AuT-transitional galaxy creation

Having passed through the priciple portions of Book 3, I am now trying to get through as quickly as possible as much as possible of the second half of the material dedicated to book 3.  I am not sure I will make it before I decide to publish.
The reason?  There are sections like the one that follow that require a much closer look at the math of transitional states such as magnetism and the relationship with the strong and weak nuclear forces.

Chapter 48 Time in a bottle 3-transitional galaxy creation

          Also, if a ct4 state moves back and forth from a ct1 state, it isn't necessarily sharing just 2.  There is so much time in any space, that the sharing in vibration should be enormous and ct1 states change all over.

          However, when ct1 states are concentrated at gravitational (high ct state) wells, the number of different ct1 states may increase and they may reach virtual higher states (as in magnetism and, apparently the strong force) to allow at a very close level the requisite higher ct sharing states for ct5.

          For example, the strong force is at a very small diameter.  At a distance we cannot measure, surrounding a black hole, matter, ct4 matter should be created just as magnetism is created.  In some fashion, the suggestion is that this created compressed ct4, comparing uncompressed ct4 as electrons, survives.

          The bizarre suggestion is that the black holes at the center of galaxies, may actually generate the matter that surrounds them, if not now, then at least at the point of high net compression, i.e. the area around the big bang.

          The idea that magnetism is too transient to be represented by matter is foolish, because the density of matter is so much higher than that of energy that it is easy to get to the point that is being made.  The point is that it remains entirely consistent with AuT for galaxies to be quantum effects of temporary concentration states around black holes in a fashion not unlike magnetism but with more durability.

          The amount of internal sharing increases or the shifting between ct1 states decreases so that time, the relative difference between ct1 and ct4 compression, for example, slows down.   If greater time dilation occurs at high gravity states, then the first result appears to be the case.

          If this is the case then it stands to reason that if you accelerate two watches, one using straight acceleration in space, the other vibrationally by heating its environment, it is likely that even though they were moving at the same speed the dilation of the heated would be less because at least some of the ct1 states would be shared.

indeed, compression, higher ct states that have time appear to compress because they share a common ct1 state for the time during which they are compressed.

so a group of 256 ct2 states sharing a common ct1 state are a photon.

          A group exponentially larger using F(series n)^2^3 where n-3 is wave energy as long as they share a common group of ct1 or perhaps a common group of ct2s but when they vary, they break into photons until they join back with a common group of ct1 or ct2  and so on.  This exact mechanism while it has to be better understood, transitional compression, this feature of the algorithm stacks one F series on the next lower to form part of the compression algorithm.