The 4th Dimension (Part 2) – Hypercubes

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Hypercube defintion (according to dictionary.com)

“An object resembling a three dimensional cube but having an arbitrary number of dimensions (typically more than three, although cubes and squares can be considered hypercubes in three and two dimensions). Each corner or node of a hypercube is equidistant from every other. The number of corners in a hypercube is equal to 2ⁿ, where n is the number of dimensions. Diagrams and models of hypercubes of four or more dimensions are not real hypercubes any more than a diagram of a cube is an actual cube, but they do depict the manner in which the corner points are connected.”

Below are tesseracts, the 3D shadow that a 4D “cube” would create.

Tesseract/Hypercube

Tesseract – 6 rotations