[seqfan] Re: 6, 10, 65, 20737
Ami Eldar
amiram.eldar at gmail.com
Sat Nov 24 12:32:41 CET 2018
If q=Fibonacci(n) and p=Fibonacci(n+2) are both primes then p*q is in the
sequence. Thus
Fibonacci(431)*Fibonacci(433)=
735108038169226697610336266421235332619480119704052339198145857119174445190576122619635288017445230931072695163057441061367078715257112965183856285090884294459307720873196474208257
is in the sequence and there are no more known terms based on twin
Fibonacci primes in this sequence.
On Sat, Nov 24, 2018 at 3:16 AM юрий герасимов <2stepan at rambler.ru> wrote:
> Dear SeqFans, that are the other semiprime solutions to
> (p-q)^(p+q)+(p+q)^(p-q)==0 mod pq? Thanks you. JSG
>
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