@Encysted The description tells most of the story. There is one cylinder for each integer (from one up to a couple of thousand I think). Cylinder n is placed at angle n * phi * 2 * pi and radius sqrt(n), where phi is the golden ratio. The height is related to the "Fibonacci metric" as mentioned in the description. The smaller the "metric", the higher the cylinder.
First! Anywho, how does the three dimensionality correspond to the Fibonacci sequence?
Encysted 2 months ago
@Encysted The description tells most of the story. There is one cylinder for each integer (from one up to a couple of thousand I think). Cylinder n is placed at angle n * phi * 2 * pi and radius sqrt(n), where phi is the golden ratio. The height is related to the "Fibonacci metric" as mentioned in the description. The smaller the "metric", the higher the cylinder.
henryseg 2 months ago