GW_11_213
 

... splits as:

[CODE]prp88 factor: 6503296036223630648761997557939583965790156813803739558991733383152257050963107239101451
prp126 factor: 802258661143150048191962866982741615259300368910308808197988385724807594199397593673480509620790813481936943813270598810731339[/CODE]

[QUOTE=swellman;355626]I'll take GC_10_246.[/QUOTE]

The data file for this composite seems to be corrupt. I've downloaded it twice in two different environments with identical results: most of the relations starting at relation number ~217M are bad. Constant error messages until msieve eventually seg faults.

Can this be repaired on the NFS@Home side? Or is there something I should try on my end?

I'll look into it...

[QUOTE=XYYXF;347439]And two pretty GNFS targets:

C168_127_110
[code]518759670509518390499884894142825232305789370205934770356684820953606669616234831388561087386018771667622991938328056602692240129084683654895676978808741395629768407883[/code]

C168_130_119
[code]619210585289939300853894524032703690620745598172616026950373110134063171003372954902148138740033081843433800699129174962738134140333754085866583619110148324516327414223[/code][/QUOTE]21k and 19k curves, respectively, at B1 = 260M.

That's more than enough :smile:
Polynomial selection is underway for C168_127_110.

[QUOTE=debrouxl;356377]
Polynomial selection is underway for C168_127_110.[/QUOTE]

[url=http://www.mersenneforum.org/showpost.php?p=356360&postcount=296]Poly may have been found.[/url]

I'll take GC_6_285 and C229_125_81.

If it's alright, I'd like to try W_2_736. I did the post-processing on an SNFS 213 in ~13 hours, so I think I can handle a bit more over the weekend. If this is alright, please let me know where to download the relations file and all that good stuff.

Edit: I'd be running it on a hyperthreaded quad-core with 8GB RAM. If that won't be sufficient, please feel free to say so!

GC_6_285
 

[code]
prp73:2830496919095189172910245407971922119619136749819850199184552911838434631

prp120:233783185469678342843080189310686233451945713636513875276326824830654107938419139227271454300475108160542928795287319583
[/code]

There are 5 numbers ready for postprocessing. Any takers?

I hate to do it, but I need to back out of the post-processing of W_2_736. I'm running into errors that I can't find a good answer for in spite of multiple attempts to fix them.