AuT pp10

So this is a short post because I'm behind in putting the pictures up.  If I continue this list the next one wouldn't make much sense.  Obviously I'm not spending much time on this now that the grant is out, but as a starving physicst I have other obligations to tend to.
I left work today, hoping to go swimming before things deteriorate or I got too tired, but I had a flat tire so now I'm trespassing on a hotel and waiting for the flat to get fixed.
I need a short break before beginning with the short updated book set, book 1 being about 30% written already and in pretty final form.  Everything is in book that is already published, albeit a little rough around the edges and missing some of the minor details that have been developed since; so you can hardly complain very much or perhaps you can.

Dark Times

I don't expect much from the grant.  If the universe decides to step out from behind the curtain something will happen there, it's not out of my hands, but I have to move on.

What follows is a cotinuation of the prior list, maybe the numbering is screwed up, but I don't have time to fix it right now.  I think it starts with the first post that the last post ended with.  I underlined some changes from the book to put it into perspective.

14.      Time and dimensional characteristics of higher ct states (ct2-photon, 3-wave energy, 4-matter, 5-black hole material) are based on relative changes to space (ct1) and also relative to each other.

15.      The converging series are represented by a change from compression states to decompression states that reflect moves towards or away from higher compressed states while steadily increasing the amount of information and the amount of net compression over time but with varying increases or decreases in compression locally according to a process matching the evolving value of pi and potentially modeled on offset, intersecting F-series spirals.

16.      For intersecting spiral models, the spiral sin function [F Series Function] which can be solved as x goes from zero to infinity but for smaller spirals presumably stopping at a fixed number of spirals from 1 to the highest number for the universe under regard based on the maximum value of x being solved for in the algorithm at any quantum state of the universe   As with other Lorentz type functions, these models are a function of “proximity” (Order of solution and degree of intersection of spirals yields proximity in AuT).  A distinct coordinate is solved for each value of x for each linear-F-series spiral sin function (LFSSSF) which sequentially (as x changes sequentially) define all quantum points in our universe at any quantum moment.  The LFSSSF near present x value and levels of concentrating being: sum xI(from 0 to T)[(gsin(pi/2x)x(FseriesFunction)^2^x)+(-gsin(pi/2x(xFseriesFunction)^2^x)]dx where the Fseries Function is equal to sum(n,n-1,n-2).).) and where pi evolves according to a Lorentz type equation of the type observed for time dilation discussed in more detail below.