316168*5^90755-1 is a probable prime.

I wanted to test this myself, but Yahoo email verification is busted, so I can't download pfgw. So, if anyone wants to take a crack at, go for it.

./pfgw_ver_12_linux -q"316168*5^90755-1" -tp
PFGW Version 1.2.0 for Pentium and compatibles [FFT v23.8]

Primality testing 316168*5^90755-1 [N+1, Brillhart-Lehmer-Selfridge]
Running N+1 test using discriminant 3, base 1+sqrt(3)
Calling Brillhart-Lehmer-Selfridge with factored part 99.99%
316168*5^90755-1 is prime! (3966.7158s+0.0154s)


Congrats! :banana:

113368*5^94319-1 is prime!

86k-90k Completed. 2 primes!:banana:

328964*5^89668-1
250492*5^89891-1


jaat

195046*5^95961-1 is a probable prime

182164*5^96219-1 is a prime!:banana:

I posted this a couple weeks ago.

274984*5^92487-1 is PRP

BTW, 92.0-93.4 is done.

310714*5^100057-1 is prime!

9248*5^136795+1 is prime!

81674*5^100657+1 is prime!

Congrats to michaf for our first LLRNet prime! :george: :banana:

(Well first one outside test phase, anyway :wink:)

48424*5^102718+1 is prime!

Congrats to michaf for knocking down another one! :w00t: