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Proth primes of the form 9•2n+1

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Reserved! This sequence is currently reserved by: PrimeGrid

Current data

k , b : 9 , {{{Pb}}}
Type : 3
Count :
Attention! Parameter PCount=58 not given!
Nash : 2297
Max n : 1,620,000
Date : 2008-02-08
Reserved : PrimeGridPrimeGrid/Reserved
1[1], 2, 3[2], 6, 7[3], 11[4], 14, 17, 33[5], 42, 43[6], 63[7], 65[8], 67[9], 81[10], 134, 162[11], 206[12], 211[13], 366, 663, 782, 1305[14], 1411, 1494[15], 2297[16], 2826[17], 3230, 3354[18], 3417, 3690[19], 4842[20], 5802, 6937, 7967[21], 9431[22], 13903[23], 22603[24], 24422, 39186[25], 43963, 47003, 49902, 67943[26], 114854, 127003[27], 145247, 147073[28], 149143[29], 304607[30], 384990, 412034, 435743[31], 461081[32], 834810, 1051026, 1807574, 2543551

[[Category:Proth {{{Pb}}}|#.....00009]]

Notes

  1. Jump up Twin n=1
  2. Jump up Twin n=3, Divides: GF(2,10)
  3. Jump up Twin n=7
  4. Jump up Divides: GF(8,6)
  5. Jump up Divides: GF(29,3)
  6. Jump up Twin n=43
  7. Jump up Twin n=63, Divides: GF(61,3), GF(62,10)
  8. Jump up Divides: GF(63,6)
  9. Jump up Divides: F(63), GF(64,3), GF(66,5), GF(64,6), GF(66,10), GF(64,12)
  10. Jump up Divides: GF(79,3)
  11. Jump up Divides: GF(158,3)
  12. Jump up Divides: GF(205,5)
  13. Jump up Twin n=211, Divides: GF(204,12)
  14. Jump up Divides: GF(1303,3)
  15. Jump up Divides: GF(1488,3)
  16. Jump up Divides: GF(2294,6)
  17. Jump up Divides: GF(2822,3)
  18. Jump up Divides: GF(3353,10)
  19. Jump up Divides: GF(3684,3)
  20. Jump up Divides: GF(4838,3)
  21. Jump up Divides: GF(7964,6), GF(7966,10)
  22. Jump up Divides: F(9428), GF(9429,3), GF(9429,6), GF(9429,12)
  23. Jump up Divides: GF(13902,5)
  24. Jump up Divides: GF(22601,12)
  25. Jump up Divides: GF(39177,3)
  26. Jump up Divides: GF(67941,6)
  27. Jump up Divides: GF(126999,12)
  28. Jump up Divides: GF(147070,12)
  29. Jump up Divides: GF(149141,12)
  30. Jump up Divides: GF(304604,6)
  31. Jump up Divides: GF(435742,10)
  32. Jump up Divides: F(461076), GF(461077,3), GF(461077,6), GF(461077,12)