%I A098038
%S A098038 5,373,593,1223,1511,1747,2903,4409,5113,5387,5563,5807,6317,6367,9871,
%T A098038 11933,12653,13043,13177,16097,18223,18731,20347,20731,22073,23893,
%U A098038 24077,24677,28069,30097,35317,36313,40283,40471,41479,41603,42187
%N A098038 Numbers p such that p = (prime(n)+ prime(n+2))/2 is prime for prime indices 
               n=2, 3, 5...
%e A098038 prime(73)+ prime(75) = 746. 746/2 = 373, the second term in the table.
%o A098038 (PARI) g(n,m) = forprime(x=1,n,y=(prime(x)+prime(x+m)); if(y%2==0&isprime(y/
               2),print1(y\2",")))
%Y A098038 Sequence in context: A007667 A121668 A160193 this_sequence A072172 A100474 
               A152438
%Y A098038 Adjacent sequences: A098035 A098036 A098037 this_sequence A098039 A098040 
               A098041
%K A098038 easy,nonn
%O A098038 2,1
%A A098038 Cino Hilliard (hillcino368(AT)gmail.com), Sep 10 2004