I'm jumping into the "large prime proving a conjecture" ring. I'm taking R328 and S328. A prime for either one of those will be over 500,000 decimal digits. I'm choosing these bases because both of these conjectures have k with similar weight.

r253
 

r253 tested to n=500e3
no primes
base released

starting s460


Lennart

R372
 

R372 tested n=25k-50k

7 primes found 24 remain

Results emailed - Base released

Status R366
 

R366 tested n=700k to 800k, no primes. Continuing.

s460 done to 50k. 95k's left.

Results sent to Gary.



Lennart

R256
 

I'm going to reserve R256 to n=250000

I've just begun testing the 20 k's that is tested to n=125K, for the range n=125K-150K.

The list of candidates is created from the sievefiles hosted at primesearchteam. I now have a file containing all the candidates from n>125K to n<=750K for a total of 30 k's.

It is my long term plan to test the range that Primegrid has so genuinely sieved to 100Peta and 400Peta... n<=375K is sieved to 100Peta while n>375K to n<=750K is sieved to 400Peta. A total os 12297 candidates is loaded into PRPnet for 20 k's for n>125K to n<=150K

Take care :smile:

Kenneth

Status update.
R333 @ 530K, search continues.

R292
 

Reserving R292 to n=50k

firejuggler reserves S348 as new to n=2.5K

Got S348 to 2.5K. What file do you need? (898 sequences left). Reserving it to 10 K