Premier Formal Properties

The study of formal properties begins with the Wizard Hat, or Triangle if you wish.

A triangle can be modified in various ways internally.

For example, Coject is if one line might be aligned with one side of the Triangle.

(Synject is if the line projects from a corner).

Biject is if two different lines relate to some direction of the triangle.

Triject --- on the other hand, tends to form some overall categorical relationship with the Triangle.

Quadject forms a mathematical relationship.

The perfect curvature of triangles produces what I call The Disintegral, originally described as a result of the Infinite Goldfish Infinity:

(Quote)

1. The structure is binary-differentiated:

2. The structure is hyperbolically 'corrusque’ (tunneled, integrated).

3. The structure is corrusque-extended, that is, it has local, often extended vanishing points describing objects aesthetically.

Now perhaps you can see why I swallowed the goldfish!
The structure of infinity!

---Observations on the Infinite Goldfish

Now imagine that the Triangle is the universe and the Disintegral is wormholes. The third element is the souls.

(Quote)

Soul of the book =
'If you [X] qualifier [subject of X and qualifier] [opp X clarified]'

Title of book = Usually: '[quality of X] [opp qualifier]'

---Formula for Souls

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So-Called Scary Theorems