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#1123 | |
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Bamboozled!
"πΊππ·π·π"
May 2003
Down not across
2·5,393 Posts |
Quote:
My guess is that pretty much all the GCW numbers with SNFS difficulty below 250 digits and all GNFS under 160 digits will be finished this year. Thanks to everyone who is helping, whether ECM pre-testing, NFS sieving, NFS post-processing or running ECMNET clients. Paul |
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#1124 |
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Sep 2009
17218 Posts |
GC_6_302 cannot easily be moved back to sieving stage: either I have to create a new entry in the Web interface (but the Web interface does no longer show what the range already sieved for that number was), or Greg needs to connect to the DB and manually change the status of the number...
Last fiddled with by debrouxl on 2014-02-09 at 19:39 |
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#1125 |
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Jun 2012
22·773 Posts |
I'll post process GC_6_302 if that makes things easier.
While it seems additional sieving would help speed up LA for this number, I can throw it on an i7 and grind it out. Probably faster (net) than all the human intervention Lionel describes. |
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#1126 | |
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Sep 2008
Kansas
26·53 Posts |
Quote:
I can throw a couple cores beginning tomorrow if someone can define the parameters. |
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#1127 |
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Sep 2009
977 Posts |
GC_6_302.poly is
Code:
n: 4328702185572131219922243105028645058472249163140012398932525775802806127639978382319196735323771365180776850901067568757442949739304109446756885190267242484357 m: 808281277464764060643139600456536293376 deg: 6 c6: 10872 c0: 1 skew: 0.212 type: snfs rlim: 90000000 alim: 90000000 lpbr: 30 lpba: 30 mfbr: 60 mfba: 60 rlambda: 2.7 alambda: 2.7 BTW, Sean: I haven't queued C176_118_93 to NFS@Home because the leading coefficient produced by snfspoly is large: Code:
c6: 1643032 c0: 74805201 If the leading coefficient had been pretty small, a 5th degree polynomial might have done the job... but the leading coefficient produced by snfspoly for degree 5 is even higher than the one for degree 6, so I didn't even bother run sieving tests. EDIT: hmm, found your e-mail with a different poly again, this time. I'll try it
Last fiddled with by debrouxl on 2014-02-09 at 20:35 |
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#1128 |
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Jul 2003
So Cal
1000010100002 Posts |
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#1129 | |
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Jun 2012
22×773 Posts |
Quote:
<break> Looks like GC_6_302 is still sieving. It's Mini-Geek's if he wants it. Last fiddled with by swellman on 2014-02-09 at 22:22 |
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#1130 |
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Jun 2012
22·773 Posts |
Another data point in the sieving-post processing discussion: GC_11_225 filtered and entered LA with no issues but it will take 281 hours runtime on an i7. Seemed like a lot for a 30 bit job. (Projected completion date is Feb 18.)
By comparison, 6101_59_minus1 only took about 38 hours in LA on an i7. FWIW. Last fiddled with by swellman on 2014-02-09 at 22:39 |
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#1131 |
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(loop (#_fork))
Feb 2006
Cambridge, England
11001000110002 Posts |
Taking GW_7_278 (eta Monday morning)
Last fiddled with by fivemack on 2014-02-12 at 09:34 Reason: add eta |
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#1132 |
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(loop (#_fork))
Feb 2006
Cambridge, England
23·11·73 Posts |
Code:
Tue Feb 11 03:30:34 2014 prp63 factor: 474219412211946126250636132859379175735120519441930235382721823 Tue Feb 11 03:30:34 2014 prp74 factor: 54512644954810266463936050260253071511281486423503168096101663043974538979 Tue Feb 11 03:30:34 2014 prp81 factor: 110346700865783842783226509439515387375682318954773407730638286318892359003874047 |
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#1133 |
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Sep 2008
Kansas
26×53 Posts |
GC_10_235 splits as:
Code:
prp83 factor: 17018236043176407335979492703787844281561871171516165490019071880180094131426675591 prp121 factor: 4054397293024538926351407354713352834805217821458755366711970750544753997448888866960379879416941259547505048002397428701 |
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