[QUOTE=rogue;362533]I put this in the wrong thread. I've been sieving for n up to 1e6. That means that the upper bound of p for the sieve is close to 1.5e14. I have never sieved any conjecture so deeply.[/QUOTE]

Apparently 1.5e14 was not deep enough. It seems that 3e14 would have been better. The tests at about n=500000 take more than 12 hours each on a non-AVX CPU and almost 8 on an AVX CPU.

I'm currentlly preparing my next big project. Therefor to avoid people working on what I've been working on for the past weeks, I'm going to make an official reservation:

Reserving base 383 from n=100K to n=200K

The Riesel side has 8 k's
The Sierpinski side has 44 k's

a total of 52 k's remain for the entire base :smile:

Testing will begin as soon as my R16 reservation is completed.

S304 completed to n=600000 with no primes found. Continuing.

S317, S319
 

I would like to reserve
S317 to 200K, and
S319 to 100K

R348
 

R348 is complete to n=25k

581 k values remained after running the new bases script to n=2.5k.
Another 338 primes were found up to n=25k, leaving 243 k's remaining.

Results emailed, base released

S317, S319
 

S317 completed to 200K, and
S319 completed 100K.
No primes found.
Residues sent.
bases released.

Mathew has completed R306 to n=25K. 111 primes were found for n=5K-25K; 122 k's remain.

He is also reserving R430 to n=25K and extending his reservation on S430 to n=150K.

S316 complete to 25k, releasing. Gary- working on uploading res files 11.7k + via Google Drive.

Reserving the untested base R262 to n=25k

Taking S470, S380, and S376 to n=100000.

Reserving S263 to at least n=250k. (Currently at n=222k)