HyperRogue by Zeno Rogue <zeno@attnam.com>, version 12.1o
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
prepare_basics
000000   geom3::compute
000000     (done)
000000   (done)
000054 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000054   restartGraph
000054     (done)
000054   (done)
000054 start_game
000054   prepare_basics
000054     geom3::compute
000054       (done)
000197     (done)
000197   initcells
000241   initGame
000244     addMessage: Welcome to HyperRogue! (cheat mode on)
000244     addMessage: Press F1 or right-click things for help.
000244     (done)
000244   restartGraph
000244     (done)
000244   (done)
000244 DHRG version 7.1
000244 
000244 stop_game
000244   saveStats [-]
000244     (done)
000246   (done)
000246 switch_game_mode 0
000246   (done)
000246 start_game
000246   initcells
000292   initGame
000294     addMessage: Welcome to HyperRogue! (cheat mode on)
000294     addMessage: Technical.
000294     addMessage: Press F1 or right-click things for help.
000294     (done)
000294   restartGraph
000294     (done)
000294   (done)
000314   growth = 1.72208
000314   The following grow forever: 0 1 2 3 6 7
000315   The correct value of sibling_limit is 3
000315   (done)
000315 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000315   Reading links...
000315   Translating to cells
000319     (done)
000319   (done)
000319   Finding all
000323     (done)
000323   Memory info:  42919x1120B=67% 20052x1136B=32% 279x120B=0% 0x328B=0% (67 MB)
000323   Tallying pairs
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 279x120B=0% 3x328B=0% (67 MB)
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 279x120B=0% 18x328B=0% (67 MB)
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 279x120B=0% 36x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 279x120B=0% 54x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 282x120B=0% 79x328B=0% (67 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=32% 291x120B=0% 99x328B=0% (67 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=32% 312x120B=0% 120x328B=0% (67 MB)
000325     Memory info:  42919x1120B=67% 20052x1136B=32% 336x120B=0% 143x328B=0% (67 MB)
000326     Memory info:  42919x1120B=67% 20052x1136B=32% 352x120B=0% 163x328B=0% (67 MB)
000326     Memory info:  42919x1120B=67% 20052x1136B=32% 428x120B=0% 199x328B=0% (67 MB)
000326     (done)
000326   Tallying edges
000329     (done)
000329   Memory info:  42919x1120B=67% 20052x1136B=32% 444x120B=0% 205x328B=0% (67 MB)
000329   edgecs=24477 totalcs=159648
000329       logistic =     -1285.9013867611 (R=   7.44708 T=0.183981)
000329       logistic =      -841.2439285990 (R=   7.44708 T=   1.18398)
000329       logistic =      -748.8831979796 (R=   6.44708 T=   0.68398)
000329       logistic =      -741.7579807786 (R=   6.69708 T=   0.68398)
000329       logistic =      -741.3068289140 (R=   6.82208 T=   0.68398)
000329       logistic =      -739.6957477568 (R=   6.75958 T=   0.62148)
000329       logistic =      -739.3337799501 (R=   6.82208 T=   0.62148)
000329       logistic =      -739.3337799501 (R=   6.82208 T=   0.62148)
000329       logistic =      -739.3303602945 (R=   6.82989 T=   0.62148)
000329       logistic =      -739.3300363853 (R=   6.82989 T=   0.62539)
000329       logistic =      -739.3275640594 (R=   6.82599 T=   0.62343)
000329       logistic =      -739.3273931345 (R=   6.82794 T=   0.62343)
000329       logistic =      -739.3273715702 (R=   6.82745 T=   0.62392)
000329       logistic =      -739.3273407876 (R=   6.82721 T=   0.62368)
000329       logistic =      -739.3273388228 (R=   6.82733 T=   0.62368)
000329       logistic =      -739.3273386896 (R=   6.82739 T=   0.62368)
000329       logistic =      -739.3273383665 (R=   6.82736 T=   0.62371)
000329       logistic =      -739.3273383665 (R=   6.82736 T=   0.62371)
000329       logistic =      -739.3273383398 (R=   6.82735 T=   0.62370)
000329       logistic =      -739.3273383366 (R=   6.82736 T=   0.62370)
000329       logistic =      -739.3273383366 (R=   6.82736 T=   0.62370)
000329       (done)
000329       Memory info:  42919x1120B=67% 20052x1136B=32% 444x120B=0% 205x328B=0% (67 MB)
000329       Vertices by distance (N = 65):
000329        2:3 3:9 4:13 5:13 6:10 7:12 8:5
000329       *    0:        5 /            6 = 0.833333 0.9999999984 0.9958200349
000329       *    1:       24 /           26 = 0.923077 0.9999999754 0.9907294370
000329       *    2:       54 /           58 = 0.931034 0.9999996276 0.9795664333
000329       *    3:       79 /           83 = 0.951807 0.9999943606 0.9555645523
000329       *    4:       98 /          106 = 0.924528 0.9999145974 0.9060727040
000329       *    5:      104 /          135 = 0.770370 0.9987081318 0.8122858877
000329       *    6:      117 /          176 = 0.664773 0.9807856742 0.6599936561
000329       *    7:      126 /          240 = 0.525000 0.7711864093 0.4654550396
000329       *    8:       79 /          241 = 0.327801 0.1820301865 0.2808868858
000329       *    9:       31 /          237 = 0.130802 0.0144810385 0.1490929573
000329       *   10:        8 /          250 = 0.032000 0.0009692642 0.0728711873
000329       *   11:        5 /          215 = 0.023256 0.0000640566 0.0340571238
000329       *   12:        0 /          161 = 0.000000 0.0000042298 0.0155697709
000329       *   13:        0 /           90 = 0.000000 0.0000002793 0.0070447843
000329       *   14:        0 /           43 = 0.000000 0.0000000184 0.0031724794
000329       *   15:        0 /           10 = 0.000000 0.0000000012 0.0014256075
000329       *   16:        0 /            3 = 0.000000 0.0000000001 0.0006400034
000329       log likelihood
000329       
000329         placement     = -413.408
000329         chaos         = -1347.92
000329         optimal any   = -723.305
000329         optimal mono  = -723.915
000329         estimated R/T = -1285.9 (R=7.44708 T=0.183981
000329         optimal   R/T = -739.327 (R=6.82736 T=0.623701
000329       Compression ratio = %0.843307
000329       (done)
000329     (done)
000329   Using distlimit = 10
000329   (done)
000329 Reading directed edges...
000330   Iteration #1
000330       tomove: 0 (last: 0)
000335         (done)
000335        moves = 46
000335       (done)
000335       logistic =      -663.5471568630 (R=   6.82736 T=0.623701)
000335       logistic =      -663.5471568630 (R=   6.82736 T=   0.62370)
000335       logistic =      -663.3843289046 (R=   6.32736 T=   0.62370)
000335       logistic =      -659.0399584509 (R=   6.57736 T=   0.62370)
000335       logistic =      -659.0399584509 (R=   6.57736 T=   0.62370)
000335       logistic =      -658.7131903084 (R=   6.57736 T=   0.56120)
000335       logistic =      -658.3258736885 (R=   6.60861 T=   0.59245)
000335       logistic =      -658.2926219550 (R=   6.59298 T=   0.59245)
000335       logistic =      -658.2715738845 (R=   6.58517 T=   0.58464)
000335       logistic =      -658.2701228007 (R=   6.58908 T=   0.58464)
000335       logistic =      -658.2681357228 (R=   6.58908 T=   0.58659)
000335       logistic =      -658.2681357228 (R=   6.58908 T=   0.58659)
000335       logistic =      -658.2681357228 (R=   6.58908 T=   0.58659)
000335       logistic =      -658.2681248747 (R=   6.58883 T=   0.58635)
000335       logistic =      -658.2681191607 (R=   6.58896 T=   0.58647)
000335       logistic =      -658.2681187639 (R=   6.58889 T=   0.58647)
000335       logistic =      -658.2681184242 (R=   6.58889 T=   0.58644)
000335       logistic =      -658.2681184242 (R=   6.58889 T=   0.58644)
000335       logistic =      -658.2681184015 (R=   6.58889 T=   0.58645)
000335       logistic =      -658.2681184005 (R=   6.58889 T=   0.58645)
000335       logistic =      -658.2681183998 (R=   6.58889 T=   0.58644)
000335       (done)
000335       Memory info:  42919x1120B=67% 20052x1136B=32% 650x120B=0% 583x328B=0% (67 MB)
000335       Vertices by distance (N = 65):
000335        1:2 2:6 3:8 4:7 5:14 6:12 7:11 8:3 9:2
000335       *    0:        7 /            8 = 0.875000 0.9999999984 0.9963800110
000335       *    1:       34 /           36 = 0.944444 0.9999999754 0.9915496604
000335       *    2:       56 /           58 = 0.965517 0.9999996276 0.9804006913
000335       *    3:       94 /           98 = 0.959184 0.9999943606 0.9552068088
000335       *    4:      105 /          124 = 0.846774 0.9999145974 0.9009010326
000335       *    5:      134 /          162 = 0.827160 0.9987081318 0.7948938693
000335       *    6:      128 /          199 = 0.643216 0.9807856742 0.6229493568
000335       *    7:       94 /          208 = 0.451923 0.7711864093 0.4132588449
000335       *    8:       55 /          210 = 0.261905 0.1820301865 0.2309233225
000335       *    9:       16 /          229 = 0.069869 0.0144810385 0.1134776643
000335       *   10:        7 /          212 = 0.033019 0.0009692642 0.0517450007
000335       *   11:        0 /          222 = 0.000000 0.0000640566 0.0227341402
000335       *   12:        0 /          152 = 0.000000 0.0000042298 0.0098197989
000335       *   13:        0 /           86 = 0.000000 0.0000002793 0.0042099669
000335       *   14:        0 /           46 = 0.000000 0.0000000184 0.0017990839
000335       *   15:        0 /           20 = 0.000000 0.0000000012 0.0007677546
000335       *   16:        0 /            8 = 0.000000 0.0000000001 0.0003274435
000335       *   17:        0 /            1 = 0.000000 0.0000000000 0.0001396177
000335       *   18:        0 /            1 = 0.000000 0.0000000000 0.0000595248
000335       log likelihood
000335       
000335         placement     = -418.94
000335         chaos         = -1347.92
000335         optimal any   = -646.224
000335         optimal mono  = -646.778
000335         estimated R/T = -1217.77 (R=7.44708 T=0.183981
000335         optimal   R/T = -658.268 (R=6.58889 T=0.586445
000335       Compression ratio = %0.790226
000335       (done)
000335     (done)
000335   current = %-658.268
000335   Iteration #2
000335       tomove: 0 (last: 46)
000340         (done)
000340        moves = 30
000340       (done)
000340       logistic =      -648.4083706442 (R=   6.58889 T=0.586445)
000340       logistic =      -648.4083706442 (R=   6.58889 T=   0.58644)
000340       logistic =      -644.9278731817 (R=   6.08889 T=   0.58644)
000340       logistic =      -641.8266287664 (R=   6.33889 T=   0.58644)
000340       logistic =      -641.8266287664 (R=   6.33889 T=   0.58644)
000340       logistic =      -641.6995466743 (R=   6.27639 T=   0.58644)
000340       logistic =      -641.1421205150 (R=   6.30764 T=   0.55519)
000340       logistic =      -641.1421205150 (R=   6.30764 T=   0.55519)
000340       logistic =      -641.1421205150 (R=   6.30764 T=   0.55519)
000340       logistic =      -641.1421205150 (R=   6.30764 T=   0.55519)
000340       logistic =      -641.1391263041 (R=   6.30569 T=   0.55715)
000340       logistic =      -641.1391196235 (R=   6.30471 T=   0.55715)
000340       logistic =      -641.1391032919 (R=   6.30520 T=   0.55715)
000340       logistic =      -641.1391032919 (R=   6.30520 T=   0.55715)
000340       logistic =      -641.1391027559 (R=   6.30520 T=   0.55727)
000340       logistic =      -641.1391001450 (R=   6.30514 T=   0.55721)
000340       logistic =      -641.1391001450 (R=   6.30514 T=   0.55721)
000340       logistic =      -641.1391001450 (R=   6.30514 T=   0.55721)
000340       logistic =      -641.1391001235 (R=   6.30514 T=   0.55722)
000340       logistic =      -641.1391001214 (R=   6.30513 T=   0.55722)
000340       logistic =      -641.1391001198 (R=   6.30513 T=   0.55721)
000340       (done)
000340       Memory info:  42919x1120B=67% 20052x1136B=32% 682x120B=0% 642x328B=0% (67 MB)
000340       Vertices by distance (N = 65):
000340        0:1 1:5 2:5 3:6 4:7 5:13 6:13 7:10 8:3 9:2
000341       *    0:        5 /            6 = 0.833333 0.9999999984 0.9965216900
000341       *    1:       43 /           43 = 1.000000 0.9999999754 0.9915105382
000341       *    2:       67 /           70 = 0.957143 0.9999996276 0.9794289219
000341       *    3:       88 /           97 = 0.907216 0.9999943606 0.9510032330
000341       *    4:      137 /          156 = 0.878205 0.9999145974 0.8877979318
000341       *    5:      129 /          166 = 0.777108 0.9987081318 0.7633478217
000341       *    6:      126 /          207 = 0.608696 0.9807856742 0.5680260310
000341       *    7:       82 /          214 = 0.383178 0.7711864093 0.3489816488
000341       *    8:       41 /          222 = 0.184685 0.1820301865 0.1793380200
000341       *    9:        8 /          201 = 0.039801 0.0144810385 0.0817983984
000341       *   10:        4 /          185 = 0.021622 0.0009692642 0.0350439448
000341       *   11:        0 /          203 = 0.000000 0.0000640566 0.0145888686
000341       *   12:        0 /          151 = 0.000000 0.0000042298 0.0059991484
000341       *   13:        0 /           92 = 0.000000 0.0000002793 0.0024543378
000341       *   14:        0 /           41 = 0.000000 0.0000000184 0.0010019934
000341       *   15:        0 /           16 = 0.000000 0.0000000012 0.0004087158
000341       *   16:        0 /            8 = 0.000000 0.0000000001 0.0001666576
000341       *   17:        0 /            1 = 0.000000 0.0000000000 0.0000679465
000341       *   18:        0 /            1 = 0.000000 0.0000000000 0.0000277002
000341       log likelihood
000341       
000341         placement     = -415.86
000341         chaos         = -1347.92
000341         optimal any   = -631.041
000341         optimal mono  = -633.219
000341         estimated R/T = -1307.1 (R=7.44708 T=0.183981
000341         optimal   R/T = -641.139 (R=6.30513 T=0.557215
000341       Compression ratio = %0.776678
000341       (done)
000341     (done)
000341   current = %-641.139
000341   Iteration #3
000341       tomove: 0 (last: 30)
000346         (done)
000346        moves = 21
000346       (done)
000346       logistic =      -627.2116727017 (R=   6.30513 T=0.557215)
000346       logistic =      -627.2116727017 (R=   6.30513 T=   0.55721)
000346       logistic =      -627.2116727017 (R=   6.30513 T=   0.55721)
000346       logistic =      -624.5254288525 (R=   6.05513 T=   0.55721)
000346       logistic =      -624.5254288525 (R=   6.05513 T=   0.55721)
000346       logistic =      -624.2492663890 (R=   6.11763 T=   0.55721)
000346       logistic =      -624.2492663890 (R=   6.11763 T=   0.55721)
000346       logistic =      -624.2492663890 (R=   6.11763 T=   0.55721)
000346       logistic =      -624.2413379834 (R=   6.11763 T=   0.56503)
000346       logistic =      -624.2346549697 (R=   6.11373 T=   0.56112)
000346       logistic =      -624.2346549697 (R=   6.11373 T=   0.56112)
000346       logistic =      -624.2340887705 (R=   6.11275 T=   0.56210)
000346       logistic =      -624.2340887705 (R=   6.11275 T=   0.56210)
000346       logistic =      -624.2340881591 (R=   6.11299 T=   0.56210)
000346       logistic =      -624.2340872751 (R=   6.11287 T=   0.56210)
000346       logistic =      -624.2340872751 (R=   6.11287 T=   0.56210)
000346       logistic =      -624.2340869970 (R=   6.11290 T=   0.56207)
000346       logistic =      -624.2340869875 (R=   6.11289 T=   0.56208)
000346       logistic =      -624.2340869560 (R=   6.11289 T=   0.56207)
000346       logistic =      -624.2340869544 (R=   6.11289 T=   0.56207)
000346       logistic =      -624.2340869544 (R=   6.11289 T=   0.56207)
000346       (done)
000346       Memory info:  42919x1120B=67% 20052x1136B=32% 692x120B=0% 661x328B=0% (67 MB)
000346       Vertices by distance (N = 65):
000346        0:3 1:3 2:6 3:3 4:13 5:11 6:12 7:9 8:4 9:1
000346       *    0:       11 /           12 = 0.916667 0.9999999984 0.9956697681
000346       *    1:       40 /           40 = 1.000000 0.9999999754 0.9895249914
000346       *    2:       79 /           83 = 0.951807 0.9999996276 0.9748805112
000346       *    3:       90 /          103 = 0.873786 0.9999943606 0.9409835315
000346       *    4:      156 /          172 = 0.906977 0.9999145974 0.8675591190
000346       *    5:      130 /          171 = 0.760234 0.9987081318 0.7290850544
000346       *    6:      117 /          214 = 0.546729 0.9807856742 0.5250848388
000346       *    7:       61 /          209 = 0.291866 0.7711864093 0.3123537562
000346       *    8:       38 /          223 = 0.170404 0.1820301865 0.1572676925
000346       *    9:        8 /          191 = 0.041885 0.0144810385 0.0712091821
000346       *   10:        0 /          207 = 0.000000 0.0009692642 0.0305363979
000346       *   11:        0 /          191 = 0.000000 0.0000640566 0.0127752831
000346       *   12:        0 /          134 = 0.000000 0.0000042298 0.0052883468
000346       *   13:        0 /           81 = 0.000000 0.0000002793 0.0021794323
000346       *   14:        0 /           28 = 0.000000 0.0000000184 0.0008965399
000346       *   15:        0 /           16 = 0.000000 0.0000000012 0.0003685253
000346       *   16:        0 /            4 = 0.000000 0.0000000001 0.0001514362
000346       *   17:        0 /            1 = 0.000000 0.0000000000 0.0000622210
000346       log likelihood
000346       
000346         placement     = -407.399
000346         chaos         = -1347.92
000346         optimal any   = -614.555
000346         optimal mono  = -616.424
000346         estimated R/T = -1417.56 (R=7.44708 T=0.183981
000346         optimal   R/T = -624.234 (R=6.11289 T=0.562074
000346       Compression ratio = %0.75817
000346       (done)
000346     (done)
000346   current = %-624.234
000346   Iteration #4
000346       tomove: 0 (last: 21)
000351         (done)
000351        moves = 24
000351       (done)
000351       logistic =      -629.4417216221 (R=   6.11289 T=0.562074)
000351       logistic =      -629.4417216221 (R=   6.11289 T=   0.56207)
000351       logistic =      -629.4417216221 (R=   6.11289 T=   0.56207)
000351       logistic =      -626.0696300465 (R=   5.86289 T=   0.56207)
000351       logistic =      -626.0696300465 (R=   5.86289 T=   0.56207)
000351       logistic =      -625.9630323105 (R=   5.92539 T=   0.56207)
000351       logistic =      -625.9373712422 (R=   5.89414 T=   0.56207)
000351       logistic =      -625.9051272430 (R=   5.90977 T=   0.54645)
000351       logistic =      -625.8806457718 (R=   5.90977 T=   0.55426)
000351       logistic =      -625.8795757800 (R=   5.90586 T=   0.55426)
000351       logistic =      -625.8787865596 (R=   5.90586 T=   0.55231)
000351       logistic =      -625.8785986167 (R=   5.90684 T=   0.55329)
000351       logistic =      -625.8785187122 (R=   5.90635 T=   0.55280)
000351       logistic =      -625.8785116075 (R=   5.90635 T=   0.55304)
000351       logistic =      -625.8785059952 (R=   5.90635 T=   0.55292)
000351       logistic =      -625.8785057585 (R=   5.90641 T=   0.55292)
000351       logistic =      -625.8785055016 (R=   5.90641 T=   0.55295)
000351       logistic =      -625.8785054811 (R=   5.90639 T=   0.55293)
000351       logistic =      -625.8785054489 (R=   5.90640 T=   0.55294)
000351       logistic =      -625.8785054478 (R=   5.90640 T=   0.55294)
000351       logistic =      -625.8785054478 (R=   5.90640 T=   0.55294)
000351       (done)
000351       Memory info:  42919x1120B=67% 20052x1136B=32% 694x120B=0% 673x328B=0% (67 MB)
000351       Vertices by distance (N = 65):
000351        0:5 1:2 2:6 3:3 4:12 5:11 6:13 7:9 8:3 9:1
000351       *    0:       21 /           22 = 0.954545 0.9999999984 0.9952312109
000351       *    1:       39 /           39 = 1.000000 0.9999999754 0.9883026756
000351       *    2:       90 /           99 = 0.909091 0.9999996276 0.9715950331
000351       *    3:       90 /           96 = 0.937500 0.9999943606 0.9326496334
000351       *    4:      148 /          176 = 0.840909 0.9999145974 0.8486263181
000351       *    5:      148 /          195 = 0.758974 0.9987081318 0.6941543218
000351       *    6:      102 /          216 = 0.472222 0.9807856742 0.4788525836
000351       *    7:       63 /          215 = 0.293023 0.7711864093 0.2711305957
000351       *    8:       26 /          201 = 0.129353 0.1820301865 0.1308859791
000351       *    9:        3 /          185 = 0.016216 0.0144810385 0.0574647515
000351       *   10:        0 /          208 = 0.000000 0.0009692642 0.0240880763
000351       *   11:        0 /          183 = 0.000000 0.0000640566 0.0098937483
000351       *   12:        0 /          128 = 0.000000 0.0000042298 0.0040291482
000351       *   13:        0 /           76 = 0.000000 0.0000002793 0.0016350969
000351       *   14:        0 /           21 = 0.000000 0.0000000184 0.0006626037
000351       *   15:        0 /           17 = 0.000000 0.0000000012 0.0002683569
000351       *   16:        0 /            2 = 0.000000 0.0000000001 0.0001086600
000351       *   17:        0 /            1 = 0.000000 0.0000000000 0.0000439932
000351       log likelihood
000351       
000351         placement     = -399.886
000351         chaos         = -1347.92
000351         optimal any   = -613.661
000351         optimal mono  = -614.974
000351         estimated R/T = -1589 (R=7.44708 T=0.183981
000351         optimal   R/T = -625.879 (R=5.9064 T=0.552942
000351       Compression ratio = %0.751932
000351       (done)
000351     (done)
000351   current = %-625.879
000351   Not enough improvement -- breaking
000351   (done)
000351   (done)
000351 prepare pairs
000355   (done)
000355 greedy routing
000359   (done)
000359 greedy routing: success = 0.980255 stretch = 1.07744
000359 continuous ranks
000363   (done)
000363 MeanRank = 4.23288 MAP = 0.854732
000363 data: (1460,55.5576,6180,65,65)
000363   build_disttable_approx
000368     (done)
000369   (done)
000369 fix_logistic_parameters
000369   lcont =     -1202.6012923849 (R=   0.00000 T=1.000000)
000369   lcont =      -912.4380285442 (R=   3.00000 T=   1.00000)
000369   lcont =      -715.2538184806 (R=   3.00000 T=   0.50000)
000370   lcont =      -651.0830337062 (R=   3.25000 T=   0.25000)
000370   lcont =      -651.0830337062 (R=   3.25000 T=   0.25000)
000370   lcont =      -648.7969839566 (R=   3.18750 T=   0.31250)
000371   lcont =      -646.5066566574 (R=   3.18750 T=   0.28125)
000371   lcont =      -646.5066566574 (R=   3.18750 T=   0.28125)
000371   lcont =      -646.4897796797 (R=   3.19531 T=   0.28125)
000372   lcont =      -646.4877520980 (R=   3.19141 T=   0.28516)
000372   lcont =      -646.4767239762 (R=   3.19336 T=   0.28320)
000372   lcont =      -646.4766722094 (R=   3.19434 T=   0.28320)
000372   lcont =      -646.4766225021 (R=   3.19385 T=   0.28320)
000373   lcont =      -646.4766225021 (R=   3.19385 T=   0.28320)
000373   lcont =      -646.4765844792 (R=   3.19385 T=   0.28333)
000373   lcont =      -646.4765844792 (R=   3.19385 T=   0.28333)
000374   lcont =      -646.4765841952 (R=   3.19388 T=   0.28333)
000374   lcont =      -646.4765837391 (R=   3.19388 T=   0.28331)
000374   lcont =      -646.4765837279 (R=   3.19389 T=   0.28331)
000375   lcont =      -646.4765837110 (R=   3.19388 T=   0.28331)
000375   lcont =      -646.4765837080 (R=   3.19388 T=   0.28331)
000375   (done)
000375 loglikelihood = 646.5
000375 N = 65 M = 730 radius = 4.86091 entropy = 1347.9
000375 distance entropy for zero alpha = 102.78
000375 obtained alpha = 0.0360281
000375 distance entropy = 102.697
000400 FOR epsilon = 0.445639
000400   dist_entropy = 110.175
000400   sphere_entropy = 167.768
000400   negloglik = 709.195
000400   control = 987.1
000400 saveStats [-]
000400   (done)
000404 clear graph
000404   close joysticks
000000   (done)
