Fibonacci Florescentia
by David A. Reiman
This work is an abstract representation of a botanical specimen based on a fractal Fibonacci spiral. Individual flowers grow from the bifurcation points and bend toward the smaller fractal component. Flowers are colored depending on the growing angle. Every flower lies along a larger virtual spiral path of similarly colored and bending flowers. The work is made entirely from circular arcs and filled circles.
Via The Guardian: Bridges 2015: a meeting of maths and art - in pictures
Conference site: Bridges Baltimore 2015
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