Metatron's hypercube

Sacred Geometry Foundation Classic Sacred Geometries
5 minutes
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Transcript

In this video I'm going to draw a meta trans cube from the flower of life. Meta trans cube is a two dimensional shadow of a four dimensional cube, sometimes called a hypercube, or a Tesseract. To get started with this, I'm going to choose a black color and the thick line wait. And this shadow looks like a cube within a cube. On first approximation, I'm going to show you what that looks like here by sketching in a cube. And connecting the centers have the red circles on the outer perimeter of the pattern.

And then I'm going to draw in the cube like that, and then the back faces of the cube would go like that. So that's the outer cube. And now for the inner cube. So there's a cube within a cube, all right, but there's more to metrans cube than just that being a four dimensional structure, there are interconnections that we have to also represent. And we can start by sketching in and the equal lateral triangle in the core and then another one below. And then we're going to do another one for the larger cube and another one going the other way.

So now we have these nested triangles. With this recursion going on. I am going to look at the top circle and create radiating rays coming out of it a lot like we did when we drew the dodecahedron. So I want to connect the top circle with the circles on either side. Then I want to do the same thing below. And then I want to do the same thing on the left and the right.

And then the lower left. And then the lower right. Hopefully I didn't miss anything. I think I made maybe made a mistake over here. I noticed this doesn't connect properly. So I'm going to erase that and that point, and then I need to recreate that.

I will draw that in. So that's the complete set of lines that defines Mediterraneans cube. But if you look this up on the internet, most likely what you'll find is this pattern plus a number of circles that are highlighted and we already have those circles here. But just for emphasis, what I'm going to do is color them in. So I need to zoom in here. Just color these in in black.

And it's not all the circles, it's just 13 circles. It's these circles that I'm coloring in now. We're skipping certain circles like that. So what we see in black is metrans cube, the two dimensional shadow of a higher dimensional object. What we've just completed is metrans cube as a two dimensional shadow, but we're really dealing with a four dimensional object. Here's what metrans cube looks like.

In three dimensional projection. The inside becomes the outside which be Comes the inside again. So inside and outside are all part of the same thing. And it's so difficult for us to really visualize this because four dimensions are literally beyond us. And so we don't have an intuition for that. If metrans cube is the two dimensional shadow, then this simulation represents a four dimensional cube that's rotating.

So it represents a dynamic three dimensional shadow, which is probably about as close as we can get to really visualizing this form. But it really has a lot of power, even in the two dimensional shadow form. And I've done sacred geometry workshops where we create a large scale mendala of metrans cube, and I can really tell you that it's extremely powerful. There's something about resonating with higher dimensions. That really is an invitation for personal transformation.

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