This is yet another reason why AuT is important. Lets say you have a really important encoded secret. In AuT it is not secret at all, because under super-symmetry there are no DOGs.
As you read/listen to this section, you need to be thinking, "oh but the universe is so rich and beautiful and we are so spiritual that even were there an equation it would have to be impossibly complex" which is total bullshit. I'm not complaining about spirituality, by the way. I'm merely expressing the opinion of AuT, not to be completely confused with my opinion since I have a hard time believing this myself. I merely observe that it fits too well not to be ignored. Worse still with the high rates of change possible and the massive amounts of information you can get to where we are.
I spent 10 minutes (actually about 2.5) on the issue of timing slides, found the transition settings and set up the first two slides and while you might say, well aren't you special, the truth is that these are supposed to be 10 minute lessons and while slide 1 is only 1 minute, slide 2 waddles up at an overweight 13 minutes even after editing and without a lot of detail if you think about it. The point is that if I can't shorten everything it will play but be incredibly boring. So will the first movie
I can probably cut it back after the other slides are finished, parsing out the information, but I think for now, the focus is on producing a youtube/powerpoint video of this first 10 slide video, the old slides of which are all posted here.
Slide 3 is helpful to me because it lays out a little better what is going on from a mathematically modeled background. There are two operations
Operation 1 is generating quantum points and assigning them positive and negative values generating the features from which gravity and antigravity come.
Operation 2 is taking the results of operation 1 and generating compression features which result in the states (ct states) and the folding that yields the forces we experience.
Its worth noting that from a programming standpoint it looks something like this:
Operator 1
1) change x by adding 1 to x
2) for each change in x generate -3
3) for each -3 after abs(val -3) changes in x multiply by -1 and add 2 if positive or subtract 2 if negative
4) repeat step 3 for new value substituting new value for -3 as long as x continues to change.
This rough description of operator 1 generates all the points in the universe and gives a net value of gravity vs antigravity for any value of x; keeping in mind that x probably has a value scaled at least to 10^100 as you read this.
Operator 2 is discussed in slides 5-7 but it can also be set out roughly
1) Determine a proximity ratio (PR) for photons info arms (probably 0)
2) if PR achieved match sets of ct1 data based on positive adjacent to negative as the limit of separation between matched sets approaches PR align
3) set the number of information arms at 2^n where n=2
4) determine a PR2 for information arms (probably also 0, but certainly a higher function after ct1-ct2 transitions)
5) if pr2 is met between matched sets then begin to fill an information arm, filling being 2^n matched sets
6) repeat steps 1-5 as n increases.
Now operator 2 appears to be more complicated than operator 1, but the only feature that is missing is the equation for how the PR(s) are obtained. Its worth a small wager to say that the equation is based on the next lower information state.
For example, in the ratios for sin of pi-1 to pi1, you generate a ratio of 27:256. This 256 is the same value for compression for ct1-ct2.
This suggests the PR for alignment of positive and negative ct2 states to begin the ct3 generation might be 256 or a function of 256 but we'll use 256 for the moment. That means you can have 256 intervening ct2 states between each ct3 fold or information arm. Perhaps it also means you can have matched ct2 states separated also, certainly you would end up with separation of the higher states between positive and negative values because of the intervening lower states. One easy choice would be to say the plus minus separation was 27 and the information arm separation was 256 but there is no reason to have this type of broad separation at the ct2-ct3 level because the ct1 separation is not particularly relevant. Allowing ct2 states to begin to align with 256 intervening ct1 states is important, however, since the generation of electromagnetic fields is a function of incomplete information arm filling along the very large compression scales for waves (1.7x10^6) which are covered in slide 7.
At the early stages of the universe, the flux between these features would be such that it would be a mess and there is not time to evaluate it, only changes in x. Since the number of changes in x within a second are enormous, the lowest number being on the scale of 10^39, until you get very high values of x, things change too fast for stability in the system.
https://soundcloud.com/greg-friedlander/autslide3
And last, but not least, the special treat. I hope it works:
https://youtu.be/1ivLB92VTWg Updated 4/25/18
A work in progress, of course.
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