What is the fastest way to define expansion and contraction in the alpha and beta range.
by Henryk Szubinski
You were so fast that the trailing winds showed me.
We will be using x,y,z as the result of the 3 vectors of alpha and the 3 vectors of beta.
The vectors >>> are the fastest when they are LINKED as shown below as 2, B, Beta. The <<< are also Linked to make them faster in the above example as A,alpha, and 1..
Using the A for the 2 and alpha will be inserted into the equation for the Area B and Beta. The equations are now one equation .
Combining the alpha ,1, A and the Beta,2 ,B will define the INTERLOCKING functions of stable relations that either expand or contract or do not expand or contract. The latter case would make the stability equal to the force of interlocking as what is in the galaxy center. The space and non space are taken into consideration as the connections between B and Beta, the links in the A squared and the vector 2,82 as some measurement of length that also Links the outer connection between alpha and 2. So connecting intervals of high velocity vector expansion or contraction defines their areas where the force of expansion must be in the source area and the contraction must be the area where the solid is present in relation to the reduced amount of space. Basic motion sides and divergances from vergances.