Tree Mapping from a Mathematical Nature
An introduction to some of the natural mathematics you'd find in a:
tree.
In this example, F = 4 in the range {1,1.2,...4}
where 1 is the source light, and 4 is the set height of force within a tree. So you would flip the equation "upside down" (correcting myself when talking about the 2D graph in the video) so to speak such that 4 is the fixed point on Earth, while 1 is the indefinite sky. Also, note how the "texture" of a tree wraps upward out of the fixed force of 4 (in this fictional example). Moreover, note that the vertical growth is observed as the quarter 45 deg turn rotates our Gaussian to express itself as the Loggia of the side view we observe as our 2D and 3D graphs.
-Gabriel