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Difference between revisions of "Riesel prime 4 4866"

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m (tweak remark)
(correct history)
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{{HistC|2015-04-29|1500000|(PRPnet port 1400),Conjectures 'R Us|401213}}
 
{{HistC|2015-04-29|1500000|(PRPnet port 1400),Conjectures 'R Us|401213}}
 
{{HistR|2014-09-20|(PRPnet port 1400),Conjectures 'R Us|383520}}, {{Vn}}>1000000
 
{{HistR|2014-09-20|(PRPnet port 1400),Conjectures 'R Us|383520}}, {{Vn}}>1000000
{{HistC|2011-05-25|1000000-2000000|Gary Barnes|262289}}, released
+
{{HistC|2011-05-25|500000-1000000|Gary Barnes|262289}}, released
 
{{HistR|2011-05-12|Gary Barnes|261299}}, for {{Vn}}=500000-1000000
 
{{HistR|2011-05-12|Gary Barnes|261299}}, for {{Vn}}=500000-1000000
 
{{HistC|2008-06-28|500000|Gary Barnes|136816}}, released
 
{{HistC|2008-06-28|500000|Gary Barnes|136816}}, released

Revision as of 15:14, 2 June 2024

Current data

k , b : 4866 , 4
Count : 1
Nash : 264
Max n : 5,000,000
Date : 2023-07-11
1
Remarks :
Conjectures 'R Us search for 19464*4^n-1. It is an odd n search of Riesel 2433•2n-1.

History