Move the circles to create a new fractal branch with given basic branches and angles. The two branch lines ending with the red circles should be shorter than the tribe line.
Construction of Fractal Branches
The fork construction starts with two branches, growing from one common point. The length of the first branches are given by the defined distances betweeen the white and red circles and shrink linearly with every step. The actual length is also varied at random, according to a given variation width. The construction is continued that way to an iteration depth of 12. The branches are colored in 2 different colors, depending on the iteration step. Doing this creates aesthetic looking "plants". Because drawing runs recursively, every branch is drawn with all his smaller twigs before the next branch appears. People can hardly imagine how such simple principles are able to form this wonderful trees and spirals.
Watch the Pythagoras Tree, too.