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Record history for SP5
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| Primes | Type | Digits | Year | Discoverer |
| 585150568069684836 • 7757# / 85085 + 5 + d, d = 0, 2, 6, 8, 12 | Tuplet |
3344 | 2022 | Peter Kaiser, OpenPFGW, Primo |
| 566761969187 • 4733# / 2 + d, d = -8, -4, -2, 2, 4 | Tuplet |
2034 | 2020 | Serge Batalov, NewPGen, OpenPFGW, Primo |
181439827616655015936 • 4673# • 2n + 1, n = 0..4 | CC,
2nd kind |
2018 | 2016 | Andrey Balyakin |
| 31017701152691334912 • 4091# • 2n - 1, n = 0..4 | CC,
1st kind |
1766 | 2016 | Andrey Balyakin |
| 3387614923 • 3917# • 2n - 1, n = 0..4 | CC,
1st kind |
1680 | 2016 | Michael Angel, Dirk Augustin,
NewPGen, PrimeForm |
| 6413732664 • 3797# • 2n
+ 1, n = 0..4 | CC, 2nd kind |
1631 | 2016 | Michael Angel, Dirk Augustin,
NewPGen, PrimeForm |
| 646737879652976640 • 3559# • 2n + 1, n = 0..4 | CC,
2nd kind |
1535 | 2016 | Andrey Balyakin |
| 199949435137 • 3499# • 2n
- 1, n = 0..4 | CC, 1st kind |
1493 | 2016 | Oscar Östlin, NewPGen, PrimeForm |
| 163252711105 • 3371# / 2 - 8 + d, d = 0, 4, 6, 10, 12 | Tuplet |
1443 | 2014 | Serge Batalov, NewPGen, PrimeForm, Primo |
| 699549860111847 • 24244 - 1 + d, d = 0, 2, 6, 8, 12 | Tuplet | 1293 |
2013 | Reto Keiser, PrimeForm, Primo |
| 406463527990 • 2801# + 1633050283 + 30n, n = 0..4 | CPAP | 1209 |
2013 | David Broadhurst, PrimeForm, Primo |
| 4250172704 • 2749# • 2n - 1, n = 0..4 | CC,
1st kind |
1184 | 2012 |
Dirk Augustin, NewPGen, PrimeForm |
| 80670856865 • 2677# • 2n + 1, n = 0..4 | CC, 2nd kind |
1141 | 2011 |
Michael Angel, NewPGen, PrimeForm |
| 45008010405 • 2621# • 2n + 1, n = 0..4 | CC, 2nd kind |
1116 | 2010 |
David Broadhurst, NewPGen, PrimeForm |
| 424232794973 • 2600# + 43777 + d, d = 0, 4, 6, 10, 12 | Tuplet |
1107 | 200 |
Norman Luhn, Primo |
| 283534892623 • 2500# + 1091261 + d, d = 0, 2, 6, 8, 12 | Tuplet |
1069 | 2006 |
Norman Luhn, Primo |
| 142661157626 • 2411# + 71427757 + 30n, n = 0..4 | CPAP |
1038 | 2002 |
Jim Fougeron, Primo |
| 51946113 • 1193# • 2n + 1, n = 0..4 | CC, 2nd kind |
509 | 2002 |
Dirk Augustin, NewPGen, PrimeForm |
| 148809453 • 1069# • 2n - 1, n = 0..4 | CC, 1st kind |
461 | 2001 |
Dirk Augustin, NewPGen, PrimeForm |