%I A079346
%S A079346 2,3,5,7,11,19,23,31,43,59,67,71,79,83,103,127,131,163,167,179,191,223,
               227,
%T A079346 239,251,271,283,311,359,367,379,383,419,431,439,443,463,467,479,487,491,
               499,
%U A079346 503,523,547,571,587,599,607,631,643,647,659,683,719,727,739,751,787,823,
               827
%N A079346 Primes p such that F(p-(p/5)) is the first Fibonacci number that p divides.
%C A079346 The nth prime p is in this sequence iff A001602(n)=p-(5/p) (that is the 
               maximum possible value of A001602(n)).
%C A079346 Union of A000057, A106535 and {5}.
%e A079346 7 belongs to this sequence since (7/5)=-1, F(8)=21 and 7 does not divide 
               F(1) to F(7)
%o A079346 (PARI) forprime (p=2,500, wss=p-kronecker(5,p); for(n=1, wss, if( fibonacci(n)%p==0, 
               if( n==wss, print1(p","), break) ) ))
%Y A079346 Cf. A079347, A079348, A079349.
%Y A079346 Sequence in context: A120628 A143260 A039986 this_sequence A059878 A105017 
               A083771
%Y A079346 Adjacent sequences: A079343 A079344 A079345 this_sequence A079347 A079348 
               A079349
%K A079346 nonn
%O A079346 1,1
%A A079346 Jon Perry (perry(AT)globalnet.co.uk), Jan 04 2003
%E A079346 Corrected and edited by Max Alekseyev (maxale(AT)gmail.com), Nov 23 2007