[alogo] Levy Tapestry

The fractal resulting by replacing each side of the square with the isosceles right angle and applying this procedure repeatedly on the resulting polygons. Below is a collection of the 13 first such polygons. Their side-number is s(n) = 4*2^n.

[0_0] [0_1] [0_2]
[1_0] [1_1] [1_2]
[2_0] [2_1] [2_2]
[3_0] [3_1] [3_2]
[4_0] [4_1] [4_2]
[5_0] [5_1] [5_2]
[6_0] [6_1] [6_2]
[7_0] [7_1] [7_2]
[8_0] [8_1] [8_2]
[9_0] [9_1] [9_2]
[10_0] [10_1] [10_2]
[11_0] [11_1] [11_2]
[12_0] [12_1] [12_2]
[13_0] [13_1] [13_2]
[14_0] [14_1] [14_2]
[15_0] [15_1] [15_2]
[16_0] [16_1] [16_2]
[17_0] [17_1] [17_2]
[18_0] [18_1] [18_2]
[19_0] [19_1] [19_2]
[20_0] [20_1] [20_2]
[21_0] [21_1] [21_2]


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