Bases 2 & 4 reservations/statuses/primes - Page 12

Jean Penné · 2008-05-25, 14:19

Riesel even n's :

k = 9519 is up to n = 900472, no prime, continuing...

Riesel odd n's :

k = 148323 is up to n = 806903, no prime, continuing...

Regards,

Jean

gd_barnes · 2008-06-01, 07:46

Reserving Riesel base 4 k=19464. I'll take it to n=500K.

Jean Penné · 2008-06-10, 14:36

Hi,

I updated to-day the presieved files on my site :

http://jpenne.free.fr/ConjRus/

Active Riesel files are sieved up to 2673.20 billions.

Active Sierpinski files are sieved up to 1069.88 billions.

Riesel even n's :

k = 9519 is up to n = 977632, no prime, continuing...

Riesel odd n's :

k = 148323 is up to n = 867999, no prime, continuing...

Regards,
Jean

Jean Penné · 2008-06-13, 17:27

Thank you very much for this update of the page dedicated to Liskovets-Gallot's conjectures on the RPS site, it will be very useful, and I was just going to post a request about it!
Best Regards,

Jean

gd_barnes · 2008-06-15, 09:04

Karsten,

Thanks for updating the Liskovets-Gallot conjectures page. I'm confused again now. You earlier in this thread reported that you had searched all of your reserved k's for the Riesel even-n and odd-n conjectures to n=385K so that is what my pages have shown for quite a while. But your Liskovets page shows the lower ranges of n=301K and 378K for your search limits.

Can you update us on where you are at on all of your Riesel even-n and odd-n k's and also update your pages to reflect your latest searched ranges if not already done so?

Thanks,
Gary

kar_bon · 2008-06-15, 14:43

sorry for the confusion, forgot to update my current depths!

so here they are:

Riesel even: llring k=14361, 19401 and 20049 with Jeans (many thanks) sieve files.
currently at n=437 (base 2)

Riesel odd: llring k=30003, 103947, 106377, 147687, 154317 and 163503.
currently at n=409k (base 2)

gd_barnes · 2008-06-15, 19:39

Quote:

Originally Posted by kar_bon

sorry for the confusion, forgot to update my current depths!

so here they are:

Riesel even: llring k=14361, 19401 and 20049 with Jeans (many thanks) sieve files.
currently at n=437 (base 2)

Riesel odd: llring k=30003, 103947, 106377, 147687, 154317 and 163503.
currently at n=409k (base 2)

Great; thanks! I'll update my pages accordingly later today.

Now where are the primes at?

Gary

gd_barnes · 2008-06-17, 07:30

Riesel base 2 odd-n k=39687, 133977, and 155877 are now at n=755K; no primes.

Sierp base odd-n k=53133, 60357, 84363, and 85287 are now at n=689K; no primes.

gd_barnes · 2008-06-17, 07:32

Riesel base 4 k=19464 is at n=400K; no primes.

Sierp base 12 k=404 is at n=143K; no primes.

Jean Penné · 2008-06-24, 06:01

Hi,

Riesel even n's :

k = 9519 is up to n = 1031800, no prime, continuing...

Riesel odd n's :

k = 148323 is up to n = 915167, no prime, continuing...

Regards,
Jean

Jean Penné · 2008-06-24, 15:05

Hi,

I updated to-day the presieved files on my site :

http://jpenne.free.fr/ConjRus/

Active Riesel files are sieved up to 3108.46 billions.

Active Sierpinski files are sieved up to 1330.86 billions.

Regards,
Jean

2008-05-25, 14:19	#122
Jean Penné May 2004 FRANCE 2²·5·29 Posts	Riesel even and odd n's status Riesel even n's : k = 9519 is up to n = 900472, no prime, continuing... Riesel odd n's : k = 148323 is up to n = 806903, no prime, continuing... Regards, Jean

2008-06-10, 14:36	#124
Jean Penné May 2004 FRANCE 1104₈ Posts	Updated presieved files ; progress for two k's Hi, I updated to-day the presieved files on my site : http://jpenne.free.fr/ConjRus/ Active Riesel files are sieved up to 2673.20 billions. Active Sierpinski files are sieved up to 1069.88 billions. Riesel even n's : k = 9519 is up to n = 977632, no prime, continuing... Riesel odd n's : k = 148323 is up to n = 867999, no prime, continuing... Regards, Jean

2008-06-13, 17:27	#125
Jean Penné May 2004 FRANCE 2²×5×29 Posts	Thank you for the Liskovets-Gallot's update! Thank you very much for this update of the page dedicated to Liskovets-Gallot's conjectures on the RPS site, it will be very useful, and I was just going to post a request about it! Best Regards, Jean

2008-06-15, 09:04	#126
gd_barnes May 2007 Kansas; USA 101·103 Posts	Karsten, Thanks for updating the Liskovets-Gallot conjectures page. I'm confused again now. You earlier in this thread reported that you had searched all of your reserved k's for the Riesel even-n and odd-n conjectures to n=385K so that is what my pages have shown for quite a while. But your Liskovets page shows the lower ranges of n=301K and 378K for your search limits. Can you update us on where you are at on all of your Riesel even-n and odd-n k's and also update your pages to reflect your latest searched ranges if not already done so? Thanks, Gary Last fiddled with by gd_barnes on 2008-06-15 at 09:05

2008-06-24, 06:01	#131
Jean Penné May 2004 FRANCE 2²·5·29 Posts	New status... Hi, Riesel even n's : k = 9519 is up to n = 1031800, no prime, continuing... Riesel odd n's : k = 148323 is up to n = 915167, no prime, continuing... Regards, Jean

2008-06-01, 07:46	#123
gd_barnes May 2007 Kansas; USA 101×103 Posts	Reserving Riesel base 4 k=19464. I'll take it to n=500K.

2008-06-15, 14:43	#127
kar_bon Mar 2006 Germany 5532₈ Posts	sorry for the confusion, forgot to update my current depths! so here they are: Riesel even: llring k=14361, 19401 and 20049 with Jeans (many thanks) sieve files. currently at n=437 (base 2) Riesel odd: llring k=30003, 103947, 106377, 147687, 154317 and 163503. currently at n=409k (base 2)

2008-06-17, 07:30	#129
gd_barnes May 2007 Kansas; USA 101·103 Posts	Riesel base 2 odd-n k=39687, 133977, and 155877 are now at n=755K; no primes. Sierp base odd-n k=53133, 60357, 84363, and 85287 are now at n=689K; no primes.

2008-06-17, 07:32	#130
gd_barnes May 2007 Kansas; USA 101×103 Posts	Riesel base 4 k=19464 is at n=400K; no primes. Sierp base 12 k=404 is at n=143K; no primes.

2008-06-24, 15:05	#132
Jean Penné May 2004 FRANCE 580₁₀ Posts	Updated presieved files Hi, I updated to-day the presieved files on my site : http://jpenne.free.fr/ConjRus/ Active Riesel files are sieved up to 3108.46 billions. Active Sierpinski files are sieved up to 1330.86 billions. Regards, Jean

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