[QUOTE=debrouxl;342879]Andrey (XYYXF): your numbers are certainly a bit too large for the 14e siever, even with sextic polynomials...[/QUOTE]So maybe this one?

C238_121_93

(11^31)^6 + 93*(93^20)^6 = 2*C238

L1298
 

L1298 splits as:

[CODE]prp59 factor: 13067069465720492404673791947672699943889900029763292368849
prp78 factor: 890046091642686284577751669291395608214510736912315080814121575035343524044587
prp79 factor: 3990523478582884736394729454856299811054020546226420031176939041224350540990209
[/CODE]

Finally got L1379 underway. After moving the data files to a bigger box, the attempted restart (-ncr) complained about "error: cannot open matrix checkpoint file". Of course not, since I couldn't build the matrix because of low memory.

So I ended up starting it over. Now ETA is 266 hrs.

P.S. target_density=109 was a no-go but 106 was good.

I'll take L1776 if nobody minds

93967863840581251362494886553554951130400226337859021062029171459835249 divides L1812.

ETA for L1776 is next Friday evening.

Looks as if the sievers are rather overtaking the linear algebraists (L1187 is finishing; L1213 is finishing; L1779 has been ready for more than a week now). I'm not ready to pull down another one straight after L1776: the Opterons are busy on M947 and I've got a few matrices from my own sieving for the Haswell to plough through after L1776 is done on Friday.

Anyone else willing to provide seven quadrillion cycles, or do we just wait until 7 July when I can feed a whole pile of backlog to my monster?

All of those SNFS 248-249 tasks are a bit hard for my equipment, but I have just reserved myself one of the GNFS 163 tasks.

[QUOTE=fivemack;343739]Looks as if the sievers are rather overtaking the linear algebraists[/QUOTE]
Yes. The server is starting to complain about disk space. :smile:
I'm moving L1776 offline to relieve the pressure.

[QUOTE=debrouxl;343753]All of those SNFS 248-249 tasks are a bit hard for my equipment, but I have just reserved myself one of the GNFS 163 tasks.[/QUOTE]
L1213 will likely produce a smaller matrix.

L1379 should finish up in a couple days. I'll be able to pick up at least two by late weekend. Just let me know the order of preference.

[QUOTE=XYYXF;342903]So maybe this one?

C238_121_93

(11^31)^6 + 93*(93^20)^6 = 2*C238[/QUOTE]It survived more than 20k curves at B1 = 260M :)