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Tuesday, August 16, 2016

building an algorithm 8

AuT is better at providing a complete explanation  for quantum phenomena because it is worked out in both directions.  That being said, it continues to be a moving target.  Changes have been made to issues as fundamental as everything happening at once to the potential for any point by virtue of an algorithm durably held in whatever is the singularity.
It remains possible in the signularity that the infinity that equal parts positive and negative states at the final turn of the ingoing F-series spiral would exist.   While we scoff initially at the idea of the infinite being in existence, that is only becauase in our universe of false space time it is impossible.  Of course, if it's possible in g-space than the religious crowd have another argument in their arsenal for some type of god, although I remain convinced that a "caring god" one that gives a god-damn one way or the other is an oxymorn in the present universe.
Terse little summaries keep coming out of this work in progress.  Here is one.  Force is merely the result of requiring a certain next state solution as x increases leading to very long chains of events to achieve simle compression or expansion results.  This summarizes the earlier discussion that a million people acting together to create an event, say a nuclear device, are only acting in that way because the decompression of the fissionable material was destined by the solution of x at that later point.
I want to focus on the quantum states at the beginning for a moment.
There is no reason why, within each triangle, there isn't a change with every change in the value of x.  Indeed the constant change requirement almost ensures this is the case.  This means it isn't a straight F-series building, but it is an F-series building of quantum points which change within their own features at each change in the value of x.  It also takes us back a step to time dilation by virtue of state changes since matter changing from 0 to 5 along the F series would take twice as long as space to cover the same type of circuit (0,1,1,0 vs 0,1,1,2,3,5,0).  While this alone doesn't explain time dilation, it might play a role.
The drawings themselves while instructive are mileading because they are only an initial model of how two time states would add together.  How this shifts the "nodes" at which connections are made and which node or nodes are points of attachment are the next area of inquiry.
While the changing angles indicate that only a single node would be the point of attachment for each two states to make the next state, the possibility for some sort of overlap might result from the shifting of angles and may be responsible for many of the features of compressed states (ct2, 3, etc).
An attachment at a node is necessary because there is no actual line or space between the notes so only nodes are locations where anything can join.  The distances are illusory but show how dimensions are generated by the formula.
Each point will exist in a spiral defined by it's position in the f-series, but no spirals actually exist..
So one triangle in the drawing lasts in its current state, permanently kept in state for as long as the sprial in which it appeared lasts  Where two points exist in a spiral building block, they both live the same length or more correctly with no length at all other than one which is a solution to a mathematical algorithm..
Compression indicates and expansion of the univeerse indicates that some space will cycle quickly, some will cycle for a very long period of time which argues that the subsummed solutions remain and continue to change along with the individual building blocks in each one so that the converging infinite series of a positive and negative cancelling each other when x=infinity remains viable.
The suggestion is that adding spirals means that states never change, but it appears that they do change for each subsequent arm of the spiral even if preserved in the original less gravity be lost and less all be fixed.
I am not pleased with your silence.



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