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Difference between revisions of "Riesel prime 3 10"

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(add near Woodall prime)
(Searched to n = 500K.)
 
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|Rk=10
 
|Rk=10
 
|Rb=3
 
|Rb=3
−
|RCount=55
+
|RCount=56
 
|RNash=4054
 
|RNash=4054
−
|RMaxn=200000
+
|RMaxn=500000
−
|RDate=2024-08-23
+
|RDate=2024-11-03
 
|RReserved=Riley Fisher
 
|RReserved=Riley Fisher
 
|RMultiRes=
 
|RMultiRes=
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484;C:{{NWi|PM|9|242}}
 
484;C:{{NWi|PM|9|242}}
 
908;C:{{NWi|PM|9|454}}
 
908;C:{{NWi|PM|9|454}}
−
1083
+
1083;C:{{NWo|81|270}}
 
1242;C:{{NWi|PM|9|621}}
 
1242;C:{{NWi|PM|9|621}}
 
1461
 
1461
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159276;C:{{NWi|PM|9|79638}}
 
159276;C:{{NWi|PM|9|79638}}
 
165543
 
165543
 +
234843
 
437338;C:{{NWi|PM|9|218669}}
 
437338;C:{{NWi|PM|9|218669}}
 
|RRemarks=See the {{OEIS|l|A005542}}<br>For additional even {{Vn}} history, see {{NWi|PM|9|n}}.
 
|RRemarks=See the {{OEIS|l|A005542}}<br>For additional even {{Vn}} history, see {{NWi|PM|9|n}}.
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}}
 
}}
 
==History==
 
==History==
 +
{{HistC|2024-11-03|200000-500000 only odd {{Vn}}|Riley Fisher|1059489}}
 +
{{HistF|2024-10-26|234843|Riley Fisher|1058518}}
 
{{HistR|2024-08-23|Riley Fisher|903928}} for {{Rn|200000|500000}} '''only odd {{Vn}}'''
 
{{HistR|2024-08-23|Riley Fisher|903928}} for {{Rn|200000|500000}} '''only odd {{Vn}}'''
 
{{HistC|2024-08-23|200000-500000 only even {{Vn}}|Riley Fisher|903902}}, from {{NWi|PM|9|n}}
 
{{HistC|2024-08-23|200000-500000 only even {{Vn}}|Riley Fisher|903902}}, from {{NWi|PM|9|n}}
 
{{HistC|2024-02-29|1-50000|Karsten Bonath}}
 
{{HistC|2024-02-29|1-50000|Karsten Bonath}}
 
{{HistC|2014-03-16|1-200000|Robert Price}}
 
{{HistC|2014-03-16|1-200000|Robert Price}}

Latest revision as of 01:12, 4 November 2024

Reserved! This sequence is currently reserved by: Riley Fisher

Current data

k , b : 10 , 3
Count : 56
Nash : 4054
Max n : 500,000
Date : 2024-11-03
Reserved : Riley FisherRiley Fisher/Reserved
1[1], 2[2], 3[3], 4[4], 8[5], 10[6], 14[7], 20[8], 22[9], 26[10], 30[11], 38[12], 39, 49, 54[13], 58[14], 70[15], 81, 84[16], 87, 102[17], 111, 140[18], 159, 207, 224[19], 328[20], 358[21], 360[22], 447, 484[23], 908[24], 1083[25], 1242[26], 1461, 1705, 4624[27], 5199, 7106[28], 8667, 11157, 13130[29], 28052[30], 30483, 32166[31], 34447, 36986[32], 86578[33], 89940[34], 120433, 140743, 147308[35], 159276[36], 165543, 234843, 437338[37]
Remarks :
See the sequence A005542 in OEIS
For additional even n history, see Williams 10•9n-1.

Notes

  1. ↑ Twin n=1
  2. ↑ Williams 10•91-1
  3. ↑ Twin n=3
  4. ↑ Twin n=4, Williams 10•92-1
  5. ↑ Williams 10•94-1
  6. ↑ Woodall 10•310-1, Williams 10•95-1
  7. ↑ Williams 10•97-1
  8. ↑ Woodall 10•910-1, Williams 10•910-1
  9. ↑ Twin n=22, Williams 10•911-1
  10. ↑ Williams 10•913-1
  11. ↑ Woodall 10•2710-1, Near Woodall 30•329-1, Williams 10•915-1
  12. ↑ Williams 10•919-1
  13. ↑ Williams 10•927-1
  14. ↑ Williams 10•929-1
  15. ↑ Williams 10•935-1
  16. ↑ Williams 10•942-1
  17. ↑ Twin n=102, Williams 10•951-1
  18. ↑ Williams 10•970-1
  19. ↑ Williams 10•9112-1
  20. ↑ Williams 10•9164-1
  21. ↑ Williams 10•9179-1
  22. ↑ Williams 10•9180-1
  23. ↑ Williams 10•9242-1
  24. ↑ Williams 10•9454-1
  25. ↑ Woodall 270•81270-1
  26. ↑ Williams 10•9621-1
  27. ↑ Williams 10•92312-1
  28. ↑ Williams 10•93553-1
  29. ↑ Williams 10•96565-1
  30. ↑ Williams 10•914026-1
  31. ↑ Williams 10•916083-1
  32. ↑ Williams 10•918493-1
  33. ↑ Williams 10•943289-1
  34. ↑ Williams 10•944970-1
  35. ↑ Williams 10•973654-1
  36. ↑ Williams 10•979638-1
  37. ↑ Williams 10•9218669-1

History

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