The physical constraints on the vectors in the galaxy and the point at which they become physically solid due to compression inside the limited size of the star system force field and the planetary.
by Henryk Szubinski
For the vector beam on the right to be in its true size , the force fields of every object from the planets to the stars would have to be placed around the larger galactic force field in its true size. Look at the The Mayan astronomy and the calender system.It shows how to do this so as not to use up the total space between planets and stars by limited displacement and warping results that have to change to sustain the total ,otherwise warping will compress and stretch the force field seen from within.
Here's the values from the article above as related to their position and function of divisive work load.You can read the values and then relate to them in the image below to see where they are positioned and how the rotational force works with the basic 100 % as used for each of the levels in the radius as defined to be
r 100 % ,r2 200%, r3 300%, and the r 4 core. This defines the percentage as inter interactive rotations that distribute the > 300 % needed for the total galaxy to have some system of spacial distribution in the warping of space in the foreground and background.
r 100 % ,r2 200%, r3 300%, and the r 4 core. This defines the percentage as inter interactive rotations that distribute the > 300 % needed for the total galaxy to have some system of spacial distribution in the warping of space in the foreground and background.
Some recent observations suppose there are many black holes in the core of the galaxy. The basic radius and its point transfer of very exact divisions of work load in rotation to define the force field of every object in the galaxy.Here's an example of discs in the galaxy core and their tilt effect of either side force. The examples of such disc systems may be 6 or less inside the core of the galaxy. The basis of their accumulation occurs by increased gravity.