Reserving R222 to n=25k and S111 to n=100k.

S162 is complete to n=100K; 9 primes were found for n=25K-100K shown below; 10 k's remain; base released.

[quote]
3277*162^26188+1
5217*162^26238+1
1398*162^33797+1
2377*162^47102+1
2163*162^49760+1
933*162^55381+1
1250*162^58127+1
3496*162^60128+1
1764*162^76926+1
[/quote]

R222 completed to n=10K, 667 k's remain.

R159 complete from n=100K-250K, no primes.

R102 completed to n=100000 and released. Primes found:

32*102^43302-1
254*102^58908-1
1037*102^43460-1
1527*102^49462-1
1607*102^82644-1

7 k remain. That was a fruitful range.

S178 is complete to n=100K; 1 prime was found for n=50K-100K shown below; 14 k's remain; base released.

Prime:
283*178^81663+1

With this and Mark's completion of R102 to n=100K, this completes all bases <= 200 with <= 20 k's remaining (at n<=50K) to n=100K. :smile: That officially eliminates any reasonable chance of adding any more bases to the PRPnet 2nd drive.

Reserving R212, S212, S228, S236, and S248 to n=100K.

reserving r214 to n=200e3

R217 S249
 

Reserving R217 & S249 from the recommended list to n=50K

S249
 

S249 tested n=25K-50K

Primes found:
546*249^30876+1
136*249^40974+1

10k's remaining

Results emailed - Base released

Removed from recommended list

R212 is complete to n=100K; 1 prime was found for n=50K-100K shown below; 4 k's remain; base released.

Prime:
44*212^62692-1