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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.

A386597 Number of distinct values of the permanent of an n X n (0,1)-matrix with exactly three 1's in each row.

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%I A386597 #10 Jul 31 2025 16:57:20
%S A386597 1,4,8,16,29,50,82
%N A386597 Number of distinct values of the permanent of an n X n (0,1)-matrix with exactly three 1's in each row.
%C A386597 a(n) > A185178(n) for n >= 4.
%C A386597 The permanents for a(n) contain all permanents from a(n-1).
%C A386597 a(10) >= 121.
%C A386597 a(11) >= 186.
%C A386597 a(12) >= 276.
%C A386597 a(13) >= 422.
%C A386597 a(14) >= 638.
%C A386597 a(15) >= 824.
%H A386597 Robert P. P. McKone, <a href="/A386597/a386597.txt">Complete frequency counts for each permanent for a(3)..a(9)</a>
%H A386597 Robert P. P. McKone, <a href="/A386597/a386597.cpp.txt">C++ code for enumerating and counting each permanent's frequency for a(n)</a>
%H A386597 Robert P. P. McKone, <a href="/A386597/a386597_1.txt">Known permanents through simulation for a(10)..a(15)</a>
%Y A386597 Cf. A185178 (number of distinct permanents with exactly three 1's in each row and column).
%K A386597 nonn,hard,more
%O A386597 3,2
%A A386597 _Robert P. P. McKone_, Jul 27 2025