While I've spent entirely too much time already on F-series, occasionally, I continue to come up with "fun" reasons to talk about it further. It just works as a model.
Some of these ideas, they don't really arise to theories because the math isn't developed, have taken on something of a life of their own as I address various potentialities and force these flights of fantasy into the framework of what is seen.
*The second is that each successive clock time type results from
slower, more coordinated collective changes to coordinates of a prior clock
time. For example, x, y and z
coordinates changing at the speed of light “gradually slow” and as they drop
below light speed changes to a state where each individual change is slower
than that previous for the faster change.
To accomplish this, as described later, informational changes are
not relative to the primary line of change but instead changes with an
information change that is changing. In
order to better envision this a system of spirals off of spirals is used where
one spiral is the primary, another is secondary and the third runs off the
secondary which is changing with the primary.*After the big bang, my big bang which is the fourth or fifth intersection of colliding linear spirals, there were large enough black holes to allow for the accumulation of galaxies.
All of this new understanding is causing a major rewrite and as a special treat, given the fact that I may spend greater and greater periods of time away (the real treat) I give you one of the re-written chapters. If you type in "transitional changes" in the search bar you can see the original version of this chpater from which spiral posts originated.
FEATURES
OF TRANSITIONAL CHANGES AND
INTRODUCTION TO SPIRAL TRANSITION THEORY
There are two aspects of NLC that represent the transition.
The first is the conservation of clock time. If two coordinates are changing, they will
change at the same rate as a single clock time change.
The second is that each successive clock time type results from
slower, more coordinated collective changes to coordinates of a prior clock
time. For example, x, y and z
coordinates changing at the speed of light “gradually slow” and as they drop
below light speed changes to a state where each individual change is slower
than that previous for the faster change.
To accomplish this, as described later, informational changes are
not relative to the primary line of change but instead changes with an
information change that is changing. In
order to better envision this a system of spirals off of spirals is used where
one spiral is the primary, another is secondary and the third runs off the
secondary which is changing with the primary.
Information can, using spirals, remain the same. Otherwise, if Clock times do not change their orientation, then
there are different clock times. CT1 and
CT2 are therefore identical except in their orientation to one another, or they
are altered in some fashion. In NLC, it
is indicated that they only change in orientation.
If they are different, either one ends when another begins, one
changes when the other begins (e.g. into a force type coordinate type), or one
continues but is drowned out in terms of perception relative to the “higher”
clock time. It is believed that all of
the information in the universe remains in place, but steadily changes in
orientation depending on what quantum moment is being examined. In this way, “traveling” back or “forward” in
time is illusory which fits well into the theory. It is also consistent with the idea of a
minimum quantum of time where things are not changing at all. What we call standard clock time is an illusion
that is explained later graphically.
Since it is uncertain how CT4 interactions with CT3, CT2 and CT1 it is important to come up
with some sort of transitional model that takes into account observed
phenomena, coordinate changes that have slowed dramatically which can be refined.
The theory chosen, Intersecting Spiral Theory, can be used to begin
to examine the relationship of different clock times, for example, to determine
if CT1 has CT2, CT3 and CT4 changes are active or dormant in terms of linearity. It gives predictions of how linearity can be
constant but still allow each quantum event to change at a constant rate even
though relative rates of change vary.
The answer may be suggested by higher Clock Time states (C4 and CT5).
The empty spaces within other forms of matter are CT1 time
coordinates under the theory, so it stands to reason that there would also be
CT2 and CT3 time states as well as space (CT1) within CT4 states. The best way to picture this is by looking at
CT5 states. This assumes that black
holes are CT5 states. To something
living within a CT5 state, the Universe would be a collection of several
fundamental “CT5 particles” which are black holes. It is clear that CT4, CT3, CT2 and CT1 states
would abound around the CT5 states in such an examination and the same should
be true from our perspective as CT4 inhabitants.
For CT4 inhabitants, we observe the presence of CT1 states, but
there are also likely CT2 and CT3 states, so called energy states, present.
The change in position of different forms of clock time (CT)
indicate that coordinate changes continue regardless. This means that in some way, there are
coordinate changes for each clock time and theory has to allow them to change
at different apparent rates while the actual rate remains the same for each.
The alternative would be to allow different rates of change for
each clock time which would take us down a different path.
Another feature of the model chosen is to allow clock time changes
of different points (P1, P2, etc) to occur more consistently with other points
(P1a, P2a, etc) at higher clock time states
allowing for greater concentration.
The model should stay consistent with a single quantum element
creating everything, as the changes get more complex and slow down they happen
closer together and you get compression.
From this we can infer that CT5 changes are incredibly slow within
Black Holes since they vary exponentially relative to the speed of light.
The effect for CT4 sub-light speed changes is standard clock time,
which spiral theory shows as movement along a spiral that runs separately from,
but connected to, the primary spiral.
Extraordinary change, equivalent to CT4 and Standard clock time,
can be forecast when matter changes to black holes. CT4 (matter) would appear to change very fast
from a CT5 perspective which might make it look more like energy looks to
us. That is, energy features are
actually just the same changes we experience happening much faster. Overlapping spirals provide a mechanism which
allows us to envision how this is perceived from static points along a spiral
of CT4 while not visible from CT3. The
model also indicates that a different time scale would be present along the 5th
intersection where 5 coordinates are changing together instead of just 4. This time need not be any different than the
time we experience, it would just be exponentially slower.
Other coordinate change features are experienced by consecutive
forms of concentration which visibly end for us at black holes (ct5).
One feature is they become the center of dimensional rotation due,
apparently, to the common line through the spirals which gives rise to
time. For both matter and black holes
this provides a rotational aspect. It
will be discussed later how at the 5th intersection of the
intersecting spirals, sufficient density becomes available for black holes to
form which allows them to serve as a core or center around which other clock
time states can exist to allow the formation of galaxies with the rest of space
spinning around them.
While there appears to be a collapse of space time at black holes,
that is unlikely. In fact NLT is a
reaction to this. If there were the
complete collapse suggested in EHT, then black holes would drop out of space
and would all go to some non-linear place.
Instead, what we appear to be seeing is coordinate change that is so
slow that it appears to not exist. Given
informational rate change consistency, we can expect the net change in a black
hole to be the same as the ultra-fast (so fast it appears invisible to us)
changes of ct1 (space).
This is a model, so it remains possible that Black holes are
something different. In EHT, for
example, support existed for a finding that they represent nothing more than a
reversal of all of the coordinate changes leading to Standard clock time. While this pre-NLC concept, now looks absurd
in the extreme, only continued analysis will answer.
If the change in coordinates is such that in black holes there is
the loss of CT1-CT4 there should be, as
a part of CT5, a type of non-movement associated with black holes that appear
dimensionless. Black holes have no
movement in the other dimensions, even Standard Clock Time appears to go to
zero. So what is CT5 that must come into play? What do black holes
experience that is one step greater in effect than Standard Clock Time? Is there a “super standard clock time” which
is available to us which would hold powers on a scale equivalent to the power
that standard clock time gives, the power of thought?
For example,
philosophers argue you cannot keep two thoughts in your head at one time.
Maybe you can with CT5. However,
the more likely suggestion of spiral coordinate analysis is that things happen
in a very similar way, just with more compression, more coordination and
relatively slower apparent time, even though net change is the same as is
observed.
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