Quote Originally Posted by jjjjL
I'm not using B1/B2. I'm using prime95 24.14 with a sieve depth of 50 and a factor value of 2.1 and specify 256MB of mem for B2. These settings end up causing approximately B1=95000, B2=1092500.

Somewhat overkill. I'm trying to find more large factors like

19750058751527901255535231 | 21181*2^12447884+1

19750058751527901255535230 = 2 x 3 x 5 x 7 ^ 2 x 11 x 17 ^ 2 x 2963 x
32191 x 90863 x 487649

What are you using?

Cheers,
Louie

That is the reason I asked you the question why you are getting lots of large factors. I am also using Prime 24.14 with 50.1 and 1.8 factor value, b1=75000 b2=825000. Since I have 1.5gb of memory per duallie I am using 560mb per instance of prime. It seems that the amount of memory does not really affect the completion per unit any faster. I am just looking for different configuration I can use factoring. Thanks.

vjs,

Comparing his factors found and mine, seems like he is finding a little bit more. Nothing close to being scientific but a Pluto wag (out there guess)

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