%I A085479
%S A085479 728,93184,1592136,11927552,56875000,203793408,599539304,1526726656,
%T A085479 3482001432,7280000000,14186660488,26085556224,45680920376,76741030912,
%U A085479 124385625000,195421011968,298726553944,445696183296,650738625992
%N A085479 Product of three solutions of the Diophantine equation x^3 - y^3 = z^2.
%C A085479 Parametric representation of the solution is (x,y,z) = (8n^2, 7n^2, 13n^3), 
               thus getting a(n) = 728*n^7.
%H A085479 Matthew M. Conroy, <a href="http://www.madandmoonly.com/doctormatt">Home 
               page</a> (listed instead of email address)
%H A085479 Jun Mizuki, <a href="http://primes.utm.edu/curios/page.php?short=13">
               Prime Curios!</a>.
%F A085479 a(n) = 728*n^7.
%Y A085479 Cf. A085377.
%Y A085479 Sequence in context: A158395 A050219 A051383 this_sequence A050790 A045791 
               A088035
%Y A085479 Adjacent sequences: A085476 A085477 A085478 this_sequence A085480 A085481 
               A085482
%K A085479 nonn,easy
%O A085479 1,1
%A A085479 Jun Mizuki (suzuki32(AT)sanken.osaka-u.ac.jp), Aug 15 2003
%E A085479 More terms from Matthew Conroy (list1(AT)madandmoonly.com), Jan 16 2006