HyperRogue by Zeno Rogue <zeno@attnam.com>, version 13.1h
released under GNU General Public License version 2 and thus
comes with absolutely no warranty; see COPYING for details
initialize_all
000000   initconfig
000002     (done)
000002   not logging: 'init'
000000002   (done)
000000299 Reading coordinates...
000000299 
000000299 DHRG version 7.2
000000299 
000000302   growth = 1.72208
000000302   The following grow forever: 0 1 2 3 6 7
000000303   The correct value of sibling_limit is 3
000000303   (done)
000000303 Memory info:  42919x1120B=67% 20053x1136B=32% 8x120B=0% 0x328B=0% (67 MB)
000000303 Translating to cells
000000308   (done)
000000309   Finding all
000000312     (done)
000000312   Memory info:  42919x1120B=67% 20053x1136B=32% 560x120B=0% 0x328B=0% (67 MB)
000000312   Tallying pairs
000000312     Memory info:  42919x1120B=67% 20053x1136B=32% 560x120B=0% 3x328B=0% (67 MB)
000000313     Memory info:  42919x1120B=67% 20053x1136B=32% 560x120B=0% 42x328B=0% (67 MB)
000000313     Memory info:  42919x1120B=67% 20053x1136B=32% 561x120B=0% 75x328B=0% (67 MB)
000000314     Memory info:  42919x1120B=67% 20053x1136B=32% 575x120B=0% 105x328B=0% (67 MB)
000000314     Memory info:  42919x1120B=67% 20053x1136B=32% 625x120B=0% 141x328B=0% (67 MB)
000000314     Memory info:  42919x1120B=67% 20053x1136B=32% 720x120B=0% 189x328B=0% (67 MB)
000000315     Memory info:  42919x1120B=67% 20053x1136B=32% 759x120B=0% 225x328B=0% (67 MB)
000000315     Memory info:  42919x1120B=67% 20053x1136B=32% 789x120B=0% 253x328B=0% (67 MB)
000000316     Memory info:  42919x1120B=67% 20053x1136B=32% 805x120B=0% 280x328B=0% (67 MB)
000000316     Memory info:  42919x1120B=67% 20053x1136B=32% 884x120B=0% 327x328B=0% (67 MB)
000000316     (done)
000000316   Tallying edges
000000320     (done)
000000320   Memory info:  42919x1120B=67% 20053x1136B=32% 917x120B=0% 352x328B=0% (67 MB)
000000320   edgecs=59105 totalcs=529771
000000320       logistic =     -3499.4868912305 (R=   8.50411 T=0.183981)
000000320       logistic =     -1754.9303073153 (R=   8.50411 T=   1.18398)
000000320       logistic =     -1610.8116000795 (R=   7.00411 T=   1.18398)
000000320       logistic =     -1572.1414289635 (R=   7.00411 T=   0.93398)
000000320       logistic =     -1565.9885021923 (R=   7.25411 T=   0.80898)
000000320       logistic =     -1562.5719962148 (R=   7.44161 T=   0.80898)
000000320       logistic =     -1561.8062423428 (R=   7.44161 T=   0.84023)
000000320       logistic =     -1561.7046372959 (R=   7.41036 T=   0.84023)
000000320       logistic =     -1561.7046372959 (R=   7.41036 T=   0.84023)
000000320       logistic =     -1561.6983208277 (R=   7.40645 T=   0.84414)
000000320       logistic =     -1561.6966148042 (R=   7.40254 T=   0.84414)
000000320       logistic =     -1561.6965985896 (R=   7.40157 T=   0.84414)
000000320       logistic =     -1561.6963587433 (R=   7.40206 T=   0.84365)
000000320       logistic =     -1561.6963319484 (R=   7.40254 T=   0.84365)
000000320       logistic =     -1561.6963204393 (R=   7.40267 T=   0.84353)
000000320       logistic =     -1561.6963192560 (R=   7.40279 T=   0.84353)
000000320       logistic =     -1561.6963192560 (R=   7.40279 T=   0.84353)
000000320       logistic =     -1561.6963191920 (R=   7.40279 T=   0.84351)
000000320       logistic =     -1561.6963191704 (R=   7.40280 T=   0.84351)
000000320       logistic =     -1561.6963191630 (R=   7.40280 T=   0.84352)
000000320       logistic =     -1561.6963191613 (R=   7.40280 T=   0.84352)
000000320       (done)
000000320       Memory info:  42919x1120B=67% 20053x1136B=32% 917x120B=0% 352x328B=0% (67 MB)
000000320       Vertices by distance (N = 95):
000000320        2:1 3:5 4:11 5:19 6:15 7:16 8:15 9:13
000000320       *    0:        7 /            9 = 0.777778 0.9999999999 0.9877277325
000000320       *    1:       24 /           37 = 0.648649 0.9999999986 0.9780180726
000000320       *    2:       55 /           61 = 0.901639 0.9999999789 0.9609301249
000000320       *    3:       79 /           89 = 0.887640 0.9999996811 0.9314891524
000000320       *    4:      104 /          113 = 0.920354 0.9999951702 0.8825740655
000000320       *    5:      138 /          174 = 0.793103 0.9999268572 0.8060081009
000000320       *    6:      143 /          204 = 0.700980 0.9988933912 0.6966762006
000000320       *    7:      169 /          282 = 0.599291 0.9834986239 0.5594086227
000000320       *    8:      186 /          366 = 0.508197 0.7973796850 0.4124139321
000000320       *    9:      116 /          378 = 0.306878 0.2062502067 0.2795383429
000000320       *   10:       71 /          457 = 0.155361 0.0168675263 0.1766064798
000000320       *   11:       36 /          450 = 0.080000 0.0011315565 0.1059998949
000000320       *   12:       23 /          514 = 0.044747 0.0000747935 0.0615127199
000000320       *   13:        9 /          495 = 0.018182 0.0000049388 0.0349661458
000000320       *   14:        8 /          365 = 0.021918 0.0000003261 0.0196363645
000000320       *   15:        2 /          223 = 0.008969 0.0000000215 0.0109511645
000000320       *   16:        0 /          142 = 0.000000 0.0000000014 0.0060836062
000000320       *   17:        0 /           83 = 0.000000 0.0000000001 0.0033721968
000000320       *   18:        0 /           23 = 0.000000 0.0000000000 0.0018669686
000000320       log likelihood
000000320       
000000320         placement     = -670.065
000000320         chaos         = -2568.17
000000320         optimal any   = -1512.41
000000320         optimal mono  = -1520.51
000000320         estimated R/T = -3499.49 (R=8.50411 T=0.183981)
000000320         optimal   R/T = -1561.7 (R=7.4028 T=0.843515)
000000320       Compression ratio = 0.849818
000000320       (done)
000000320     (done)
000000320   Using distlimit = 11
000000320   (done)
000000320   Iteration #1
000000320       tomove: 0 (last: 0)
000000327         (done)
000000327        moves = 80
000000327       penalty = 2
000000327       (done)
000000327       logistic =     -1438.6780420072 (R=   7.40280 T=0.843515)
000000327       logistic =     -1438.6780420072 (R=   7.40280 T=   0.84352)
000000327       logistic =     -1436.0494846319 (R=   6.90280 T=   0.84352)
000000327       logistic =     -1432.1249045911 (R=   7.15280 T=   0.84352)
000000327       logistic =     -1432.1249045911 (R=   7.15280 T=   0.84352)
000000327       logistic =     -1429.5058997300 (R=   7.15280 T=   0.78102)
000000327       logistic =     -1429.3719204936 (R=   7.18405 T=   0.78102)
000000327       logistic =     -1429.3719204936 (R=   7.18405 T=   0.78102)
000000327       logistic =     -1429.3665485073 (R=   7.19186 T=   0.78102)
000000327       logistic =     -1429.3665485073 (R=   7.19186 T=   0.78102)
000000327       logistic =     -1429.3665485073 (R=   7.19186 T=   0.78102)
000000327       logistic =     -1429.3665485073 (R=   7.19186 T=   0.78102)
000000327       logistic =     -1429.3665485073 (R=   7.19186 T=   0.78102)
000000327       logistic =     -1429.3665322183 (R=   7.19162 T=   0.78126)
000000327       logistic =     -1429.3665283510 (R=   7.19137 T=   0.78114)
000000327       logistic =     -1429.3665246505 (R=   7.19156 T=   0.78120)
000000327       logistic =     -1429.3665241554 (R=   7.19150 T=   0.78117)
000000327       logistic =     -1429.3665239645 (R=   7.19151 T=   0.78118)
000000327       logistic =     -1429.3665239521 (R=   7.19150 T=   0.78118)
000000327       logistic =     -1429.3665239512 (R=   7.19150 T=   0.78118)
000000327       logistic =     -1429.3665239512 (R=   7.19150 T=   0.78118)
000000327       (done)
000000327       Memory info:  42919x1120B=67% 20053x1136B=31% 1355x120B=0% 1007x328B=0% (68 MB)
000000327       Vertices by distance (N = 95):
000000327        1:1 2:5 3:6 4:13 5:12 6:15 7:14 8:9 9:14 10:6
000000327       *    0:        4 /            5 = 0.800000 0.9999999999 0.9900772609
000000327       *    1:       29 /           36 = 0.805556 0.9999999986 0.9813466342
000000327       *    2:       62 /           71 = 0.873239 0.9999999789 0.9652042440
000000327       *    3:       94 /          104 = 0.903846 0.9999996811 0.9360034191
000000327       *    4:      118 /          135 = 0.874074 0.9999951702 0.8852114332
000000327       *    5:      160 /          199 = 0.804020 0.9999268572 0.8026087884
000000327       *    6:      197 /          259 = 0.760618 0.9988933912 0.6819233712
000000327       *    7:      173 /          299 = 0.578595 0.9834986239 0.5306042278
000000327       *    8:      137 /          358 = 0.382682 0.7973796850 0.3734405824
000000327       *    9:       89 /          386 = 0.230570 0.2062502067 0.2391146517
000000327       *   10:       56 /          402 = 0.139303 0.0168675263 0.1421441529
000000327       *   11:       24 /          430 = 0.055814 0.0011315565 0.0803464432
000000327       *   12:       16 /          408 = 0.039216 0.0000747935 0.0440363677
000000327       *   13:        6 /          400 = 0.015000 0.0000049388 0.0237124051
000000327       *   14:        5 /          334 = 0.014970 0.0000003261 0.0126444265
000000327       *   15:        0 /          268 = 0.000000 0.0000000215 0.0067070359
000000327       *   16:        0 /          161 = 0.000000 0.0000000014 0.0035476236
000000327       *   17:        0 /          104 = 0.000000 0.0000000001 0.0018736748
000000327       *   18:        0 /           71 = 0.000000 0.0000000000 0.0009887962
000000327       *   19:        0 /           28 = 0.000000 0.0000000000 0.0005216000
000000327       *   20:        0 /            7 = 0.000000 0.0000000000 0.0002750885
000000327       log likelihood
000000327       
000000327         placement     = -687.069
000000327         chaos         = -2568.17
000000327         optimal any   = -1401.92
000000327         optimal mono  = -1403.15
000000327         estimated R/T = -3287.03 (R=8.50411 T=0.183981)
000000327         optimal   R/T = -1429.37 (R=7.1915 T=0.781183)
000000327       Compression ratio = 0.813414
000000327       (done)
000000327     (done)
000000327   current = %-1429.37
000000327   Iteration #2
000000327       tomove: 0 (last: 80)
000000334         (done)
000000334        moves = 45
000000334       penalty = 2
000000334       (done)
000000334       logistic =     -1406.2416718715 (R=   7.19150 T=0.781183)
000000334       logistic =     -1406.2416718715 (R=   7.19150 T=   0.78118)
000000334       logistic =     -1394.3988507846 (R=   6.69150 T=   0.78118)
000000334       logistic =     -1394.3988507846 (R=   6.69150 T=   0.78118)
000000334       logistic =     -1392.9744286365 (R=   6.81650 T=   0.78118)
000000334       logistic =     -1392.9744286365 (R=   6.81650 T=   0.78118)
000000334       logistic =     -1392.0636780236 (R=   6.81650 T=   0.74993)
000000334       logistic =     -1391.9611582086 (R=   6.84775 T=   0.74993)
000000334       logistic =     -1391.9611582086 (R=   6.84775 T=   0.74993)
000000334       logistic =     -1391.9472492139 (R=   6.84775 T=   0.74603)
000000334       logistic =     -1391.9445167981 (R=   6.85361 T=   0.74603)
000000334       logistic =     -1391.9445041921 (R=   6.85263 T=   0.74603)
000000334       logistic =     -1391.9442742103 (R=   6.85312 T=   0.74554)
000000334       logistic =     -1391.9442549749 (R=   6.85361 T=   0.74554)
000000334       logistic =     -1391.9442549749 (R=   6.85361 T=   0.74554)
000000334       logistic =     -1391.9442548173 (R=   6.85355 T=   0.74554)
000000334       logistic =     -1391.9442539711 (R=   6.85358 T=   0.74551)
000000334       logistic =     -1391.9442539377 (R=   6.85359 T=   0.74551)
000000334       logistic =     -1391.9442539377 (R=   6.85359 T=   0.74551)
000000335       logistic =     -1391.9442539365 (R=   6.85360 T=   0.74551)
000000335       logistic =     -1391.9442539365 (R=   6.85360 T=   0.74551)
000000335       (done)
000000335       Memory info:  42919x1120B=67% 20053x1136B=31% 1523x120B=0% 1187x328B=0% (68 MB)
000000335       Vertices by distance (N = 95):
000000335        0:1 1:3 2:3 3:8 4:10 5:15 6:15 7:14 8:9 9:10 10:7
000000335       *    0:        7 /            7 = 1.000000 0.9999999999 0.9900145966
000000335       *    1:       30 /           31 = 0.967742 0.9999999986 0.9806573712
000000335       *    2:       63 /           74 = 0.851351 0.9999999789 0.9628605244
000000335       *    3:      132 /          147 = 0.897959 0.9999996811 0.9298602440
000000335       *    4:      128 /          156 = 0.820513 0.9999951702 0.8714522831
000000335       *    5:      187 /          233 = 0.802575 0.9999268572 0.7761165922
000000335       *    6:      204 /          284 = 0.718310 0.9988933912 0.6393383944
000000335       *    7:      150 /          297 = 0.505051 0.9834986239 0.4754722404
000000335       *    8:      117 /          362 = 0.323204 0.7973796850 0.3167228525
000000335       *    9:       75 /          421 = 0.178147 0.2062502067 0.1916139522
000000335       *   10:       37 /          420 = 0.088095 0.0168675263 0.1081054623
000000335       *   11:       22 /          410 = 0.053659 0.0011315565 0.0583637411
000000335       *   12:        8 /          405 = 0.019753 0.0000747935 0.0307209465
000000335       *   13:        7 /          349 = 0.020057 0.0000049388 0.0159488456
000000335       *   14:        3 /          295 = 0.010169 0.0000003261 0.0082196419
000000335       *   15:        0 /          240 = 0.000000 0.0000000215 0.0042201370
000000335       *   16:        0 /          153 = 0.000000 0.0000000014 0.0021624639
000000335       *   17:        0 /           96 = 0.000000 0.0000000001 0.0011069648
000000335       *   18:        0 /           46 = 0.000000 0.0000000000 0.0005663627
000000335       *   19:        0 /           33 = 0.000000 0.0000000000 0.0002896948
000000335       *   20:        0 /            6 = 0.000000 0.0000000000 0.0001481590
000000335       log likelihood
000000335       
000000335         placement     = -680.787
000000335         chaos         = -2568.17
000000335         optimal any   = -1374.22
000000335         optimal mono  = -1374.72
000000335         estimated R/T = -3500.16 (R=8.50411 T=0.183981)
000000335         optimal   R/T = -1391.94 (R=6.8536 T=0.745508)
000000335       Compression ratio = 0.800183
000000335       (done)
000000335     (done)
000000335   current = %-1391.94
000000335   Iteration #3
000000335       tomove: 0 (last: 45)
000000342         (done)
000000342        moves = 33
000000342       penalty = 2
000000342       (done)
000000342       logistic =     -1392.2191606035 (R=   6.85360 T=0.745508)
000000342       logistic =     -1392.2191606035 (R=   6.85360 T=   0.74551)
000000342       logistic =     -1381.9787911130 (R=   6.35360 T=   0.74551)
000000342       logistic =     -1380.7809619966 (R=   6.60360 T=   0.74551)
000000342       logistic =     -1379.8229794408 (R=   6.47860 T=   0.74551)
000000342       logistic =     -1379.8229794408 (R=   6.47860 T=   0.74551)
000000342       logistic =     -1379.5247891307 (R=   6.50985 T=   0.71426)
000000342       logistic =     -1379.4567679570 (R=   6.54110 T=   0.72988)
000000342       logistic =     -1379.3876422173 (R=   6.51766 T=   0.72207)
000000342       logistic =     -1379.3794056055 (R=   6.52547 T=   0.72207)
000000342       logistic =     -1379.3766814699 (R=   6.52743 T=   0.72402)
000000342       logistic =     -1379.3759000796 (R=   6.52450 T=   0.72402)
000000342       logistic =     -1379.3759000796 (R=   6.52450 T=   0.72402)
000000342       logistic =     -1379.3758971852 (R=   6.52474 T=   0.72402)
000000342       logistic =     -1379.3758970869 (R=   6.52462 T=   0.72402)
000000342       logistic =     -1379.3758967497 (R=   6.52468 T=   0.72402)
000000342       logistic =     -1379.3758967497 (R=   6.52468 T=   0.72402)
000000342       logistic =     -1379.3758967497 (R=   6.52468 T=   0.72402)
000000342       logistic =     -1379.3758967431 (R=   6.52467 T=   0.72403)
000000342       logistic =     -1379.3758967335 (R=   6.52467 T=   0.72403)
000000342       logistic =     -1379.3758967321 (R=   6.52467 T=   0.72403)
000000342       (done)
000000342       Memory info:  42919x1120B=67% 20053x1136B=31% 1550x120B=0% 1239x328B=0% (68 MB)
000000342       Vertices by distance (N = 95):
000000342        0:2 1:3 2:4 3:7 4:10 5:16 6:19 7:11 8:9 9:8 10:6
000000342       *    0:       11 /           11 = 1.000000 0.9999999999 0.9890760927
000000342       *    1:       39 /           39 = 1.000000 0.9999999986 0.9784424530
000000342       *    2:       81 /           86 = 0.941860 0.9999999789 0.9578983392
000000342       *    3:      120 /          144 = 0.833333 0.9999996811 0.9193889051
000000342       *    4:      141 /          175 = 0.805714 0.9999951702 0.8511299928
000000342       *    5:      215 /          280 = 0.767857 0.9999268572 0.7413332762
000000342       *    6:      203 /          307 = 0.661238 0.9988933912 0.5896039315
000000342       *    7:      145 /          315 = 0.460317 0.9834986239 0.4186656955
000000342       *    8:      100 /          395 = 0.253165 0.7973796850 0.2652544314
000000342       *    9:       62 /          434 = 0.142857 0.2062502067 0.1532394354
000000342       *   10:       22 /          400 = 0.055000 0.0168675263 0.0831728585
000000342       *   11:       18 /          440 = 0.040909 0.0011315565 0.0434975216
000000342       *   12:        5 /          380 = 0.013158 0.0000747935 0.0222881258
000000342       *   13:        8 /          324 = 0.024691 0.0000049388 0.0112982765
000000342       *   14:        0 /          291 = 0.000000 0.0000003261 0.0056957439
000000342       *   15:        0 /          193 = 0.000000 0.0000000215 0.0028633214
000000342       *   16:        0 /          129 = 0.000000 0.0000000014 0.0014373911
000000342       *   17:        0 /           60 = 0.000000 0.0000000001 0.0007210587
000000342       *   18:        0 /           36 = 0.000000 0.0000000000 0.0003615856
000000342       *   19:        0 /           23 = 0.000000 0.0000000000 0.0001812899
000000342       *   20:        0 /            3 = 0.000000 0.0000000000 0.0000908860
000000342       log likelihood
000000342       
000000342         placement     = -667.645
000000342         chaos         = -2568.17
000000342         optimal any   = -1361.7
000000342         optimal mono  = -1362.34
000000342         estimated R/T = -3932.33 (R=8.50411 T=0.183981)
000000342         optimal   R/T = -1379.38 (R=6.52467 T=0.724027)
000000342       Compression ratio = 0.79019
000000342       (done)
000000342     (done)
000000342   current = %-1379.38
000000342   Iteration #4
000000342       tomove: 0 (last: 33)
000000349         (done)
000000349        moves = 31
000000349       penalty = 2
000000349       (done)
000000349       logistic =     -1390.2171685328 (R=   6.52467 T=0.724027)
000000349       logistic =     -1390.2171685328 (R=   6.52467 T=   0.72403)
000000349       logistic =     -1385.2209305998 (R=   6.02467 T=   0.72403)
000000349       logistic =     -1381.0660788397 (R=   6.27467 T=   0.72403)
000000349       logistic =     -1381.0660788397 (R=   6.27467 T=   0.72403)
000000349       logistic =     -1380.8729656842 (R=   6.21217 T=   0.72403)
000000349       logistic =     -1380.6568993740 (R=   6.24342 T=   0.69278)
000000349       logistic =     -1380.5330779479 (R=   6.25905 T=   0.70840)
000000349       logistic =     -1380.5116646520 (R=   6.24342 T=   0.70840)
000000349       logistic =     -1380.4994791805 (R=   6.24342 T=   0.70450)
000000349       logistic =     -1380.4961736442 (R=   6.24928 T=   0.70450)
000000349       logistic =     -1380.4961736442 (R=   6.24928 T=   0.70450)
000000349       logistic =     -1380.4961616419 (R=   6.24879 T=   0.70450)
000000349       logistic =     -1380.4961434872 (R=   6.24904 T=   0.70425)
000000349       logistic =     -1380.4961380606 (R=   6.24916 T=   0.70437)
000000349       logistic =     -1380.4961362299 (R=   6.24904 T=   0.70431)
000000349       logistic =     -1380.4961353493 (R=   6.24910 T=   0.70434)
000000349       logistic =     -1380.4961352721 (R=   6.24908 T=   0.70433)
000000349       logistic =     -1380.4961352413 (R=   6.24910 T=   0.70434)
000000349       logistic =     -1380.4961352301 (R=   6.24909 T=   0.70434)
000000349       logistic =     -1380.4961352260 (R=   6.24909 T=   0.70433)
000000349       (done)
000000349       Memory info:  42919x1120B=67% 20053x1136B=31% 1555x120B=0% 1262x328B=0% (68 MB)
000000349       Vertices by distance (N = 95):
000000349        0:3 1:2 2:6 3:5 4:13 5:16 6:18 7:10 8:11 9:7 10:4
000000349       *    0:       16 /           16 = 1.000000 0.9999999999 0.9882973411
000000349       *    1:       49 /           49 = 1.000000 0.9999999986 0.9764839958
000000349       *    2:       87 /           95 = 0.915789 0.9999999789 0.9533089593
000000349       *    3:      107 /          130 = 0.823077 0.9999996811 0.9094136372
000000349       *    4:      196 /          237 = 0.827004 0.9999951702 0.8315434872
000000349       *    5:      203 /          274 = 0.740876 0.9999268572 0.7082119172
000000349       *    6:      198 /          324 = 0.611111 0.9988933912 0.5440914703
000000349       *    7:      136 /          354 = 0.384181 0.9834986239 0.3698022601
000000349       *    8:       87 /          428 = 0.203271 0.7973796850 0.2239219390
000000349       *    9:       44 /          420 = 0.104762 0.2062502067 0.1242433626
000000349       *   10:       24 /          412 = 0.058252 0.0168675263 0.0652083349
000000349       *   11:       10 /          425 = 0.023529 0.0011315565 0.0331619849
000000349       *   12:        7 /          380 = 0.018421 0.0000747935 0.0165852506
000000349       *   13:        6 /          317 = 0.018927 0.0000049388 0.0082242692
000000349       *   14:        0 /          249 = 0.000000 0.0000003261 0.0040608334
000000349       *   15:        0 /          157 = 0.000000 0.0000000215 0.0020008340
000000349       *   16:        0 /          109 = 0.000000 0.0000000014 0.0009848078
000000349       *   17:        0 /           46 = 0.000000 0.0000000001 0.0004844706
000000349       *   18:        0 /           29 = 0.000000 0.0000000000 0.0002382720
000000349       *   19:        0 /           12 = 0.000000 0.0000000000 0.0001171721
000000349       *   20:        0 /            2 = 0.000000 0.0000000000 0.0000576167
000000349       log likelihood
000000349       
000000349         placement     = -655.611
000000349         chaos         = -2568.17
000000349         optimal any   = -1366.86
000000349         optimal mono  = -1366.87
000000349         estimated R/T = -4451.44 (R=8.50411 T=0.183981)
000000349         optimal   R/T = -1380.5 (R=6.24909 T=0.704334)
000000349       Compression ratio = 0.787516
000000349       (done)
000000349     (done)
000000349   current = %-1380.5
000000349   Not enough improvement -- breaking
000000349   (done)
000000349 evaluating embedding: polar in BFKL format
000000349 maximum radius = 5.65501
000000349 prepare pairs
000000353   (done)
000000353 greedy routing
000000358   (done)
000000358 greedy routing: success = 0.926409 stretch = 1.04914 efficiency = 0.895109
000000358 modded routing: success = 0.960582 stretch = 1.06652 efficiency = 0.917975
000000358 continuous ranks
000000362   (done)
000000362 MeanRank = 7.75128 MAP = 0.748167
000000362 data: (2340,71.0759,18138,95,95)
000000363   build_disttable_approx
000000368     (done)
000000368   (done)
000000368 fix_logistic_parameters
000000368   lcont =     -2203.1000293914 (R=   0.00000 T=1.000000)
000000369   lcont =     -1730.8214078367 (R=   3.00000 T=   1.00000)
000000370   lcont =     -1445.7636181562 (R=   3.50000 T=   0.50000)
000000370   lcont =     -1435.2578944781 (R=   3.25000 T=   0.50000)
000000371   lcont =     -1406.8016077029 (R=   3.37500 T=   0.37500)
000000371   lcont =     -1405.3099066720 (R=   3.43750 T=   0.37500)
000000372   lcont =     -1405.3099066720 (R=   3.43750 T=   0.37500)
000000373   lcont =     -1404.8847501925 (R=   3.42188 T=   0.39062)
000000373   lcont =     -1404.8847501925 (R=   3.42188 T=   0.39062)
000000374   lcont =     -1404.8362635742 (R=   3.42578 T=   0.38672)
000000374   lcont =     -1404.8362635742 (R=   3.42578 T=   0.38672)
000000375   lcont =     -1404.8362635742 (R=   3.42578 T=   0.38672)
000000375   lcont =     -1404.8362635742 (R=   3.42578 T=   0.38672)
000000375   lcont =     -1404.8362474942 (R=   3.42554 T=   0.38672)
000000376   lcont =     -1404.8362474942 (R=   3.42554 T=   0.38672)
000000376   lcont =     -1404.8362424412 (R=   3.42554 T=   0.38678)
000000377   lcont =     -1404.8362415361 (R=   3.42554 T=   0.38675)
000000378   lcont =     -1404.8362410516 (R=   3.42552 T=   0.38676)
000000378   lcont =     -1404.8362410516 (R=   3.42552 T=   0.38676)
000000379   lcont =     -1404.8362410291 (R=   3.42553 T=   0.38676)
000000380   lcont =     -1404.8362410284 (R=   3.42552 T=   0.38676)
000000380   (done)
000000380 loglikelihood = 1404.8
000000380 N = 95 M = 1170 radius = 5.65501 entropy = 2568.2
000000380 distance entropy for zero alpha = 164.591
000000380 obtained alpha = 0.092688
000000380 distance entropy = 163.511
000000416 FOR epsilon = 0.504767
000000416   dist_entropy = 162.575
000000416   sphere_entropy = 289.295
000000416   negloglik = 1498.55
000000416   control = 1950.4
