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Reserving 54441_249 (15e).
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C231_133_73 is queued on 14e but is listed as a 32-bit job even though it was tested and uploaded as a 31-bit job. No big deal if the ‘bits’ field can’t be changed once the job is sieving, just pointing it so we don’t chase an additional unnecessary 200M+ relations. The .poly file on NFS@Home data page confirms it is a 31-bit job.
If it is indeed now a 32-bit job by the gatekeeper’s judgment then I retract my comment. Either way I’m willing to reserve this number. |
Thanks for catching that one!
The 'bits' field can be changed at any time, all it affects is the recommendation for maximum Q given by the admin page. |
8081^67-1 (15e) factored
186.1M unique relations to build a matrix at 16.8M using TD=120.
[CODE]p71 factor: 13018465391791877739534473346053605419326814239734112223261860630234563 p188 factor: 60005491813845874845922138955322440313760259802388555416644486485401844829638861704147029280521023186384482791513684974252895215136658127172706273551190471659942821733672921209552246986769[/CODE] [url]https://pastebin.com/eTbixnL2[/url] |
1 Attachment(s)
Phi_13(Phi_5(Phi_13(17)/212057)/41*31*1708293108577921) factored
[code] prp40 factor: 8328516800907981747615892893604213469249 prp128 factor: 29023524528146565011072844291082294417807204916208789404156435394760467534360384038556657772859476546887720723164295017003532931 [/code] |
[QUOTE=swellman;472686]Phi_13(Phi_5(Phi_13(17)/212057)/41*31*1708293108577921) factored
[code] prp40 factor: 8328516800907981747615892893604213469249 prp128 factor: 29023524528146565011072844291082294417807204916208789404156435394760467534360384038556657772859476546887720723164295017003532931 [/code][/QUOTE] A p40 - yikes!!! I was told this was in the batch that had 10,000 @ 43e6. The previous factor is a p38. I wonder if they stopped after finding that one. I didn't run anymore curves because 10K @ 43e6 was enough (supposedly) for an SNFS-227. |
[QUOTE=RichD;472690]A p40 - yikes!!!
I was told this was in the batch that had 10,000 @ 43e6. The previous factor is a p38. I wonder if they stopped after finding that one. I didn't run anymore curves because 10K @ 43e6 was enough (supposedly) for an SNFS-227.[/QUOTE] Hmm yes; ecm-toy reckons essentially zero probability for even a remaining p45 after 10k @ 43e6. |
I'm sorry to nag, but would people mind doing the pastebin upload as well as attaching compressed logs? Or is there a problem with pastebin access being blocked by some network provider?
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[QUOTE=fivemack;472711]I'm sorry to nag, but would people mind doing the pastebin upload as well as attaching compressed logs? Or is there a problem with pastebin access being blocked by some network provider?[/QUOTE]
When the push to use pastebin started I did try to post my results there. Got mulitple viruses across several of my machines all with decent AV protection. Took a weekend to get them all scrubbed. Sorry, but I won’t go there again. Is there an safe alternative? |
[QUOTE=RichD;472690]A p40 - yikes!!!
I was told this was in the batch that had 10,000 @ 43e6. The previous factor is a p38. I wonder if they stopped after finding that one. I didn't run anymore curves because 10K @ 43e6 was enough (supposedly) for an SNFS-227.[/QUOTE] No worries. It was such a fast SNFS effort that applying “proper” levels of ECM would probably taken > 1/3 * time_SNFS. Not a big deal. |
6867^67-1 (15e) factored
(really 6863^67-1)
200M unique relations to build a 12.0M matrix using TD=132 (136 failed). [CODE]p111 factor: 846694305477709720259619292669734792482240938014752030025440527027725521799338428108899756401706088088679430523 p143 factor: 19154048072130794265107793995641965997475939746992910048793095165056125031180414728267212301314669373079195222008688528022110014812486853012291[/CODE] [url]https://pastebin.com/wDEYZiqH[/url] |
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