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#12 | |
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Jul 2004
Potsdam, Germany
11001111112 Posts |
Quote:
I don't know the current status of that problem, though... |
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#13 | |
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"Sander"
Oct 2002
52.345322,5.52471
4A516 Posts |
Quote:
It doesn't even produce a trivial factorisation but gives me an error on all dependancies. I'll download a newer version of cygwin and will try again. |
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#14 |
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Dec 2004
13×23 Posts |
c102=prp51^2
Well maybe it wasn't that bad on an attempt or not noticing that the composite was an even number etc... Of course I ecm'ed the number up to 30-digits and a few 40-digit curves. I also check to see if composites are c^0.5=prp or c^1/3=prp (this would also take care of cases such as c^0.25=prp, I know it's probably silly to do so but it doesn't take much time or effort. smh, I'm nowhere near giving good advise yet but there is one stage of the process I believe procrels where you specify a value or 32. Using 40 or some higher number would throw out some relations, you could then do more sieving and another matrix. Not sure about the size of the composite your working with but are you sure your problem couldn't be solved with a little ECM ? Perhaps your composite simply consists of several small numbers... Isn't it true that GGNFS doesn't work with a composite that will factor into 4 (or is it 5) smaller primes?II would expect that such a case would be relatively difficult to solve during the sqrt step. Last fiddled with by VJS on 2005-11-22 at 14:15 |
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#15 | |
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"Sander"
Oct 2002
52.345322,5.52471
29×41 Posts |
Quote:
this pc never failed a single number out of the > 50 i've done with this version. Ranging from 95-115 digits GNFS and 140 -160 Digits SNFS. It's not my main GGNFS pc (a notebook which needs to be brought along quite often and frequently needs more than 1Gb of RAM for other applications). |
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#16 |
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Dec 2004
13·23 Posts |
smh,
Did you want to post the number? ------------------------------------ I think I'm getting the hang of this the c108 tried yesterday is already done that was quick: Number: 108 N=919062186198234152464200793844808008450484748377718640974162422865034761387771197440624749285298225234598373 ( 108 digits) Divisors found: r1=60469313259230108568170634059938013032851923305721 (pp50) r2=15198819643580909975786842496909146989599229476942711944013 (pp59) Total time: 17.32 hours. Scaled time: 10.29 units (timescale=0.594). Last fiddled with by VJS on 2005-11-22 at 17:40 |
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#17 | |
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Oct 2004
tropical Massachusetts
3·23 Posts |
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#18 | |
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"Sander"
Oct 2002
52.345322,5.52471
29·41 Posts |
Quote:
Strange thing is that i NEVER had this failure on 3 pc's with the original 0.77.1 (at least 150-200 factorizations in total) Only after trying the sourceforge version i've got this problem, even in the original version. Recompiling also didn't solve it. I just tried a few small examples. Don't feel like wasting a couple of days. I'll reinstall Cygwin this comming weekend (even better, i might just format and reinstall the OS). I'm a little lost in all the changes on sourceforge. Are there any speedups in any of the programs or is it just bug fixes? |
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#19 |
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Jul 2003
So Cal
210610 Posts |
I've had that happen quite a few times. Often, rerunning procrels with -prune 0.01, then matbuild/matsolve/sqrt's again fixes the problem. If the problem persists, repeat as needed.
Greg |
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#20 | |||
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Oct 2004
tropical Massachusetts
3·23 Posts |
Quote:
Quote:
Quote:
-- Sam |
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#21 |
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Dec 2004
13×23 Posts |
Sam
Could you post the contents of your most updated def-nm-par.txt... I've made quite a few mistakes and I'd like to be sure I'm using the most recent for nov '06. I'm most interested in ggnfs for 100-115 of course. Last fiddled with by VJS on 2005-11-23 at 16:22 |
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#22 |
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Sep 2004
UVic
2·5·7 Posts |
from the ggnfs cvs.
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