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#1464 |
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Apr 2010
Over the rainbow
23×52×13 Posts |
working on C74 right now
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#1465 |
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Sep 2009
2·1,039 Posts |
A lot of the small composites look as if they come from OddPerfect.org (p^q-1 for prime p and q). I'm working my way though them with SNFS.
Chris |
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#1466 |
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Sep 2008
Krefeld, Germany
E616 Posts |
Hello everyone!
I´m sorry for the problems with the factordb, plus I´ve been quite busy lately and couldnt find time to fix the issues. The problem seem to be some numbers which were accepted as valid - but when parsed later on, they throw a "not divisible" error. For example: 50^308%(10^19-1)/9 This error also causes the workers to exit - once they hit such a number. Page processing also stops - leaving an short status page and so on. I´ll try to find out how this numbers could make it through now - guess some bug within the optimizer again - and give some status update here. |
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#1467 |
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"Daniel Jackson"
May 2011
14285714285714285714
3·13·17 Posts |
1013383540072335525=3*5^2*13511780534297807 keeps giving a "not divisible error". Can you fix this? (It's the number in the previous post.)
Last fiddled with by Stargate38 on 2013-02-02 at 14:26 Reason: forgot factors. |
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#1468 |
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Romulan Interpreter
Jun 2011
Thailand
22×33×89 Posts |
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#1469 |
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(loop (#_fork))
Feb 2006
Cambridge, England
72×131 Posts |
It seems that if you enter, for a number X, a potential-factor F which does not divide X but which does divide some other number in the database, the error message is 'factor already known' rather than 'does not divide'.
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#1470 |
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"(^r'°:.:)^n;e'e"
Nov 2008
;t:.:;^
33×37 Posts |
first 5 ... &
last 3 is best for compatibility with view M numbers sample M607 now P 183 (show) 2^607-1<183> = 5311379928...27<183> then P 183 (show) 2^607-1<183> = 53113...127<183> -----------------------------------------------------------^^^ T|-|><
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#1471 |
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"Daniel Jackson"
May 2011
14285714285714285714
10100101112 Posts |
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#1472 | |
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Feb 2012
Paris, France
7·23 Posts |
Quote:
http://www.factordb.com/index.php?id...00000584144365 equals the number of partitions of 100077222 p(100077222). Don't know about the first two. |
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#1474 |
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Apr 2010
Over the rainbow
23·52·13 Posts |
back to normal
Last fiddled with by firejuggler on 2013-02-17 at 00:38 |
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