The script simulates phyllotaxis by placing n points (i = 0…n−1) in polar coordinates using the golden angle (≈137.507°) for the angular step and a radial law r = c·√i, producing a Fermat-like spiral that closely resembles the arrangement of florets in daisies and sunflowers.
Because the golden angle is an irrational fraction of a full turn, successive points avoid radial alignment and yield an even, space‑filling packing that mirrors the efficient floret placement observed in many Asteraceae (Compositae).