[CODE]164767311827748727812597447590262109111689337122539250119486808338158880846311561568512501683036288516919579549
prp52 factor: 2405628281765591454964486281045414440972614378247653
prp59 factor: 68492423819867585521747025709076292850559624824403044019033[/CODE]
Hitting 150 digits.

I did a few more steps through the workers.

I should have the factors of the c107 tomorrow morning.

[QUOTE=smh;173922][CODE]164767311827748727812597447590262109111689337122539250119486808338158880846311561568512501683036288516919579549
prp52 factor: 2405628281765591454964486281045414440972614378247653
prp59 factor: 68492423819867585521747025709076292850559624824403044019033[/CODE]
Hitting 150 digits.

I did a few more steps through the workers.[/QUOTE]Quick work on that, thanks Sander!

Keep your fingers crossed, while the 3 is raised to a higher power we have a better chance of getting rid of it, with the right factorization. The growth rate is going to start hurting pretty quickly, though.....

The c107 is done (the p35 could have been found with a little more ECM) and in the database.

Currently line 2401, with a c132 which I babysitted in the database queue up to 1/3 of the 40digit level. Will continue tomorrow if it is not finished by then. I think you can start searching for a poly. H.

I did babysit it a little this afternoon. I've been running 60 curves with B1=11M, no luck.

It's time to start thinking about a new team sieve.

Afraid not:

[code]Using B1=3000000, B2=5706890290, polynomial Dickson(6), sigma=2179057210
Step 1 took 8271ms
Step 2 took 4516ms
********** Factor found in step 2: 1056673482676022312579825080018199556649081
Found probable prime factor of 43 digits: 1056673482676022312579825080018199556649081
Probable prime cofactor 249267850007313489951416374237531782339203024789129680307405969334427179825905197320964231 has 90 digits
[/code]

I am NFSing the c99 it is on now.

The guide has changed to 2^6*3^2.

p43 with B1=3M - nice!

[quote=Andi47;174046]p43 with B1=3M - nice![/quote]

The record for B1=3M is 57 (!) digits.