[analog]

Hello Dave,

Below is an extremely crude animation of what I was referring to in my last two posts. It's nothing fancy, because I'm just learning how to build a gif animation. The black line represents the initial fundamental substance at its most condensed state traveling with absolute uniform linear velocity (absolute zero/one degree of freedom). The large expansion is the universe as the fundamental substance slows linearly and increases in random motion, and the smaller cones that appear later are the contracting representations of galaxies as the fundamental substance reaccelerates towards absolute uniform linear velocity.

I'm just trying to represent how forward acceleration of the fundamental substance might still be maintained even after the initial collision, whereby the fundamental substance is reaccelerating itself through the process of galaxies, stars, planets, black holes, autonomous particles, etc. I used the colors to depict degrees of freedom (temperature), which also represents the state of randomized motions, whereby the universal expansion began totally opposite of the BB view. In this model, everything starts expanding from an absolute zero (one degree of freedom) singularity type point at the leading edge of the fundamental substance; rather than an absolutely hot and condensed (in all directions) traditional standard model singularity. The arrow of time is in the direction of motion, and a head on view would cause the appearance of everything expanding from a point type traditional singularity, but the entire volume of the FS was always there, it's the nature of the condensed state in which it travels with absolute linear velocity that causes the previous traditional perception.

My reference to a planck diameter is due to me thinking that if the fundamental substance was to accelerate a volume of itself to absolute linear velocity (one degree of freedom), how large of a volume could it cause to reach absolute linear velocity instantaneously? Anything less than an instantaneous reaching of absolute linear velocity within an entire volume would mean that the rest of the volume would be forever trailing the planck diameter amount which reached absolute linear velocity first, possibly causing a funnel affect/shape as the rest of the volume continued to accelerate and condense. I'm just trying to work out how the FS accelerates itself. For some reason, I want to relate it to current models of black holes, and singularities.

I'm no singularity expert, but anytime a volume of the fundamental substance was moving with absolute linear velocity, there would be no internal reference to time within that volume. The entire volume would have an external time reference to any other volume, but internally all motion would be uniformly forward in one direction; no contrast to give rise to internal relative time. This is how I picture the initial state of the FS, before the collision, when all motions where uniformly forward. The entire fundamental substance changed its position relative to the external void it traveled through, but there was no internal contrast of random motion whereby any relative internal time could be observed within the fundamental substance; all internal motions were uniform. This reminds me of certain interpretations of black hole singularities. I just picture the cause of time standing still, etc., due to the acceleration to absolute linear velocity, whereby time didn't stand still, all motion just reached one degree of freedom with no relative internal reference to a change in position, which would prevent internal relative time within that volume.

This is kind of implying that absolute zero linear velocity would always be at the maximum condensed diameter perpendicular to the direction of motion, which is where I get my crazy ideas about the initial state of the FS before the crash.