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firejuggler 2011-05-09 07:57

taking
3321934757
3321934783
3321934801
3321934831
to 78 bits

firejuggler 2011-05-12 13:04

taking 'cpu' already factored exponent to 75

ET_ 2011-05-12 13:21

[QUOTE=firejuggler;261234]taking 'cpu' already factored exponent to 75[/QUOTE]

OK, I will update the site as soon as your results start to appear on the "Report results" thread :smile:

Good luck!

Luigi

gjmccrac 2011-05-13 17:11

Taking

3321935209 from 71 to 72

Grant.

firejuggler 2011-05-13 20:46

Factor=N/A,3321935263,72,75
Factor=N/A,3321935437,72,75
Factor=N/A,3321935581,72,75

gjmccrac 2011-05-16 11:29

Taking


3321935213 from 71 to 72

Grant.

Christenson 2011-05-23 03:38

Applying my GT440 GPU to raise the floor, hope you don't mind, firejuggler...this will take at least a week....and I'm 3 assignments away from starting....
Factor=0,3321934757,78,80
Factor=0,3321934783,78,80
Factor=0,3321934801,78,80
Factor=0,3321934831,78,80

firejuggler 2011-05-23 04:03

not at all, my machine is getting too hot these days.

firejuggler 2011-05-30 15:25

Factor=N/A,3321928381,81,82
Factor=N/A,3321928417,81,82
Factor=N/A,3321928483,81,82
Factor=N/A,3321928601,81,82

Christenson 2011-05-31 03:39

The last 76 to 80 bit factoring previously reserved starts in a few hours...so time for a few more from 78 to 80. I assume 8-10 reservations are OK...at least as long as things aren't hopping...
Factor=0,3321934199,78,80
Factor=0,3321934193,78,80
Factor=0,3321934163,78,80
Factor=0,3321934129,78,80
Factor=0,3321934051,78,80

lavalamp 2011-06-02 06:55

1 Attachment(s)
Having recently acquired a rather tasty Gigabyte SuperClocked GTX 560 Ti, I'm quite keen to see what it can do. :big grin:

Reserving these four exponents to experiment with. I'll definitely take them to 80 bits, probably take them to 81 bits and maybe take them to 82 bits.

3321933577
3321933613
3321933661
3321933679

I have been running tests on already factored exponents to make sure it finds all the factors, and so far it has, so I'm reasonably confident it won't miss any in unsearched ranges.

Edit: Just to check, it's OK to run multiple instances of mfakt simultaneously (in separate folders) right?

Currently I'm running 4 instances over 2 hyperthreaded CPU cores, that way I can get sieve primes nice and high (58,617 on all of them, wait times of 400 - 600 μs) while maintaining as high a throughput as possible on the GPU. Getting about 55 M/s for the rate on all four, ~220 M/s total, which is nice (I guess, I don't really know, but it's probably faster than I could test them by hand).


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