Riesel primes of the form 14361•2n-1

Reserved! This sequence is currently part of Multi Reservation 5: CRUS Liskovets-Gallot.

Current data

k , b : 14361 , 2 Type : 3 Count : 17 Nash : 1005 Max n : 1,000,000 (5,000,000) Date : 2020-08-25 (2023-07-11) Reserved : Conjectures 'R UsConjectures 'R Us/Reserved

15, 29, 33, 93, 155, 269, 1035, 1559, 2819, 6855, 13625, 144485, 160505, 218045, 236223, 416189, 515295

History

• 2023-07-11: Checked to n = 10000000 (only even n), (SRBase), Conjectures 'R Us
• 2023-05-01: Reserved by (SRBase), Conjectures 'R Us, for even n=9000000-10000000
• 2022-11-05: Checked to n = 9000000 (only even n), (SRBase), Conjectures 'R Us
• 2022-08-02: Reserved by (SRBase), Conjectures 'R Us, for even n=8000000-9000000
• 2021-11-21: Checked to n = 8000000 (only even n), (SRBase), Conjectures 'R Us
• 2021-06-20: Reserved by (SRBase), Conjectures 'R Us, for even n=6650000-8000000
• 2021-01-28: Checked to n = 6650000 (only even n), (PRPnet port 1400), Conjectures 'R Us, released
• 2020-08-25: Checked to n = 1000000 (only odd n), Karsten Bonath
• 2017-05-16: Checked to n = 4906000 (only even n), (PRPnet port 1400), Conjectures 'R Us
• 2015-04-29: Checked to n = 3000000 (only even n), (PRPnet port 1400), Conjectures 'R Us
• 2014-09-20: Reserved by (PRPnet port 1400), Conjectures 'R Us, for even n>2000000
• 2011-08-10: Checked to n = 2000000 (only even n), (PRPnet port 1300), Conjectures 'R Us, released
• 2011-05-13: Checked to n = 1400000 (only even n), (PRPnet port 1300), Conjectures 'R Us
• 2011-02-07: Reserved by (PRPnet port 1300), Conjectures 'R Us
• 2011-02-02: Checked to n = 1200000 (only even n), Karsten Bonath, released
• 2010-06-27: Checked to n = 1200000 (only even n), Karsten Bonath
• 2010-03-28: Checked to n = 1136000 (only even n), Karsten Bonath
• 2009-04-10: Checked to n = 1126000 (only even n), Karsten Bonath
• 2008-12-11: Checked to n = 964000 (only even n), Karsten Bonath
• 2008-06-15: Checked to n = 437000 (only even n), Karsten Bonath
• 2008-05-04: Checked to n = 385000 (only even n), Karsten Bonath
• 2008-04-05: Checked to n = 379000 (only even n), Karsten Bonath
• 2008-02-14: Checked to n = 300000 (only even n), Karsten Bonath
• 2008-01-19: Checked to n = 132000, Karsten Bonath
• 2008-01-10: Checked to n = 318510 (only even n), Jean Penné
• 2007-12-19: Reserved by Jean Penné