Aut-consolidating issues Part 1

I hung my dry erase board next to my smaller board and immediately filled it up today. I realize I need a bigger room.
Still, I made some progress in organizing my thoughts for the next big problem solving issue which is the effort to address more fundamentally the equations driving NLC.  Unfortunately, issues like deriving pi and coming up with the reason why and how pi is derived (see the earlier posts for the general formulation as x changed) is complicated.  It is not enough to know that the universe is driven by a single variable universe, it is also critical to understand the mechanism driving it.
If I tried to put down all of the variables this would be a very long blog, but let me go into a few of them.
History is preserved through (at least two) prior ct states forming the third which is inherent in the F-series model.  But remembering the F-series is just a suggested model, it is possible to look at other ways that both dimension and history can be preserved.
The multiple ct coordinate changes can be a function of the 1, 11, 111, 1111 type of series or it could be some other way of coordinating time state.
The interaction of time states can result from shared F-series.  For example, photonic ct states having 1,1,2 as the primary derivative may interact with matter according to the portion of matter deriving from 1,1,2,3,5,7 where the numbers match which may change as matter moves through its paces.  By way of example using () to designate the photonic you may have something like this:
(1)111,(1)111,(2)222,3333,5555,7777 so that there is a sharing of information which is fleeting because of the changing structure.  If the photonic state cannot get past 1,1,2 then it would have a more fleeting interaction than wave energy which, following the same logic might look like this:
(1)(1)11,(1)(1)11,(2)(2)22,(3)(3)33,5555,7777 and it can also be seen that (1)111 with two separate ct4 states would be possible.
Just working through these formulations is incredibly complex, but it is the first steps in defining the interaction of different time states to get the "effects" of force as they are experienced which includes such diverse concepts of time dilation.  For example (1)1(1)1 may reflect two "space" states interacting with one ct4 state to give the effect of increased speed or gravity giving rise to the illusion of time dilation.
Even space with its 0,1,1 designation is complicated because this suggests that space goes in and out of a dimensionless mathematical state.  This is relatively easy, of course, since dimension is an illusion and it also suggests a mechanism for the peculiarities of spatial perception.

to be continued...