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Friday, July 8, 2016

Dark times vs dark matter and the derivation of pi

Without diversity we are boring.  Without police, everything falls apart.
It is sad to think that I should be writing about dark matter, but instead I'm writing about dark times.
But your times are drops of water in the ocean of the universe, important to us, but irrelevant to the universe, let's move on.
I'm too distracted by events to give the rather deep and lengthy discussion of dark matter as spatial compression, but we can discuss one of the predecessor points.
Pi, what is it?
It isn't what YOU think, of course, but it is something.  I'm going to tell you exactly what and why it is now.  Sorry to keep you waiting.  Not 100% exact, but 3-5 years ahead of everyone else.  Aren't you special.
Anyway, the universe needs enough of that diversity to keep from collapsing.  If we look at g-space as the mind of god, he thinks in terms of equations that collapse on themselves accomplish nothing.  To be stable the two sides, the positive and negative spiral equations must be offset.  This is where pi comes in.
The derivation of pi for any quantum point yields a stable quantum universe with positive and negative stacked lines that curve with the average of the total number according to a changing value of pi for triplets of f series equations and those can be defined with some exactitude.   Turn to page 9 in your reader (spirals in amber)
Let's break it down.
P1=gsin(pi/2x)(xFsereiesFunction)^2^x where g is a constant and FsF=sum(n,n-1,n-2).  This solution must be given for all points together and summed in the same fashion FsF(all points).
Here is where the variety comes in.  Pre Aut mistakenly thought you knew what pi is, but pi changes as we've discussed before. Turn to page 149
pi for any point is defined by the sum(from x=1 to n) for 4/x-4/x+2. In this way for the first two spirals, pi allows for some offset in what is essentially a linear function (4/1-4/3).  Where x=2 it is, of course, 4/1-4/3+4/5-4/7 and so on.  In this way all points are offset slightly although the positive and negative spirals are essentially the same  As x becomes very large (as in our current universe where the number of points from this original size is unfathomably large (well, unfathomably large for you anyway) pi effectively goes out towards infinity, but each point is slightly offset.
If you look to the figure (in your book) on page 129 you can see how these slightly offset spirals average together, but this provides more of the detail how the result is obtained and given the very high value of x, curvature exists for all intents and purposes.
There is in this pattern of offsets sufficient variety to allow for the diverse universe we experience notwithstanding the simple origin and the similarity of all points.
Moreover, for any quantum of time of the universe, you have another offset represented by the current point being the sum of the prior two states of the universe.
Enough for tonight, I have to get out of here before I'm driven insane.  I am falling apart, not sure if I'll live to finish the next edition, so don't lose your notes.

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