Reserving k=49185
 

Hi

Though I'm new here, I think this is the right place to put the reservation for following Riesel prime k: 49185! I have already begun testing and know for a fact that there is 49 primes for n<=1K. I hope someone can tell me if this was the right place to post the k-reservation, and eventually tell me where to post the primes (most preferably in a PM) that I find, even though I think that I'll e-mail them to Karsten as they appears. I choose this k since it was of those 44461 k's untested from k>10000 to k<=100K, the most primeproducing k. There is a total of 25 other k's which also produced at least 40 primes for n<=1K.

The k's is a follows:

10209
13419
19995
23205
26697
30345
32835
33585
34515
38685
46665
66975
68367
75915
77805
80535
84405
87645
89001
92655
93765
96045
97005
97845
98685

Hope this was usefull for anyone. Just to make it clear, I'm only reserving:

k=49185

Regards

KEP

KEP

Yes, this is the right place to make your reservation. You can post small primes (below the Top-5000 level) in the [URL="http://www.mersenneforum.org/showthread.php?t=2150"]Post small primes[/URL] thread, and larger ones in the "Post a lot of primes" thread.

Thanks,
Kosmaj

Thanks Kosmaj!

I'll will this instant bookmark these 2 mentioned threads and as soon as I reach an important milestone or a reasonable progress, I'll post the primes found and post a progress report :smile:

Thanks again.

Regards

KEP

Status report
 

k=1515 tested till n=1.09M
k=12345 tested till n=1.09M

I am still working on those.

reserving 719053335

I will reserve 20934375.

"I will reserve 20934375."
Oops, I guess someone already took that number... I will choose a different one.


I will reserve: 19474455.
Please someone tell me if that is taken too.

i have that number sab.im nearly finished it up to 320000,il be unreserving it at that,you can have it if you want.

Mike and Sab - Welome to RPS.

reserving 1748348745

[quote=Dougal;184849]i have that number sab.im nearly finished it up to 320000,il be unreserving it at that,you can have it if you want.[/quote]

That's ok, but I'm going to be testing 19474455 for a while. I already tested numbers with n up to 191000. I recently opened up another core to start testing at n=450000 (the top 5000 range). I found about 5 or 6 primes from n=50000 to n=191000.