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0:06 Sierpiński tetrahedron
0:10 looks like a simple diverging recursion
0:12 Cantor set
0:13 n+1-th iteration of Menger sponge
0:14 Length of Sierpiński curves after n iterations (should be "the The Euclidean length of the nth iteration curve S_n is <blah>")
0:14 iterations of the "Dragon" curve
0:15 Area of a Koch snowflake after n iterations
0:16 Barnsley fern
0:17 denumerable set
0:18 Burning Ship fractal
0:19 the set of attractors of an iterated function system, but only on the complexes
0:20 Special case of f(z) that can use some Newton 's method for its Julia set (see its Wikipedia for some beautiful graphics) 0:21 A snippet of Wikipedia's derivation of the real iteration number of a Julia set
0:22 Same as 0:20
0:23 ???
0:24 Lévy flight (More generally, a property of Pareto distribution with xm = 1)
0:25 Newton's method
0:42 Menger sponge

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