Aethereal Relationality: Motion is Internal

Gravitational signatures interact in 2 ways:

1. With itself over time

We notate this as:

identity1_state1 : identity1_state2 : identity1_state3 : ...

2. With others at the same time

We notate this as:

identity1_state1 : .. : identity2_state1

This creates an infinite chain of connected states either temporally with itself, or spatially with others. Our notation is able to notate how everything is interconnected.

The Conservation laws, here as the Law of Conservation of Idea, then produces movement and change from the interaction of those diverse monads. These then cascade down to the physical domain through the 4 lower layers.

This means that all motion is internal, arising from the uniqueness of each gravitational signature. This creates a ratio with other identities that an identity comes in contact with.

Instead of using equations such as Force = Mass * Acceleration, a starting ratio for a mass is:

Mass_State1 : Location 1

To move it to location 2:

(Material Contact Force + Mass_State1) : Location 2

Here, matter-ial forces can be added to matter to change their location in space because both are of the Earth-Element (Strong Force).

In effect, the addition of the Material force on Mass_State1 caused it to change state, so that:

Mass_State2 : Location 2

But this is not true for Electromagnetic Forces (Fire Element). For example, the following does not work:

(Heat + Mass) : Location 2

Instead, to move the mass to location 2 Physics uses (F = Q(vB)):

Magnetic Force + (charged object (magnetic speed : field)) : Location 2

Note how this has more factors than matter-induced movement. Those factors have to be manipulated in a more precise way to change the state of the mass or object.

Therefore, to move the mass with Aethereal Force (5th Element):

Aethereal Effort + (mass (...) : (charged object (..)) : Location 2

Where ... represents the factors that we are still trying to discover.

This is the foundation of anti-gravity as done by the ancient Egyptians.