HyperRogue by Zeno Rogue <zeno@attnam.com>, version 12.1o
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
prepare_basics
000000   geom3::compute
000000     (done)
000000   (done)
000053 initgraph
WARNING: no translations for 'curvature of the space'
WARNING: no translations for 'higher value = better'
WARNING: no translations for 'higher value = more levels'
000053   restartGraph
000053     (done)
000053   (done)
000053 start_game
000054   prepare_basics
000054     geom3::compute
000054       (done)
000191     (done)
000191   initcells
000236   initGame
000238     addMessage: Welcome to HyperRogue! (cheat mode on)
000238     addMessage: Press F1 or right-click things for help.
000238     (done)
000238   restartGraph
000238     (done)
000238   (done)
000238 DHRG version 7.1
000238 
000238 stop_game
000238   saveStats [-]
000238     (done)
000241   (done)
000241 switch_game_mode 0
000241   (done)
000241 start_game
000241   initcells
000290   initGame
000292     addMessage: Welcome to HyperRogue! (cheat mode on)
000292     addMessage: Technical.
000292     addMessage: Press F1 or right-click things for help.
000292     (done)
000292   restartGraph
000292     (done)
000292   (done)
000312   growth = 1.72208
000312   The following grow forever: 0 1 2 3 6 7
000313   The correct value of sibling_limit is 3
000313   (done)
000313 Memory info:  42919x1120B=67% 20052x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
Reading coordinates...
000313   Reading links...
000313   Translating to cells
000317     (done)
000317   (done)
000317   Finding all
000321     (done)
000321   Memory info:  42919x1120B=67% 20052x1136B=32% 727x120B=0% 0x328B=0% (67 MB)
000321   Tallying pairs
000321     Memory info:  42919x1120B=67% 20052x1136B=32% 727x120B=0% 2x328B=0% (67 MB)
000321     Memory info:  42919x1120B=67% 20052x1136B=32% 847x120B=0% 43x328B=0% (67 MB)
000322     Memory info:  42919x1120B=67% 20052x1136B=32% 983x120B=0% 86x328B=0% (67 MB)
000322     Memory info:  42919x1120B=67% 20052x1136B=32% 1007x120B=0% 103x328B=0% (67 MB)
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 1097x120B=0% 138x328B=0% (67 MB)
000323     Memory info:  42919x1120B=67% 20052x1136B=32% 1209x120B=0% 175x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 1223x120B=0% 187x328B=0% (67 MB)
000324     Memory info:  42919x1120B=67% 20052x1136B=32% 1392x120B=0% 228x328B=0% (67 MB)
000324     (done)
000324   Tallying edges
000327     (done)
000327   Memory info:  42919x1120B=67% 20052x1136B=32% 1533x120B=0% 254x328B=0% (67 MB)
000327   edgecs=98354 totalcs=204278
000327       logistic =      -655.8522272819 (R=  55.19423 T=1.839808)
000327       logistic =       -99.6460712366 (R=  25.19423 T=   2.83981)
000327       logistic =       -99.6280274779 (R=  25.19423 T=   2.33981)
000327       logistic =       -99.5712049362 (R=  25.19423 T=   2.58981)
000327       logistic =       -99.5712049362 (R=  25.19423 T=   2.58981)
000328       logistic =       -99.5702480482 (R=  25.19423 T=   2.52731)
000328       logistic =       -99.5696517397 (R=  25.19423 T=   2.55856)
000328       logistic =       -99.5695588795 (R=  25.17861 T=   2.55856)
000328       logistic =       -99.5695588795 (R=  25.17861 T=   2.55856)
000328       logistic =       -99.5695296105 (R=  25.18251 T=   2.55465)
000328       logistic =       -99.5695292703 (R=  25.18446 T=   2.55270)
000328       logistic =       -99.5695283437 (R=  25.18446 T=   2.55367)
000328       logistic =       -99.5695281347 (R=  25.18398 T=   2.55367)
000328       logistic =       -99.5695281347 (R=  25.18398 T=   2.55367)
000328       logistic =       -99.5695281266 (R=  25.18385 T=   2.55380)
000328       logistic =       -99.5695281253 (R=  25.18385 T=   2.55374)
000328       logistic =       -99.5695281250 (R=  25.18388 T=   2.55374)
000328       logistic =       -99.5695281247 (R=  25.18387 T=   2.55375)
000328       logistic =       -99.5695281247 (R=  25.18387 T=   2.55375)
000328       logistic =       -99.5695281247 (R=  25.18387 T=   2.55375)
000328       logistic =       -99.5695281247 (R=  25.18387 T=   2.55375)
000328       (done)
000328       Memory info:  42919x1120B=67% 20052x1136B=32% 1533x120B=0% 254x328B=0% (67 MB)
000328       Vertices by distance (N = 30):
000328        1:2 4:1 5:1 6:1 7:2 8:1 9:3 10:3 11:1 12:1 13:1 14:4 15:2 16:3 17:1 18:1 20:1 26:1
000328       *    0:        1 /            1 = 1.000000 0.9999996941 0.9928307319
000328       *    1:        2 /            2 = 1.000000 0.9999995986 0.9912937206
000328       *    2:        5 /            5 = 1.000000 0.9999994732 0.9894306991
000328       *    3:        3 /            3 = 1.000000 0.9999993087 0.9871741754
000328       *    4:        3 /            3 = 1.000000 0.9999990928 0.9844434630
000328       *    5:        4 /            4 = 1.000000 0.9999988095 0.9811424680
000328       *    6:        5 /            5 = 1.000000 0.9999984378 0.9771572765
000328       *    7:        7 /            7 = 1.000000 0.9999979499 0.9723536195
000328       *    8:       11 /           11 = 1.000000 0.9999973097 0.9665743437
000328       *    9:       12 /           12 = 1.000000 0.9999964696 0.9596371017
000328       *   10:       13 /           13 = 1.000000 0.9999953671 0.9513325808
000328       *   11:       13 /           13 = 1.000000 0.9999939203 0.9414237290
000328       *   12:       18 /           18 = 1.000000 0.9999920218 0.9296465988
000328       *   13:       18 /           18 = 1.000000 0.9999895304 0.9157135989
000328       *   14:       21 /           21 = 1.000000 0.9999862609 0.8993200990
000328       *   15:       18 /           18 = 1.000000 0.9999819706 0.8801553997
000328       *   16:       17 /           17 = 1.000000 0.9999763404 0.8579189921
000328       *   17:       23 /           23 = 1.000000 0.9999689522 0.8323426719
000328       *   18:       10 /           10 = 1.000000 0.9999592569 0.8032183363
000328       *   19:       23 /           23 = 1.000000 0.9999465343 0.7704301227
000328       *   20:        9 /            9 = 1.000000 0.9999298391 0.7339879946
000328       *   21:       13 /           14 = 0.928571 0.9999079311 0.6940582067
000328       *   22:       13 /           13 = 1.000000 0.9998791832 0.6509847715
000328       *   23:       10 /           19 = 0.526316 0.9998414603 0.6052957484
000328       *   24:       11 /           19 = 0.578947 0.9997919615 0.5576894812
000328       *   25:        5 /           14 = 0.357143 0.9997270125 0.5089989998
000328       *   26:        6 /           16 = 0.375000 0.9996417940 0.4601371863
000328       *   27:        4 /           14 = 0.285714 0.9995299853 0.4120297850
000328       *   28:        5 /           13 = 0.384615 0.9993832988 0.3655464035
000328       *   29:        8 /           14 = 0.571429 0.9991908700 0.3214401778
000328       *   30:        2 /           12 = 0.166667 0.9989384615 0.2803045475
000328       *   31:        2 /           10 = 0.200000 0.9986074239 0.2425514563
000328       *   32:        2 /            7 = 0.285714 0.9981733419 0.2084107080
000328       *   33:        0 /            5 = 0.000000 0.9976042763 0.1779465394
000328       *   34:        0 /            4 = 0.000000 0.9968584854 0.1510855049
000328       *   35:        0 /            7 = 0.000000 0.9958814876 0.1276495293
000328       *   36:        1 /            4 = 0.250000 0.9946022929 0.1073890046
000328       *   37:        0 /            1 = 0.000000 0.9929286062 0.0900124158
000328       *   38:        0 /            3 = 0.000000 0.9907407847 0.0752106172
000328       *   39:        0 /            2 = 0.000000 0.9878843315 0.0626752086
000328       *   40:        0 /            4 = 0.000000 0.9841607553 0.0521113556
000328       *   41:        1 /            1 = 1.000000 0.9793167515 0.0432458818
000328       *   42:        0 /            1 = 0.000000 0.9730319340 0.0358316379
000328       *   43:        0 /            1 = 0.000000 0.9649058452 0.0296491297
000328       *   45:        0 /            1 = 0.000000 0.9410585549 0.0202368533
000328       log likelihood
000328       
000328         placement     = -322.163
000328         chaos         = -252.263
000328         optimal any   = -92.8336
000328         optimal mono  = -100.223
000328         estimated R/T = -655.852 (R=55.1942 T=1.83981
000328         optimal   R/T = -99.5695 (R=25.1839 T=2.55375
000328       Compression ratio = %1.64509
000328       (done)
000328     (done)
000328   Using distlimit = 28
000328   (done)
000328 Reading directed edges...
000328 compute_ranks
000331   tallies for nothing =
000331   meanrank = 0.574451 MAP = 0.937529 meanrank_opti = 0.512539 MAP_opti = 0.94073
000331   (done)
000331   Iteration #1
000331       tomove: 0 (last: 0)
000336         (done)
000336        moves = 12
000336       (done)
000336       logistic =       -94.6730134665 (R=  25.18387 T=2.553753)
000336       logistic =       -94.3262407576 (R=  25.18387 T=   3.55375)
000336       logistic =       -94.3222933970 (R=  25.18387 T=   3.05375)
000336       logistic =       -94.2966639580 (R=  25.18387 T=   3.30375)
000336       logistic =       -94.2948634652 (R=  25.05887 T=   3.30375)
000336       logistic =       -94.2942717196 (R=  25.12137 T=   3.30375)
000336       logistic =       -94.2941947626 (R=  25.09012 T=   3.30375)
000336       logistic =       -94.2941400124 (R=  25.10574 T=   3.30375)
000336       logistic =       -94.2941400124 (R=  25.10574 T=   3.30375)
000336       logistic =       -94.2941362212 (R=  25.10184 T=   3.30375)
000336       logistic =       -94.2941362171 (R=  25.10184 T=   3.30571)
000336       logistic =       -94.2941357921 (R=  25.10184 T=   3.30473)
000336       logistic =       -94.2941357785 (R=  25.10233 T=   3.30473)
000336       logistic =       -94.2941357625 (R=  25.10208 T=   3.30473)
000336       logistic =       -94.2941357601 (R=  25.10208 T=   3.30461)
000336       logistic =       -94.2941357575 (R=  25.10214 T=   3.30461)
000336       logistic =       -94.2941357572 (R=  25.10217 T=   3.30461)
000336       logistic =       -94.2941357572 (R=  25.10217 T=   3.30461)
000336       logistic =       -94.2941357572 (R=  25.10217 T=   3.30462)
000336       logistic =       -94.2941357572 (R=  25.10217 T=   3.30462)
000336       logistic =       -94.2941357572 (R=  25.10217 T=   3.30462)
000336       (done)
000336       Memory info:  42919x1120B=67% 20052x1136B=31% 1821x120B=0% 537x328B=0% (67 MB)
000336       Vertices by distance (N = 30):
000336        2:2 3:1 5:1 6:1 7:1 8:2 9:4 10:2 11:1 13:3 14:3 15:2 16:1 17:2 18:2 20:1 27:1
000336       *    0:        2 /            2 = 1.000000 0.9999996941 0.9780768402
000336       *    1:        2 /            2 = 1.000000 0.9999995986 0.9745867086
000336       *    2:        2 /            2 = 1.000000 0.9999994732 0.9705576793
000336       *    3:        6 /            6 = 1.000000 0.9999993087 0.9659122284
000336       *    4:        3 /            3 = 1.000000 0.9999990928 0.9605635942
000336       *    5:        2 /            2 = 1.000000 0.9999988095 0.9544153246
000336       *    6:        7 /            7 = 1.000000 0.9999984378 0.9473610469
000336       *    7:        8 /            8 = 1.000000 0.9999979499 0.9392845581
000336       *    8:       11 /           11 = 1.000000 0.9999973097 0.9300603634
000336       *    9:       11 /           11 = 1.000000 0.9999964696 0.9195548046
000336       *   10:        9 /            9 = 1.000000 0.9999953671 0.9076279442
000336       *   11:       19 /           19 = 1.000000 0.9999939203 0.8941363728
000336       *   12:       16 /           16 = 1.000000 0.9999920218 0.8789371026
000336       *   13:       11 /           11 = 1.000000 0.9999895304 0.8618926750
000336       *   14:       21 /           21 = 1.000000 0.9999862609 0.8428775422
000336       *   15:       19 /           19 = 1.000000 0.9999819706 0.8217856765
000336       *   16:       21 /           21 = 1.000000 0.9999763404 0.7985392064
000336       *   17:       17 /           17 = 1.000000 0.9999689522 0.7730976849
000336       *   18:       17 /           17 = 1.000000 0.9999592569 0.7454673762
000336       *   19:       20 /           20 = 1.000000 0.9999465343 0.7157097322
000336       *   20:       10 /           11 = 0.909091 0.9999298391 0.6839480655
000336       *   21:        7 /            7 = 1.000000 0.9999079311 0.6503713639
000336       *   22:       23 /           23 = 1.000000 0.9998791832 0.6152342821
000336       *   23:        9 /           17 = 0.529412 0.9998414603 0.5788526197
000336       *   24:        4 /           10 = 0.400000 0.9997919615 0.5415940519
000336       *   25:        9 /           17 = 0.529412 0.9997270125 0.5038644576
000336       *   26:        5 /           19 = 0.263158 0.9996417940 0.4660908001
000336       *   27:        9 /           13 = 0.692308 0.9995299853 0.4287020354
000336       *   28:        3 /           10 = 0.300000 0.9993832988 0.3921098309
000336       *   29:        4 /           15 = 0.266667 0.9991908700 0.3566909098
000336       *   30:        5 /           14 = 0.357143 0.9989384615 0.3227725779
000336       *   31:        4 /            9 = 0.444444 0.9986074239 0.2906225062
000336       *   32:        0 /            7 = 0.000000 0.9981733419 0.2604432409
000336       *   33:        1 /            6 = 0.166667 0.9976042763 0.2323713159
000336       *   34:        0 /            4 = 0.000000 0.9968584854 0.2064803587
000336       *   35:        0 /            5 = 0.000000 0.9958814876 0.1827872645
000336       *   36:        0 /            7 = 0.000000 0.9946022929 0.1612603891
000336       *   37:        1 /            3 = 0.333333 0.9929286062 0.1418287437
000336       *   38:        0 /            1 = 0.000000 0.9907407847 0.1243913240
000336       *   39:        0 /            1 = 0.000000 0.9878843315 0.1088259146
000336       *   40:        0 /            5 = 0.000000 0.9841607553 0.0949969302
000336       *   41:        0 /            3 = 0.000000 0.9793167515 0.0827620564
000336       *   42:        1 /            1 = 1.000000 0.9730319340 0.0719776155
000336       *   43:        0 /            1 = 0.000000 0.9649058452 0.0625026991
000336       *   45:        0 /            1 = 0.000000 0.9410585549 0.0469487966
000336       *   46:        0 /            1 = 0.000000 0.9240501670 0.0406243714
000336       log likelihood
000336       
000336         placement     = -324.301
000336         chaos         = -252.263
000336         optimal any   = -87.2913
000336         optimal mono  = -98.5079
000336         estimated R/T = -602.488 (R=55.1942 T=1.83981
000336         optimal   R/T = -94.2941 (R=25.1022 T=3.30462
000336       Compression ratio = %1.6316
000336       (done)
000336     (done)
000336   current = %-94.2941
000336   Iteration #2
000336       tomove: 0 (last: 12)
000341         (done)
000341        moves = 8
000341       (done)
000341       logistic =       -90.7102767985 (R=  25.10217 T=3.304617)
000341       logistic =       -90.1595512697 (R=  24.10217 T=   3.30462)
000341       logistic =       -90.0177114824 (R=  23.60217 T=   3.80462)
000341       logistic =       -89.9973347500 (R=  23.35217 T=   4.05462)
000341       logistic =       -89.9953099635 (R=  23.22717 T=   4.17962)
000341       logistic =       -89.9946208580 (R=  23.16467 T=   4.17962)
000341       logistic =       -89.9946208580 (R=  23.16467 T=   4.17962)
000341       logistic =       -89.9945975411 (R=  23.16467 T=   4.16399)
000341       logistic =       -89.9945093087 (R=  23.18029 T=   4.15618)
000341       logistic =       -89.9944867272 (R=  23.18810 T=   4.15227)
000341       logistic =       -89.9944808557 (R=  23.19201 T=   4.15032)
000341       logistic =       -89.9944792793 (R=  23.19396 T=   4.14934)
000341       logistic =       -89.9944787936 (R=  23.19494 T=   4.14837)
000341       logistic =       -89.9944785291 (R=  23.19592 T=   4.14788)
000341       logistic =       -89.9944784951 (R=  23.19616 T=   4.14763)
000341       logistic =       -89.9944784758 (R=  23.19640 T=   4.14745)
000341       logistic =       -89.9944784709 (R=  23.19653 T=   4.14739)
000341       logistic =       -89.9944784698 (R=  23.19659 T=   4.14736)
000341       logistic =       -89.9944784696 (R=  23.19661 T=   4.14734)
000341       logistic =       -89.9944784695 (R=  23.19663 T=   4.14733)
000341       logistic =       -89.9944784695 (R=  23.19663 T=   4.14733)
000341       (done)
000341       Memory info:  42919x1120B=67% 20052x1136B=31% 1883x120B=0% 583x328B=0% (67 MB)
000341       Vertices by distance (N = 30):
000341        1:2 3:1 5:1 6:1 7:2 8:1 9:5 10:2 13:3 14:3 15:2 16:2 17:1 18:2 20:1 26:1
000341       *    0:        1 /            1 = 1.000000 0.9999996941 0.9424905867
000341       *    1:        2 /            2 = 1.000000 0.9999995986 0.9355965816
000341       *    2:        4 /            4 = 1.000000 0.9999994732 0.9279393367
000341       *    3:        3 /            3 = 1.000000 0.9999993087 0.9194500650
000341       *    4:        7 /            7 = 1.000000 0.9999990928 0.9100576316
000341       *    5:        1 /            1 = 1.000000 0.9999988095 0.8996894882
000341       *    6:        4 /            4 = 1.000000 0.9999984378 0.8882728856
000341       *    7:        8 /            8 = 1.000000 0.9999979499 0.8757363940
000341       *    8:       16 /           16 = 1.000000 0.9999973097 0.8620117474
000341       *    9:       11 /           11 = 1.000000 0.9999964696 0.8470360166
000341       *   10:       14 /           14 = 1.000000 0.9999953671 0.8307540932
000341       *   11:       15 /           15 = 1.000000 0.9999939203 0.8131214419
000341       *   12:       14 /           14 = 1.000000 0.9999920218 0.7941070450
000341       *   13:       14 /           14 = 1.000000 0.9999895304 0.7736964290
000341       *   14:       21 /           21 = 1.000000 0.9999862609 0.7518946255
000341       *   15:       23 /           23 = 1.000000 0.9999819706 0.7287288850
000341       *   16:       15 /           15 = 1.000000 0.9999763404 0.7042509364
000341       *   17:       23 /           23 = 1.000000 0.9999689522 0.6785385756
000341       *   18:       17 /           17 = 1.000000 0.9999592569 0.6516963700
000341       *   19:       17 /           17 = 1.000000 0.9999465343 0.6238553012
000341       *   20:        5 /            6 = 0.833333 0.9999298391 0.5951712227
000341       *   21:       13 /           13 = 1.000000 0.9999079311 0.5658220877
000341       *   22:       19 /           19 = 1.000000 0.9998791832 0.5360039999
000341       *   23:        9 /           20 = 0.450000 0.9998414603 0.5059262410
000341       *   24:        5 /           14 = 0.357143 0.9997919615 0.4758055243
000341       *   25:        8 /           15 = 0.533333 0.9997270125 0.4458598021
000341       *   26:        2 /           12 = 0.166667 0.9996417940 0.4163019970
000341       *   27:        9 /           16 = 0.562500 0.9995299853 0.3873340376
000341       *   28:        3 /           12 = 0.250000 0.9993832988 0.3591415476
000341       *   29:        7 /           13 = 0.538462 0.9991908700 0.3318894696
000341       *   30:        2 /           13 = 0.153846 0.9989384615 0.3057188189
000341       *   31:        4 /            9 = 0.444444 0.9986074239 0.2807446568
000341       *   32:        0 /            5 = 0.000000 0.9981733419 0.2570552789
000341       *   33:        1 /            7 = 0.142857 0.9976042763 0.2347125204
000341       *   34:        0 /            7 = 0.000000 0.9968584854 0.2137530212
000341       *   35:        0 /            6 = 0.000000 0.9958814876 0.1941902472
000341       *   36:        0 /            3 = 0.000000 0.9946022929 0.1760170519
000341       *   37:        1 /            1 = 1.000000 0.9929286062 0.1592085627
000341       *   38:        0 /            3 = 0.000000 0.9907407847 0.1437252018
000341       *   39:        0 /            4 = 0.000000 0.9878843315 0.1295156775
000341       *   40:        0 /            3 = 0.000000 0.9841607553 0.1165198241
000341       *   41:        1 /            1 = 1.000000 0.9793167515 0.1046711970
000341       *   42:        0 /            1 = 0.000000 0.9730319340 0.0938993722
000341       *   44:        0 /            1 = 0.000000 0.9544458162 0.0752960537
000341       *   45:        0 /            1 = 0.000000 0.9410585549 0.0673199543
000341       log likelihood
000341       
000341         placement     = -317.696
000341         chaos         = -252.263
000341         optimal any   = -82.6815
000341         optimal mono  = -97.4578
000341         estimated R/T = -626.216 (R=55.1942 T=1.83981
000341         optimal   R/T = -89.9945 (R=23.1966 T=4.14733
000341       Compression ratio = %1.58714
000341       (done)
000341     (done)
000341   current = %-89.9945
000341   Iteration #3
000341       tomove: 0 (last: 8)
000345         (done)
000345        moves = 1
000345       (done)
000345       logistic =       -89.8432936904 (R=  23.19663 T=4.147326)
000345       logistic =       -89.8432936904 (R=  23.19663 T=   4.14733)
000345       logistic =       -89.8432936904 (R=  23.19663 T=   4.14733)
000345       logistic =       -89.8355435101 (R=  23.19663 T=   4.39733)
000345       logistic =       -89.8346832567 (R=  23.07163 T=   4.39733)
000345       logistic =       -89.8343090934 (R=  23.13413 T=   4.39733)
000345       logistic =       -89.8342952311 (R=  23.10288 T=   4.39733)
000345       logistic =       -89.8342519101 (R=  23.11851 T=   4.39733)
000345       logistic =       -89.8342508563 (R=  23.11851 T=   4.38951)
000345       logistic =       -89.8342462771 (R=  23.12241 T=   4.38951)
000345       logistic =       -89.8342462771 (R=  23.12241 T=   4.38951)
000345       logistic =       -89.8342461172 (R=  23.12339 T=   4.38951)
000345       logistic =       -89.8342461172 (R=  23.12339 T=   4.38951)
000345       logistic =       -89.8342461172 (R=  23.12339 T=   4.38951)
000345       logistic =       -89.8342461125 (R=  23.12327 T=   4.38964)
000345       logistic =       -89.8342461115 (R=  23.12321 T=   4.38970)
000345       logistic =       -89.8342461109 (R=  23.12315 T=   4.38973)
000345       logistic =       -89.8342461109 (R=  23.12313 T=   4.38973)
000345       logistic =       -89.8342461109 (R=  23.12314 T=   4.38973)
000345       logistic =       -89.8342461109 (R=  23.12314 T=   4.38973)
000345       logistic =       -89.8342461109 (R=  23.12314 T=   4.38973)
000345       (done)
000345       Memory info:  42919x1120B=67% 20052x1136B=31% 1885x120B=0% 609x328B=0% (67 MB)
000345       Vertices by distance (N = 30):
000345        1:2 3:1 5:1 6:1 7:1 8:2 9:5 10:2 13:3 14:3 15:2 16:2 17:1 18:2 20:1 26:1
000345       *    0:        1 /            1 = 1.000000 0.9999996941 0.9330040738
000345       *    1:        1 /            1 = 1.000000 0.9999995986 0.9255234734
000345       *    2:        4 /            4 = 1.000000 0.9999994732 0.9172816605
000345       *    3:        4 /            4 = 1.000000 0.9999993087 0.9082182292
000345       *    4:        7 /            7 = 1.000000 0.9999990928 0.8982718538
000345       *    5:        1 /            1 = 1.000000 0.9999988095 0.8873812488
000345       *    6:        2 /            2 = 1.000000 0.9999984378 0.8754863511
000345       *    7:       10 /           10 = 1.000000 0.9999979499 0.8625297330
000345       *    8:       14 /           14 = 1.000000 0.9999973097 0.8484582497
000345       *    9:       11 /           11 = 1.000000 0.9999964696 0.8332249085
000345       *   10:       14 /           14 = 1.000000 0.9999953671 0.8167909299
000345       *   11:       16 /           16 = 1.000000 0.9999939203 0.7991279523
000345       *   12:       15 /           15 = 1.000000 0.9999920218 0.7802203098
000345       *   13:       13 /           13 = 1.000000 0.9999895304 0.7600672857
000345       *   14:       20 /           20 = 1.000000 0.9999862609 0.7386852276
000345       *   15:       25 /           25 = 1.000000 0.9999819706 0.7161093858
000345       *   16:       12 /           12 = 1.000000 0.9999763404 0.6923953326
000345       *   17:       24 /           24 = 1.000000 0.9999689522 0.6676198134
000345       *   18:       19 /           19 = 1.000000 0.9999592569 0.6418809002
000345       *   19:       17 /           17 = 1.000000 0.9999465343 0.6152973398
000345       *   20:        4 /            5 = 0.800000 0.9999298391 0.5880070380
000345       *   21:       11 /           11 = 1.000000 0.9999079311 0.5601646720
000345       *   22:       21 /           21 = 1.000000 0.9998791832 0.5319384892
000345       *   23:        9 /           20 = 0.450000 0.9998414603 0.5035064138
000345       *   24:        6 /           14 = 0.428571 0.9997919615 0.4750516430
000345       *   25:        8 /           15 = 0.533333 0.9997270125 0.4467579586
000345       *   26:        2 /           13 = 0.153846 0.9996417940 0.4188050075
000345       *   27:        9 /           16 = 0.562500 0.9995299853 0.3913638045
000345       *   28:        3 /           12 = 0.250000 0.9993832988 0.3645926954
000345       *   29:        7 /           13 = 0.538462 0.9991908700 0.3386339707
000345       *   30:        2 /           13 = 0.153846 0.9989384615 0.3136112706
000345       *   31:        4 /            9 = 0.444444 0.9986074239 0.2896278518
000345       *   32:        0 /            5 = 0.000000 0.9981733419 0.2667657274
000346       *   33:        1 /            6 = 0.166667 0.9976042763 0.2450856299
000346       *   34:        0 /            8 = 0.000000 0.9968584854 0.2246277026
000346       *   35:        0 /            6 = 0.000000 0.9958814876 0.2054127910
000346       *   36:        0 /            3 = 0.000000 0.9946022929 0.1874441933
000346       *   37:        1 /            1 = 1.000000 0.9929286062 0.1707097191
000346       *   38:        0 /            3 = 0.000000 0.9907407847 0.1551839214
000346       *   39:        0 /            4 = 0.000000 0.9878843315 0.1408303776
000346       *   40:        0 /            3 = 0.000000 0.9841607553 0.1276039197
000346       *   41:        1 /            1 = 1.000000 0.9793167515 0.1154527367
000346       *   42:        0 /            1 = 0.000000 0.9730319340 0.1043202939
000346       *   44:        0 /            1 = 0.000000 0.9544458162 0.0848718629
000346       *   45:        0 /            1 = 0.000000 0.9410585549 0.0764333585
000346       log likelihood
000346       
000346         placement     = -318.24
000346         chaos         = -252.263
000346         optimal any   = -82.9232
000346         optimal mono  = -98.0747
000346         estimated R/T = -619.639 (R=55.1942 T=1.83981
000346         optimal   R/T = -89.8342 (R=23.1231 T=4.38973
000346       Compression ratio = %1.59026
000346       (done)
000346     (done)
000346   current = %-89.8342
000346   Iteration #4
000346       tomove: 0 (last: 1)
000350         (done)
000350        moves = 0
000350       (done)
000350     (done)
000350   (done)
000350 compute_ranks
000354   tallies for nothing =
000354   meanrank = 0.576019 MAP = 0.937507 meanrank_opti = 0.523511 MAP_opti = 0.940684
000354   (done)
000354   Iteration #5
000354       tomove: 0 (last: 0)
000358         (done)
000358        moves = 0
000358       (done)
000358     (done)
000358   (done)
000358 compute_ranks
000362   tallies for nothing =
000362   meanrank = 0.576019 MAP = 0.937507 meanrank_opti = 0.523511 MAP_opti = 0.940684
000362   (done)
000362 saveStats [-]
000362   (done)
000366 clear graph
000366   close joysticks
000000   (done)
