Non Linear Coordinates Sequential acceleration

 As the many chapters are re-written to bring them into compliance with the most recent model, it is necessary to go further and further back to find common ground.  And yes, it may be necessary to go a long way back to find common ground.

Non-linear Time CT(0).  No clock times are linear, everything happens at once without dimension or force characteristics. NLT (all states/coordinates at zero). Something is about to happen and for lack of a better term, it will be called the sequential acceleration of time (SAT).  We don’t perceive time, we only perceive the change in time, so we would not perceive non-linearity.  Likewise, a core position of NLC is that all events are frozen and that “time” is merely the impression of a past a future from any fixed quantum point.

Likewise, SAT can be seen as an initial “bulge” in non-linearity which spirals back to non-linearity which reflects the fact that there is only a set amount of information in the “bulge” which compresses “back” to a state of non-linearity.  The “bulge,” therefore, contains all of the information in the universe from the very beginning and the spiral, along with pi, form a timeless clock counting down the length of the universe.

We can start by looking at traditional acceleration.  By definition the rate of change is x=dx/dt in one dimension (change per time).  Already, we have interjected error into the analysis because we are changing time, not distance, but for purposes of analysis, we continue.  The acceleration is d/dt(dx/dt) or, in terms of units meters/sec^2.   We don’t need to discuss position at this point in time because position is not relevant to inquiry.  All dimension and force characteristics are non-linear, time is “potentially linear.”

The clear failure of this analysis is that there can be so many different coordinate changes.  A better analysis is that all of this information (c=coordinate, the single quantum unit of information) changes as we move from one quantum point along the spiral to another.  Dx/dt  becomes dc/dx where x is a point along a curve which is defined in the discussion of spiral math.  There is no time in this equation.  From any point existing now or in the past or the future, it would be possible to determine from the spiral the beginning and end of the universe in terms of a number of quantum instances without reference to other factors.

It should be noted that NLT suggests that some “sequential pre-non-linear states” may exist before non-linearity, but these are a discussion of the makeup of non-linear time which is addressed later.