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Difference between revisions of "Riesel prime 3 2"

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(correct history)
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56;C:{{NWo|+|3|53}}
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56;C:{{NWo|27|18}}, {{NWo|+|3|53}}
 
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{{HistF|2001-08-12|75551|Wilfrid Keller}}
 
{{HistF|2001-08-12|75551|Wilfrid Keller}}
 
{{HistF|2001-06-30|49340|Wilfrid Keller}}
 
{{HistF|2001-06-30|49340|Wilfrid Keller}}
{{HistC|1999-12-11|223-10000?|Douglas Burke}}
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{{HistC|1999-12-11|326-10000?|Douglas Burke}}
{{HistC|1972-10|1-222|Hugh C. Williams,Charles R. Zarnke}}
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{{HistC|1972-10|1-325|Hugh C. Williams,Charles R. Zarnke}}

Latest revision as of 06:19, 14 November 2024

Current data

k , b : 2 , 3
Count : 38
Nash : 2685
Max n : 2,000,000
Date : 2024-08-01
1[1], 2[2], 3[3], 7[4], 8[5], 12[6], 20[7], 23, 27, 35, 56[8], 62, 68, 131, 222, 384, 387, 579, 644, 1772, 3751, 5270, 6335, 8544, 9204, 12312, 18806, 21114, 49340, 75551, 90012, 128295, 143552, 147488, 1010743, 1063844, 1360104, 2834778
Remarks :
See H.C.Williams, C.R.Zarnke: "Some prime numbers of the forms 2A3^n+1 and 2A3^n-1" Math. Comp. 26 (1972), 995-998
The sequence A003307 in OEIS
See also Williams 2•3n-1

Notes

History