%I A095846
%S A095846 1,3,8,19,41,84,164,307,557,983,1692,2852,4718,7672,12288,19411,30274,
%T A095846 46671,71180,107479,160792,238476,350828,512196,742441,1068914,1529120,
%U A095846 2174216,3073670,4321444,6044072,8411283,11649936,16062102,22048604
%N A095846 Expansion of eta(q^2)eta(q^10)^3/(eta(q^5)eta(q)^3) in powers of q.
%C A095846 G.f. A(x) satisfies 0=f(A(x),A(x^2)) where f(u,v)=-u^2+v+6uv+4v^2+20uv^2.
%C A095846 Euler transform of period 10 sequence [3,2,3,2,4,2,3,2,3,0,...].
%F A095846 G.f. x(Prod_{k>0} (1-x^(2k))(1-x^(10k))^3/((1-x^k)^3(1-x^(5k)))).
%o A095846 (PARI) a(n)=local(A); if(n<1,0,n--; A=x*O(x^n); polcoeff(eta(x^2+A)*eta(x^10+A)^3/
               (eta(x+A)^3*eta(x^5+A)),n))
%Y A095846 Sequence in context: A082535 A136396 A006380 this_sequence A153732 A089924 
               A072916
%Y A095846 Adjacent sequences: A095843 A095844 A095845 this_sequence A095847 A095848 
               A095849
%K A095846 nonn
%O A095846 1,2
%A A095846 Michael Somos, Jun 08 2004