Currently there may be errors shown on top of a page, because of a missing Wiki update (PHP version and extension DPL3).
Navigation
Topics Help • Register • News • History • How to • Sequences statistics • Template prototypes

Difference between revisions of "Riesel prime 2 20049"

From Prime-Wiki
Jump to: navigation, search
(new)
 
(600k)
 
(6 intermediate revisions by 3 users not shown)
Line 1: Line 1:
 
{{Riesel prime
 
{{Riesel prime
 
|Rk=20049
 
|Rk=20049
|RCount=18
+
|Rb=2
 +
|RCount=22
 
|RNash=1663
 
|RNash=1663
|RMaxn=132000
+
|RMaxn=600000
|RDate=2011-06-02
+
|RDate=2023-09-25
|RReserved=
+
|RReserved=Alexander Jones
 
|RMultiRes=
 
|RMultiRes=
 
|RNlist=
 
|RNlist=
Line 25: Line 26:
 
97871
 
97871
 
99961
 
99961
 +
139649
 +
219397
 +
334571
 +
561467
 
1687252;100303
 
1687252;100303
|RRemarks=Tested to n=1687252 only even values, see [[Liskovets-Gallot conjectures]]
+
|RRemarks=Tested to {{Vn}}=1687252 only even values, see [[Liskovets-Gallot conjectures]]
|RSieve=
+
|RSieve=y
 
}}
 
}}
 
==History==
 
==History==
 +
{{HistC|2023-09-25|600000, odd {{Vn}} only|Alexander Jones}}
 +
{{HistC|2023-09-05|200000, odd {{Vn}} only|Alexander Jones}}
 +
{{HistR|2023-04-27|Alexander Jones}}
 +
{{HistS|2023-03-21|150000-1700000, odd {{Vn}} only|Alexander Jones,yoyo@home}}
 +
{{HistC|2022-12-27|150000|Alexander Jones}}
 
{{HistF|2011-06-02|1687252|Ian M. Gunn,CRUS Liskovets-Gallot}}
 
{{HistF|2011-06-02|1687252|Ian M. Gunn,CRUS Liskovets-Gallot}}
 
{{HistC|2008-01-19|132000|Karsten Bonath}}
 
{{HistC|2008-01-19|132000|Karsten Bonath}}

Latest revision as of 12:31, 25 September 2023

Reserved! This sequence is currently reserved by: Alexander Jones

Current data

k , b : 20049 , 2  (sieve)
Type : 3
Count : 22
Nash : 1663
Max n : 600,000
Date : 2023-09-25
Reserved : Alexander JonesAlexander Jones/Reserved
11[1], 41[2], 47, 1199, 1205, 1469, 4585, 5389, 15025, 18829, 19019, 27119, 31705, 45079, 79391, 97871, 99961, 139649, 219397, 334571, 561467, 1687252
Remarks :
Tested to n=1687252 only even values, see Liskovets-Gallot conjectures

Notes

  1. Twin n=11
  2. Twin n=41

History