Reserving for GNFS:
70^137-1

Chris

Reserving:
24^166+1

Chris

Reserving:
60^143+1

That will be the last from the Brent tables for while. I'm working on the Odd Perfect most wanted list, but those are taking slightly longer to ECM (on GPU + 1 core for stage 2) than to factor with SNFS. This number will give me time to ECM a good batch ready for SNFS.

Chris

I've nearly finished all the Odd Perfect most wanted entries in my range, so switching back here.

Reserving:
75^122+1

Chris

75^122+1 is done: [code]
p54 factor: 637556375250688780425927512031542848954001346735197957
p117 factor: 103550302513646216375318477504495363797302646345430144799828785736608342341775152329725998677416266713299224771295789
[/code]
It took a bit longer than intended. The "small" job (30^185+1) I ran before starting it turned out not to be as small as I though it would be.

And reserving:
63^127-1

Chris

63^127-1 is done: [code]
p77 factor: 19779030222955879667904431858898828358697005208773904937454324064099993617603
p99 factor: 152249093742232310000027571257556621746850844024554515596327201493161671550947779668639637147999293
[/code]
And reserving:
29^157+1

Chris

29^157+1 is done: [code]
p100 factor: 1180037308315343274617684972778706828830667197368591798590767700464751930066536095389120634823123643
p100 factor: 4779311365280114846839720595221297795743476699769366110187738981493930889733824686183147471236232423
[/code]
That's the largest brilliant (equal number of digits) split I can remember producing.

And reserving:
48^136+1

Chris

48^136+1 is done: [code]
p63 factor: 175922445051979156300835267126396325322670378794329130646665249
p102 factor: 735990819432425055352159625612330195526858596269917317330837318124092289025312794885974896012428831841
[/code]
And reserving:
33^152+1

Chris

33^152+1 is done: [code]
p60 factor: 483434913143143982459024947190540645213680983394863051733793
p113 factor: 10105872053461994859648924788258933464523549082051593759770877759726713367981367056653958786626909618544806098689
[/code]
And reserving:
26^163+1

Chris

26^163+1 is done: [code]
p54 factor: 302622919707680310032192971265869639536102654427533469
p121 factor: 2904226115923069733056932520117421211093775809294301319194337350310883905035098111212384024039741378577003461152056205489
[/code]
And reserving:
24^167+1

Chris

24^167+1 is done: [code]
p74 factor: 51514015747481830487731383294890013429216036660738949281346100866118150143
p109 factor: 7125610372530914146967754267240118859021065084323842397177585746295810083558421782347275830214977241408211369
[/code]
And reserving:
22^172+1

Chris