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Proth primes of the form 7•2n+1
Current data
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Notes
- ↑ Divides: GF(4,10)
- ↑ Divides: F(12)
- ↑ Sophie Germain n=20, Divides: GF(19,5)
- ↑ Divides: GF(49,3)
- ↑ Divides: GF(51,12)
- ↑ Divides: GF(91,12)
- ↑ Divides: F(117)
- ↑ Divides: GF(171,5)
- ↑ Divides: GF(179,10)
- ↑ Divides: F(284)
- ↑ Divides: F(316), GF(319,3), GF(319,6), GF(319,12)
- ↑ Sophie Germain n=390, Divides: GF(389,6)
- ↑ Divides: GF(431,6)
- ↑ Divides: GF(615,10)
- ↑ Divides: GF(828,5), GF(829,6)
- ↑ Divides: GF(1803,5), GF(1803,12)
- ↑ Divides: GF(6612,10)
- ↑ Divides: GF(16695,5)
- ↑ Divides: GF(22385,6)
- ↑ Divides: GF(54485,3)
- ↑ Divides: F(95328), GF(95329,3), GF(95329,6), GF(95329,12)
- ↑ Divides: GF(561815,5), GF(561815,6)
- ↑ Divides: GF(804533,12)
- ↑ Divides: GF(811228,5)
- ↑ Divides: GF(1491851,6)
- ↑ Divides: GF(2139911,12)
- ↑ Divides: F(2167797), GF(2167799,5), GF(2167799,10)
- ↑ Divides: GF(2915953,12)
- ↑ Divides: GF(3511773,6)
- ↑ Is GF Divisor of F(18233954) [+9]
History
- 2021-04-01: Checked to n = 9000000, PrimeGrid Fermat Divisor Search
- 2020-10-12: Divisiblities for n = 18233956, (Gary)
- 2020-10-01: Found n = 18233956, Ryan Propper