The Golden ratio is a geometric mean

a geometric mean is a relation between 3 values \(a, b & c\)

in a golden mean, we set the value of \(c = a + b\)

]]>A study of the algebraic attributes and identities of the Divine Proportion

$$\frac{\sqrt{5}\pm 1}{2}$$fib - An item in the Fibonacci series is the sum of the two that came before.

]]>A Golden Section is the ratio of two segments within a construction where the proportion of their measures is PHI.

When a line or circle intersects another line or circle, the resulting intersection point is said to section the elements.

A Golden Section is are three points along a line that reveal two contiguous segments in the Golden Ratio.

We are

]]>An item in the Fibonacci series is the sum of the two that came before.