| "Slowinski's program also found the 28th in 1982, the 29th in 1983, and the 30th [known at that time] this past Labor Day weekend | Tuckerman and Lehmer later provided confirmation of this result |
|---|---|
| The primes M 4253 and M 4423 were discovered by coding the Lucas-Lehmer test for the IBM 7090 |
" Curt Noll and Laura Nickel, The 25th and 26th Mersenne Primes, Mathematics of Computation, vol.
23| 13—18 in Trattato de' nvumeri perfetti Di Pietro Antonio Cataldo 1603 | Strindmo also uses the alias Stig M |
|---|---|
| The CPU time required for this test was 7:40:20 |
34 a tergo backside of p.
12| It has 13395 digits and equals 2 44497 — 1 | But to their surprise, the newly discovered prime number falls between two previously known Mersenne primes |
|---|---|
| In the first half of the book, he elegantly expounds linear numbers [that is, prime numbers], polygonal numbers and all sorts of plane numbers, solid numbers and the five figures which are assigned to the elements of the universe, discussing both their individual attributes and their shared features, and their proportionality and reciprocity | 14908 consists of 10 different medieval works on mathematics and related subjects |
" Alexander Hurwitz, New Mersenne Primes, Mathematics of Computation, vol.
1