Building an algorithm-a cold, super hot universe

One of the great misconceptions of pre AuT mathematics comes from the idea of 'heat.'   Even Kinder physics understands what heat isn't.  Heat isn't hot.  It's movement.  Moreover, it isn't real movement like the changes reflected by the changing value of x.  That would be gravity.
Instead heat is movement relative to ct1.
  Since movement is illusory it's important in F-series stacked, offset, intersecting spiral theory to understand what movementt is, or more particularly the difference between change (the value of x changing) and movement (the change relative to ct1 of higher ct states.
This is the reason why space does not appear to move even though it has to "change" at the same rate as any other state change.
Kinder physcis doesn't distinguish between these two types of change since it did not realize there were two different types of change.
Hence, at the time of the initiation of the universe (a long, long time before the big bang kinder-p talks about) the universe was very, very cold (not very very hot) because all clock time was ct1 (all information was uncompressed) so there was nothing to be hot because there was nothing to change relative to ct1 except other ct1 which change is equally (exactly equally) as important, but not heat.
Hence, time and heat are inter-related in some sense just as movement and time dilation are inter-related.
We're obsessessed with movement relative to ct1 (or more exactly with large numbers of ct1 information states) because that gives us our illusory sense of time and it also gives us warmth in the absence of being together, yes that's for you to think about.  But CT1 is changing, but in a dimensionless environtment that allows it to seem to be changeless, when, instead, it is a pure type of change since it is only changing relative to an absence of change.
This is crucial to our understanding of not just heat and standard clock time, but even fundamental existence of our universe so it will require more than one post; but, as always, you heard it here first.