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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.

A236628 Triangle read by rows in which T(n,k) is the number of parts in the k-th region of the set of overcompositions of n, with overcompositions in colexicographic order.

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%I A236628 #14 Apr 28 2016 11:32:23
%S A236628 2,2,4,2,6,4,12,2,6,4,14,4,6,4,26
%N A236628 Triangle read by rows in which T(n,k) is the number of parts in the k-th region of the set of overcompositions of n, with overcompositions in colexicographic order.
%C A236628 Right border gives A236002, n >= 1.
%C A236628 Row sums give A236625, n >= 1.
%e A236628 Written as an irregular triangle in which row n has length 2^n the sequence begins:
%e A236628 2;
%e A236628 2, 4;
%e A236628 2, 6, 4, 12;
%e A236628 2, 6, 4, 14, 4, 6, 4, 26;
%e A236628 ...
%e A236628 For n = 3 the diagram shows the four regions of the overcompositions of 3, with overcompositions in colexicographic order.
%e A236628 ------------------------------------------------
%e A236628 .  Diagram of            Regions of the diagram
%e A236628 overcompositions        ------------------------
%e A236628 .    of 3                k: 1     2   3       4
%e A236628 ------------------------------------------------
%e A236628 .    _ _ _                  _     _           _
%e A236628 1   |.| | |                |.|   | |         | |
%e A236628 2   |_| | |                |_|  _| |         | |
%e A236628 3   |  .|.|                    |  .|         |.|
%e A236628 4   |   |.|                    |   |         |.|
%e A236628 5   |  .| |                    |  .|         | |
%e A236628 6   |_ _| |                    |_ _|  _     _| |
%e A236628 7   |.|  .|                          |.|   |  .|
%e A236628 8   | |  .|                          | |   |  .|
%e A236628 9   |.|   |                          |.|   |   |
%e A236628 10  |_|   |                          |_|  _|   |
%e A236628 11  |    .|                              |    .|
%e A236628 12  |_ _ _|                              |_ _ _|
%e A236628 ...
%e A236628 Number of parts.........:   2     6   4      12
%e A236628 .
%e A236628 Every row of every region contains only one part.
%Y A236628 Cf. A236002, A236625, A236626.
%K A236628 nonn,tabf,more
%O A236628 1,1
%A A236628 _Omar E. Pol_, Feb 01 2014