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Consecutive primes starting with n^2+2

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  • Zak Seidov
    Many thanks John, i ve just sent your reference to OEIS. Have you also: 1) n such that p=n^2+2, p+2, are prime - A086381 2) n such that p=n^2+2, p+2, p+6
    Message 1 of 5 , Sep 11, 2003
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      Many thanks John,

      i've just sent your reference to OEIS.

      Have you also:

      1) "n such that p=n^2+2, p+2, are prime" - A086381
      2) "n such that p=n^2+2, p+2, p+6 are prime" - A086380
      3) "n such that p=n^2+2, p+2, p+6, p+8 are prime" - A086220

      4) "n such that p=n^2+2, p+2, p+6, p+8, p+12, p+14 are prime" etc

      5) seqs starting with n^2+1?

      Thanks,

      Zak

      --- In primenumbers@yahoogroups.com, "jbrennen" <jack@b...> wrote:
      > --- In primenumbers@yahoogroups.com, Zak Seidov wrote:
      > > %N A086509 n such that p=n^2+2, p+2, p+6, p+8, and p+12 are five
      > > consecutive primes.
      > >
      > > Are these OK?
      > >
      > > Can anybody extend it?
      >
      > I have the first 19575 terms of this sequence posted for anyone
      > who is interested...
      >
      > http://www.brennen.net/primes/sq_quints.txt
      >
      > This includes n <= 165294372813.
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