Riesel primes of the form 167•2n-1

Reserved! This sequence is currently reserved by: Michael Curtis

Current data

k , b : 167 , {{{Rb}}} Count : 42 Nash : 2263 Max n : 3,150,000 Date : 2020-03-13 Reserved : Michael CurtisMichael Curtis/Reserved

4, 6, 8, 10, 16, 32, 38, 42, 52, 456, 576, 668, 1082, 1512, 1614, 1922, 2072, 2672, 3210, 3616, 3682, 7754, 7906, 10536, 12282, 12338, 25162, 25460, 49672, 66318, 132738, 133188, 225232, 275680, 314000, 315872, 832962, 885664, 934492, 945934, 1288922, 3077568

[[Category:Riesel {{{Rb}}}|#.....00167]]

History

• 2020-03-13: Checked to n = 3150000, Michael Curtis
• 2019-12-31: Found n = 3077568, Michael Curtis
• 2017-07-03: Checked to n = 2600000, Michael Curtis, n=2800000-3000000 done
• 2016-01-03: Checked to n = 2250000, Michael Curtis
• 2015-04-01: Checked to n = 1770000, Michael Curtis
• 2014-10-05: Checked to n = 1715000, Michael Curtis
• 2014-04-20: Checked to n = 1700000, Michael Curtis
• 2014-03-07: Checked to n = 1620000, Michael Curtis
• 2013-09-04: Checked to n = 1470000, Michael Curtis
• 2013-06-11: Checked to n = 1410000, Michael Curtis
• 2013-04-29: Found n = 1288922, Michael Curtis
• 2012-10-10: Reserved by Michael Curtis
• 2012-10-09: Checked to n = 1100000, Adam Sutton, released
• 2009-06-10: Checked to n = 1100000, Adam Sutton
• 2009-05-19: Checked to n = 985000, Adam Sutton
• 2008-10-08: Found n = 945934, Adam Sutton
• 2008-10-07: Found n = 934492, Adam Sutton
• 2008-08-24: Found n = 885664, Adam Sutton
• 2008-06-19: Found n = 832962, Adam Sutton
• 2008-02-29: Checked to n = 684000, Adam Sutton
• 2007-12-15: Reserved by Adam Sutton
• 2006-04-08: Found n = 315872, David Metcalfe
• 2006-04-07: Found n = 314000, David Metcalfe
• 2006-03-29: Found n = 275680, David Metcalfe
• 2006-03-19: Found n = 225232, Larry Soule