The Golden Tree Bands offer a strong and subtle visual presence within a large space because of their placement, color, and the existing grandeur of the trees and not their physical size or weight. They act as an orderly, minimalist, and geometric presence amidst the organic, free-form splendor of the forest. Beyond attracting the eyes, the bands attract curiosity: What idea is behind this appearingly random placement of these golden bands?

You are looking at Phi- a linear example of the Golden Ratio. What is Phi and how is it relevant to you within this forest experience? It has also been called the Golden Section, Gold Mean, Divine Proportion and has been studied since ancient times. Phi is represented by an irrational and infinite number: 1.6180339887... The harmonic proportion is seen throughout nature, math, art, architecture, and science. This seemingly simple-looking line division that Euclid described using mathematical language is a pervasive constant in topics ranging from leaf arrangements in botany to the structure of the galaxies. The recurring presence of the irrational ratio of Phi in this plethora of disciplines reveals an infinite and intangible side to our world. The Golden Ratio evokes the feeling of utter amazement that physicist Albert Einstein (along with many other scientists, mathematicians, artists and biologists) valued. In his words: "The fairest thing we can experience is the mysterious. It is the fundamental emotion which stands at the cradle of true art and science." Even at this moment, the branches of the tree bearing the rings as well as those of the surrounding forest are growing according to the ratio of Phi. The same ratio is at work in your DNA, the stars, the Pantheon and many other wondrous things...