"The weight of evidence for an extraordinary claim must be proportioned to its strangeness." Laplace

Yes, I know about Archimedes, Lindemann, transcendental number, inscibed polygons.. but lets explore anyway.

## The Circle and Square

We can perform simple arithmetic with both the circle and square. Meaning we can add and subtract one circle/square from another.

The radius (r) of all circles that are same colour, are reciprocals of each other.

## The Symmetry of the Circle and Square

### The Blue Triangle

The relationship between triangle 1 and 3 (also 2 and 4). The hypotenuse of triangle 1 is equal to the height of triangle 2, and the height of triangle 1 is equal to the base of triangle 2.

### The Golden Rule

We get the following two equations.

And because the follwing is true.

We can work out these.

Which we can substitute.

### The Cosmic Relationship

Cool relationship.

something here

### The Double Triangle Formation

The amazing double triangle formation.

The angles can be worked out using trigonometry.

## The Cosmic Identity

The amazing Cosmic identity (read more) and its varients.

Where the height (A) = x.

Where the height (A) = 2/x.

numbers

Scaled Numbers

## Comments

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