Riesel 1021
 

Riesel 1021, the last k, tested n=50K-100K. Nothing found.

Results emailed. Base released

Hi,
I'd like to reserve 74*533^n-1 for sieving from 25.000 to 1.000.000 for a friend of mine,
I told him from distributed computing and from this project, and he likes to see results in a short time, so we'll start with sieving *g*

Rincewind,
I think it's a mistake to sieve so deep for 1 k. Perhaps taking it to n=100,000 (rather than a million) first, and then testing up to that limit.
Of course, other people may have a different opinion on the matter.

I agree with paleseptember: I wouldn't suggest starting with that much in the sieve file, do n=25K-100K or so instead. Definitely don't sieve to a depth optimal for searching all the way to n=1M. There's a very good chance you won't have to go that far, and that's over 9 million bits or 2.7 million digits.

Riesel 1025
 

Riesel 1025, the last k, tested n=50K-100K. Nothing found.

Results emailed. Base released

[QUOTE=Rincewind;233070]Hi,
I'd like to reserve 74*533^n-1 for sieving from 25.000 to 1.000.000 for a friend of mine,
I told him from distributed computing and from this project, and he likes to see results in a short time, so we'll start with sieving *g*[/QUOTE]

I will show this as reserved up to n=100K. Sieving for n=25K-1M is unreleastic and a large waste of time and resources.

Serge,

Can you provide a status update of R580, S406, S676, S706, S798, S816, and S834? Thanks.

With Ian winding down the testing of 1k bases to n=100K and going through them quickly, I'll be following up on reserved 1k bases that are at n<100K quite a bit more often than usual in the future.


Gary

Reserving all remaining 9-kers to n=25K as follows:

R501
R806
R978
R942
S770
S864
S958
S978

[QUOTE=gd_barnes;233118]Can you provide a status update of R580, S406, S676, S706, S798, S816, and S834? Thanks.
[/QUOTE]
R580 is at 89.9K
S406 84.5K
S676 112.1K and continuing to 150K
S706 100K and released
S798 100K and released
S816 67.3K
S834 112K and released

Will email.

Sierp 935
 

Sierp 935, the last k, tested n=25K-100K. Nothing found.

Results emailed. Base released

The following 7kers and 8kers are complete to n=25K and released:

7kers:
R948; 6 k's remaining; highest prime 62*948^14250-1
S911; 6 k's remaining; highest prime 125*911^19167+1

8kers:
R712; k=47, 51, 93, 114, & 183 remain; highest prime 164*712^24132-1
S504; k=76, 79, 94, 116, & 166 remain; highest prime 121*504^8792+1
S507; k=292, 380, 702, & 984 remain; highest prime 360*507^21897+1

Only S507 did well in this group with 4 k's remaining for CK = 1142.

This completes the 7kers. 3 more 8kers to go.