%I A125252
%S A125252 307,797,1483,3023,4157,4283,5417,6397,6733,7027,7433,7867,9337,9743,
%T A125252 9883,10037,10177,10303,10597,11423,11717,12823,14293,14503,18493,19963,
%U A125252 20593,20873,21503,24247,24793,25703,26417,28433,28657,29917,30113
%N A125252 Primes p that divide Fibonacci[(p+1)/7].
%t A125252 Select[Prime[Range[5000]], IntegerQ[Fibonacci[(#1+1)/7]/#1]&]
%Y A125252 Cf. A125253 = Primes p that divide Fibonacci[(p-1)/7]. Cf. A122487 = 
               Primes p that divide Fibonacci[(p+1)/2].
%Y A125252 Sequence in context: A142376 A142255 A098042 this_sequence A142572 A118284 
               A118843
%Y A125252 Adjacent sequences: A125249 A125250 A125251 this_sequence A125253 A125254 
               A125255
%K A125252 nonn
%O A125252 1,1
%A A125252 Alexander Adamchuk (alex(AT)kolmogorov.com), Nov 26 2006