The reason why you have time dilation based on the number of different lower states contacted over a length of the spiral has to do with change being at the same speed. Otherwise, you are in pre NLC/pre-AuT nonsense where you're looking for Higgs Bosons, strings and, for that matter dragons, magic and deloreans equiped for time trave. A lot of fun maybe, by it gets in the way of my Nobel Prize.
The reason has less to do with the number of CT1 states contacted, since that number will be constant by necessity for any grouping based on the fact that all coordinates change at the same rate. Instead, it has everything to do with the fact that ct1 states, being primary spirals, have time references which are independent. The higher the compression, the fewer ct1 states that are contacted and the more Ct1 states, relative to any one group of ct1 states, the higher states are stable.
Accelerating through multiple ct1 states along the length of the spiral doesn't change the number contacted at any one point in time, but for any one group, the changes are reduced so that dilation occurs "relative to that group" or, more specifically, "relative to all the groups affected during the spiral.
Eventually, one would expect at higher compression states, the overall changes would become equal.
The reason that more concentrated time states are more affected by the algorithm solution is easy to see. The more "dense" the solution, that is the more that a group of ct4 states, for example, change in common, the more they contact a single group of ct1 states and hence the more they age relative to that smaller group and therefore the more they age in common. One should, and can using normal acceleration, be able to put one group in suspended animation, but only relative to another group as all changes will continue to happen togeher. The type of suspension envisioned by science fiction would require the algorithm itself be altered which is an unlikely result not supported by theory, but nonetheless worth investigating. Such an unholy modification would allow instantaneous travel and the like and could, presumably in AuT science fiction (not AuT fact), be done by putting off the inevitable changes to a later point in the algorithm just as we can manipulate dimensions in our three dimensional world by slowing them down relative to one another, retlative to the common ct1 states, as it were.
If something in a ct4 state is accelerated, then it begins to pass through more ct1 states and while it continues to age relative to each group, as to any one group it ages less. This is what Einstein referred to as "each of us has our own time." This is not, strictly speaking, true. While there is a time feature in all movement along the algorithm, the total change for any ct1 bit is identical. The only changes are relative to other ct1 states being solved by the alorithm in series with the other ct1 states which provide the point of reference.
If 4 space spirals are intersected by one matter (ct4) particle for every 1 space spiral by a second (ct4#2) ct4 particle then eventually the two need to catch up. That is, time dilation isn't forever. You don't get to do the Tau Zero (look it up) thing of going so fast that you can watch the universe collapse and re-expand. Instead you'll eventually give up your dilation and time will even out for everything.
Accelerating towards the speed of light merely stores up the space interactions for a period down the road where they will all slow down relative to other spirals.
An exception is provided for potentially with spirals from other systems which change more rapidly where multiple universes with less information, and therefore shorter lifespans, are interacting to create ours. Similar exceptions would involve universes with more information and therefore longer primary spiral life spans.
Any old time you want.
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