the equation for determining the golden ratio:
The equation for determining the Golden Ratio:
x^2 - x - 1 = 0
(this is a characteristic polynomial equation of regression).
To create a new Galaxy,
we using combinatorial calculus C,
we choose any two stars (for example 55 and 89) from n constellations,
with the number of all stars as we know them today,
placed them in a single Great Universe
with a value of 1/2 of the Golden Heart
at the middle point to find Golden Ratio.
This means there is only one direction of closing, and one direction of opening.
that is, proving the eternal existence
in the entire Universe.
We have:
The notation for
a combination of 2 stars from n constellations is 1/2:
C 2 of n = 1/2
<=> x^2 - x - 1= 0
=> x = 1.618 or x = -0.618
=> This is significant because the spiral-shaped locks of hair of the Buddha resemble the number of Galaxies in the universe night sky. Each the spiral-shaped locks of hair represents a dimension of time carrying the Finabocci number chain to infinity.