Drawing anything with circles

We suppose the necessary time to walk around the curve will be $\tau = 2 \pi$

Basic Epicycloid

Parametric equation of a simple Epicycloid

From circle to curve

Seing in the complex plane

we need because otherwise we have x(t) and y(t) which we need to “link” to have are final drawing

From curve to circle

Computing Fourrier coefficient

Optimization

which algoirthm i use (the two) to find the contour of a image, sampling the points, compute with FFT

wasm, that yield coefficient etc

Inclure une librarie de dessin précaclulé et leur coefficient idéaux, avec des animaux des pokemonoid, des dessin plus complex qui rendent bien.

Do another markdown file with programatic about, and make this one only mathematic explanation