nlc-AuT (Algorithm Universe Theory-spiral flowers I

Don't ever say I don't give you flowers. This particular flower adapts the spiral off of a spiral model (shown in the circle) to a linear model where the lines of higher clock time states intersect at a common quantum point for any common moment made up of higher clock time states which give rise to: (1) a curved universe and (2) time dilation, 2 to 32 [(2^n as n goes from 1 to 5)-p 92] bits of information passing through a common point at one time

This process would be repeated for an entire universe, presumably, but we're looking at a snap shot of a common point.  This is just a model for a single point of dark matter.  For it to be stable there would need to be an amount of 10^16 quantum matter quanta according to the model.
It can be seen that a high degree of curvature is inherent in this model even though all of the lines are straight.
It can also be seen that if space is taken out of the sequence, then there are 3 separate lines or dimensions of change around the single point [p82]
While this drawing will require further discussion, it provides a model showing how for a single point: for any Point (P)=ct(0)-ct1+ct2+ct3 etc (see e.g. page 35).  Now, this is only a part of the equation which is otherwise covered since each ct state can be broken down in quantum bits of information which are each exponentially less than the prior state for stability.
However, this model incorporates a concept (lower clock time states within higher clock time states) that can be used to address the issues where the math seems to fall apart at the ct5 state (10^38 shows up instead of the predicted 10^32 which can be attributed to the amount of these lower time states as well as accretion disks p 350).

The page numbers are for me, I should have volume one of the amended draft ready in the next few days, but its a little too early to be buying copies unless you just want a historical reference.