%I A035024
%S A035024 1,9,405,23085,1454355,96860043,6683342967,472607824095,34027763334840,
%T A035024 2484026723443320,183321172190117016,13649094547609621464,
%U A035024 1023682091070721609800,77248625487721376862600
%N A035024 Expansion of 1/(1-81*x)^(1/9), related to 9-factorial numbers A045756.
%F A035024 a(n) = 9^n*A045756(n)/n!, n >= 1; A045756(n)= (9*n-8)(!^9) := product(9*j-8, 
               j=1..n); G.f. (1-81*x)^(-1/9).
%Y A035024 Cf. A007559, A034171, A045756, A035012, A035013, A035017, A035018, A035020-A035023.
%Y A035024 Sequence in context: A063156 A058850 A151632 this_sequence A091061 A024123 
               A081481
%Y A035024 Adjacent sequences: A035021 A035022 A035023 this_sequence A035025 A035026 
               A035027
%K A035024 easy,nonn
%O A035024 0,2
%A A035024 Wolfdieter Lang (wolfdieter.lang(AT)physik.uni-karlsruhe.de)