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C162_3408_1361 is complete and in the database.
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GW_3_464
[code] prp75 factor:531079406912956027520837619853024845726589135927192979046654115869936445043 prp150 factor:211651187210752021759406115241594012203207924613189134068818820882300983789980113168094879772380871865355443438574310464715328006646061158169532899381 [/code] |
I would like to reserve GC_8_245.
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GC_8_245 splits as:
[CODE]prp76 factor: 4266237991646787625333814078482225418560811686106956188535094517017767659851 prp121 factor: 4579094096019031324858746845381876173235894730111291590822157806277746941916937995013205409964978360793687657293386342717[/CODE] |
GW_5_317
[code] prp66 factor: 301559868848687539421554732959330647858161767980957966619588583499 prp154 factor: 2534704528013142527989820268811312110873186732210085716607339413146198867890685015301099392440243198457064410780180074553435626775749206823252011899062867 [/code] |
[QUOTE=debrouxl;351602]t55 for a SNFS difficulty 239 is a bit above the 2/9 rule of thumb. You could do a bit less than that, say 14K curves at B1=11e7 :smile:
[/QUOTE] I've ECM'd C229_125_81 for 14000+ curves @B1=110M with no factors found. If your offer still stands, it would seem ready for SNFS. Suggested poly is [url=http://www.mersenneforum.org/showpost.php?p=348864&postcount=787]here[/url]. |
GNFS target C168_127_110 passed 20k curves at B1 = 260M:
[code]518759670509518390499884894142825232305789370205934770356684820953606669616234831388561087386018771667622991938328056602692240129084683654895676978808741395629768407883[/code] |
Reserving both C229_125_81 (for which I've already pre-processed the polynomial) and C168_127_110 (for which Sean created a post in the polynomial request thread).
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I would like to reserve GW_11_213 which I will download tomorrow.
I should start -nc in about 24+ hours if all goes well. |
I'll take GC_10_246.
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Finally done with 8352.1755
[code]
prp71 factor: 66793795168210847527387030310220396586387046273923740258376935235867777 prp107 factor: 67389516722589028574167872360840601579872985743357318676103384031021224355611971618397282275442983615255517 [/code] |
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