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CC15, SP15   Message List  
Reply Message #19431 of 21307 |
After nearly 5 days of 29 computers work I have found a CC15, which
sets 15 Simultaneous Primes record:

CC15, 2nd kind: 28320350134887132315879689643841 (32 digits)

There were 9 maximal (i.e. not extendable to longer CC) CC14 found
during the search, the largest 2 being:

CC14, 2nd kind: 36027516322668108492823293067201 (32 digits)
CC14, 2nd kind: 35461680947014037576372182070401 (32 digits)

but the upper CC14 contained in the CC15 is the largest.
There was one 33-digit maximal CC13 found:

CC13, 2nd kind: 243753092403308369115790643493121 (33 digits)

out of total number of 73 maximal CC13's found.

Jarek



Tue Jun 17, 2008 3:52 am

jarek372000
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Message #19431 of 21307 |
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After nearly 5 days of 29 computers work I have found a CC15, which sets 15 Simultaneous Primes record: CC15, 2nd kind: 28320350134887132315879689643841 (32...
jaroslaw.wroblewski@...
jarek372000
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Jun 17, 2008
3:52 am

... Congratulations on beating yet another of my records! http://hjem.get2net.dk/jka/math/simultprime.htm is updated. -- Jens Kruse Andersen...
Jens Kruse Andersen
jkand71
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Jun 17, 2008
11:47 am

Hi I have developed a Sieve for the prime numbers that, with the primes up to p(n-1), gives p(n), p(n+1), and pi(2*p(n-1)). The link for the paper is: ...
Vinícius Botelho
viniciusobot...
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Jun 21, 2008
9:00 pm
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