Difference between revisions of "Riesel prime 2 6927"

Latest revision as of 03:31, 25 July 2024

14^[1], 56^[2], 62, 84, 146, 234, 368, 896, 2856, 2888, 3626, 5210, 6888, 8616, 10136, 12614, 43802, 44030, 51848, 72090, 490868, 743481^[3], 748532

Remarks :

For additional odd n history, see CRUS Liskovets-Gallot search at Riesel 13854•4ⁿ-1.

2022-07-17: Checked to n = 750000, Alexander Jones, released
2022-06-11: Reserved by Alexander Jones
2021-02-10: Checked to n = 700000, Norman D. Powell, released
2021-02-07: Checked to n = 600000, Norman D. Powell
2021-02-04: Checked to n = 500000, Norman D. Powell
2021-02-02: Reserved by Norman D. Powell
2011-11-24: Checked to n = 400000, Karsten Bonath
2011-09-20: Found n = 490868, Lennart Vogel, Twin Prime Search 480000
2008-05-22: Found n = 743481, Gary Barnes, CRUS Liskovets-Gallot
2008-05-21: Checked to n = 700000 (only odd n), Gary Barnes, Conjectures 'R Us

@@ Line 30: / Line 30: @@
-;85042
+;85042;C:{{NRi|13854|4|371740}}
-|RRemarks=
+|RRemarks=For additional odd {{Vn}} history, see [[CRUS Liskovets-Gallot]] search at {{NRi|13854|4|n}}.
 |RSieve=
 }}
@@ Line 41: / Line 41: @@
 {{HistC|2021-02-07|600000|Norman D. Powell}}
 {{HistC|2021-02-04|500000|Norman D. Powell}}
-{{HistR|2021-02-02|Norman D. Powell}}
+{{HistR|2021-02-02|Norman D. Powell|570773}}
 {{HistC|2011-11-24|400000|Karsten Bonath}}
-{{HistF|2011-09-20|490868|Lennart Vogel,Twin Prime Search 480000}}
+{{HistF|2011-09-20|490868|Lennart Vogel,Twin Prime Search 480000|272220}}
-{{HistF|2008-05-22|743481|Gary Barnes|134050}}, first odd {{Vn}}-value for {{Kbn|6927|2|n}}, see [[CRUS Liskovets-Gallot]]
+{{HistF|2008-05-22|743481|Gary Barnes,CRUS Liskovets-Gallot|134050}}
+{{HistC|2008-05-21|700000 (only odd {{Vn}})|Gary Barnes,Conjectures 'R Us|133910}}