R=   7.48821 T=   0.76803)
000359       logistic =     -1362.1415209852 (R=   7.48821 T=   0.76803)
000359       (done)
000359       Memory info:  42919x1120B=67% 20052x1136B=31% 1601x120B=0% 1306x328B=0% (68 MB)
000359       Vertices by distance (N = 95):
000359        0:1 1:2 2:3 3:7 4:6 5:15 6:13 7:18 8:8 9:10 10:12
000359       *    0:        9 /            9 = 1.000000 0.9999999999 0.9924222567
000359       *    1:       43 /           43 = 1.000000 0.9999999986 0.9855701115
000359       *    2:       46 /           51 = 0.901961 0.9999999789 0.9726924305
000359       *    3:       93 /           98 = 0.948980 0.9999996811 0.9489179595
000359       *    4:      111 /          130 = 0.853846 0.9999951702 0.9064360008
000359       *    5:      135 /          172 = 0.784884 0.9999268572 0.8347758372
000359       *    6:      194 /          261 = 0.743295 0.9988933912 0.7248893198
000359       *    7:      182 /          280 = 0.650000 0.9834986239 0.5787955265
000359       *    8:      141 /          302 = 0.466887 0.7973796850 0.4174661673
000359       *    9:       91 /          351 = 0.259259 0.2062502067 0.2720595267
000359       *   10:       58 /          425 = 0.136471 0.0168675263 0.1631174817
000359       *   11:       37 /          396 = 0.093434 0.0011315565 0.0922700233
000359       *   12:       14 /          395 = 0.035443 0.0000747935 0.0503429532
000359       *   13:       10 /          393 = 0.025445 0.0000049388 0.0269027140
000359       *   14:        6 /          340 = 0.017647 0.0000003261 0.0142131647
000359       *   15:        0 /          300 = 0.000000 0.0000000215 0.0074631531
000359       *   16:        0 /          231 = 0.000000 0.0000000014 0.0039061052
000359       *   17:        0 /          134 = 0.000000 0.0000000001 0.0020409122
000359       *   18:        0 /           82 = 0.000000 0.0000000000 0.0010654096
000359       *   19:        0 /           49 = 0.000000 0.0000000000 0.0005559119
000359       *   20:        0 /           23 = 0.000000 0.0000000000 0.0002899943
000359       log likelihood
000359       
000359         placement     = -698.147
000359         chaos         = -2568.17
000359         optimal any   = -1348.77
000359         optimal mono  = -1349.33
000359         estimated R/T = -2941.56 (R=8.50411 T=0.183981
000359         optimal   R/T = -1362.14 (R=7.48821 T=0.768032
000359       Compression ratio = %0.797033
000359       (done)
000359     (done)
000359   current = %-1362.14
000359   Iteration #9
000359       tomove: 0 (last: 2)
000365         (done)
000365        moves = 0
000365       (done)
000365     (done)
000365   (done)
000365 compute_ranks
000369   tallies for nothing =
000369   meanrank = 6.48162 MAP = 0.767856 meanrank_opti = 5.05855 MAP_opti = 0.813648
000369   (done)
000369   Iteration #10
000369       tomove: 0 (last: 0)
000375         (done)
000375        moves = 0
000375       (done)
000375     (done)
000375   (done)
000375 compute_ranks
000378   tallies for nothing =
000378   meanrank = 6.48162 MAP = 0.767856 meanrank_opti = 5.05855 MAP_opti = 0.813648
000378   (done)
000379 saveStats [-]
000379   (done)
000383 clear graph
000383   close joysticks
000000   (done)
