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Reserving R1024, k=74, for n>230K to n<=300K, 855 candidates according to PG sievefile.
ETA ~4-5 weeks :smile: |
[QUOTE=KEP;356526]Reserving R1024, k=74, for n>230K to n<=300K, 855 candidates according to PG sievefile.
ETA ~4-5 weeks :smile:[/QUOTE] I'm sorry, but I'm working on that. The reservation pages don't show it. You can see my reservation in [URL="http://www.mersenneforum.org/showpost.php?p=353322&postcount=1665"]this post[/URL]. I should finish it in a couple of weeks. |
[QUOTE=rogue;356534]I'm sorry, but I'm working on that. The reservation pages don't show it. You can see my reservation in [URL="http://www.mersenneforum.org/showpost.php?p=353322&postcount=1665"]this post[/URL].
I should finish it in a couple of weeks.[/QUOTE] Well no harm done, I haven't started testing yet, so I'll just continue doing something else then :) |
[QUOTE=rogue;356534]I'm sorry, but I'm working on that. The reservation pages don't show it. You can see my reservation in [URL="http://www.mersenneforum.org/showpost.php?p=353322&postcount=1665"]this post[/URL].
I should finish it in a couple of weeks.[/QUOTE] Oopsies. I'll correct that shortly. |
1 Attachment(s)
R592 , k below 5661 done to 25 k done. 20k found.
Now testing k between 5661 and 9267 (included-it should mean 118 k) |
Taking S733 to n=25000.
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Taking S859 to n=200k.
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R620
Blessed by the beginners luck!
20*620^120136-1 is [URL="http://primes.utm.edu/primes/page.php?id=116031"]Prime[/URL]! Riesel problem for base 620 is solved! AH AH AH AH AH! |
GRATZ!!
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Way to go TheCount! :smile:
:party: |
1 Attachment(s)
R1024 done to n=4000000. No primes found. Results attached (in base 2).
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