the gravity equation without dimension* (5)

1.   Another way of looking at the gravity equation  

          This non-dimensional equation leads to the dimensional gravity equation (m1*m2)/d^2.

          Mass can be eliminated in AuT as only a manifestation of the dimension/non-dimension interaction.

          Mass is replaced with individual states at the quantum level:

Ct1 alignment=gravity.

Ct1-ct2 alignment=gravity

Ct1(1)-ct1(-1) alignment (adjoining or within a range) is gravity (a positive and a negative state

Distance is not a feature of this interaction.

At the ct3 and ct4 level distance is inserted into this with the idea being that the number of intervening states reduces the concentration of alignment.

Ct2(1)-ct2(-1) is exponential concentration of ct1-ct1 alignment.

The increasing separation due to unfolded free states, discussed below, decreases the effect of two groups of otherwise aligned states.

As the unfolding occurs, additional space is put between these gravitationally aligned states.

Free states entrapped in folding can come from the later states, 8 or 13 or any other intermediary sate in the Figure above, for example, coming unfolded and thereby being trapped within matrix of folded states of which it was originally a part.

The idea of folding gets increasingly dimensional with compression.   This compression includes combining quantities as opposed to actual states, but gets a similar result.

F-series compression is an effect which combines prior states not to create a new state, but to create a compression state made up of the lower compression states.

Folding allows states to be tied together, to be shared by multiple spirals. But you can see if, for example, 13 unfolded, you would separate the compression of 8-13-34 interconnectivity.

This discussion from book 3 allows for gravity to be viewed without dimension for the first time, only possible with AuT.