Tronnies travel at speeds of about 1.57 c with respect to the Coulomb grid
in which they are located.  Coulomb grids are speed of light Coulomb force
waves that fill our Universe.  They are also traveling in a circle with
one or two other tronnies in the form of an entron, an electron or a
positron.  They reach the opposite side of their circle at exactly the
same time as their own Coulomb force wave.

If you and I are both located in the same Coulomb grid (for example,
earth's Coulomb grid) the light from the flashlight would be traveling at
a speed of c relative to the Coulomb grid.  If I am moving at 0.57
relative to the grid, when the photons from your flashlight enter my
eyeball they would travel at the speed of light relative to the Coulomb
grid in my eyeball.  The frequency of the light would be increase, i.e.
blue shifted.

Assume you and I are both in the solar system Coulomb grid but I am in a
large spaceship (large enough to have its own Coulomb grid within the
solar system's grid) traveling toward the beam at 1.57 c, I would measure
the speed of the beam as c, but the beam would actually be going backward
relative to the solar system's grid. The light would be blue shifted.

> On Sun, Jun 8, 2014 at 2:19 PM, John Ross <jr...@trexenterprises.com>
> wrote:
>
>> The tronnies travel in circles at speeds of (π/2)c
>>
>
> Hmm, a speed of (π/2)c, but I don't understand what the reference point
> is,  tronnies are moving at a speed of 1.57079682679c with respect to
> what?
> Perhaps if you answer this question it will clarify things, in your model
> if I shine light from my flashlight at you and you're moving directly
> toward me at a speed of .57079682679c then what speed do you observe the
> light from my flashlight hitting your body?
>
>  John K Clark
>
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