age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….
As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!
Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..
So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!
You bet!! Depicted here is a:
2 sided symmetry (5 orbits x 3 orbits)
3 sided symmetry (8 orbits x 5 orbits)
5 sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
8 sided symmetry (21 orbits x 13 orbits)
I wonder if relationships like this exist somewhere in the universe….
Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3
age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….
As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!
Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..
So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!
You bet!! Depicted here is a:
2 sided symmetry (5 orbits x 3 orbits)
3 sided symmetry (8 orbits x 5 orbits)
5 sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
8 sided symmetry (21 orbits x 13 orbits)
I wonder if relationships like this exist somewhere in the universe….
Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3
age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….
As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!
Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..
So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!
You bet!! Depicted here is a:
2 sided symmetry (5 orbits x 3 orbits)
3 sided symmetry (8 orbits x 5 orbits)
5 sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
8 sided symmetry (21 orbits x 13 orbits)
I wonder if relationships like this exist somewhere in the universe….
Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3
age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….
As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!
Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..
So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!
You bet!! Depicted here is a:
2 sided symmetry (5 orbits x 3 orbits)
3 sided symmetry (8 orbits x 5 orbits)
5 sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
8 sided symmetry (21 orbits x 13 orbits)
I wonder if relationships like this exist somewhere in the universe….
Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3
age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….
As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!
Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..
So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!
You bet!! Depicted here is a:
2 sided symmetry (5 orbits x 3 orbits)
3 sided symmetry (8 orbits x 5 orbits)
5 sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
8 sided symmetry (21 orbits x 13 orbits)
I wonder if relationships like this exist somewhere in the universe….
Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3

age-of-awakening:

underthesymmetree:

Fibonacci you crazy bastard….

As seen in the solar system (by no ridiculous coincidence), Venus orbits the Sun 8 times in the same period that Earth orbits the sun 13 times! Drawing a line between Earth & Venus every week results in a spectacular FIVE side symmetry!!

Lets bring up those Fibonacci numbers again: 1, 1, 2, 3, 5, 8, 13, 21, 34..

So if we imagine planets with Fibonacci orbits, do they create Fibonacci symmetries?!

You bet!! Depicted here is a:

  • 2 sided symmetry (5 orbits x 3 orbits)
  • 3 sided symmetry (8 orbits x 5 orbits)
  • sided symmetry (13 orbits x 8 orbits) - like Earth & Venus
  • sided symmetry (21 orbits x 13 orbits)

I wonder if relationships like this exist somewhere in the universe….

Read the Book    |    Follow

finallyyyyyy i get to see a motion version of this<3

(via theworkingtools)

trigonometry-is-my-bitch:

An Infinite series sequence shown in an equilateral Triangle.
it can be similarly represented mathematically as:

trigonometry-is-my-bitch:

An Infinite series sequence shown in an equilateral Triangle.

it can be similarly represented mathematically as:

\sum_{n=1}^\infty \frac{1}{2^n} = \frac{1}{2}+ \frac{1}{4}+ \frac{1}{8}+\cdots.

trigonometry-is-my-bitch:

Geometrical visualisation of a 4D shape from a 3D Perspective - The Tesseract
Hypercubes are shapes with n dimensions where n is greater than the 3 dimensions of a normal cube. The Tesseract, or the 4-cube, is a 4 dimensional hypercube.
where n is the dimensional number, in any hypercube:

vertices = 2^n
edges = n(2^n-1 )
faces = 2^n-3(n-1)n

trigonometry-is-my-bitch:

Geometrical visualisation of a 4D shape from a 3D Perspective - The Tesseract

Hypercubes are shapes with n dimensions where n is greater than the 3 dimensions of a normal cube. The Tesseract, or the 4-cube, is a 4 dimensional hypercube.

where n is the dimensional number, in any hypercube:

vertices = 2^n

edges = n(2^n-1 )

faces = 2^n-3(n-1)n

blindmen6:

Beyond linearity

Dimension levels

We’ve seen that Euclidean geometry and other Western geometries arising in its wake begin with points and lines as elements, proceeding from them to two, three and higher-dimensional figures.(1) For mandalic geometry development follows the reverse trajectory….