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MyDogBuster 2011-06-11 19:59

R30
 
R30 tested n=140k-200k

774*30^148344-1 is prime
3256*30^160619-1 is prime
249*30^199355-1 is prime

12 k's remain - Results emailed - Base released

gd_barnes 2011-06-13 03:30

Lennart reported in an Email on June 10th that R7 k=10M-20M is at n=50K; 266 k's were found prime for n=10K-50K; 113 k's remain; continuing.

Lennart 2011-06-16 14:19

8311766*7^100446-1 is Prime
9788564*7^103316-1 is Prime
2487728*7^103727-1 is Prime
9904502*7^109578-1 is Prime
4216928*7^109706-1 is Prime
6293438*7^114242-1 is Prime
5892338*7^120002-1 is Prime
5788532*7^124349-1 is Prime
2222004*7^131535-1 is Prime
4428318*7^133038-1 is Prime
4326026*7^135863-1 is Prime

Riesel base 7 k 2M-10M n 100k-150k

Lennart

Cruelty 2011-06-30 09:20

status report
 
Base=10 (Sierpinski + Riesel) tested till n=660000

gd_barnes 2011-06-30 17:18

[QUOTE=Lennart;263919]8311766*7^100446-1 is Prime
9788564*7^103316-1 is Prime
2487728*7^103727-1 is Prime
9904502*7^109578-1 is Prime
4216928*7^109706-1 is Prime
6293438*7^114242-1 is Prime
5892338*7^120002-1 is Prime
5788532*7^124349-1 is Prime
2222004*7^131535-1 is Prime
4428318*7^133038-1 is Prime
4326026*7^135863-1 is Prime

Riesel base 7 k 2M-10M n 100k-150k

Lennart[/QUOTE]

Thanks for the primes Lennart.

What is your current test limit for k < 2M ? I'm asking because I still show it at n=120K, which is lower than k=2M-10M.

Lennart 2011-06-30 23:39

[QUOTE=gd_barnes;265048]Thanks for the primes Lennart.

What is your current test limit for k < 2M ? I'm asking because I still show it at n=120K, which is lower than k=2M-10M.[/QUOTE]


1-2M is at 350k

2M-10M is at 150k

10M-20M is at 50k

20M-30M am I now working on at 20k

Lennart

Mathew 2011-07-02 01:10

I would like to reserve S7 for k's 1M-5M to n=25K

Mathew 2011-07-07 09:27

1 Attachment(s)
S7 k's 1M-5M complete to n=25K

62 k's remaining

Attached are the remaining k's

Additional results emailed to gd_barnes

MyDogBuster 2011-07-08 01:24

S27
 
Taking S27 for a spin from n=400K to n=1M.

gd_barnes 2011-07-09 08:55

[QUOTE=MyDogBuster;265796]Taking S27 for a spin from n=400K to n=1M.[/QUOTE]

I did the sieving on this one for n=250K-1M to P=35T. It is sufficiently sieved for n<=500K. If you need to test n>500K, it will be more efficient to do more sieving.

gd_barnes 2011-07-20 20:59

Ian has reported that R27 is at n=~800K.


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