Paul,
Could you send me your email address by private message, so I can send you my NFS@Home factors in the future? Do you want the factor lines or also the log?
Victor.

[QUOTE=VictordeHolland;357823]Paul,
Could you send me your email address by private message, so I can send you my NFS@Home factors in the future? Do you want the factor lines or also the log?
Victor.[/QUOTE]

I sent you a PM with his email address.

[QUOTE=VictordeHolland;357823]Paul,
Could you send me your email address by private message, so I can send you my NFS@Home factors in the future? Do you want the factor lines or also the log?
Victor.[/QUOTE]My address is [email]paul@leyland.vispa.com[/email]

The factor lines are all that's really required for my purposes but feel free to send more if it make life easier for you.

Thanks,

Paul

[QUOTE=xilman;357815]Ben & Victor:

Could I ask you to email me your NFS@Home results in future please? Somewhat more trouble for you but much more reliable and much less hassle for me than the alternatives. I thjnk I managed to scrape your factors from the NFS@Home site and the factordb can't be certain that I got all the details correct. Neither are the reports made particularly promptly.

Thanks!

The GCW web pages will be updated later today, all being well.

Paul[/QUOTE]

Absolutely!

GC_12_206
 

[B]GC_12_206[/B]
[CODE]prp55 factor: 1538247757620052691167247035086944723662963700765532481
prp141 factor: 376240631979548270257795515920540293763704849419924847724940616318385472325459725842521019299341175082958473603235323956243335638987621294411[/CODE]

I'll take C168_127_110 once it is ready for post-processing. Should be more challenging with 31 bits.

GC_7_263
 

GC_7_263 factors as: [CODE]prp62 factor: 34682415971527549868607772647599659324331034424213324127029121
prp157 factor: 9634260255307492668406071713403239894667269926892491218011145215290222341766487589618896566106609445985782843545679706456803075503745482081628806181348954323[/CODE]

C229_125_81
 

[code]
prp65 factor: 10341881593843117210354375650868401752008141537678796458320210001
prp165 factor: 557530277392856791118142372581524726962238586450690945016756441294151616210078532318781611953962512817140570477937969142620825707134001615024871468881947790946303481
[/code]

Hardly an ECM miss. Congrats! :)

C168_127_110
linear algebra (4,1% ETA 177h)

Wow, what a difference in LA processing time between 30bit (17-34h) and 31bit (184h)!

[QUOTE=VictordeHolland;358360]C168_127_110
linear algebra (4,1% ETA 177h)

Wow, what a difference in LA processing time between 30bit (17-34h) and 31bit (184h)![/QUOTE]
This difference is not due to "30bit vs 31bit".

[QUOTE=Batalov;358367]This difference is not due to "30bit vs 31bit".[/QUOTE]

Actually, it is.

Increasing the large prime bound from 30 to 31 bits increases the
size of the final factor base (after filtering and combining large primes) by
quite a bit. This in turn makes the matrix quite a bit bigger.