191*770^81307+1 is prime!

This is the first prime I found testing the 3k conjectures to n=100000.

S770 is now done to n=100000 and released. One prime found and reported. It is now a 2k conjecture.

113*942^56965+1 is prime! This 4k is now a 3k. The range is not completed yet.

38*980^60283+1
46*1009^58772+1

are all prime! That makes all of these 3k conjectures. I've still got a ways to go with my reservation but it is nice to see my luck improve.

167*716^71209+1
2*788^72917+1

Are also prime thus making more 3k conjectures.

246*1009^80266+1 is prime, making it a 2k conjecture. Still working...

244*945^85970+1
183*712^91958-1
69*634^92329+1

are prime. That makes all of these 3k'ers. Still working.

294*1009^92571+1

is prime! I have a few more tests, but I don't expect any more primes in this range. Note that this makes S1009 a 1ker.

Taking R948

[QUOTE=rogue;367612]113*942^56965+1 is prime! This 4k is now a 3k. The range is not completed yet.[/QUOTE]

It seems your dry spell is over. Now get 'em while they're hot!

R751
 

R751 tested n=10K-25K

138 primes found - 358 remain

Results emailed - Base released

S754 completed to n=100000 and released. No primes found. I'm rather disappointed that for all of the 3k conjectures that I took from n=50000 to n=100000 that I found only one prime.

Reserving R616 to n=25k

Taking S950 to n=100000.

[QUOTE=rogue;367620]Taking R948[/QUOTE]

Completed to n=100000 and released. No primes found. Residues e-mailed to Gary since the file is too large to post.

Some results
 

some results:
R600: complete to 25K, 409 primes found, 912 remain
S877: complete to 100K, 6 primes found, 12 remain
S955: complete to 10K, 315844 primes found, 5015 remain
S991: complete to 100K, 6 primes found, 11 remain
S1027: complete to 10K, 26102 prime found, 598 remain.

results emailed, and all bases released.