Bases 501-1030 reservations/statuses/primes

[unconnected]

Reserving R666(2k's) and S800(3k's) to n=100K.

[rogue]

Originally Posted by paleseptember

Nice work rogue! I'm in awe at the work that you're putting in. You're putting my efforts with R603 (currently at ~19K) and S928 (at 12.8K) to shame!

It isn't as much work as you might think. I use the script, then sieve, then put the .pfgw file into PRPNet. I kept doing that until I had an estimated ten days of work. It turned out to be about four days of work.

[rogue]

Sierpinski base 920

Riesel bases 615, 746, 846, 866

[rogue]

Riesel bases 665 and 737.

Sierpinski bases 737 and 983.

[rogue]

Taking Riesel base 872.

Taking Sierpinksi bases 515, 773, 845, and 657.

[rogue]

Primes found:

2*657^2+1
4*657^2+1
6*657^1+1
8*657^2368+1
10*657^1+1
12*657^3+1
14*657^1+1
16*657^1+1
18*657^1+1
20*657^25+1
22*657^4+1
24*657^2+1
26*657^8+1
28*657^1+1
30*657^2+1
32*657^1688+1
34*657^3+1
36*657^12+1
38*657^1+1
42*657^16+1
44*657^1+1
46*657^1+1

2*515^1+1
4*515^122+1
6*515^2+1
8*515^11+1
10*515^4+1
12*515^186+1
14*515^1+1
16*515^94+1
18*515^2+1
20*515^1+1
22*515^254+1
24*515^37+1
26*515^2477+1
28*515^2+1
30*515^1+1
32*515^1+1
34*515^2+1
36*515^1+1
38*515^1+1
40*515^12+1
42*515^1331+1

Both are proven.

[rogue]

Taking Riesel bases 773 and 563.

[rogue]

Riesel bases 528, 832, and 951.

Sierpinski base 951.

[rogue]

Taking Riesel base 582.

Taking Sierpinski bases 844, 953, and 582.

[kar_bon]

R1019, k=2 at n=130k, no prime, continuing

[gd_barnes]

S578 is complete to n=25K; 2 primes found for n=5K-25K; 7 k's remaining; base released.