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#56 |
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Dec 2004
13·23 Posts |
OH MY GOD!!!
~63K relations required getting ~0.004rels/sec I'm also getting alot of full relations in a short period. You are the MAN! This one will factor before I finish this post... well maybe not that fast. |
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#57 |
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Dec 2004
13·23 Posts |
A little more info...
N=9457369653229198574152180841400293605364169399903721512534521932945942523900481643194639108070247099937781485391 ( 112 digits) SNFS difficulty: 0 digits. Divisors found: r1=4765308303202196774211654258287707591245895974659353189 (pp55) r2=1984629126068092087273858409023167378251747572335981133219 (pp58) Version: GGNFS-0.77.1-20050930-athlon Total time: 1.05 hours. Scaled time: 0.62 units (timescale=0.590) Initially it would only find the trivial solution, but an additional 10k of sieveing and subsequent steps produced the above factorization. I think I spent more time using ecm. |
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#58 | |
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"Sander"
Oct 2002
52.345322,5.52471
100101001012 Posts |
Quote:
But then what? Cygwin, perl, bash, OS, etc...?
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#59 |
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Mar 2004
Belgium
292 Posts |
Hi group.
I have reserved a cofactor @ the "Factorizations of near-repdigit numbers" page. It is the following number: (34*10^155-43)/9 = 3(7)154^3 = 11 * 520702915570613 * 5555018987718121828955407 * 11873210439737767451035122054708993871651997669317256077773011377980558358143094724303201881139647072388348517121573 It is the largest number. Is it enough to do Code:
c:\ggnfs\factlat.pl c116.n With this I mean: should I create a poly file for (g)(s)nfs factorization? And how should I do it? Thx Last fiddled with by ValerieVonck on 2005-12-11 at 13:28 |
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#60 | |
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"Sander"
Oct 2002
52.345322,5.52471
29×41 Posts |
Quote:
Had to copy cygwin1.dll and cyggmp-3.dll because my executables were compiled under cygwin. Still the sqrt failed with the same error. I checked the dll versions with another (working) pc. cyggmp-3.dll was the same, but cygwin1.dll was different. Replacing the dll the sqrt still failed, but after redoing the matrix the first dependency found the factors. cygwin1.dll v1.5.17 works cygwin1.dll v1.5.18 fails |
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#61 |
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Mar 2004
Belgium
292 Posts |
Did you try the latest snapshot (compiled version) @ sourceforge?
I have only 2 issues with: - in the middle of a sieve run I get a "too many relations found...." - when I terminate the sieve (on windows) lasieve12 crashes & when I restart the script, the script restarts the last sieve with last qstep. Otherwise ggnfs runs smoothly. BTW, I am searching for a small SNFS number to factor. If anyone is kind enough please provide with a link // poly file. Thank you. |
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#62 | ||
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Dec 2004
1001010112 Posts |
Quote:
example if this is the job... q0: 1525001 qintsize: 74999 #q1:1600000 Change it to q0: 1525001 qintsize: 49999 #q1:1575000 Quote:
As for smaller snfs, that part of the fun... look for a program called phi in this forum. Run it on several expressions look for difficulty close to the number being factored. As above I had a c112 factor in about an hour. |
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#63 |
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Mar 2004
Belgium
11010010012 Posts |
VJS,
(and others of course) :-D Thank you for your help!!!! I am currently crunching factors!!! I will sure take a look @ phi... Again thank you!!!!! I crunched my first C99 Best regards P.s.: Probably a st00pid question, but after a run can you leave everything the same directory & start a new run? Does the program uses the files present there ? (like the relations)? Tx! Last fiddled with by ValerieVonck on 2005-12-12 at 16:28 |
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#64 |
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Dec 2004
13×23 Posts |
I always run each number out of a different directory nothing can be reused.
I also found a relatively easy number for you from odd perfect. C131 143 B1=11e6 2000+ 71340621504713-1 28203019957754481116944031777820050929945196040491060153342647391345165902581480685618817581940893882839162211584379479097464035839 It looks large but I don't think it shouldn't take that long to complete phi says 0.26 Ghz days... if so that's really easy I think it should take longer??? Here would be your poly file. n: 28203019957754481116944031777820050929945196040491060153342647391345165902581480685618817581940893882839162211584379479097464035839 c6: 1 c5: 1 c4: -5 c3: -4 c2: 6 c1: 3 c0: -1 Y1: -714060279761 Y0: 509882083132357586217122 skew: 1 It's a start let us know. |
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#65 |
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Mar 2004
Belgium
292 Posts |
ok after the new C99 ... I will take this one!
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#66 |
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Dec 2004
13·23 Posts |
Sorry I made a mistake in the above poly the YO and Y1 values should be different.
Y1: -713406215047 Y0: 508948427667686409212210 |
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