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Difference between revisions of "Cullen prime 2"
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{{Cullen prime | {{Cullen prime | ||
|CuBase=2 | |CuBase=2 | ||
− | |CuMaxn= | + | |CuMaxn=25000000 |
− | |CuDate= | + | |CuDate=2024 |
|CuReserved=PrimeGrid Cullen Prime Search | |CuReserved=PrimeGrid Cullen Prime Search | ||
|CuNlist= | |CuNlist= |
Revision as of 15:05, 27 September 2024
Reserved! This sequence is currently reserved by: PrimeGrid Cullen Prime Search |
Current data
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Remarks : |
The sequence A005849 in OEIS Current status at PrimeGrid |
Notes
- ↑ Proth 21+1
- ↑ Proth 141•2141+1
- ↑ Proth 4713•24713+1
- ↑ Proth 5795•25795+1
- ↑ Proth 6611•26611+1
- ↑ Proth 289•218502+1, Generalized Fermat number
- ↑ Proth 8073•232294+1
- ↑ Proth 32469•232469+1
- ↑ Proth 7457•259659+1
- ↑ Proth 90825•290825+1
- ↑ Proth 262419•2262419+1
- ↑ Proth 361275•2361275+1
- ↑ Proth 481899•2481899+1
- ↑ Proth 338707•21354830+1
- ↑ Proth 1582137•26328550+1
- ↑ Proth 6679881•26679881+1
History
- 2021-09-11: Checked to n = 21000000, PrimeGrid Cullen Prime Search
- 2009-08-04: Found n = 6679881, Magnus Bergman, PrimeGrid Cullen Prime Search (Official announcement)
- 2009-04-20: Found n = 6328548, Dennis R. Gesker, PrimeGrid Cullen Prime Search (Official announcement)
- 2005-08-25: Found n = 1354828, Mark Rodenkirch
- 1998-09-30: Found n = 481899, Masakatu Morii
- 1998-07-31: Found n = 361275, Darren Smith
- 1998-03-08: Found n = 262419, Darren Smith
- 1997-05: Found n = 90825, Jeffrey Young
- 1997-05: Found n = 59656, Jeffrey Young
- 1997-05-01: Found n = 32469, Masakatu Morii
- 1997-05-01: Found n = 32292, Masakatu Morii
- 1984: Found n = 18496, Wilfrid Keller
- 1984: Found n = 6611, Wilfrid Keller
- 1984: Found n = 5795, Wilfrid Keller
- 1984: Found n = 4713, Wilfrid Keller
- 1957: Found n = 141, Raphael M. Robinson
- 1905: Found n = 1, James Cullen