Frequency of Grundy-Values of 4.404: Heapsizes 0 - 16777215 0. 2 1. 4 2 578274 3 619704 4 486945 5 530641 6. 8 7. 9 8 594685 9 553582 10. 4 11. 2 12. 7 13. 3 14 455548 15 442942 16 495992 17 549627 18. 1 19. 1 20. 0 21. 3 22 501764 23 538629 24. 0 25. 0 26 508147 27 480319 28 468505 29 437801 30. 0 31. 0 32. 10 33. 4 34 31570 35 30431 36 28717 37 27567 38. 3 39. 4 40 28192 41 29893 42. 1 43. 0 44. 3 45. 6 46 27910 47 28427 48 34883 49 32247 50. 2 51. 3 52. 1 53. 4 54 33354 55 31765 56. 4 57. 4 58 31634 59 32885 60 31884 61 33804 62. 2 63. 1 64 447135 65 473921 66. 1 67. 1 68. 0 69. 2 70 360354 71 384672 72. 1 73. 1 74 423076 75 391459 76 331479 77 301556 78. 0 79. 0 80. 0 81. 1 82 390165 83 400312 84 280497 85 295090 86. 0 87. 1 88 314492 89 288263 90. 1 91. 0 92. 0 93. 0 94 222502 95 204764 96 16484 97 15488 98. 1 99. 1 100. 1 101. 0 102 16812 103 15914 104. 1 105. 1 106 15504 107 16109 108 16459 109 17324 110. 3 111. 3 112. 1 113. 1 114 17720 115 17098 116 18525 117 17480 118. 2 119. 1 120 18478 121 19592 122. 1 123. 2 124. 1 125. 5 126 18602 127 19362 128 622275 129 425320 130. 0 131. 0 132. 0 133. 0 134 160014 135 135773 136. 0 137. 0 138 252391 139 204085 140 71666 141 68508 142. 1 143. 0 144. 1 145. 0 146 161718 147 75178 148 29672 149 15140 150. 0 151. 0 152 16425 153 7819 154. 0 155. 0 156. 0 157. 0 158 2607 159 1497 160 241 161 282 162. 0 163. 0 164. 0 165. 0 166 292 167 212 168. 0 169. 0 170 233 171 183 172 135 173 84 174. 0 175. 0 176. 0 177. 0 178 53 179 58 180 62 181 53 182. 0 183. 0 184 27 185 28 186. 0 187. 0 188. 0 189. 0 190 40 191 15 192. 0 193. 0 194 28 195 8 196 6 sparse=132 last=1852 depth=3904 (758.88) largest=2123803 Frequency of Grundy-Values of 4.404: Heapsizes 0 - 1073741823 0. 2 1. 4 2 36902912 3 39504286 4 31348106 5 33869673 6. 8 7. 9 8 37935159 9 35415648 10. 4 11. 2 12. 7 13. 3 14 29106135 15 28323224 16 31606042 17 34898091 18. 1 19. 1 20. 0 21. 3 22 32302916 23 34499286 24. 0 25. 0 26 32338829 27 30699970 28 29931378 29 28072576 30. 0 31. 0 32. 10 33. 4 34 2031572 35 1955431 36 1859900 37 1763021 38. 3 39. 4 40 1848430 41 1927335 42. 1 43. 0 44. 3 45. 6 46 1793952 47 1827308 48 2261065 49 2091180 50. 2 51. 3 52. 1 53. 4 54 2144596 55 2029461 56. 4 57. 4 58 2042739 59 2123141 60 2074917 61 2177692 62. 2 63. 1 64 28691576 65 30194155 66. 1 67. 1 68. 0 69. 2 70 23091716 71 24517166 72. 1 73. 1 74 27019633 75 25090325 76 21125198 77 19294774 78. 0 79. 0 80. 0 81. 1 82 25026778 83 25647276 84 17934395 85 18765017 86. 0 87. 1 88 20223413 89 18578789 90. 1 91. 0 92. 0 93. 0 94 14168328 95 13120014 96 1060648 97 1003549 98. 1 99. 1 100. 1 101. 0 102 1089077 103 1032085 104. 1 105. 1 106 988302 107 1036150 108 1060418 109 1115864 110. 3 111. 3 112. 1 113. 1 114 1138894 115 1101149 116 1187472 117 1130061 118. 2 119. 1 120 1192859 121 1243259 122. 1 123. 2 124. 1 125. 5 126 1214560 127 1255231 128 39847805 129 27278330 130. 0 131. 0 132. 0 133. 0 134 10257755 135 8684772 136. 0 137. 0 138 16181758 139 13163481 140 4613028 141 4450891 142. 1 143. 0 144. 1 145. 0 146 10481443 147 4844141 148 1929333 149 995280 150. 0 151. 0 152 1063871 153 510710 154. 0 155. 0 156. 0 157. 0 158 167803 159 99260 160 16131 161 16847 162. 0 163. 0 164. 0 165. 0 166 17382 167 13289 168. 0 169. 0 170 13833 171 12026 172 7724 173 5837 174. 0 175. 0 176. 0 177. 0 178 4286 179 3855 180 4543 181 2988 182. 0 183. 0 184 2119 185 1666 186. 0 187. 0 188. 0 189. 0 190 1641 191 1126 192. 0 193. 0 194 1616 195 634 196 263 197 84 198. 0 199. 0 200 28 201 8 202. 0 203. 0 204. 0 205. 0 206 2 207 0 208 1 sparse=132 last=1852 depth=17840 (758.62) largest=229872163 1986.98user 0.62system 33:15.49elapsed