The ball falls to the ground; why?
The ball is a smaller system within a bigger system of the Earth's displacement. The overall push is towards the center of the Earth and not the ball. The ball will have an asymmetrical push towards the Earth since the Earth takes away some of that rebounding effect on the side of the ball facing the Earth.
"Two pieces of matter/mass cannot occupy the same space." That is almost like a cliche and would be correct in conventional circumstances. However, two things with mass CAN and WILL influence at the same time and in the same space the the common aether between them.
The aether is pushing back on all sides of the large object (Earth) and the small object (the ball - but on the ball not as symmetrically). The Earth has a more dominant mass and is taking away from the aetheric push on the ball on the side of the ball that happens to be facing the Earth. Meaning, the symmetry of the would be aether, if that ball was out in space away from anything else, is now broken. There is an asymmetrical push on the far side of the ball pushing towards the Earth's direction.
When this happens, less is pushing on the ball on the side facing the Earth since on that side, the Earth takes away from it causing a depletion that disrupts the would be symmetry around it - again, like the ball in outer space away from anything.
As a note, the Earth is also not PERFECTLY symmetrical in it's displacement effect from it's mass. The ball offsets the symmetry of the Earth so does the Earth move towards the ball? Conceptually yes, but only like an ultra small percentage of the amount that the Earth influences the ball, proportionately.
Ball has small impact on Earth. Earth has large impact on ball.
Originally posted by john_g
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"Two pieces of matter/mass cannot occupy the same space." That is almost like a cliche and would be correct in conventional circumstances. However, two things with mass CAN and WILL influence at the same time and in the same space the the common aether between them.
The aether is pushing back on all sides of the large object (Earth) and the small object (the ball - but on the ball not as symmetrically). The Earth has a more dominant mass and is taking away from the aetheric push on the ball on the side of the ball that happens to be facing the Earth. Meaning, the symmetry of the would be aether, if that ball was out in space away from anything else, is now broken. There is an asymmetrical push on the far side of the ball pushing towards the Earth's direction.
When this happens, less is pushing on the ball on the side facing the Earth since on that side, the Earth takes away from it causing a depletion that disrupts the would be symmetry around it - again, like the ball in outer space away from anything.
As a note, the Earth is also not PERFECTLY symmetrical in it's displacement effect from it's mass. The ball offsets the symmetry of the Earth so does the Earth move towards the ball? Conceptually yes, but only like an ultra small percentage of the amount that the Earth influences the ball, proportionately.
Ball has small impact on Earth. Earth has large impact on ball.
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