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Sunday, August 13, 2017

AuT and the missing link 3, the single equation



AuT doesn't say that e=mc^2, it says why that result happesn, it doesn't talk about how we arise from space time so much as it says what spacetime itself is.  It is primary math to the extent of o-space and it helps us to understand g-space which we reflect. And now AuT doesn't say what electrical charge is, it says was positive and negative is. And by understanding how transition states work allows AuT to explain what magnetism is.
The suggestion of AuT's relationship to time states of Sum(0-N) f(n)^2n and where n shifts according to the general rule of n1 moving to n2 when n2=*y/(pi(n)^*2n+1).  This state shifts according to compression and deompression which has to be tied to the length of f(n) lengths under the basic methodology.
There is the possibility of a single negative state and carriers built off of this single state as durable positive solutions.
For example, for each state of 256, there are 255 states that are behind it as those states which are being generated from the 0' and at 256 there is one more generated.
Transitional states beginning at 64 don't survive because they are only 1/4 of the way (2^0) dense enough to be maintained so they drop away until the 256 number is reached.
In this way, the carriers become the length of each carrier built from durable positive solutions:
Looking at this figure it can be seen that the "top" arm is longer than the bottom arm.  When the ct2 state reaches 256, a first compression state exists, but it is offset by the fact that one of the ct1 states comprising it can last much longer than the others.  Eventually the peiords of time of survival become very large or the universe would transition at the ct2 state too rapidly for the universe to exist long enough for a history to be developed with the type of overlap that we experience.
Some are longer, some are shorter.
The constant creation of new ct carriers from zero means that very short histories also occur.  The relative length of very long ct chains means they would appear essentially the same to an observer.
Equally important, the arms of of different lengths means that some of these 256 state solutions are always degrading while others are going from a degrading state to a ver long state.
The result is believed to provide for  comrpession and decompression.
Evolving Curvature:
siny siny siny siny
2*y/(pi0^(2n+1) 2*y/(pi1^(2n+1) 2*y/(pi2^(2n+1) 2*y/(pi3^(2n+1)
y=1 1.185185185185 note-starting at red should be summed top line n=0
-1.777777778 -7.111111111 3.555555556 1.422222222
-1 -64 8 0.512
7.233796296 107.0982329 0.349268244 0.025957561
-119.1468461 -17115614.93 5.143352954 0.026987942
3503.151123 39369.25484 0.170529349 0.001128246
Ct1 and ct2 states have negative features, but durability is experienced primarily as a positive feature.  For this reason, we unfairly assume that "positive" is the correct state and that negative is an aberration when all that positive reflects is the durabilty of negative solutions and when you reach positive compression states (pi(2) vs pi(1) or Pi(0) these have positive geometric solutions.  Nevertheless, being made up of negative states, there is inherent in the solution the negative state and this is, presumably, what you observe when you see ct3 states breaking down to ct2 states as a result of the transitions built into the different lifespans related to substitution.
Why substitution?  The basic idea is that movement is the exchange of a base ct1 state in a ct2 solution.  Of necessity this substitution means that the lifespan of the ct2 state in question is changed by the lifespan of the substituted ct1 state.  This substitution controls the life as compressing or decompressing.
These transitional states move, meaning ct1 substitution which is observed in magnetism where ct1 states are in transitions of less than 256 along one of the 4 preliminary information arms before reaching the final arm when they intersect with and become a full ct2 substitution with a ct3 wave information arm traveling along a ct4-5 state atomic structure.

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