Flowering a Hexagon
Length: 0:38
Description: Flowering a Hexagon...
I do this thing where I draw a hexagon, then inside the first hexagon I draw a second hexagon, and inside the second I draw a third, and so on and so forth. I call it flowering because the final image of a sequence looks similar to a top view of a rose or pedaled flower. Each superseding hexagon's corners in the sequence meet in the middle of the previous hexagons sides.
When doing this I found out that the volume of each hexagon is proportional to the previous hexagon. No matter what the size each hexagon in this pattern will lessen by 25% in volume from its previous hexagon.
I had also found that for every three hexagons the third's side length will be 25% smaller than the first. So it is like a grouping of two's, if you compare the adjacent groups there will be a 25% difference in side length.
Author: paulMoosberg
Source: YouTube