%I A096631
%S A096631 1,1,2,1,3,5,12,1,10,20,13,105,180,139,840,1260,7,174,840,1120,119,1881,
%T A096631 7560,9072,2167,24156,83160,90720,147,7150,61380,184800,184800,65107,
%U A096631 1739595,12123540,32432400,29937600,1797097,32192160,188648460
%V A096631 1,-1,2,-1,3,-5,12,1,-10,20,13,-105,180,139,-840,1260,-7,174,-840,1120,
               -119,1881,-7560,
%W A096631 9072,-2167,24156,-83160,90720,147,-7150,61380,-184800,184800,65107,-1739595,
               12123540,
%X A096631 -32432400,29937600,1797097,-32192160,188648460
%N A096631 Triangle of nonzero coefficients of the Airy zeta functions expressed 
               as polynomials of X=3^(5/6)Gamma[2/3]^2/(2Pi).
%H A096631 Eric Weisstein's World of Mathematics, <a href="http://mathworld.wolfram.com/
               AiryZetaFunction.html">Airy Zeta Function</a>
%e A096631 X^2, (-1 + 2*X^3)/2, (-X + 3*X^4)/3, (-5*X^2 + 12*X^5)/12, (1 - 10*X^3 
               + 20*X^6)/20, ...
%Y A096631 Cf. A096632.
%Y A096631 Sequence in context: A094341 A092944 A049902 this_sequence A144057 A143581 
               A096871
%Y A096631 Adjacent sequences: A096628 A096629 A096630 this_sequence A096632 A096633 
               A096634
%K A096631 sign,frac,tabl
%O A096631 2,3
%A A096631 Eric Weisstein (eric(AT)weisstein.com), Jul 04, 2004