%I A097431
%S A097431 3,5,8,13,17,21,25,29,37,42,48,55,59,63,70,79,84,90,97,101,107,114,121,
%T A097431 131,140,144,148,152,157,169,182,189,195,203,212,217,226,233,240,248,
%U A097431 254,263,271,275,280,290,307,318,322,326,333,339,347,359,367,376,381
%N A097431 Integer part of the hypotenuse of right triangles with consecutive prime 
               legs.
%F A097431 hypot = floor(sqrt(prime(n)^2+prime(n+1)^2))
%e A097431 If legs = 3,5 then hypot = floor(sqrt(9+25)) = 5, the 2-nd entry.
%o A097431 (PARI) f(n) = for(j=1,n,x=prime(j);y=prime(j+1);print1(floor(sqrt(x^2+y^2))",
               "))
%Y A097431 Sequence in context: A020643 A092360 A129141 this_sequence A123929 A036715 
               A158384
%Y A097431 Adjacent sequences: A097428 A097429 A097430 this_sequence A097432 A097433 
               A097434
%K A097431 nonn
%O A097431 1,1
%A A097431 Cino Hilliard (hillcino368(AT)gmail.com), Aug 22 2004