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Difference between revisions of "Proth prime 6 35"

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(add Williams prime links)
(add twins & separate from Williams sequence)
 
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|PNlist=
 
|PNlist=
 
1
 
1
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3;T:T
 
4;C:{{NWi|MP|36|2}}
 
4;C:{{NWi|MP|36|2}}
 
13
 
13
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18;C:{{NWi|MP|36|9}}
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18;T:T;C:{{NWi|MP|36|9}}
 
19
 
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22;C:{{NWi|MP|36|11}}
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22;T:T;C:{{NWi|MP|36|11}}
 
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51707
 
51707
 
95875;74743
 
95875;74743
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|PRemarks=See also {{NWi|MP|36|n}}<br>
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|PRemarks=For additional even {{Vn}} history, see {{NWi|MP|36|n}}.
 
|PSieve=
 
|PSieve=
 
}}
 
}}
 
==History==
 
==History==
−
{{HistC|2020-11-15|100000|Karsten Bonath}}
+
{{HistC|2020-11-15|1-100000|Karsten Bonath}}, double-check {{Rn|1|20000}} '''only even {{Vn}}'''
 
{{HistF|2005-06-09|95875|Peter Benson}}
 
{{HistF|2005-06-09|95875|Peter Benson}}

Latest revision as of 07:56, 23 September 2024

Current data

k , b : 35 , 6
Count : 31
Nash : 4196
Max n : 100,000
Date : 2020-11-15
1, 3[1], 4[2], 13, 18[3], 19, 22[4], 23, 25, 42[5], 63, 65, 100[6], 113, 171, 192[7], 195, 274[8], 420[9], 443, 690[10], 2564[11], 3617, 5193, 9841, 14185, 23183, 23613, 24845, 51707, 95875
Remarks :
For additional even n history, see Williams 35•36n+1.

Notes

  1. ↑ Twin n=3
  2. ↑ Williams 35•362+1
  3. ↑ Twin n=18, Williams 35•369+1
  4. ↑ Twin n=22, Williams 35•3611+1
  5. ↑ Williams 35•3621+1
  6. ↑ Williams 35•3650+1
  7. ↑ Williams 35•3696+1
  8. ↑ Williams 35•36137+1
  9. ↑ Williams 35•36210+1
  10. ↑ Williams 35•36345+1
  11. ↑ Williams 35•361282+1

History

  • 2020-11-15: Checked n = 1 - 100000, Karsten Bonath, double-check n = 1 - 20000 only even n
  • 2005-06-09: Found n = 95875, Peter Benson
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