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Difference between revisions of "Riesel prime 2 192335307"
m (Karbon moved page Riesel prime 192335307 to Riesel prime 2 192335307 without leaving a redirect) |
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{{Riesel prime | {{Riesel prime | ||
|Rk=192335307 | |Rk=192335307 | ||
| + | |Rb=2 | ||
|RCount=32 | |RCount=32 | ||
|RNash=3773 | |RNash=3773 | ||
| Line 38: | Line 39: | ||
16036 | 16036 | ||
23752 | 23752 | ||
| − | 25000;115382;C:[[Consecutive primes arithmetic progression]] (d=5130) with {{T5000|115383|192335307*2<sup>25000</sup>-5131}} and {{T5000|115384|192335307*2<sup>25000</sup>+5129}} | + | 25000;115382;C:[[Consecutive primes arithmetic progression]] ({{V|d}}=5130) with {{T5000|115383|192335307*2<sup>25000</sup>-5131}} and {{T5000|115384|192335307*2<sup>25000</sup>+5129}} |
44066 | 44066 | ||
|RRemarks= | |RRemarks= | ||
Latest revision as of 16:00, 25 July 2021
Current data
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Notes
- ↑ Sophie Germain n=36
- ↑ Consecutive primes arithmetic progression (d=5130) with 192335307*225000-5131 and 192335307*225000+5129
History
- 2020-07-08: Checked to n = 50000, Karsten Bonath
- 2013-09-04: Found n = 25000, David Broadhurst, Bouk de Water
