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-   -   Search for prime Gaussian-Mersenne norms (and G-M-cofactors) (https://www.mersenneforum.org/showthread.php?t=19235)

Cruelty 2015-01-03 01:28

I don't blame you, after all AFAIR you're using nV hardware :smile:

Batalov 2020-05-29 23:01

Dusted off the GMQfact code; recompiled for 1060/2060 cards (sm_61, sm_75) and [U]sieved to 61+ bits[/U] the next range 5.1-10M -- which is now reserved for Batalov+Propper

Batalov 2020-06-19 20:14

Nearly done and continuing with 10-12M. ... and to 15M ... and on to 21M...

Batalov 2020-07-31 22:13

the new largest known G-M norm
 
After a rather depressing gap a curiously strong mint was found:
[COLOR="Blue"][SIZE="4"]
[B]2[SUP]15317227[/SUP] + 2[SUP]7658614[/SUP] + 1[/B] is the new largest known [URL="https://primes.utm.edu/primes/page.php?id=131043"]prime Gaussian-Mersenne norm[/URL]
(also, it is a Proth prime and a Generalized Unique prime).[/SIZE][/COLOR]

paulunderwood 2020-07-31 22:23

[QUOTE=Batalov;552151]After a rather depressing gap a curiously strong mint was found:
[COLOR="Blue"][SIZE="4"]
[B]2[SUP]15317227[/SUP] + 2[SUP]7658614[/SUP] + 1[/B] is the new largest known [URL="https://primes.utm.edu/primes/page.php?id=131043"]prime Gaussian-Mersenne norm[/URL]
(also, it is a Proth prime and a Generalized Unique prime).[/SIZE][/COLOR][/QUOTE]

C[SIZE="2"]o[SIZE="3"]n[SIZE="4"]g[SIZE="5"]r[SIZE="6"]a[SIZE="7"]t[/SIZE]ul[/SIZE]a[/SIZE]ti[/SIZE]o[/SIZE]n[/SIZE]s for a top 20 prime!


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