image you see above is the correct version of "Metatronís Cube",
or the fruit of life with the 5 platonic solids. I made it with a 3D
program and what you see are the actual edges of the platonic
dodecahedron and icosahedron actually have their "inner" corner
points touching the star tetrahedron that fits in a circle that is =
1/ō x the circle connecting the corners of the outer cube.
Where ō ("phi") = 1.618 033 988 749 594 ...
The way to figure out drawing this is by beginning with the normal
flower of life "grid" (of 5 non-intersecting inner circles, or in
this case: 7 intersecting full circles - left
Then draw a circle that is equal to 1/ō x the outer circle.
For this, put the point of a compass on the middle of the vertical
radius (in the centre of the second "flower" from the top along the
vertical axis) and draw a circle from where the horizontal axis
(through the middle of the circle) cuts the outer circle (see
The circle you can draw when you put one point of the compass in the
centre of the grid, and draw a circle from where the other circle
cuts the vertical axis (through the middle of the circle), is a
circle ō times smaller than the outer circle:
After this, draw the appropriate
startetrahedron(s) and you have found all the points
necessary to draw the other platonic solids.
Here are all the platonic solids the way they fit in
All platonic solids
Not all solids can be (fully) seen, as some lines are hidden behind
as in metatronís cube, seen from side
Here are all
the solids of Metatronís cube. This is what you see in
Metatronís cube from the top, but here it is seen from
the (right) side.
representation of dodecahdron in tetrahedron
This is a
correct version of a dodecahdron in a startetrahedron.
Itís a classic representation that is commonly done in a
way that is incorrect.
of the dodecahedron are found by drawing lines from the
corners of the big startetrahedron to those of a
startetrahedron that is ō times smaller. .
Drawing by Drunvalo
Perhaps you can see the rectangle with
the triad on top and bottom. It is part of the cube nested within a
cube. Metatronís Cube is the incubator of 3D. It represents
within a box or a cube nested within a cube.
Drawing comes from a book published in 1928 titled
"Theosophy and the Fourth Dimension" by Alexander Horne.
The Tesseract represents a process in
which one might peer into the fourth dimension. The drawings of the
Dodecahedron - Eveís Grid and the Tesseract are basically the same
geometry except that the Tesseract is tilted so you might better
define the six sections.
Outlined in red is one of the six sections. The idea is to go into
the outlined area and see it as a cube. Once you have visualized
being inside the cube, it represents the cube of 4D.
Click on the Tesseract to get a larger image for visualization.
It often takes a student several tries to actually get inside the 4D
cube. The larger image works much better than the small one. If you
have difficulty after a couple of days, perhaps stop for a few days
and try again. It took me several attempts to see it the first time.
Seeing the cube within a cube dimensionally leads one to consider
the nature of the Holographic model. It has the nature of being
exactly the same structure if you were to tear off a piece from the
edge. The integrity of the geometry would be maintained infinitely.
The image below could be that of the corner you just ripped off the
see that the Tree of Life is contained in Metatronís
Cube/Grid. The view above comes from the Seed of Life,
therefore metaphorically, the Tree is contained within
the seed, and is a fractal property from the beginning.
When considering the Flower of life Geometries, keep in mind that
curved lines represent female characteristics and straight lines
represent male characteristics. The drawing depicts the holographic
nature of the male and female character of the grid work and a
deeper, more "within" nature, of Metatronís Cube.