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Difference between revisions of "Proth prime 2 63"

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(oeis)
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14;T:GT
 
14;T:GT
 
17;T:G
 
17;T:G
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18;T:G;C:{{NWi|MP|64|3}}
 
21
 
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44;T:G
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65;T:G
 
65;T:G
 
94;T:G
 
94;T:G
 
133
 
133
 
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228;T:G;C:{{NWi|MP|64|38}}
 
280;T:G
 
280;T:G
 
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314;T:G
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429;T:G
 
429;T:G
 
626;T:G
 
626;T:G
693;T:G
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693;T:G;C:{{NCu|2048|63}}
 
741
 
741
768
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768;C:{{NWi|MP|64|128}}
 
1150
 
1150
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1290;C:{{NWi|MP|64|215}}
 
1441
 
1441
2424
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2424;C:{{NWi|MP|64|404}}
2478;T:G
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2478;T:G;C:{{NWi|MP|64|413}}
3024;T:G
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3024;T:G;C:{{NWi|MP|64|504}}
 
3293;T:G
 
3293;T:G
4956;39243;T:G
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4956;39243;T:G;C:{{NWi|MP|64|826}}
 
5221;38718;T:G
 
5221;38718;T:G
 
6416;37498
 
6416;37498
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24633;20334
 
24633;20334
 
30053;18433
 
30053;18433
34074;17315;T:G
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34074;17315;T:G;C:{{NWi|MP|64|5679}}
 
88366;6286;T:G
 
88366;6286;T:G
 
121917;2686;T:G
 
121917;2686;T:G
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263413;268;T:G
 
263413;268;T:G
 
270094;260;T:G
 
270094;260;T:G
425028;82295
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425028;82295;C:{{NWi|MP|64|70838}}
 
448833;71860;T:G
 
448833;71860;T:G
 
521925;83071
 
521925;83071
 
775857;85820;T:G
 
775857;85820;T:G
892164;86856;T:G
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892164;86856;T:G;C:{{NWi|MP|64|148694}}
898308;86940
+
898308;86940;C:{{NWi|MP|64|149718}}
 
1070449;88871;T:G
 
1070449;88871;T:G
 
1356980;100614;T:G
 
1356980;100614;T:G
1530888;100856;T:G
+
1530888;100856;T:G;C:{{NWi|MP|64|255148}}
1625970;100902
+
1625970;100902;C:{{NWi|MP|64|270995}}
 
1686050;101002;T:G
 
1686050;101002;T:G
 
1784498;101135;T:G
 
1784498;101135;T:G
2807130;114172;T:G
+
2807130;114172;T:G;C:{{NWi|MP|64|467855}}
 
2898957;114178;T:G
 
2898957;114178;T:G
7743186;138007
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7743186;138007;C:{{NWi|MP|64|1290531}}
 
8741225;138072;T:G
 
8741225;138072;T:G
|PRemarks=The {{OEIS|l|A032381}}
+
|PRemarks=The {{OEIS|l|A032381}}<br>See also {{NWi|MP|64|n}}
 
}}
 
}}
 
==History==
 
==History==

Latest revision as of 15:31, 27 September 2024

Reserved! This sequence is currently part of Multi Reservation 1: PrimeGrid Proth Prime Search.

Current data

k , b : 63 , 2
Type : 3
Count : 71
Nash : 3116
Max n : 5,200,000
Date : 2024-07-25
Reserved : PrimeGridPrimeGrid/Reserved
1, 4[1], 5, 9[2], 10, 14[3], 17[4], 18[5], 21, 25[6], 37, 38, 44[7], 60[8], 65[9], 94[10], 133, 153, 228[11], 280[12], 314[13], 326, 334[14], 340, 410, 429[15], 626[16], 693[17], 741, 768[18], 1150, 1290[19], 1441, 2424[20], 2478[21], 3024[22], 3293[23], 4956[24], 5221[25], 6416, 8480, 20746[26], 24633, 30053, 34074[27], 88366[28], 121917[29], 125218[30], 130221, 131325[31], 141497, 151269, 222861[32], 263413[33], 270094[34], 425028[35], 448833[36], 521925, 775857[37], 892164[38], 898308[39], 1070449[40], 1356980[41], 1530888[42], 1625970[43], 1686050[44], 1784498[45], 2807130[46], 2898957[47], 7743186[48], 8741225[49]
Remarks :
The sequence A032381 in OEIS
See also Williams 63•64n+1

Notes

  1. Is GF Divisor of xGF(3,11,5)
  2. Is GF Divisor of xGF(7,12,11)
  3. Is GF Divisor of xGF(13,6,5) [+1], Twin n=14
  4. Is GF Divisor of GF(16,10)
  5. Is GF Divisor of xGF(8,8,3), Williams 63•643+1
  6. Is GF Divisor of xGF(24,10,3)
  7. Is GF Divisor of xGF(40,7,3) [+1]
  8. Williams 63•6410+1
  9. Is GF Divisor of GF(64,10)
  10. Is GF Divisor of xGF(90,7,3)
  11. Is GF Divisor of xGF(226,11,7), Williams 63•6438+1
  12. Is GF Divisor of xGF(278,9,5)
  13. Is GF Divisor of xGF(312,12,7)
  14. Is GF Divisor of xGF(332,3,2)
  15. Is GF Divisor of xGF(425,11,2)
  16. Is GF Divisor of GF(625,10)
  17. Is GF Divisor of xGF(691,7,6) [+1], Cullen 63•204863+1
  18. Williams 63•64128+1
  19. Williams 63•64215+1
  20. Williams 63•64404+1
  21. Is GF Divisor of xGF(2477,8,5), Williams 63•64413+1
  22. Is GF Divisor of GF(3022,5), Williams 63•64504+1
  23. Is GF Divisor of xGF(3292,10,3)
  24. Is GF Divisor of xGF(4954,10,3), Williams 63•64826+1
  25. Is GF Divisor of xGF(5220,11,9)
  26. Is GF Divisor of xGF(20745,11,7)
  27. Is GF Divisor of xGF(34073,11,8), Williams 63•645679+1
  28. Is GF Divisor of xGF(88365,10,7)
  29. Is GF Divisor of xGF(121916,9,5)
  30. Is GF Divisor of GF(125213,6)
  31. Is GF Divisor of xGF(131321,3,2)
  32. Is GF Divisor of GF(222859,6)
  33. Is GF Divisor of GF(263407,6) [+1]
  34. Is GF Divisor of F(270091)
  35. Williams 63•6470838+1
  36. Is GF Divisor of xGF(448830,9,2)
  37. Is GF Divisor of xGF(775856,10,9)
  38. Is GF Divisor of xGF(892160,3,2) [+2], Williams 63•64148694+1
  39. Williams 63•64149718+1
  40. Is GF Divisor of xGF(1070447,7,4) [+1]
  41. Is GF Divisor of xGF(1356973,11,4)
  42. Is GF Divisor of xGF(1530884,11,3), Williams 63•64255148+1
  43. Williams 63•64270995+1
  44. Is GF Divisor of xGF(1686046,7,4) [+4]
  45. Is GF Divisor of xGF(1784497,5,3)
  46. Is GF Divisor of xGF(2807129,5,2), Williams 63•64467855+1
  47. Is GF Divisor of xGF(2898956,10,9)
  48. Williams 63•641290531+1
  49. Is GF Divisor of GF(8741223,8)

History