These 250-plus-digit-difficulty homogeneous Cunningham numbers are hard (216197642 relations on 7+2_298 has produced a 17.68M density-100 matrix (density-110 impossible) which would take weeks), so I am queuing extra sieving to bring the three non-reserved-by-jyb up to 300M relations. Will do the same for jyb's if he wants.

[QUOTE=fivemack;437664]These 250-plus-digit-difficulty homogeneous Cunningham numbers are hard (216197642 relations on 7+2_298 has produced a 17.68M density-100 matrix (density-110 impossible) which would take weeks), so I am queuing extra sieving to bring the three non-reserved-by-jyb up to 300M relations. Will do the same for jyb's if he wants.[/QUOTE]

Yes, please. I haven't actually downloaded the relations yet.

Done

Reserving C174_146_52 (14e).

Reserving C185_145_43 in the 14e queue.

Reserving 241_125_minus1

7+2_298 underway on i7/4770K (td=125, 13.91M matrix), should be done Thursday 14/7 morning

Should the number of relations for C185_145_43 be increased another 100M seeing it is a 32-bit job? Seems like low hanging fruit for the ever hungry grid, and it will make it easier in post processing.

6^347+5^347 scheduled to finish this Thursday.

C174_146_52 (14e) factored
 

[code]
p84 factor: 352819509685780895254092027117468279106450160343066877401768526633098904300691945149
p90 factor: 389649204252162093659147018349791072092785111376778443682463296790978674673106776217023121
[/code]

Log: [url]http://pastebin.com/2cA1Y8bq[/url] and attached.

5+3_359 (14e) factored
 

[code]
p102 factor: 587773320458581178247580563440232678543820959597778731052432645054786643930054082521337692272244697979
p130 factor: 1460805849883787329875977222422579113045814089543098186277706148727971000308974623250735699143723258859691244107036939120996987369
[/code]

Log: [url]http://pastebin.com/EYu65VRg[/url] and attached.

Reserving 7+5_296 (14e).