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a(n) = (A000108(n)^2)*(n+1)!.
5

%I #7 May 18 2024 14:51:53

%S 1,2,24,600,23520,1270080,87816960,7420533120,742053312000,

%T 85781362867200,11260753452748800,1655330757554073600,

%U 269436914075724595200,48113734656379392000000

%N a(n) = (A000108(n)^2)*(n+1)!.

%C This sequence gives the total number of non-recursive "clauses" of n opening nodes, used in the construction of A089840.

%F a(n) = A001246(n)*A000142(n+1) = A001813(n)*A000108(n).

%o (MIT/GNU Scheme) (define (A089835 n) (* (A000108 n) (A000108 n) (A000142 (1+ n))))

%Y INVERTi transform of A089836.

%Y Cf. A000108, A000142, A001246, A001813.

%K nonn

%O 0,2

%A _Antti Karttunen_, Dec 05 2003