Frequency of Grundy-Values of .143: Heapsizes 0 - 33554431 0 13 1 3531632 2 31 3 3528886 4 1394485 5 833 6 1396125 7 813 8 1631951 9 22 10 1632323 11 13 12 66 13 674448 14 70 15 674051 16 1286163 17 76 18 1285631 19 54 20 23 21 504424 22 18 23 505848 24 0 25 838194 26 1 27 837586 28 393331 29 0 30 394208 31 0 32 1688142 33 0 34 1687195 35 0 36 0 37 633371 38 0 39 631711 40 0 41 578106 42 0 43 578276 44 327271 45 0 46 326523 47 0 48 1750 49 518135 50 1734 51 518897 52 289004 53 823 54 287804 55 859 56 170819 57 628 58 170027 59 709 60 430 61 114784 62 450 63 115623 64 1646573 65 0 66 1635251 67 0 68 1 69 79383 70 0 71 76355 72 0 73 286930 74 0 75 279334 76 9301 77 0 78 8909 79 0 80 0 81 55394 82 0 83 51181 84 23111 85 0 86 20275 87 0 88 28978 89 0 90 22597 91 0 92 0 93 13110 94 0 95 11330 96 0 97 37513 98 0 99 26130 100 2716 101 0 102 2161 103 0 104 15073 105 0 106 12309 107 0 108 0 109 2965 110 0 111 2338 112 1916 113 0 114 1901 115 0 116 0 117 1359 118 0 119 1319 120 0 121 1792 122 0 123 1657 124 506 125 0 126 443 127 0 128 24789 129 0 130 12436 131 0 132 0 133 410 134 0 135 185 136 0 137 1447 138 0 139 465 140 84 141 0 142 40 143 0 144 0 145 65 146 0 147 8 148 2 sparse=9417 last=2561883 deep=3047015 (0.00) largest=26789789 Frequency of Grundy-Values of .143: Heapsizes 0 - 67108863 0. 13 1 6292955 2. 31 3 6287044 4 3194639 5. 833 6 3197367 7. 813 8 2885742 9. 22 10 2885804 11. 13 12. 66 13 1339887 14. 70 15 1337307 16 2406552 17. 76 18 2407470 19. 54 20. 23 21 1023586 22. 18 23 1025233 24. 0 25 1985900 26. 1 27 1986886 28 854547 29. 0 30 855439 31. 0 32 3605804 33. 0 34 3604006 35. 0 36. 0 37 1517163 38. 0 39 1516065 40. 0 41 1115817 42. 0 43 1114886 44 715279 45. 0 46 713769 47. 0 48. 1750 49 1168103 50. 1734 51 1169162 52 591515 53. 823 54 589375 55. 859 56 331972 57. 628 58 331214 59. 709 60. 430 61 258993 62. 450 63 259651 64 3544348 65. 0 66 3516244 67. 0 68. 1 69 126657 70. 0 71 121951 72. 0 73 395028 74. 0 75 381218 76 11787 77. 0 78 11300 79. 0 80. 0 81 68104 82. 0 83 62000 84 28318 85. 0 86 24233 87. 0 88 33450 89. 0 90 25023 91. 0 92. 0 93 14495 94. 0 95 12092 96. 0 97 38300 98. 0 99 26357 100 2780 101. 0 102 2222 103. 0 104 15108 105. 0 106 12354 107. 0 108. 0 109 3003 110. 0 111 2367 112 1926 113. 0 114 1910 115. 0 116. 0 117 1367 118. 0 119 1320 120. 0 121 1794 122. 0 123 1662 124 508 125. 0 126 444 127. 0 128 25380 129. 0 130 12545 131. 0 132. 0 133 420 134. 0 135 189 136. 0 137 1447 138. 0 139 465 140 84 141. 0 142 40 143. 0 144. 0 145 65 146. 0 147 8 148 2 sparse=9417 last=2561883 deep=3047015 (146752.58) largest=26789789 Frequency of Grundy-Values of .143: Heapsizes 0 - 134217727 0. 13 1 12096334 2. 31 3 12091741 4 6966981 5. 833 6 6971288 7. 813 8 5601814 9. 22 10 5602026 11. 13 12. 66 13 2713819 14. 70 15 2713306 16 4847692 17. 76 18 4848509 19. 54 20. 23 21 2162415 22. 18 23 2165798 24. 0 25 4431710 26. 1 27 4431481 28 1685227 29. 0 30 1685520 31. 0 32 6542431 33. 0 34 6537003 35. 0 36. 0 37 2829028 38. 0 39 2827109 40. 0 41 2274427 42. 0 43 2273594 44 1419746 45. 0 46 1415900 47. 0 48. 1750 49 2566602 50. 1734 51 2569792 52 1203628 53. 823 54 1201149 55. 859 56 637122 57. 628 58 635961 59. 709 60. 430 61 493490 62. 450 63 494840 64 7492196 65. 0 66 7445422 67. 0 68. 1 69 224335 70. 0 71 214462 72. 0 73 660725 74. 0 75 627155 76 16560 77. 0 78 16005 79. 0 80. 0 81 115241 82. 0 83 103485 84 40961 85. 0 86 34743 87. 0 88 46258 89. 0 90 33369 91. 0 92. 0 93 18762 94. 0 95 14910 96. 0 97 44122 98. 0 99 29036 100 3599 101. 0 102 2912 103. 0 104 15451 105. 0 106 12556 107. 0 108. 0 109 3244 110. 0 111 2537 112 1935 113. 0 114 1917 115. 0 116. 0 117 1398 118. 0 119 1337 120. 0 121 1803 122. 0 123 1668 124 512 125. 0 126 447 127. 0 128 26324 129. 0 130 12699 131. 0 132. 0 133 442 134. 0 135 189 136. 0 137 1447 138. 0 139 465 140 84 141. 0 142 40 143. 0 144. 0 145 65 146. 0 147 8 148 2 sparse=9417 last=2561883 depth=3047015 (160518.17) largest=26789789 Frequency of Grundy-Values of .143: Heapsizes 0 - 268435455 0. 13 1 24516102 2. 31 3 24507353 4 16652980 5. 833 6 16668883 7. 813 8 9522180 9. 22 10 9525022 11. 13 12. 66 13 4814189 14. 70 15 4817355 16 10801155 17. 76 18 10804448 19. 54 20. 23 21 4179799 22. 18 23 4183237 24. 0 25 12379076 26. 1 27 12380093 28 3645412 29. 0 30 3645050 31. 0 32 11110071 33. 0 34 11100342 35. 0 36. 0 37 5051235 38. 0 39 5050435 40. 0 41 4167260 42. 0 43 4166068 44 2984917 45. 0 46 2979052 47. 0 48. 1750 49 5375426 50. 1734 51 5378560 52 2438599 53. 823 54 2436199 55. 859 56 1017520 57. 628 58 1016672 59. 709 60. 430 61 779378 62. 450 63 780395 64 13183027 65. 0 66 13031288 67. 0 68. 1 69 304173 70. 0 71 291511 72. 0 73 1041248 74. 0 75 934981 76 21605 77. 0 78 21088 79. 0 80. 0 81 163785 82. 0 83 139642 84 57250 85. 0 86 47694 87. 0 88 57748 89. 0 90 39932 91. 0 92. 0 93 22766 94. 0 95 17670 96. 0 97 50230 98. 0 99 31394 100 3944 101. 0 102 3137 103. 0 104 15901 105. 0 106 12726 107. 0 108. 0 109 3291 110. 0 111 2573 112 1937 113. 0 114 1917 115. 0 116. 0 117 1399 118. 0 119 1337 120. 0 121 1804 122. 0 123 1668 124 512 125. 0 126 447 127. 0 128 26502 129. 0 130 12706 131. 0 132. 0 133 443 134. 0 135 189 136. 0 137 1447 138. 0 139 465 140 84 141. 0 142 40 143. 0 144. 0 145 65 146. 0 147 8 148 2 sparse=9417 last=2561883 depth=10087243 (189619.96) largest=26789789