Motion 1

All objects that are at rest
(not in motion towards the earth)
their weight ratios are not equal.

One understands an object is heavier than
another object, if and only if, the power
needed to lift that object off its
resting surface is greater than the other
object it is compared to.

Motion 2

Once an object is off its resting surface,
how much power is needed to move that object?

Since the weight is irrelevant for all objects
above its resting surface, the power required
is equal for all objects, because their weights
are equal.

Motion 3

If an object is above its resting surface,
but not in motion, what then is its weight
and what amount of power is needed
to move that object?

Further, is there a change in weight, once
an object is off its resting surface?

Motion 4

How does one overcome the static weight of
an object on a surface at rest to lift it?

Hypothesis

An object's weight is a ratio
compared to another object, like a balance scale.

When two objects of different weights are
lifted up and compared:

That is: lifted up and compared to a
third weight:

An Infinite Weight or a weight of "PI."

The Weight of PI acts as The midpoint
of a scale balancing the two objects lifted up and
whose weights are considered.

This Weight of PI is "The Air" or
"The Ether" or "Gravity."

"The weight of PI" as compared to the two
objects, (because the Weight of PI is infinite),
cancels out the weight of the two objects
making their weights EQUAL.

This is the reason why: