![]() |
1346178405*2^247896-1 (74634 digits)
|
[QUOTE=Cruelty]I've verified 759237765*2^268641-1 using proth.
Continue: Test of file "prime.txt" at line 100, k*2^n-1. 759237765 268641 759237765*2^268641 - 1 may be prime. (a = 19) 759237765*2^268641 - 1 is prime! (P = 5, Q = -1) [80878 digits] 759237765*2^268641 + 1 factor : 7 759237765*2^268642 - 1 factor : 59 759237765*2^268640 - 1 is composite. (a = 7) Done. [/QUOTE] Does this mean that the number is prime or composite? I mean, one line says it is prime for something and then another says it is composite. I need to know for sure to get the count right for the DC info site. Until I get an answer I will leave it out of the count. |
1952775825*2^221012-1
|
The earlier number posted, 759237765*2^268641 - 1, is prime.
The Proth test also tested the same number+1 and other tests for twin primes. |
17295*2^256769-1 (77300 digits)
|
From the RPS Drive:
918332415 282017 (84905 digits) |
From the RPS drive
3467560635*2^283353-1 (85308 digits) |
k=1222853775
From Choose your own k:
1222853775*2^262364-1 (78989 digits) is prime |
k=1222853775
From Choose your own k:
1222853775*2^264388-1 (79598 digits) is prime:banana: |
26565*2^306088-1 (92147 digits)
|
From the RPS drive:
1694614845*2^287699-1 (86616 digits) |
| All times are UTC. The time now is 07:26. |
Powered by vBulletin® Version 3.8.11
Copyright ©2000 - 2021, Jelsoft Enterprises Ltd.