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Difference between revisions of "Riesel prime 2 379"
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|RDate= | |RDate= | ||
|RReserved= | |RReserved= | ||
− | |RMultiRes= | + | |RMultiRes=26 |
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==History== | ==History== | ||
+ | {{HistR|2023-03-07|NPLB Drive 19|626287}}, for 3000000<{{Vn}}<4000000 | ||
+ | {{HistC|2023-03-07|3000000|NPLB Drive 16|626288}}, released | ||
{{HistF|2023-02-28|2911423|Max Dettweiler|625809}} | {{HistF|2023-02-28|2911423|Max Dettweiler|625809}} | ||
{{HistR|2022-06-03|NPLB Drive 16|607099}}, for 2000000<{{Vn}}<3000000 | {{HistR|2022-06-03|NPLB Drive 16|607099}}, for 2000000<{{Vn}}<3000000 |
Latest revision as of 06:10, 8 March 2023
Reserved! This sequence is currently part of Multi Reservation 26: NPLB Drive 19. |
Current data
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History
- 2023-03-07: Reserved by NPLB Drive 19, for 3000000<n<4000000
- 2023-03-07: Checked to n = 3000000, NPLB Drive 16, released
- 2023-02-28: Found n = 2911423, Max Dettweiler
- 2022-06-03: Reserved by NPLB Drive 16, for 2000000<n<3000000
- 2014-12-28: Checked to n = 2000000, NPLB Maxi Drive 1, released
- 2014-11-26: Found n = 1909097, Lennart Vogel
- 2014-11-08: Found n = 1837291, Lennart Vogel
- 2014-08-20: Reserved by NPLB Maxi Drive 1, for 1610000<n<2000000
- 2013-05-22: Found n = 1302991, Ian M. Gunn
- 2013-04-28: Reserved by NPLB Maxi Drive 1, for 1300000<n<2000000
- 2013-01-14: Reserved by NPLB Maxi Drive 1, for 1000000<n<1300000
- 2009-07-14: Checked to n = 1000000, Ian M. Gunn, released
- 2009-06-28: Checked to n = 954000, Ian M. Gunn
- 2009-06-09: Checked to n = 899000, Ian M. Gunn
- 2009-05-25: Checked to n = 850000, Ian M. Gunn
- 2009-05-12: Checked to n = 804000, Ian M. Gunn
- 2009-04-23: Checked to n = 723000, Ian M. Gunn
- 2009-04-11: Checked to n = 668000, Ian M. Gunn
- 2009-03-08: Reserved by Ian M. Gunn, for 600000<n<1000000
- 2008-11-10: Checked to n = 600000, NPLB Drive 3, released
- 2008-05-02: 469369 confirmed, Gary Barnes
- 2008-03-01: Reserved by NPLB Drive 3, for 260000<n<600000
- 2007-01-18: Found n = 469369, Peter O'braian
- 2004-03-28: Found n = 215239, Peter O'braian
- 2002-02-23: Found n = 91453, Peter O'braian