Reserving Sierpinski base 43 for n=25K-100K.

Excellent! Finally someone is pushing the Sierpinski bases a little more. I've been the only one testing the Sierp side for bases 33-100 for quite a while now. You go Max! :-)

In other news: Reserving Sierp base 45 to n=25K.

Interim statuses: Sierp bases 45, 52, 67, and 91 are complete to n=5K. Bases 52 and 67 have completed sieving for n=5K-25K and both of those bases just started testing today. Bases 45 and 91 as well as the extention of Riesel bases 42 and 48 will wait until Sierp bases 52 and 67 are done to sieve and test.

I'll give more specific statuses once I'm past n=10K on them.


Gary

Riesel base 60 is complete to n=25K; 57 k's remaining; now unreserved.

Sierp base 52 is at n=13K; 67 k's remaining; continuing to n=25K.

Sierp base 67 is at n=13K; 72 k's remaining; continuing to n=25K.

Details shown on the web pages.

On the following, more details will be provided when I pass n=10K after the above two bases are complete:

Sierp base 45 is paused at n=5K; 99 k's remaining.

Sierp base 91 is paused at n=5K; 77 k's remaining.



Gary

Riesel base 93 k=424 complete to n=100K, no primes. Results for 50K-100K attached; releasing this k. Continuing with k=452 for the same n-range; ETA 1-2 weeks.

I had not removed 46293 from my input file. Other than that we match.

452*93^65264-1 is prime! :grin:

(Results for this k for n=50K-65264 are attached.)

Reserving Riesel base 100 for n=60K-100K. :smile:

Max, if your done with Riesel Base 39, I'd like to knock down the all the k's left to something reasonable. Does anyone have a txt file of the ramaining k's? The conjecture reservation list is a little hard to parse.

[quote=MyDogBuster;185584]Max, if your done with Riesel Base 39, I'd like to knock down the all the k's left to something reasonable. Does anyone have a txt file of the ramaining k's? The conjecture reservation list is a little hard to parse.[/quote]
Yes, I'm done with that base. Regarding the remaining k's, I don't have a .txt file on hand, but here's what I usually do for such things:

-Copy and paste the list of k's into a text editor
-Use search/replace to replace ", " (that's a comma and a space) with "*39^n-1\n" (the \n is interpreted as a newline in most text editors).
-Save the file.
-The file can now be used with srsieve as an equations file to start off a sieve with.

Thanks Max.

Riesel Base 39
 

[B]Riesel Base 39[/B]

Reserving the 14889 k's at n=1K. Testing to n=5K. Using PRPNet and PFGW.