NLC-time orbits after the application of Fibonacci F-series part 8I

In the excitement of the last few days this post was omitted.  It is short, but it is, perhaps, the most important post of all.  Conflict seems to have given way to a common purpose which creates a conflict of an entirely larger magnitude.  Conflict rails against, common purpose seeks a compromise.  I should stop writing and leave everyone following this to their own devices so that they might eventually reach the same point, but to what purpose?
I will go on, with great trepidation, since god seems to delight in posing a barrier to me; I will delve a little deeper into its realm with whatever impunity or problems relate.
What becomes possible with a fixed universe, as opposed to one which is built, is that "bridges" can be built between the present and past.  Theoretically they can be built to the future also.  Why they are not remains to be seen, but we will address this in detail to some extent later.
In a bridge you come up with a mathematical analysis of this general form:
F(tot)=F(past)+F(present) where F is the composite of applicable time states.  If, for example, we are dealing with photonic phenomena, the easiest to deal with, we come up with a formula something like this:
F(tot)=Ct(1)pa+ct(1)pr+ct(2)pa+ct(2)pr where pa=past and pr=present.  While a future coordinate is possible it is not observed so it will not be addressed.  CT are informational states of time and in this case there we assume ct1 corresponds to 2^0=1 and ct2 to 2^1=2  As will be seen in the following two posts, it is likely that at the point where spirals go off of ct1 that they return within no more than two quantum moments to ct1 to insersect but then leave ct1 in their entirety.  Where spirals come off of the intersecting spirals, two spirals can be connected.

Figure 5

There is shown above an initial f series intersecting spiral formed at the overlap of spirals 1 and 2 off of a main spiral (line A) which is coming out of the page so that only a point (or circle in this case) is visible.  For the sake of creating a richer model, "thermodynamics" only occurs at the insersectionof a spiral coming off of and therefore connecting spirals 1 and 2 away from line A where they originate.  Here one of these spirals is further advanced than the other so that one is in the past relative to the other.  Where they meet at the overlap (at overlap spiral 1 and 2) another f-series intersecting spiral comes off of the point of overlap, part of which is in the past and part in the present and this is regenerated or moves, according to the model which works, down the line of thermodynamics with the intersecting spirals in the fashion shown.

In this way the there is a tie in between two different fixed time points which allows someone experiencing this perspective to appreciate the movement between the less advanced spiral and the more advanced spiral so that even though the model is fixed, there is the appearance of time.

This model is hardly adequate, it is the equivalent of imagining the effect of jumping into a freezing cold swimming pool (which I did earlier) by dipping the end of a toe into it (which I used an entire foot to get a better measurement).

However, this is one mechanism for explaining the perception of time and there you have it.  It doesn't solve the bigger problems I referred to, but it makes for an interesting model.  Ponder the dangers of continuing down this path; and yet I am drawn to its dark, even haunted depths.