In the chapter 'Dark Matter', we saw that the equation for finding out the law of acceleration due to gravity is reflecting a two-dimensional perspective as it is based on the distance square.

When the acceleration due to gravity decreases by 75 %, the distance square increment will increase inversely proportional by 75 %. This is no coincidence but rather an expression for cause/effect: The stretching of space contains a domino effect where even a sand grain will influence (stretch) the whole universe.

Acceleration due to gravity is thereby directly reflecting how much space is stretching proportionally at a given distance.
 

Every time you withdraw from the source of a gravitational field with twice the distance (measured from the centre of a gravitational field, e.g. from distance 2 to distance 4 in the illustration above) – the space vacuum will diminish by one half every time. In other words, area A has twice the space vacuum as area B.

This shows us that although our immediate understanding of acceleration due to gravity is based on the assumption that the acceleration will diminish as the function of the distance square (r²), the potential of space-vacuum will diminish as a function of the radius (r) and hence it is no conflict by uniting the distance dilation with the time dilation characterizing the general relativity – the formula is shown below.

A yardstick is never what it appears to be. Relatively, it could just as easily be two yards long instead of one as the distance between the atom’s components is bound to change too.

Time and distance dilation are equal proportional's. When e.g.; times runs twice so fast, distance are only half so large.