5438347^31-1 is done: [code]
r1=37920510496816878034363927566124588648967059597276882891895212578967589552600589968644878863 (pp92)
r2=305585925883836316479419656225558281001159481762734466934519603266667842230224076339037043608044491646207406099 (pp111)
[/code]
Chris

Reserving:
14731^53-1

For ECM to T50, then SNFS if necessary.

Chris

234138894262108061^13-1 is done: [code]
r1=17639300944729524455026272481214840836818757245394484821295959443899063876597 (pp77)
r2=1538868063148815493092100939405656312131713062296193605425929384675889001044350492723532877253043025172072648749851129602994557362369 (pp133)
[/code]
Chris

Reserving 8081^59-1 for snfs.

28793^47-1 done: [code]
r1=33544051776914949679568795880406577028268816509876487958421660407 (pp65)
r2=420275240706747119505979113608863155399752355528203694381543433649 (pp66)
r3=950744783956957770900546413823741272251567659144064380402819229224195885601 (pp75) [/code]
Does anyone know how much ECM has been run against 22927381^31-1? It's the next logical target by ratio of estimated time to factor vs weight in mwrb2000.txt.

Chris

[QUOTE=chris2be8;398013]
Does anyone know how much ECM has been run against 22927381^31-1?[/QUOTE]

yoyo@home has completed 9000 @ 43e6 - that's a bit over t50. I doubt substantially more has been done.

William

3253^61-1 done: [code]
r1=26028406412718665195215968768482557561545330039894093751158234886321 (pp68)
r2=7285222609651707227175199305597301053775463744569081715408117197002489848263437695362003943659935859038641921793566794657049104875352914317 (pp139)
[/code]
@wblipp: 22927381^31-1 is about SNFS 229, 2/9 of that is just over 50, so it's had enough ECM to start SNFS.

So reserving 22927381^31-1

Chris

[QUOTE=chris2be8;398216]
@wblipp: 22927381^31-1 is about SNFS 229, 2/9 of that is just over 50, so it's had enough ECM to start SNFS.[/QUOTE]

The following may be of interest - they are also ready for SNFS[INDENT]38971^47-1
4283^61-1
[strike]8081^59-1[/strike][/INDENT]

[QUOTE=wblipp;398283]The following may be of interest - they are also ready for SNFS[INDENT]38971^47-1
4283^61-1
8081^59-1[/INDENT][/QUOTE]
8081^59-1 should be almost halfway done. See #279

[URL="http://factordb.com/index.php?id=1100000000507713904"]12781^59-1[/URL] by yoyo@home to P55 * P184

[URL="http://factordb.com/index.php?id=1100000000472873874"]12277^61-1[/URL] by yoyo@home to P53 * C193