Ellipses and the Orbit of the Universe

Ellipses and the Orbit of the Universe

Planet, Sun, Earth

 When calculating the angles of the elliptical orbit, the planet cannot be seen from Earth's position B because it is obscured by the Sun. However, when actually observed, the planet can be seen even in part B. Therefore, the planet is visible due to the refraction of light. This is also a result that proves the theory of relativity. Unfortunately, however, it is highly likely that this occurred when there was a severe error in the elliptical calculation. The second kind of perfect elliptic integral < 3600-sided polygon < ellipse. The elliptic integral and the 3600-sided polygon match only up to four decimal places. In space, an error occurring beyond four decimal places implies that an enormous error is occurring.

If it were due to the refraction of light rather than calculation errors in the elliptical orbit, we would not be able to run in a straight line during a 100-meter dash. However, in reality, we move in a straight line. As such, it is highly likely that it is an error in the elliptical orbit rather than the refraction of light. Furthermore, while a straight line exists mathematically, in reality, a straight line cannot practically exist due to physical reactions. Everything is a curve.

In other words, when radio waves arrive from a satellite, they do not travel in a straight line but instead travel in a curve due to physical influences. Therefore, this is one of the causes of the time lag.