Mastodawn

Looping animation of squares with sides decreasing by golden ratio.

Looping animation of silver rectangles with sides decreasing by 1/√2.

Now squares increasing by the golden ratio

Now for equilateral triangles whose sides decrease by the plastic ratio (about 1.324). A slow version so that the plastic pentagon is clearer https://en.wikipedia.org/wiki/Plastic_ratio#Plastic_pentagon

The plastic ratio is probably not as well-known as the golden and silver (√2) ratios?

And squares whose sides decrease by the plastic ratio (about 1.324). At one moment the spiral of five squares make one full turn.
#animation #loop #CreativeCoding #geometry #Geogebra #tiling #MathArt #pattern #GraphicDesign #design #GoldenRatio #PlasticRatio

@foldworks beautiful exercises!

It would be lovely to have examples with collision detection limits at the star and the end, in order to prevent overlapping.

@wtrmt I quite like the overlapping 😀 Here's the Geogebra file if you want to play / edit 🛠️ https://www.geogebra.org/m/qg7qpfmt

GeoGebra

@foldworks thanks a lot for this!