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#89 |
"Tapio Rajala"
Feb 2010
Finland
4738 Posts |
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Just to try out srsieve I sieved for k=11413 a range for n from 20K to 1M. If I read correctly, nobody is working on that k. Even if sieving such a small range would be inefficient, I'll amuse myself a bit more and test (at least some of) the candidates remaining after the sieving.
So, reserving k=11413. kar_bon: reservation set! Last fiddled with by kar_bon on 2010-08-06 at 23:35 |
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#90 | |
Just call me Henry
"David"
Sep 2007
Liverpool (GMT/BST)
2·13·233 Posts |
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#91 |
"Tapio Rajala"
Feb 2010
Finland
32×5×7 Posts |
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#92 |
"Tapio Rajala"
Feb 2010
Finland
32·5·7 Posts |
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An update on k=11413. It is now tested to n=650'000.
The new primes are n= 28575, 31463, 39359, 45387, 60563, 94123, 212275, 236023, 325599, 330435 I will still continue with it and post here when I decide to release it. By the way kar_bon, you may change (rajula) to T. Rajala in the db. ![]() kar_bon: Done! Last fiddled with by kar_bon on 2010-08-11 at 14:58 |
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#93 |
"Tapio Rajala"
Feb 2010
Finland
31510 Posts |
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I have tested k=11413 to n=800'000. No new primes found after my last post. I will stop the search here.
kar_bon: Done. Last fiddled with by kar_bon on 2010-08-25 at 12:50 |
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#94 |
"Dave"
Sep 2005
UK
1010110110002 Posts |
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#95 |
"Lennart"
Jun 2007
100011000002 Posts |
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I am reserving those k's
5671 5673 5675 5677 5679 5681 5683 5685 5687 5689 5691 5693 5695 5697 5699 Lennart kar_bon: Reservation listed. Last fiddled with by kar_bon on 2010-10-10 at 23:03 |
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#96 |
Just call me Henry
"David"
Sep 2007
Liverpool (GMT/BST)
17AA16 Posts |
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time to update
19921109 is tested up to 700k with no new primes 56627 is tested to n=700k with no new primes 2041 is tested to n=700k with no new primes 4267 is tested to n=700k with no new primes prpnet results are always available if wanted(sieve files for matching up might not be) kar_bon: updated Last fiddled with by kar_bon on 2010-10-14 at 19:57 |
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#97 |
"Lennart"
Jun 2007
25·5·7 Posts |
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I am reserving 3 k's 5715 5745 5775
Lennart kar_bon: updated Last fiddled with by kar_bon on 2010-10-24 at 16:38 |
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#98 |
Dec 2009
33 Posts |
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k=9225, n=20k-120k:
32849, 44694, 52934, 53732, 60764, 83574, 90587, 95684, 100082, 103057, 103776. Reserving k=9225 from n=120k to n=200k. kar_bon: updated Last fiddled with by kar_bon on 2011-05-08 at 00:30 |
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#99 |
Dec 2009
338 Posts |
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k=9225, n=120k-200k,
The new primes are 9225*2^147346 - 1, 44360 digits! 9225*2^161018 - 1, 48476 digits! 9225*2^166467 - 1, 50116 digits! Reserving k=9225 from n=200k to n=250k. |
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