Correspondence Between Densities and Traditional Planes of Existence

[anagogy]

Do you think is possible relate these planes and rays with first dimension, second dimension, third dimension, fourth dimension, etc.? I think is just a matter of what we consider as "dimension", because the sub-frequencies of the planes are infinite. So, it's not easy make these correlations.

Yes. Great question. In my opinion, densities and spatial dimensions *are* correlated.

Remember that Ra said there are 3 space/time directions and 3 time/space directions.

3 dimensions of space, and 3 dimensions of time.

The spatial dimensions are of the physical world, and the temporal dimensions are of the nonphysical world.

But they are all 90 degrees perpendicular to each other. Recall how Ra said the "L" shape was a symbol of transformation. This is why in my opinion. It is a mathematical and geometrical translation of inner transformation into the physical world. So the 90 degree angle is a symbol of that transformation. That is the "shape" that thoughtform takes on.

The first 3 spatial dimensions we are very familiar with: up/down (1D), left/right (2D), forward/back (3D). The next three are more nebulous to imagine for most people but I will attempt to describe them: past/future (4th), alternate timelines (5th -- this involves another 2 temporal directions perpendicular to the all the other dimensions), the next one, as best I can describe it, is: the "inner/outer" direction (6D), and the 7th is simply a summation of all those spatial and temporal directions (like the container and connector between all of them -- a thermometer of the whole).

So again, while densities and spatial dimensions are *not* the same thing, they are correlated.