Dividing the 5 faces of a pentagon into a ratio of 2:3

produces the Golden Section (the ratio of the length of

the dividing chord to the length of a face is 1.61818...)

2, 3, 5, 8, 13, 21, 34, ... (Fibonacci Series)

A cylinder is a 2-dimensional expansion of a circle,

and a sphere is a 3-dimensional expansion of a circle.

The ratio of proportion between a sphere and the

cylinder which encloses it is 2:3.

As The 5 Platonic Solids advance in size, they alternate

vertices to edges and faces to edges ratios of 2:3.

All larger numbers can be expressed as groupings of 2's & 3's.

produces the Golden Section (the ratio of the length of

the dividing chord to the length of a face is 1.61818...)

2, 3, 5, 8, 13, 21, 34, ... (Fibonacci Series)

A cylinder is a 2-dimensional expansion of a circle,

and a sphere is a 3-dimensional expansion of a circle.

The ratio of proportion between a sphere and the

cylinder which encloses it is 2:3.

As The 5 Platonic Solids advance in size, they alternate

vertices to edges and faces to edges ratios of 2:3.

All larger numbers can be expressed as groupings of 2's & 3's.