2009-05-22, 15:18 | #12 |
Feb 2007
211 Posts |
Filling the GAPS for
Riesel list (k·2n-1 prime) for 10^7 < k < 10^8 [Completed] Remaining 10k LLR'd upto n=50k Code:
19474455*2^n-1 [completed] 20934375*2^n-1 [completed] 24107655*2^n-1 [completed] 27114615*2^n-1 [completed] 28397655*2^n-1 [completed] 35900025*2^n-1 [completed] 44702775*2^n-1 [completed] 51010245*2^n-1 [completed] 78290355*2^n-1 [completed] 80555475*2^n-1 [completed] 96623835*2^n-1 [completed] Thanks, cipher P.S: Kar_bon please look in the range Riesel list (k·2n-1 prime) for 10^7 < k < 10^8 and let me know if i might have missed any k's kar_bon: all primes inserted with marked twins/Sophie-Germain. all comments "(xx primes to 50k)" for the range 10^7 < k < 10^8 filled. remarkable: k=35900025 got 3 Sophie-Germain pairs >1000! many thanks! Last fiddled with by kar_bon on 2009-06-02 at 18:25 |
2009-06-02, 05:09 | #13 |
Feb 2007
211 Posts |
Filling the GAPS for
Riesel list (k·2n-1 prime) for 10^8 < k < 10^9 [Completed] 22k LLR'd upto n=50k Code:
175977945*2^n-1 [completed] 178140105*2^n-1 [completed] 199140045*2^n-1 [completed] 228461805*2^n-1 [completed] 228986175*2^n-1 [completed] 240924255*2^n-1 [completed] 244133175*2^n-1 [completed] 249671565*2^n-1 [completed] 272605245*2^n-1 [completed] 272936235*2^n-1 [completed] 281804985*2^n-1 [completed] 384158775*2^n-1 [completed] 418791945*2^n-1 [completed] 445419975*2^n-1 [completed] 555567045*2^n-1 [completed] 682980375*2^n-1 [completed] 687218805*2^n-1 [completed] 719053335*2^n-1 [completed] 776668035*2^n-1 [completed] 828512685*2^n-1 [completed] 857996205*2^n-1 [completed] 949473525*2^n-1 [completed] Thanks, cipher P.S: Kar_bon please look in the range Riesel list (k·2n-1 prime) for 10^8 < k < 10^9 and let me know if i might have missed any k's Last fiddled with by cipher on 2009-06-02 at 05:10 |
2009-06-03, 21:00 | #14 |
Feb 2007
211_{10} Posts |
Filling the GAPS for
Riesel list (k·2n-1 prime) for 10^9 < k < 10^10 [Completed] 7k LLR'd upto n=50k Code:
8594430075*2^n-1 [Completed] 8614926705*2^n-1 [Completed] 8629569795*2^n-1 [Completed] 8670014925*2^n-1 [Completed] 8713308285*2^n-1 [Completed] 8858158725*2^n-1 [Completed] 9158021565*2^n-1 [Completed] Thanks, cipher P.S: Kar_bon please look in the range Riesel list (k·2n-1 prime) for 10^9 < k < 10^10 and let me know if i might have missed any k's |
2011-07-28, 08:03 | #15 |
Mar 2010
On front of my laptop
1110111_{2} Posts |
Here is the zip file which have an html and text file of the gaps from 10^8 to 10^10, filled by D.Zaveri (cipher). I checked twins.
Note to kar_bon: k=384158775 and 8713308285 has a different number of primes than expected. I've not yet double checked the results. Last fiddled with by Merfighters on 2011-07-28 at 08:04 |
2011-08-09, 16:50 | #16 |
Mar 2006
Germany
2^{4}·3·61 Posts |
I've inserted all primes and twins from cipher in the summary pages.
Thanks also Merfighters for the html-page. |
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