You are looking at a Formation of N-Dimensional Objects

Here's a nice little picture of variously dimensioned objects.

guess what! It comes with a neat little Chaotic Bob spawned interpretation!

The line, being our fabled only 1-dimensional shape. Naturally two lines with their vertices connect make a square. 2 squares with their vertices connect form a cube. Guess what? Two squares with their vertices connect make a hypercube! The jumble of lines at the end would be two hypercubes with all their vertices connected into some 5-dimensional super shape. This process would continue into infinity for vertice connection.

Naturally this makes shapes, such as triangles, seem rather hard to make. My assumption on matter is that for triangles you just connect three lines. A pyramid is three triangles. So a umm, hmm no name...hypertriangle would have three pyramids.

There is my personal (possibly flawed) take on N-dimensional formation of shapes.

Created by Chaotic Bob, last updated 31 Jan 2015