Reserving S753 to n=200K.

S520 Update
 

S520 is currently at n=511923. No primes found thus far. Continuing to the planned n=700k.

S770 tested to n=300k (127-300k)

nothing found, 2 remain

Results emailed - Base released

Reserving S688 to n=500k (100-500k) for BOINC

Reserving S646 up to n=10K using srbsieve.
All Bases k<50K (Sierp-bases) have been at least started or searched up to n=10K. :smile:

[QUOTE=MisterBitcoin;457408]Reserving S646 up to n=10K using srbsieve.
All Bases k<50K (Sierp-bases) have been at least started or searched up to n=10K. :smile:[/QUOTE]

All bases on [I]both[/I] sides with a CK<50K have been searched to n=10K. Also there are only two bases on both sides that have not reached n=25K:

S432, which has 2065 k's remaining at n=2500. It is currently being searched by Ian.

S522, which has 1031 k's remaining at n=10K. I have now added it to the recommended list for n=10K-25K.

[QUOTE=gd_barnes;457411]All bases on [I]both[/I] sides with a CK<50K have been searched to n=10K. Also there are only two bases on both sides that have not reached n=25K:

S432, which has 2065 k's remaining at n=2500. It is currently being searched by Ian.

S522, which has 1031 k's remaining at n=10K. I have now added it to the recommended list for n=10K-25K.[/QUOTE]

That´s nice. My sieve for S361 should be done soon, just passed 25 sec/factor. I´ll than make an sieve file for S522. I should have a remain k´s on my PC somewhere...:smile:

Reserving S658 to n=100k (25-100k) for BOINC

R823 tested to n=100k (25-100k)

25 primes found, 68 remain

3360*823^27760-1
6990*823^29808-1
3272*823^30292-1
732*823^31111-1
2648*823^33465-1
5046*823^34678-1
5378*823^38658-1
422*823^39015-1
3816*823^42734-1
5708*823^47882-1
2570*823^49403-1
7242*823^50055-1
5946*823^53950-1
7800*823^56376-1
3056*823^59245-1
2762*823^63684-1
2306*823^67007-1
3768*823^68094-1
7368*823^80817-1
8222*823^81210-1
4466*823^83645-1
3306*823^90326-1
7448*823^91882-1
3102*823^93790-1
36*823^94169-1

Results emailed - Base released

R575
 

Reserving R575 to n=25K

R888 tested to n=400k (250-400k)

1 prime found, 1 remain

34*888^326732-1

Results emailed - Base released