%I A096174
%S A096174 2,4,6,16,18,22,28,34,42,58,60,70,72,76,78,90,100,102,106,112,118,120,
%T A096174 132,142,144,148,154,156,162,168,174,190,204,210,216,232,246,280,288,
%U A096174 294,310,330,352,358,370,382,384,396,406,436,448,454,456,490,496,526
%N A096174 Numbers n such that (n^3+1)/(n+1) is prime.
%e A096174 a(1)=2 because (2^3+1)/(2+1)=9/3=3 is prime, a(8)=34: (34^3+1)/(34+1)=39305/
               35=1123 is prime.
%Y A096174 Cf. A081256 largest prime factor of n^3+1, A096173 n^3+1 is an odd semiprime.
%Y A096174 Sequence in context: A099315 A005179 A037019 this_sequence A096173 A114874 
               A100361
%Y A096174 Adjacent sequences: A096171 A096172 A096173 this_sequence A096175 A096176 
               A096177
%K A096174 nonn
%O A096174 1,1
%A A096174 Hugo Pfoertner (hugo(AT)pfoertner.org), Jun 20 2004