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'
000055   restartGraph
000055     (done)
000055   (done)
000055 start_game
000055   prepare_basics
000055     geom3::compute
000055       (done)
000200     (done)
000200   initcells
000249   initGame
000251     addMessage: Welcome to HyperRogue! (cheat mode on)
000251     addMessage: Press F1 or right-click things for help.
000252     (done)
000252   restartGraph
000252     (done)
000252   (done)
000252 DHRG version 7.1
000252 
000252 stop_game
000252   saveStats [-]
000252     (done)
000254   (done)
000254 switch_game_mode 0
000254   (done)
000254 start_game
000254   initcells
000303   initGame
000305     addMessage: Welcome to HyperRogue! (cheat mode on)
000305     addMessage: Technical.
000305     addMessage: Press F1 or right-click things for help.
000305     (done)
000305   restartGraph
000305     (done)
000305   (done)
000325   growth = 1.72208
000325   The following grow forever: 0 1 2 3 6 7
000325   The correct value of sibling_limit is 3
000325   (done)
Reading coordinates...
000326 Reading links...
000337   (done)
000337 reading embedding
000342   (done)
000342   Finding all
000345     (done)
000345   Memory info:  42919x1120B=65% 20052x1136B=30% 24793x120B=4% 0x328B=0% (70 MB)
000345   Tallying pairs
000346     Memory info:  42919x1120B=65% 20052x1136B=30% 24793x120B=4% 2x328B=0% (70 MB)
000346     Memory info:  42919x1120B=64% 20052x1136B=30% 27097x120B=4% 628x328B=0% (70 MB)
000347     Memory info:  42919x1120B=64% 20052x1136B=30% 30258x120B=4% 1382x328B=0% (71 MB)
000348     Memory info:  42919x1120B=63% 20052x1136B=30% 34844x120B=5% 2372x328B=1% (72 MB)
000349     Memory info:  42919x1120B=62% 20052x1136B=29% 39144x120B=6% 3273x328B=1% (73 MB)
000350     Memory info:  42919x1120B=62% 20052x1136B=29% 42712x120B=6% 4054x328B=1% (73 MB)
000350     Memory info:  42919x1120B=61% 20052x1136B=29% 46722x120B=7% 4893x328B=2% (74 MB)
000351     Memory info:  42919x1120B=61% 20052x1136B=28% 50312x120B=7% 5640x328B=2% (75 MB)
000352     Memory info:  42919x1120B=60% 20052x1136B=28% 54105x120B=8% 6426x328B=2% (75 MB)
000353     Memory info:  42919x1120B=59% 20052x1136B=28% 57903x120B=8% 7223x328B=2% (76 MB)
000354     (done)
000354   Tallying edges
000361     (done)
000361   Memory info:  42919x1120B=59% 20052x1136B=28% 61030x120B=9% 7880x328B=3% (77 MB)
000361   edgecs=15347305 totalcs=210329130
000361       logistic =   -199874.0831166633 (R=  55.19423 T=1.839808)
000361       logistic =    -10578.8205575465 (R=  30.19423 T=   0.83981)
000361       logistic =    -10250.4788325391 (R=  31.19423 T=   0.83981)
000361       logistic =    -10160.3719538871 (R=  31.19423 T=   1.08981)
000361       logistic =    -10067.1321422469 (R=  31.06923 T=   0.96481)
000361       logistic =    -10067.1321422469 (R=  31.06923 T=   0.96481)
000361       logistic =    -10066.6501889976 (R=  31.06923 T=   0.99606)
000361       logistic =    -10064.9202217249 (R=  31.06923 T=   0.98043)
000361       logistic =    -10064.9202217249 (R=  31.06923 T=   0.98043)
000361       logistic =    -10064.9202217249 (R=  31.06923 T=   0.98043)
000361       logistic =    -10064.9192315784 (R=  31.06728 T=   0.98043)
000362       logistic =    -10064.9130836755 (R=  31.06728 T=   0.98141)
000362       logistic =    -10064.9130836755 (R=  31.06728 T=   0.98141)
000362       logistic =    -10064.9130836755 (R=  31.06728 T=   0.98141)
000362       logistic =    -10064.9130123625 (R=  31.06716 T=   0.98129)
000362       logistic =    -10064.9130106462 (R=  31.06722 T=   0.98129)
000362       logistic =    -10064.9130056529 (R=  31.06722 T=   0.98132)
000362       logistic =    -10064.9130056529 (R=  31.06722 T=   0.98132)
000362       logistic =    -10064.9130054951 (R=  31.06722 T=   0.98131)
000362       logistic =    -10064.9130054568 (R=  31.06722 T=   0.98131)
000362       logistic =    -10064.9130054467 (R=  31.06721 T=   0.98131)
000362       (done)
000362       Memory info:  42919x1120B=59% 20052x1136B=28% 61030x120B=9% 7880x328B=3% (77 MB)
000362       Vertices by distance (N = 493):
000362        1:1 2:4 3:4 4:1 5:38 6:2 7:2 9:1 13:2 14:2 15:15 16:7 17:22 18:13 19:12 20:30 21:28 22:28 23:23 24:21 25:35 26:48 27:48 28:38 29:68
000362       *    0:      721 /          721 = 1.000000 0.9999996941 0.9999998665
000362       *    1:       69 /           69 = 1.000000 0.9999995986 0.9999997778
000362       *    2:      318 /          318 = 1.000000 0.9999994732 0.9999996302
000362       *    3:      163 /          165 = 0.987879 0.9999993087 0.9999993845
000362       *    4:       58 /           58 = 1.000000 0.9999990928 0.9999989755
000362       *    5:       15 /           15 = 1.000000 0.9999988095 0.9999982948
000362       *    6:       20 /           20 = 1.000000 0.9999984378 0.9999971617
000362       *    7:       12 /           12 = 1.000000 0.9999979499 0.9999952756
000362       *    8:       50 /           50 = 1.000000 0.9999973097 0.9999921364
000362       *    9:       11 /           11 = 1.000000 0.9999964696 0.9999869111
000362       *   10:       24 /           24 = 1.000000 0.9999953671 0.9999782137
000362       *   11:       12 /           12 = 1.000000 0.9999939203 0.9999637374
000362       *   12:       16 /           16 = 1.000000 0.9999920218 0.9999396425
000362       *   13:       40 /           40 = 1.000000 0.9999895304 0.9998995392
000362       *   14:       71 /           71 = 1.000000 0.9999862609 0.9998327946
000362       *   15:      162 /          163 = 0.993865 0.9999819706 0.9997217184
000362       *   16:      392 /          397 = 0.987406 0.9999763404 0.9995368872
000362       *   17:      226 /          231 = 0.978355 0.9999689522 0.9992293880
000362       *   18:      464 /          473 = 0.980973 0.9999592569 0.9987179764
000362       *   19:      664 /          670 = 0.991045 0.9999465343 0.9978678941
000362       *   20:      968 /          985 = 0.982741 0.9999298391 0.9964561406
000362       *   21:      977 /          990 = 0.986869 0.9999079311 0.9941151208
000362       *   22:     1900 /         1922 = 0.988554 0.9998791832 0.9902428013
000362       *   23:     2396 /         2438 = 0.982773 0.9998414603 0.9838638094
000362       *   24:     4444 /         4494 = 0.988874 0.9997919615 0.9734263205
000362       *   25:     4760 /         4846 = 0.982253 0.9997270125 0.9565357307
000362       *   26:     2186 /         2294 = 0.952921 0.9996417940 0.9296847584
000362       *   27:     1114 /         1250 = 0.891200 0.9995299853 0.8881850673
000362       *   28:      683 /          831 = 0.821901 0.9993832988 0.8267566367
000362       *   29:      436 /          648 = 0.672840 0.9991908700 0.7414063769
000362       *   30:      446 /          740 = 0.602703 0.9989384615 0.6326887751
000362       *   31:      488 /          882 = 0.553288 0.9986074239 0.5085609528
000362       *   32:      385 /         1017 = 0.378564 0.9981733419 0.3833685302
000362       *   33:      238 /         1177 = 0.202209 0.9976042763 0.2719410374
000362       *   34:      194 /         2512 = 0.077229 0.9968584854 0.1832743939
000362       *   35:      166 /         1553 = 0.106890 0.9958814876 0.1188002629
000362       *   36:      157 /         1823 = 0.086122 0.9946022929 0.0749267011
000362       *   37:      126 /         2112 = 0.059659 0.9929286062 0.0464026643
000362       *   38:      106 /         2711 = 0.039100 0.9907407847 0.0284040969
000362       *   39:       66 /         3202 = 0.020612 0.9878843315 0.0172604131
000362       *   40:       81 /         4029 = 0.020104 0.9841607553 0.0104417079
000362       *   41:       56 /         4410 = 0.012698 0.9793167515 0.0062994569
000362       *   42:       41 /         5395 = 0.007600 0.9730319340 0.0037941465
000362       *   43:       28 /         6021 = 0.004650 0.9649058452 0.0022829155
000362       *   44:        5 /         6633 = 0.000754 0.9544458162 0.0013727873
000362       *   45:       24 /         7135 = 0.003364 0.9410585549 0.0008251991
000362       *   46:        0 /         7482 = 0.000000 0.9240501670 0.0004959287
000362       *   47:        0 /         7768 = 0.000000 0.9026415328 0.0002980044
000362       *   48:        0 /         7417 = 0.000000 0.8760080091 0.0001790572
000362       *   49:        0 /         6463 = 0.000000 0.8433529970 0.0001075822
000362       *   50:        0 /         3716 = 0.000000 0.8040218367 0.0000646363
000362       *   51:        0 /         2052 = 0.000000 0.7576531354 0.0000388334
000362       *   52:        0 /         1526 = 0.000000 0.7043477188 0.0000233308
000362       *   53:        0 /         1067 = 0.000000 0.6448140622 0.0000140169
000362       *   54:        0 /         1701 = 0.000000 0.5804334610 0.0000084211
000362       *   55:        0 /         1861 = 0.000000 0.5131933133 0.0000050593
000362       *   56:        0 /         2086 = 0.000000 0.4454722167 0.0000030395
000362       *   57:        0 /         1591 = 0.000000 0.3797170049 0.0000018261
000362       *   58:        0 /          962 = 0.000000 0.3181000257 0.0000010971
000362       log likelihood
000362       
000362         placement     = -8073.28
000362         chaos         = -63001.7
000362         optimal any   = -9686.06
000362         optimal mono  = -9704.04
000362         estimated R/T = -199874 (R=55.1942 T=1.83981
000362         optimal   R/T = -10064.9 (R=31.0672 T=0.981312
000362       Compression ratio = %0.281887
000362       (done)
000362     (done)
000362   Using distlimit = 31
000362   (done)
000362 Reading directed edges...
000379 Reading Lorentz (dim = 3)...
000379 maximum radius = 12.401
000379 prepare pairs
000485   (done)
000485 greedy routing
000613   (done)
000613 greedy routing: success = 0.885623 stretch = 1.00277 efficiency = 0.883641
000613 modded routing: success = 0.944597 stretch = 1.0233 efficiency = 0.929338
000613 continuous ranks
000635   (done)
000635 MeanRank = 17.2907 MAP = 0.66
000636 data: (51958,325.38,898388,493,493)
000636   build_disttable_approx
000646     (done)
000647   (done)
000647 fix_logistic_parameters
000649   lcont =   -127975.8005881477 (R=   0.00000 T=1.000000)
000671   lcont =    -42263.8333765222 (R=  10.00000 T=   1.00000)
000677   lcont =    -41913.5110858129 (R=  10.50000 T=   1.00000)
000684   lcont =    -41913.5110858129 (R=  10.50000 T=   1.00000)
000699   lcont =    -41695.6836713354 (R=  10.25000 T=   1.12500)
000706   lcont =    -41695.6836713354 (R=  10.25000 T=   1.12500)
000725   lcont =    -41689.3770374303 (R=  10.15625 T=   1.15625)
000730   lcont =    -41689.3038134374 (R=  10.17188 T=   1.15625)
000738   lcont =    -41689.2668747409 (R=  10.16406 T=   1.15625)
000745   lcont =    -41689.2668747409 (R=  10.16406 T=   1.15625)
000773   lcont =    -41689.1464869879 (R=  10.17383 T=   1.15234)
000778   lcont =    -41689.1464868284 (R=  10.17480 T=   1.15234)
000786   lcont =    -41689.1461980830 (R=  10.17432 T=   1.15234)
000793   lcont =    -41689.1461980830 (R=  10.17432 T=   1.15234)
000801   lcont =    -41689.1461980830 (R=  10.17432 T=   1.15234)
000815   lcont =    -41689.1461659705 (R=  10.17419 T=   1.15240)
000823   lcont =    -41689.1461659705 (R=  10.17419 T=   1.15240)
000830   lcont =    -41689.1461659702 (R=  10.17418 T=   1.15240)
000836   lcont =    -41689.1461658995 (R=  10.17419 T=   1.15240)
000843   lcont =    -41689.1461658995 (R=  10.17419 T=   1.15240)
000858   lcont =    -41689.1461658431 (R=  10.17418 T=   1.15241)
000858   (done)
000860 loglikelihood = 41689.1
000860 N = 493 M = 25979 radius = 12.401 entropy = 63001.7
000861 distance entropy for zero alpha = 1241.26
000861 obtained alpha = 0.206214
000861 distance entropy = 1125.65
001494 FOR epsilon = 0.768416
001494   dist_entropy = 911.736
001494   sphere_entropy = 8067.01
001494   negloglik = 42404.6
001494   control = 51383.3
001494 saveStats [-]
001494   (done)
001499 clear graph
001499   close joysticks
000000   (done)
