[analog]

Hello Pat,

Have you ever heard of the kenetic theory of gases?

If so, the theory implies that the molecules of a gas are like billiard balls and they create pressure on a container as they collide with it and each other trying to equalize the energy which they contain, due to a differential in temperature/heat.

It implies that their individual velocities are relative to the energy each ball contains, thus the individual collisions take place with more/less force, as the total volume of gas attempts to transfer its energy from ball to ball, thus equalizing the total volume, whereby all collisions take place with the same force.

Our universal system could be somewhat viewed as a kenetic theory of everything, made up of fundamental billiard balls, but rather than different degrees of velocity which is implied by the admittance of energy, the velocity of all of the balls, thus the entire system, is absolute and finite and the balls are actually trying to equalize the varying spatial densities between each ball. Rather than colliding with more/less force, some travel farther than others before impact.

Does this help in my explaination?

P.S. Measurements of time would also be finite and absolute within this system as they are governed by plank degrees of motion. The total amount of time (elapsed motion) the system had to operate with would be the only infinite entity.