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==Meta-Geometric Patterns and the Fibonacci Code== ...coding properties of your knot array and the Fibonacci code. The Fibonacci sequence, with its intricate properties and ubiquitous appearance in nature, may ser

[[File:Golden torus Fibonacci knot 3-2.png|300px|left]] ...ns' manifests as an emergent quantum field upon a magnetic phased-array of Fibonacci torus knot windings, helically wound upon a donut of golden ratio profile.

...not an integer. However, a set of adjacent integer pairs in the Fibonacci sequence provide a knot winding slope of almost Phi. And interestingly, the angle o ...ething remarkable. When you take adjacent integer pairs from the Fibonacci sequence – which approximates Phi – you get a knot winding slope that's almost g

...ot winding upon the torus surface. Therein, an adjacent pair of Fibonacci sequence numbers, used as a winding ratio, form an almost golden slope of the windin ...tor at the knot periphery) is a low-order pair of Fibonacci numbers in the sequence. The 3:2 knot is almost 1/4th of a 13:8 torus knot, which has eight self-e

[[Category:Fibonacci sequence]] ...us surface, where the windings of each knot are distributed in a repeating sequence of 1, 2, 3.