S501 & S731
 

S501 & S731 reserved 100K-200K

[QUOTE=f1pokerspeed;311760]Sorry for double post - reserving R894 - note that I am only taking k = 6. Will go as far as to prove it hopefully.[/QUOTE]

Handing this back - unreserved. Sorry about that, but my machines are just too slow for these high bases. I also haven't been able to find much time to do all of the work and sort all of the results files sorted, on multiple cores, etc. etc. I might go for something different, either a different project or a much smaller target that could be done in a few hours to a day or something like that.

[QUOTE=f1pokerspeed;319495]Handing this back - unreserved. Sorry about that, but my machines are just too slow for these high bases. I also haven't been able to find much time to do all of the work and sort all of the results files sorted, on multiple cores, etc. etc. I might go for something different, either a different project or a much smaller target that could be done in a few hours to a day or something like that.[/QUOTE]

What you choose to do depends upon how much involvement you want and what you want to accomplish. If you don't have the time to babysit and want smaller work units, then I suggest the CRUS PRPNet project. If you want even smaller workunits, then I suggest PrimeGrid's PPSelow project.

R803 complete to n=100K
64*803^98003-1 is prime, submitted to prime pages.
2ks remain.

Reserving R602 n=50K-100K.

[QUOTE=G30ffr3y;319532]R803 complete to n=100K
64*803^98003-1 is prime, submitted to prime pages.
2ks remain.[/QUOTE]

Nice prime G30ffr3y! :smile:

R778, S558, S564, S602, and S654 are complete to n=50K; 6 primes were found for n=25K-50K; # of k's remaining and primes shown below; all bases are released.

remaining:
R778: 1 prime; 5 k's remaining
S558: 2 primes; 4 k's remaining
S564: 2 primes; 4 k's remaining
S602: 1 prime; 5 k's remaining
S654: 0 primes; 6 k's remaining

primes:
534*778^37871-1
174*558^28067+1
224*558^34435+1
109*564^30771+1
107*564^42025+1
27*602^29560+1

All bases with <= 6 k's remaining are now tested to n>=50K.

R667 is complete to n=100K; no primes found for n=50K-100K; 2 k's still remain; base released.

Taking S771

S751
 

S751 tested 2.5K-25K

173 primes found

169k's remain

Results emailed - Base released

Was on recommended list

[QUOTE=rogue;320323]Taking S771[/QUOTE]

When you reserve a base, can you please specify how far you plan to search it? Thanks.

n=25000