Automated generation of Fibonacci carpet peseudofractals, a concept created by Nathan Grimes.
Grimes was drawing these Fibonacci carpets by hand in Paint, pixel by pixel. The center square is some square whose side length is some Fibonacci number F(n):
Each successive set of squares is drawn adject to the previous square's corners, and their side length is Fibonacci number F(n-1):
This process is iterated on each square with uncovered corners until you reach a square of length 1, at which point you have run out of space to place any more squares.
I figured that I could automate this tedium. In my presentation of the idea I animated the process by which my code generated the carpets. The code is quick, dirty, WET, and slow. But it worked.
Example output from the code is included in the fibCarpet13 folder.