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Difference between revisions of "Riesel prime 2 14361"

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(2020-08-25)
(clarify/correct remark)
 
(14 intermediate revisions by 3 users not shown)
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{{Riesel prime
 
{{Riesel prime
 
|Rk=14361
 
|Rk=14361
 +
|Rb=2
 
|RCount=17
 
|RCount=17
 
|RNash=1005
 
|RNash=1005
 
|RMaxn=1000000
 
|RMaxn=1000000
|RDate=2020-08-25
+
|RDate=2023-07-11
 
|RReserved=
 
|RReserved=
|RMultiRes=12
+
|RMultiRes=
 
|RNlist=
 
|RNlist=
 
15
 
15
Line 25: Line 26:
 
416189
 
416189
 
515295
 
515295
|RRemarks=
+
|RRemarks=For additional even {{Vn}} history, see [[CRUS Liskovets-Gallot]] search at {{NRi|14361|4|n}}.
 
|RSieve=
 
|RSieve=
 
}}
 
}}
 
==History==
 
==History==
{{HistC|2020-08-25|1000000 (only odd <var>n</var>|Karsten Bonath}}
+
{{HistC|2023-07-11|10000000 (only even {{Vn}})|(SRBase),Conjectures 'R Us|634097}}
{{HistC|2020-07-03|6620000 (only even <var>n</var>)|Conjectures 'R Us}}
+
{{HistC|2020-08-25|1000000|Karsten Bonath}}
 
{{HistC|2008-01-19|132000|Karsten Bonath}}
 
{{HistC|2008-01-19|132000|Karsten Bonath}}

Latest revision as of 08:36, 9 June 2024

Current data

k , b : 14361 , 2
Type : 3
Count : 17
Nash : 1005
Max n : 1,000,000
Date : 2023-07-11
15, 29[1], 33, 93, 155, 269, 1035, 1559, 2819, 6855, 13625, 144485, 160505, 218045, 236223, 416189, 515295
Remarks :
For additional even n history, see CRUS Liskovets-Gallot search at Riesel 14361•4n-1.

Notes

  1. Twin n=29

History