So what does this NLC universe look like? We can see it by imagining an unusual track made of quantum lines. Along the first line is every point in the universe (10^2^c) quantum points where c is the speed of light. The next line spirals in slightly according to the solution of pi to 10^c^2 places and this line is one quantum point less long so that you have to stack one of the quantum points onto another. This spiral continues until all the points are stacked together back at the singularity. each quantum line remains in place despite the next quantum line so that you can look back or forward from any line to see what would appear to be a past or future. Since they all exist at the same time this perception is an illusion of coordinate change, as opposed to some "4th dimension" (imagine saying it with a deep, echoing voice). Somewhere far in from the exterior line instead of just two quantum points joining, you join 4, farther in 8, farther in 16, etc. At the point where 8 quantum points are joined together you have consciousness jumping from line to line and you have shifting of stacks so where 4 were stacked you now have 8 stacked and then perhaps back again. The cars are so stacked up at this point along the line that clumps of 8 stacked quantum points join together with other 8 stacked quantum points just as 4 stacked quantum points are joined together. There is no movement between lines, but the existence of the series gives the impression of movement and from any point, a consciousness perceives the past and future movement of quantum points.
The lines are held together by forces generated by the changes. The forces are static also, having no more ability to change than the lines. The forces can even be seen as perpendicular lines joining one line to another to another to form a matrix.
The rules of stacking are information theory, the travel, though linear, is spiraling.
The lines are held together by forces generated by the changes. The forces are static also, having no more ability to change than the lines. The forces can even be seen as perpendicular lines joining one line to another to another to form a matrix.
The rules of stacking are information theory, the travel, though linear, is spiraling.
It is clear when you look at it this way that the coordinates only change in one direction. They can vary from one quantum line to the next, but they don't reverse direction, because direction is merely an illusion, it is only the change in coordinates from one point to the next.
Non-linear time theory requires mathematics which deny dimension,
at least as we experience them. This includes time. These are all just stacked coordinates along spirals. There might have been time separately, but where would it separate from another point on this track made up of quantum lines? Further, time is not distinguishable from any other coordinate. Time is merely the recognition that there are spirals outward and spirals inward which are so gradual that from close up they appear to be a perfect circle.
The problem with existing multidimensional time and space-time theories, which gives the same results in some cases, is that they remain "dimensional". The difference is subtle and one of perspective. Multidimensional time, for example, presumes space and forces of space with or without time and presumes time as an absolute linear quantity, albeit with more than one coordinate set.
As was pointed out, we manipulate within a narrow sphere. One reason that gravity appears outside of our sphere is because it is the link to non-linearity. If we can manipulate at that level, then conceivably we could change linearity and that would lead to true self determination. This is contra-indicated, it would assume at that level that we would be out of time, that one critical dimension. This is likely the reason why time seems so elusive to us. Time is one removed from the narrow middle range that we occupy. There could be large numbers of similar dimensions past time so that the "3" dimensions plus 1 that we experience are only seen as the first 3 because of the inability to transition past this roadblock.
The problem with existing multidimensional time and space-time theories, which gives the same results in some cases, is that they remain "dimensional". The difference is subtle and one of perspective. Multidimensional time, for example, presumes space and forces of space with or without time and presumes time as an absolute linear quantity, albeit with more than one coordinate set.
As was pointed out, we manipulate within a narrow sphere. One reason that gravity appears outside of our sphere is because it is the link to non-linearity. If we can manipulate at that level, then conceivably we could change linearity and that would lead to true self determination. This is contra-indicated, it would assume at that level that we would be out of time, that one critical dimension. This is likely the reason why time seems so elusive to us. Time is one removed from the narrow middle range that we occupy. There could be large numbers of similar dimensions past time so that the "3" dimensions plus 1 that we experience are only seen as the first 3 because of the inability to transition past this roadblock.
Time ravels one way or
the other and forces are created or combine.
Traditionally, this is what is viewed in traditional physics as
matter/anti matter reactions. NLC
requires that we view all reactions as information display in quantum
snapshots.
What we perceive at this moment as our past, present and future;
the past present and future of the universe, is a non-changing phenomena. To put this in perspective, as you read this
paragraph you believe that you have a past and a future. Both seem complete to you and linear. But the theory requires that we live in a
quantum moment that includes all the effects of the past and future, but which
remains in place unchanged within the singularity with all other quantum
moments all happening together.
We can solve this for what we know:
Integration (or the
equally plausible summation) of point equations (point time states) envisions
something along these lines: P(d1-f1, d2-f2,d3-f3,d4-f4 etc)dt. In this
equation each d represents a quantum change in dimension and each F a
corresponding quantum force. For this case, we'll look at d4+f4 being that form of time
dimension capable of “spin”, the name given to dimension having standard clock
time and what we call matter. F is the corresponding force (photon,
gravity, electromagnetic forces, standard clock time), and here possibly the
weak and strong atomic forces.
The reason for assuming “positive and negative” states has to do
with vibration.
Compression isn’t included in this equation, but is inherent in
the definition of d1, d2, d3 etc. In
this case d1 is equal to d2^1/2 at least in terms of compression.
All of these start at
zero, d1=f1, d2=f2, etc. and all are conserved as far as we can tell from those
observed.
There are permutations
that will complicate this, but for purposes of this solution we are going to
ignore these (One permutation would be, for example,
N(neutron)=P(proton+electron).
What is missing from this equation is that because all time states
exist at the same time we have to modify this with the following type of
formulation:
P(tot)=func[(P)from t=0 to t=(max)] where max=maximum amount of
time in a finite universe for any one point.
The function func=“sum” is suggested, but given the unusual nature of
the universe, there are other possibilities.
We can, for example think of points as being vibrational since they
appear to move between non-linearity and linearity, perhaps as dimensional in
one directions and as forces in the other.
In such a case the function might look like this P(tot)= Int(from zero
to the total amount of time)(p-f)dt where P is the point and F is the force
associated with the point.
So let's take one of
these equations that we understand, the rotational to non-rotational.
I.E. E=mc^2 where c=m/t and energy acceleration is m/t^2. E=mc^2 instead of mc under NLT because
acceleration is the change of rate over time.***
If we define the
transition from energy to the rotational dimension; in this example CT3 to CT4
or P(d3-f3) to P(d4-f4); several things are apparent from this solution.
First we know that clock time has a value =mc^2 since clock time is the
aspect of time, and very likely the force of CT4 is standard watch time (SCT),
which first becomes non-linear with this transition.
If compression is
"consistent" the transition from d2-f2 to d3-f3 is along the same
power of compression which is a “scale” of c^2 (10^16). NLT rejects a consistent scale in prior and
subsequent compression in favor of exponential compression.
Hence when we talk in terms of conserving time, exchanging rates
between one Clock Time and another the conservation is the rate of change of
any Clock time or collection of clock times associated with a quantum of time.
However NLT also hypothesizes that there are exponential changes in
compression rates to get from one state of clock time to the next. It is,
however, possible that we have a decrease in rate change or even a
proportionately greater increase in rate change subject to the same exponential
factors seen for compression (10^2, 10^4, 10^8, etc). While these levels are
not observed (largely because no one has looked for them yet) we do see this
compression scale at work in the transition from CT4-CT5 even though it was not
recognized before NLT.
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