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This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A381243 Number of hyperplanes defined by the nonzero differences of two permutations of order n.

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%I A381243 #12 May 17 2025 10:16:44
%S A381243 0,0,1,6,85,1370,30481,778610,24409645,881325366,36635553601,
%T A381243 1713454403210,89415912126223,5143372266050837,323667807885619744,
%U A381243 22112062644980805684
%N A381243 Number of hyperplanes defined by the nonzero differences of two permutations of order n.
%C A381243 Each of A175176(n) - 1 nonzero differences between two permutations (viewed as vectors) defines a hyperplane in the n-dimensional space. a(n) gives the number of pairwise distinct hyperplanes among them.
%Y A381243 Cf. A019589, A175176, A362968, A381244, A381339.
%K A381243 nonn,more
%O A381243 0,4
%A A381243 _Max Alekseyev_, Feb 17 2025