C189_133_78 done
 

[code]
Mon Dec 12 13:37:04 2016 p88 factor: 2122570297467889631013215873816513368787697436825043765036876600613974116173869775038797
Mon Dec 12 13:37:04 2016 p101 factor: 73349795354398806089541923006179629494808216920188173909167083681942175256947781576660703042102152217
[/code]

138.1 hours for 15.48M density-130 matrix on 7 threads E5-2650v2. Log attached and at [url]http://pastebin.com/npESrFwB[/url]

Reserving P55 (20308...)^5-1 (14e).

C218_127_79 (14e) factored.
 

[code]
p71 factor: 12915523630247269103927447481228662717197181384252814922461404163436091
p148 factor: 1594410988863823454338269716229024917956071684080034566705686820904274487674089304883717338503665094827369763695350342582851912206748156756227452967
[/code]

Log: [url]http://pastebin.com/DUF8CkHi[/url]

P54 (47461...)^5-1 (14e) factored
 

[CODE]
Tue Dec 13 04:08:10 2016 p72 factor: 112379656472860474829042792057678915308475337464030582028755921615469511
Tue Dec 13 04:08:10 2016 p115 factor: 2776261690024410744606696476370866157469820399719758452885204263992743689158894137126897862705135949329609978054931
[/CODE]

[url]http://pastebin.com/DgQTvrRW[/url]

[QUOTE=Dubslow;448473]I will do C228_128_77[/QUOTE]

[code]reading relations for dependency 2
read 6916337 cycles
cycles contain 18775060 unique relations
read 18775060 relations
multiplying 18775060 relations
multiply complete, coefficients have about 493.34 million bits
initial square root is modulo 711470407
sqrtTime: 3678
p108 factor: 275351601273363692661563246441098572578071502249578588602920558162453323717470217169698578433134732605281801
p120 factor: 624799741129039210739442043109717315352552797674314436240446793520913364670877643306021646003929954274413184737808398579
elapsed time 01:01:19[/code]

The matrix was paused for many hours over the days I took to complete this, being a personal computer; the elapsed time is *not* representative of the computing required. I really should remember to [c]time[/c] these things. The log will show me forgetting the correct options to use. Fortunately, no computations needed to be rerun due to that.

[url]http://pastebin.com/S36zTnzC[/url]

Reserving P55 (73548...)^5-1 (14e).

Releasing C192_124_97 since it is too large for my laptop.

126^125+125^126
 

Hi guys, it's been a long time... I'll run the post-processing of 126^125+125^126,
nothing like an SNFS(268) to put me back on track, can you reserve it for me please?

[b]fivemack[/b]: OK, reserved. Please say if you want more sieving done, I think it's a bit marginal at present. Also could you PM me your actual name?

[QUOTE=pinhodecarlos;449084]Releasing C192_124_97 since it is too large for my laptop.[/QUOTE]

Carlos - I will attempt to run this job. According to the log file you posted it made it into LA - why did you abort the factorization? 3 weeks ETA is not uncommon for a 32-bit job, at least with my hardware (laptop). Just curious.

P55_20308_5_m1 (14e) factored.
 

[code]
p51 factor: 495881258815966081109896556563277872308771283677761
p134 factor: 18331607494065831884639826929653316715180053354092995348419257738869388006471295008168285306441934651728099345426694181620817525156811
[/code]

Log: [url]http://pastebin.com/cjW98gin[/url]

[QUOTE=swellman;449106]Carlos - I will attempt to run this job. According to the log file you posted it made it into LA - why did you abort the factorization? 3 weeks ETA is not uncommon for a 32-bit job, at least with my hardware (laptop). Just curious.[/QUOTE]

I've aborted due to its high memory demand and second for me 20 days is a lot on this laptop.