THE RELATIONSHIP OF CLOCK TIME TO INSTANTANEOUS
AND SIMULTANEOUS COORDINATE CHANGES,
DIMENSIONLESS TIME ORBITS AND COMPRESSION
All that has been discussed so far brings us down to an
explanation of how time orbits have no dimension and how exponential compression,
and acceleration come together.
The transition from CT0 to CT1 is extraordinary. Before this there is non-linearity. At CT0 there is perfect symmetry with all
changes together. At CT(1) there is near
perfect symmetry in change. No “bubbles”
appear in space. Coordinates do change,
but it is uncertain whether they change independent from one another or not
without more math. We know that there is a compression of some form, but
it is unlike anything else. CT1 is the first "orbital" state we
can understand. Only one coordinate can change at a time. CT1(x,y,z,
etc) but only one of the three can change at once. It can change very quickly, and since the
changes are from Non-linearity there is no apparent speed limit, hence Gravity
seems to have an effect which is not governed by time which is what is expected
since it is a function of Non-linearity (everywhere at once) to linearity
(dimensionally based). There is no
requirement in this transition that a speed limit to get to coordinates is
required since the “force state” (‘negative’ CT0) is non-dimensional.
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