How to derive Phi/ golden ratio from the 2D Angle.

From this 1: 2 angle it is very easy to derive Phi/ Golden ratio. Credit to Javier Romanach & Mario Toboso. See next video.
This is the video where I found out about this (tri) angle and how it relates to Phi. When I then discovered that you can put four of these angles together to make a swastika a lot of other things fell in to place. When these angles is separated that is where the magic happens. It opens up to become some kind of quantum computer.

Angles compressing towards the center of the cubic space.

Grid composed of eight 3 D units.

One 3 D unit of angles composed into swastikas create a cube shape consisting of 3 planes perpendicular to each other. To get the projection into one cube space, eight 3 D units are needed. There are eight angles that project towards the middle, one angle from each unit. Grid composed of eight 3 D units.
Idea based on the work of Walter Russell. The yellow lines represents the movement of the 1: 1: 2 angles as they move towards the center.

How the angles moves through the cubic grid. These angles have the same proportion as the ”Vitruvian man”

The 3 Dimensional angle with the same proportions as ”The Vitruvian man”.
This is showing how these 3 Dimensional angles are moving through this cubic field. It is unidirectional. At the same time these angles are the building blocks of this cubic grid. The field is moving at the same as it is completely static because these angles are switching place all the time. It is breathing even though the breathing is made from the unidirectional movement of these angles.

Philo of Alexandria, speaking of Therapeutes, said: fifty is the holiest and most natural number of all, composed of the right-angled triangle, source of birth of all things.

Showing the triangle from which we apply the pythagoras theorem.
The triangle starts with a hypotenuse that is root square 2, and then continue transforming passing kepler’s triangle, the 3-4-5 triangle and then ending at a triangle with hypotenuse of root square 5.
Transformation with added Pythagoras theorem squares.
As the angles separate the hypotenuse is changing creating growing squares, the big yellow square show the square that reaches area 137, this is occurs exactly as the triangles are perfect 3-4-5 triangles. The squares of each 3-4-5 triangle sums up to the number 50. So the number 50 and 137 occurs at exactly the same moment in this geometric structure.