William Charles Simpson
Physics



A Gravity Standard of the Universe


Imagine if you could a target out in space, a archery target will do.

Imagine a arrow is going into the target, right straight into the center, the bullseye.

If the target, the bullseye was a black hole, and the arrow was a ray of light, the light would not be able to escape.

If the light ray did try to escape, it would try to escape along the same path, or track that it "hit" the target or entered the black hole.

The force of the light ray to enter and attempt escape, the gravity needed to attact the light and prevent escapement would be two (2) vectors of c multiplied by the cosign of an 180 degree angle, which is:

-C2.

If it can be conjectured, gravity, a very, very close and short distance away from a gravity center and point of gravity tends to "linearize" and "straighten" space, and therefore this backhole gravity standard of the universe will apply.

The Most Perfect Case, if gravity could, it would attract "everything" in a "straight" line. Since "everyone" "wants" non-linear math, a "straight" line is a non-linear line of 0 degrees arc.



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