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#23 |
Nov 2004
California
23×3×71 Posts |
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268964355*2^195000-1 is prime! Time : 90.980 sec.
269367765*2^195000-1 is prime! Time : 100.803 sec. |
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#24 |
Jun 2003
3×5×107 Posts |
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196134045*2^195000+1 is prime!
My first prime for this project. ![]() Too bad it does not go into to Top 5000. ![]() |
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#25 |
Oct 2005
Fribourg, Switzerlan
111111002 Posts |
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Do you mean 196134045*2^195000-1 is prime too???
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#26 |
Jun 2003
160510 Posts |
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No the -1 is not prime
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#27 |
Oct 2005
Fribourg, Switzerlan
22×32×7 Posts |
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Ok :)
And why do you check for +1 first? |
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#28 |
Oct 2005
Italy
3·113 Posts |
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What is the actual ratio PRIMES / MILLIONS TESTED ?
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#29 | |
Jun 2003
3·5·107 Posts |
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#30 | |
Oct 2005
Fribourg, Switzerlan
FC16 Posts |
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#31 |
Jun 2003
64516 Posts |
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I have an LLRnet server set up for +1 numbers, so I prefer working on +1 numbers. If I wanted to do -1 search, I will have to modify all my computers, which will be a hassle. Hence, I tested +1 primes.
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#32 |
Oct 2005
Italy
3·113 Posts |
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Ok I computed actual ratio: it should be 47 primes on 255 Millions tested, that is
0.184313 It means we are finding a prime every 5.42 Millions. We are slightly under previsions (between 0.2 and 0.25) . |
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#33 |
Mar 2004
3·127 Posts |
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Where The number of twins remains constant (After sieving to 83T, a range of 24.7G and 10005865 Candidates it is one twin every 13.77G), the average Gap between Primes is increasing proportiona to the ratio of the log(sieving limit).
That means sieving to 45 bit instead if 44 bit means a 45/44 larger gap between the primes. (Reason: The sieve is biased to finding twins) The current value at 83T is a prime every 5.83M. |
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