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Riesel primes of the form 2043•2n-1
Current data
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History
- 2015-05-18: Checked n = 600000 - 700000, Karsten Bonath
- 2015-04-20: Checked to n = 1310000, RPS Drive 12
- 2014-12-04: Checked n = 600000 - 666666, Dmitry Domanov
- 2013-09-14: Found n = 1185062, Lennart Vogel, RPS Drive 12
- 2013-09-09: Found n = 1114516, James P. Burt, RPS Drive 12
- 2013-09-09: Found n = 1061700, Predrag Minovic, RPS Drive 12
- 2013-09-07: Found n = 1094124, James P. Burt, RPS Drive 12
- 2013-08-30: Checked to n = 1025000, RPS Drive 11, released
- 2013-08-28: Reserved by RPS Drive 12, n ≥ 1025000
- 2012-03-24: Found n = 902316, Peter Benson, RPS Drive 11
- 2012-02-18: Checked to n = 425000, NPLB Drive 12C, released
- 2012-01-04: Found n = 847550, David Metcalfe, RPS Drive 11
- 2012-01-03: Checked to n = 350000, NPLB Drive 12B, released
- 2011-12-31: Reserved by NPLB Drive 12C, for 350001 ≤ n ≤ 425000
- 2011-11-18: Found n = 792106, David Metcalfe, RPS Drive 11
- 2011-09-19: Found n = 679536, Peter Benson, RPS Drive 11
- 2011-09-03: Reserved by RPS Drive 11, for n ≥ 666666
- 2010-11-19: Checked to n = 600000, NPLB Drive 11, released
- 2010-09-28: Found n = 590452, Gary Barnes, NPLB Drive 11
- 2010-03-26: Reserved by NPLB Drive 12B, for 250001 ≤ n ≤ 350000
- 2010-01-05: Checked to n = 250000, NPLB Drive 12A, released
- 2009-12-18: Checked n = 20000 - 50000, Karsten Bonath
- 2009-11-07: Found n = 503778, Dhumil Zaveri, NPLB Drive 11
- 2009-08-13: Reserved by NPLB Drive 12A, for 50001 ≤ n ≤ 250000
- 2009-07-27: 461079 confirmed, Gary Barnes, NPLB Drive 11
- 2009-07-24: 455246 confirmed, Gary Barnes, NPLB Drive 11
- 2009-06-28: Checked n = 10000 - 20000, Thomas Ritschel
- 2009-06-22: Reserved by NPLB Drive 11, for 425001 ≤ n ≤ 600000
- 2009-02-25: Checked to n = 300000, David Stevens, released
- 2009-02-22: Checked to n = 290500, David Stevens
- 2009-02-07: Checked to n = 218000, David Stevens
- 2009-01-20: Reserved by David Stevens
- 2008-09-18: Found n = 461079, James P. Burt
- 2008-09-18: Found n = 455246, James P. Burt
- 2008-09-17: Found n = 417726, James P. Burt