sample-angles
FULL DEMONSTRATIONS.
Now I will provide a full demonstration of the above graphics.
THE “RESIDUAL ANGLES” AND THE OCTANTS RULE.
During one Mars orbital period, Earth revolves 1 complete revolution + 317 degrees. The angle of 317 degrees is The “Residual Angle”. During One Earth Year, Jupiter rotates 883 rotations + 89 degrees. The angle of 89 degrees is The “Residual Angle”. If Newtonian physics is the only force or agent influencing the movements of celestial bodies, then the various residual angles in The Solar System must generally be randomly distributed. However, the residual angles in The Solar System are quite clearly (and egregiously) NOT RANDOMLY DISTRIBUTED. Furthermore, the non-random distribution of the residual angles conforms to a single and very specific form of “non-randomness”. In this book, I will demonstrate this fact.
THE DEPICTION OF ANGLES ON THIS WEB SITE.
In the examples below, ANGLES (revolved or rotated) are depicted as radiuses of a circle. The following illustration depicts the angle 57 degrees (depicted as A). (Note:- The EIGHT radius lines in bold are THE OCTANTS.)
The following illustration depicts TWO separate angles. (A).68 degrees and (B). 343 degrees. (Note:- The EIGHT radius lines in bold are THE OCTANTS.)
THE OCTANTS (the EIGHT radius lines in bold) depict the angles which are multiples of 45 degrees – (45 degrees is a half right angle). These angles are:- 0 degrees, and 45 degrees, and 90 degrees, and 135 degrees, and 180 degrees, and 225 degrees, and 270 degrees, and 315 degrees, and 360 degrees (which is also 0 degrees.)
You will see on this web site that Residual Angles in The Solar System have a strong tendency to “hug” The Octants. This is The Octants Rule. Newtonian Physics cannot explain why The Octants Rule is a feature of The Solar System. What this means is that the movements of planets and satellites in The Solar System are synchronized with one another in a manner that Newtonian Physics cannot explain.
Now, if you want to see some actual examples (FULL Demonstrations) of The Octants Rule, click on the following link (to take you back to the "full-demonstrations" page, and then click on any of the various links on that page:-