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DIMENSIONS
of things of substance there is nothing less than one dimension
it does not have time or motion or mass or...
it is the absolute of being
see summary and the straight line
this a 4 dimensional cube performing a double rotation about two orthogonal planes

NOTES DIMENSIONS anaximander and dirac both had a similar vision of the underlying fabric of reality...

NOTES a point represents a position in space imagine a line from the point, say 2 metres ( 1 dimension )
( 2 dimensions ) to make a cube multiply the length of the line by 2 and then by 2 again which is called 8 cubic metres ( 3 dimensions ) to make a 4 dimensional cube multiply the line by 2 and then by 2 again and then by 2 again which is called 16 hypercubic meters ( which is called a four dimensional hypercube ) and so on for as many dimensions as you want entry composed by buck McHugh and the writer

NOTES 0 – a point is a hypercube of dimension zero
1 – if one moves this point one unit length, it will sweep out a line segment, which is a unit hypercube of dimension one
2 – if one moves this line segment its length in a perpendicular direction from itself; it sweeps out a 2dimensional square
3 – if one moves the square one unit length in the direction perpendicular to the plane it lies on, it will generate a 3dimensional cube
4 – if one moves the cube one unit length into the fourth dimension, it generates a 4dimensional unit hypercube which is called a tesseract 
NOTES 
NOTES this process of sweeping out volumes can be formalized mathematically as a minkowski sum: the ddimesional hypercube is the Minkowski sum of d mutually perpendicular unitlength line segments, and is therefore an example of a zonotope the 1skeleton of a hypercube is a hypercube graph

NOTES there aren't any simple explantions that the writer could find which explain space let's see if making a few assumptions helps that the straight line connects all of reality it does so in 1 planck time the consideration here is that reality is infinite and how can anything be endless and exist in less than a second... point starts the square 2 centimetres x 2 = 1 cube x 2 = hypercube then times 2 for a 4d cube 135 degrees is 50% larger than 90 degrees square... an edge times an edge equals a square
