Wyatt KAHN - Drifter
filipa oliveira. :)
A complete map of tic-tac-toe moves. Has fractal form
The boundary of the Mandelbrot set is exactly the bifurcation locus of the quadratic family; that is, the set of parameters C for which the dynamics changes abruptly under small changes of C. It can be constructed as the limit set of a sequence of plane algebraic curves, the Mandelbrot curves, of the general type known as polynomial lemniscates. The Mandelbrot curves are defined by setting p0=z, pn=pn-12+z, and then interpreting the set of points |pn(z)|=2 in the complex plane as a curve in the real Cartesian plane of degree 2n+1 in x and y. [source]
(Source: sarahmaysart, via white-vanilla)
35-365 by c-urchin on Flickr.