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Saturday, March 10, 2018

The strong force:post for the course

This QCD is a byzantine explanation, imo.  Let me give you a simple one.
First the 2f(n)^2^n rate is of the scale of 16^32 which is the relative force of the strong force to gravity when you take into account the intermediary states.
This is covered in detail including a chart of forces on page 12 of the second edition of Algorithm Universe Theory (Avail on Amazon) and soon to be republished in a third edition and made available on Amazon Unlimited, but it will take some time with the press of events and working out page 8; the force being 10^38 scale.
Let's talk about what is going on.  First velocity is the constant substitution of ct1 states and everything is moving.  So ct1 space compresses to ct2 creating gravity at a scale of 27:256, the ct2 combines along the 2^3 informations arms at the scale of 1:6^2^3 and bundles of these waves collect along the information arms of matter (2^4 of these, of course).  Since there are constant substitutions of the lower states you have the electron cloud as one of the information arms and 9 others which form the proton and this gives rise to the two up, one down explanation.  So what is the strong force that holds protons and neutrons together?  The effect of the alignment on the first of the 16^32 arms of ct5 (2f(5)^2^5) is the strong force.  Why does it only extend throughout the nucleus?  Because the information arms are the feature at the nucleus of the atoms that represents the combinations of alignment.
I'll site the pages of the books where I go through this in detail if anyone cares.
This is just the proof that AuT is the right approach.  The slowness with which this is being adopted proves its right because its so frigging obvious that everyone has to realize they've been saying the world is flat and they'll realize how silly they are going to look when AuT slaps them in the face like a wet fish.
This is covered in several of the books, probably beginning in Book 2, but I'll have to check to see which ones.
I'll post this Monday.

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