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  1. cpu frequency: 3127021 Hz
  2. DIVISOR_PRECHECK_K_MAX: 600
  3. number of threads: 11
  4. Lucas Lehmer prime test for mersenne numbers
  5. >>> p = 2 LucasLehmerTest negative! <<<
  6. p: 3 time: 8 ms
  7. p: 5 time: 9 ms
  8. p: 7 time: 9 ms
  9. >>> p = 11 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  10. p: 13 time: 10 ms
  11. p: 17 time: 11 ms
  12. p: 19 time: 11 ms
  13. >>> p = 23 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  14. >>> divisionPrecheck (2*k*p+1) finds k = 4 for p = 29 <<<
  15. p: 31 time: 14 ms
  16. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 37 <<<
  17. >>> p = 101 LucasLehmerTest negative! <<<
  18. >>> divisionPrecheck (2*k*p+1) finds k = 163 for p = 41 <<<
  19. >>> divisionPrecheck (2*k*p+1) finds k = 5 for p = 43 <<<
  20. >>> p = 103 LucasLehmerTest negative! <<<
  21. >>> divisionPrecheck (2*k*p+1) finds k = 25 for p = 47 <<<
  22. >>> divisionPrecheck (2*k*p+1) finds k = 36 for p = 211 <<<
  23. >>> divisionPrecheck (2*k*p+1) finds k = 60 for p = 53 <<<
  24. p: 107 time: 22 ms
  25. >>> divisionPrecheck (2*k*p+1) finds k = 41 for p = 223 <<<
  26. >>> p = 109 LucasLehmerTest negative! <<<
  27. >>> p = 59 LucasLehmerTest negative! <<<
  28. >>> divisionPrecheck (2*k*p+1) finds k = 15 for p = 113 <<<
  29. p: 61 time: 32 ms
  30. >>> p = 67 LucasLehmerTest negative! <<<
  31. p: 127 time: 35 ms
  32. >>> p = 227 LucasLehmerTest negative! <<<
  33. >>> p = 71 LucasLehmerTest negative! <<<
  34. >>> p = 131 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  35. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 73 <<<
  36. >>> p = 137 LucasLehmerTest negative! <<<
  37. >>> p = 229 LucasLehmerTest negative! <<<
  38. >>> divisionPrecheck (2*k*p+1) finds k = 17 for p = 79>>> p = 307 LucasLehmerTes
  39. t negative! <<<
  40. >>> p = 139 LucasLehmerTest negative! <<<
  41. <<<
  42. >>> p = 83 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  43. >>> divisionPrecheck (2*k*p+1) finds k = 3>>> p = 149 LucasLehmerTest negative!
  44. <<<
  45. for p = 233 <<<
  46. >>> p = 239 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  47. p: 89 time: 53 ms
  48. >>> divisionPrecheck (2*k*p+1) finds k = 59 for p = 97 <<<
  49. work is done for 1 to 100
  50. >>> divisionPrecheck (2*k*p+1) finds k = 60 for p = 151 <<<
  51. >>> p = 241>>> p = 401 LucasLehmerTest negative! <<<
  52. LucasLehmerTest negative! <<<
  53. >>> p = 311 LucasLehmerTest negative! <<<
  54. >>> p = 157 LucasLehmerTest negative! <<<
  55. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 601 <<<
  56. >>> divisionPrecheck (2*k*p+1) finds k = 461 for p = 163 <<<
  57. >>> p = 251 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  58. >>> p = 167 LucasLehmerTest negative! <<<
  59. >>> p = 313 LucasLehmerTest negative! <<<
  60. >>> p = 503 LucasLehmerTest negative! <<<
  61. >>> p = 173 LucasLehmerTest negative! <<<
  62. >>> divisionPrecheck (2*k*p+1) finds k = 568 for p = 701 <<<
  63. >>> p = 409 LucasLehmerTest negative! <<<
  64. >>> divisionPrecheck (2*k*p+1) finds k = 15 for p = 317 <<<
  65. >>> p = 179 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  66. >>> divisionPrecheck (2*k*p+1) finds k = 120 for p = 181 <<<
  67. >>> p = 191 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  68. >>> p = 193 LucasLehmerTest negative! <<<
  69. >>> divisionPrecheck (2*k*p+1) finds k = 19 for p = 197 <<<
  70. >>> p = 199 LucasLehmerTest negative! <<<
  71. work is done for 101 to 200
  72. >>> p = 419 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  73. >>> p = 331 LucasLehmerTest negative! <<<
  74. >>> divisionPrecheck (2*k*p+1) finds k = 27 for p = 337 <<<
  75. >>> p = 257 LucasLehmerTest negative! <<<
  76. >>> divisionPrecheck (2*k*p+1) finds k = 45 for p = 263 <<<
  77. >>> p = 509 LucasLehmerTest negative! <<<
  78. >>> p = 347 LucasLehmerTest negative! <<<
  79. >>> p = 269 LucasLehmerTest negative! <<<
  80. p: 607 time: 183 ms
  81. >>> p = 421 LucasLehmerTest negative! <<<
  82. >>> p = 271 LucasLehmerTest negative! <<<
  83. >>> p = 431 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  84. >>> p = 349 LucasLehmerTest negative! <<<
  85. >>> p = 277 LucasLehmerTest negative! <<<
  86. >>> divisionPrecheck (2*k*p+1) finds k = 144 for p = 281 <<<
  87. >>> divisionPrecheck (2*k*p+1) finds k = 17 for p = 283 <<<
  88. >>> p = 353 LucasLehmerTest negative! <<<
  89. >>> p = 359 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  90. p: 521 time: 232 ms
  91. >>> divisionPrecheck (2*k*p+1) finds k = 17 for p = 367 <<<
  92. >>> p = 293 LucasLehmerTest negative! <<<
  93. work is done for 201 to 300
  94. >>> p = 433 LucasLehmerTest negative! <<<
  95. >>> p = 373 LucasLehmerTest negative! <<<
  96. >>> p = 709 LucasLehmerTest negative! <<<
  97. >>> p = 719 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  98. >>> p = 523 LucasLehmerTest negative! <<<
  99. >>> p = 809 LucasLehmerTest negative! <<<
  100. >>> p = 439 LucasLehmerTest negative! <<<
  101. >>> p = 443 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  102. >>> divisionPrecheck (2*k*p+1) finds k = 201 for p = 811 <<<
  103. >>> p = 379 LucasLehmerTest negative! <<<
  104. >>> p = 613 LucasLehmerTest negative! <<<
  105. >>> divisionPrecheck (2*k*p+1) finds k = 48 for p = 617 <<<
  106. >>> divisionPrecheck (2*k*p+1) finds k = 89 for p = 619 <<<
  107. >>> p = 383 LucasLehmerTest negative! <<<
  108. >>> p = 449 LucasLehmerTest negative! <<<
  109. >>> p = 907 LucasLehmerTest negative! <<<
  110. >>> p = 911 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  111. >>> p = 389 LucasLehmerTest negative! <<<
  112. >>> p = 457 LucasLehmerTest negative! <<<
  113. >>> p = 541 LucasLehmerTest negative! <<<
  114. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 397 <<<
  115. work is done for 301 to 400
  116. >>> divisionPrecheck (2*k*p+1) finds k = 5 for p = 547 <<<
  117. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 461 <<<
  118. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 557 <<<
  119. >>> p = 631 LucasLehmerTest negative! <<<
  120. >>> divisionPrecheck (2*k*p+1) finds k = 12 for p = 463 <<<
  121. >>> divisionPrecheck (2*k*p+1) finds k = 28 for p = 641 <<<
  122. >>> p = 727 LucasLehmerTest negative! <<<
  123. >>> p = 1009 LucasLehmerTest negative! <<<
  124. >>> p = 467 LucasLehmerTest negative! <<<
  125. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 1013 <<<
  126. >>> p = 1019 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  127. >>> p = 821 LucasLehmerTest negative! <<<
  128. >>> divisionPrecheck (2*k*p+1) finds k = 20 for p = 1021 <<<
  129. >>> p = 563 LucasLehmerTest negative! <<<
  130. >>> p = 1031 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  131. >>> p = 479 LucasLehmerTest negative! <<<
  132. >>> divisionPrecheck (2*k*p+1) finds k = 95 for p = 1033 <<<
  133. >>> p = 643 LucasLehmerTest negative! <<<
  134. >>> divisionPrecheck (2*k*p+1) finds k = 5 for p = 487 <<<
  135. >>> p = 491 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  136. >>> divisionPrecheck (2*k*p+1) finds k = 21 for p = 499 <<<
  137. work is done for 401 to 500
  138. >>> p = 569 LucasLehmerTest negative! <<<
  139. >>> divisionPrecheck (2*k*p+1) finds k = 5 for p = 571 <<<
  140. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 577 <<<
  141. >>> p = 733 LucasLehmerTest negative! <<<
  142. >>> divisionPrecheck (2*k*p+1) finds k = 472 for p = 587 <<<
  143. >>> divisionPrecheck (2*k*p+1) finds k = 88 for p = 593 <<<
  144. >>> p = 647 LucasLehmerTest negative! <<<
  145. >>> p = 919 LucasLehmerTest negative! <<<
  146. >>> divisionPrecheck (2*k*p+1) finds k = 7 for p = 929 <<<
  147. >>> divisionPrecheck (2*k*p+1) finds k = 15 for p = 937 <<<
  148. >>> divisionPrecheck (2*k*p+1) finds k = 4 for p = 941 <<<
  149. >>> p = 599 LucasLehmerTest negative! <<<
  150. work is done for 501 to 600
  151. >>> p = 823 LucasLehmerTest negative! <<<
  152. >>> divisionPrecheck (2*k*p+1) finds k = 40 for p = 827 <<<
  153. >>> divisionPrecheck (2*k*p+1) finds k = 44 for p = 829 <<<
  154. >>> divisionPrecheck (2*k*p+1) finds k = 16 for p = 839 <<<
  155. >>> p = 653 LucasLehmerTest negative! <<<
  156. >>> p = 659 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  157. >>> p = 739 LucasLehmerTest negative! <<<
  158. >>> p = 743 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  159. >>> p = 661 LucasLehmerTest negative! <<<
  160. >>> p = 751 LucasLehmerTest negative! <<<
  161. >>> p = 853 LucasLehmerTest negative! <<<
  162. >>> divisionPrecheck (2*k*p+1) finds k = 4 for p = 857 <<<
  163. >>> p = 1039 LucasLehmerTest negative! <<<
  164. >>> divisionPrecheck (2*k*p+1) finds k = 16 for p = 1049 <<<
  165. >>> p = 947 LucasLehmerTest negative! <<<
  166. >>> divisionPrecheck (2*k*p+1) finds k = 180 for p = 953 <<<
  167. >>> divisionPrecheck (2*k*p+1) finds k = 12 for p = 967 <<<
  168. >>> p = 673 LucasLehmerTest negative! <<<
  169. >>> p = 757 LucasLehmerTest negative! <<<
  170. >>> divisionPrecheck (2*k*p+1) finds k = 3 for p = 761 <<<
  171. >>> p = 677 LucasLehmerTest negative! <<<
  172. >>> p = 683 p_mod4_is_3_and_2p_plus_1_isPrime! <<<
  173. >>> p = 859 LucasLehmerTest negative! <<<
  174. >>> p = 691 LucasLehmerTest negative! <<<
  175. work is done for 601 to 700
  176. >>> p = 769 LucasLehmerTest negative! <<<
  177. >>> p = 971 LucasLehmerTest negative! <<<
  178. >>> divisionPrecheck (2*k*p+1) finds k = 444 for p = 977 <<<
  179. >>> p = 1051 LucasLehmerTest negative! <<<
  180. >>> p = 863 LucasLehmerTest negative! <<<
  181. >>> divisionPrecheck (2*k*p+1) finds k = 20 for p = 877 <<<
  182. >>> divisionPrecheck (2*k*p+1) finds k = 15 for p = 881 <<<
  183. >>> divisionPrecheck (2*k*p+1) finds k = 5 for p = 883 <<<
  184. >>> p = 773 LucasLehmerTest negative! <<<
  185. >>> p = 787 LucasLehmerTest negative! <<<
  186. >>> p = 983 LucasLehmerTest negative! <<<
  187. >>> p = 887 LucasLehmerTest negative! <<<
  188. work is done for 801 to 900
  189. >>> p = 797 LucasLehmerTest negative! <<<
  190. work is done for 701 to 800
  191. >>> p = 1061 LucasLehmerTest negative! <<<
  192. >>> p = 991 LucasLehmerTest negative! <<<
  193. >>> p = 1063 LucasLehmerTest negative! <<<
  194. >>> p = 997 LucasLehmerTest negative! <<<
  195. work is done for 901 to 1000
  196. >>> p = 1069 LucasLehmerTest negative! <<<
  197. >>> p = 1087 LucasLehmerTest negative! <<<
  198. >>> divisionPrecheck (2*k*p+1) finds k = 40 for p = 1091 <<<
  199. >>> divisionPrecheck (2*k*p+1) finds k = 20 for p = 1093 <<<
  200. >>> divisionPrecheck (2*k*p+1) finds k = 447 for p = 1097 <<<
  201. work is done for 1001 to 1100
  202. Drücken Sie eine beliebige Taste . . .
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