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.
%I A359258 #20 Feb 06 2023 09:59:08 %S A359258 3,0,8,4,2,0,22,23,4,2,0,50,52,12,2,0,110,103,36,6,0,190,200,64,12,0, %T A359258 314,387,88,28,4,0,498,606,152,32,8,0,770,941,228,58,4,2,0,1132,1352, %U A359258 338,68,12,2,0,1602,1935,532,98,4,0,2122,2798,684,106,16,0,2850,3843,940,132,24,6 %N A359258 Irregular table read by rows: T(n,k) is the number of k-gons, k>=2, among all distinct circles that can be constructed from n equally spaced points along a line using only a compass. %C A359258 A circle is constructed for every pair of the n points, the first point defines the circle's center while the second the radius distance. The number of distinct circles constructed for n points is A001859(n-1). %C A359258 See A359252 and A359253 for other images of the circles. %H A359258 Scott R. Shannon, <a href="/A359258/a359258.jpg">Image for n = 12</a>. %F A359258 Sum of row n = A359253(n); %e A359258 The table begins: %e A359258 3; %e A359258 0, 8, 4, 2; %e A359258 0, 22, 23, 4, 2; %e A359258 0, 50, 52, 12, 2; %e A359258 0, 110, 103, 36, 6; %e A359258 0, 190, 200, 64, 12; %e A359258 0, 314, 387, 88, 28, 4; %e A359258 0, 498, 606, 152, 32, 8; %e A359258 0, 770, 941, 228, 58, 4, 2; %e A359258 0, 1132, 1352, 338, 68, 12, 2; %e A359258 0, 1602, 1935, 532, 98, 4; %e A359258 0, 2122, 2798, 684, 106, 16; %e A359258 0, 2850, 3843, 940, 132, 24, 6; %e A359258 0, 3774, 4998, 1268, 192, 28, 6; %e A359258 0, 4950, 6475, 1644, 276, 44, 10; %e A359258 0, 6190, 8454, 1978, 326, 74, 4; %e A359258 0, 7778, 10737, 2520, 434, 52, 12, 4; %e A359258 0, 9674, 13224, 3202, 528, 58, 12, 4; %e A359258 0, 11978, 16169, 4116, 640, 68, 20, 4; %e A359258 ... %Y A359258 Cf. A359253 (regions), A359252 (vertices), A359254 (edges), A001859, A332723, A359061, A359009. %K A359258 nonn,tabf %O A359258 2,1 %A A359258 _Scott R. Shannon_, Dec 23 2022