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#1 |
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Oct 2012
2 Posts |
Hey!
I'm quite new to factoring and succeded in factoring my first c100 in 2 hours. Next I 'll try to factor an RSA512 number and have serveral questions about this so far: - I used the GPU/CUDA (GTX 470) msieve version to search for almost 20 hrs for a good poly. As a good poly is important I'm not sure if this one is good enough (quite bad alpha?) Code:
# norm 5.270177e-015 alpha -8.128146 e 2.908e-012 rroots 5 skew: 146477223.70 c0: -335180084494455218943109968023552110721911 c1: 57068905935544771475010526643539380 c2: 617825436536712618776594993 c3: -18360699988098555384 c4: -27540246442 c5: 84 Y0: -2614445829682464845433595048200 Y1: 223601907738811921 Thanks for your replys! theUser |
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#2 |
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(loop (#_fork))
Feb 2006
Cambridge, England
144238 Posts |
That seems an entirely decent polynomial to me: the E-value is within the range of ones I've sieved on for 155-digit numbers.
The msieve.fb file is easy to produce from the polynomial: Code:
N {number you're factoring}
R0 value of Y0
R1 value of Y1
A0 value of c0
...
A5 value of c5
SKEW value of skew
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#3 |
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Just call me Henry
"David"
Sep 2007
Cambridge (GMT/BST)
588010 Posts |
Doesn't factmsieve.py work from a ggnfs poly file? I don't know myself because I still use factmsieve.pl(it works so why change). factmsieve.py was made from factmsieve.pl
Last fiddled with by henryzz on 2012-10-06 at 14:16 |
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#4 |
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"Frank <^>"
Dec 2004
CDP Janesville
41128 Posts |
Just FYI, the jump from a c100 to a c155 is much bigger than it sounds. I'm working on a c158 that has been sieving since 9/14 on 6 cores (you're in the same ballpark). (Should be able to start the post-processing tonight after work....)
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#5 | ||
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Oct 2012
2 Posts |
Thanks, i started sieving yesterday night!
Quote:
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