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-   -   Reserved for MF - Sequence 4788 (https://www.mersenneforum.org/showthread.php?t=11615)

jrk 2012-10-26 08:02

I've started polynomial selection.

BigBrother 2012-10-26 08:08

[QUOTE=jrk;316014]I've started polynomial selection.[/QUOTE]

I can do the sieving and postprocessing again, I love this teamwork! :smile:

jfk, what do you use for poly selection?

debrouxl 2012-10-26 09:43

For polynomial selection, jrk uses (and contributes to) msieve.

BigBrother 2012-10-26 12:06

[QUOTE=debrouxl;316025]For polynomial selection, jrk uses (and contributes to) msieve.[/QUOTE]

I meant the hardware he uses.

pinhodecarlos 2012-10-26 12:16

[QUOTE=BigBrother;316030]I meant the hardware he uses.[/QUOTE]

Nvidia card.

jrk 2012-10-27 07:39

[QUOTE=BigBrother;316016]I can do the sieving and postprocessing again, I love this teamwork! :smile:[/QUOTE]
Here's a poly:
[code]# aq4788:5073
# sieve with gnfs-lasieve4I14e on -a side from Q=7M to 29M
n: 29712030350422056407764987099112246876809290443496977616436205075052415484201116636430793917656509571664421538011459411836589836444181684355772841911
# norm 2.618315e-14 alpha -6.295424 e 7.663e-12 rroots 5
skew: 1166080.80
c0: 23750490127131804180671875097430105
c1: 665524504274009633437655504074
c2: 502177263538284124971913
c3: -940909512238674179
c4: -306611097123
c5: 296100
Y0: -39838125003638225433615547286
Y1: 46716866412058447
rlim: 14000000
alim: 14000000
lpbr: 29
lpba: 29
mfbr: 58
mfba: 58
rlambda: 2.55
alambda: 2.55
[/code]

[QUOTE=BigBrother;316016]jfk, what do you use for poly selection?[/QUOTE]
msieve on a GTX 570

BigBrother 2012-10-27 11:33

[QUOTE=jrk;316139]Here's a poly:[/QUOTE]
Thanks, I have started sieving.
[QUOTE=jrk]msieve on a GTX 570[/QUOTE]
That's a bigger gun than mine :)

BigBrother 2012-11-09 14:13

Now at line 5078, I'm already sieving the c133.

richs 2012-11-09 14:47

How does a 2^4 * 31 driver break?

LaurV 2012-11-09 15:50

[QUOTE=richs;317694]How does a 2^4 * 31 driver break?[/QUOTE]
the easiest way is when you succeed to raise 31 at ^2 :smile:

Dubslow 2012-11-09 19:37

[QUOTE=LaurV;317706]the easiest way is when you succeed to raise 31 at ^2 :smile:[/QUOTE]

Or any even power. Then the sequence is effectively class 4, which means it needs to the rest (besides 2^4*31^(2n)) needs to be a product of 4 primes or less, but that's not sufficient. (There are some restrictions on what each prime has to be mod 4 or mod 8 etc. Also, and other prime raised to an even power doesn't count against that 4.)


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