What force makes the FE Moon goes up and down cycle, and never colliding with the Sun?
How do you explain Eclipses of the Moon during full moon? Another darker shadow object in middle? If it can cast a shadow over the full moon, and based on the shadow arc angle it is much bigger than the moon, it is not transparent to cast shadow, so it blocks solar light and become illuminated, but we can not see it, it never blocked any patch of stars, is that it?
In your new explanation, the full moon becomes significantly higher than the sun. Can you post the numbers please, so I can calculate changes in visible and measurable size?
Also, to have a complete orbit every ±28 days, it means the FE moon drags almost 51 minutes per day behind the FE sun, so, during the solar eclipse it would be casting a shadow of itself all over the earth for more than a full day/circle, since it will be aligned within 12°, almost vertical. It means, on FE the solar eclipse shadow would be visible all over the world during more than a complete circle. That is not what happens on the real world. RE Solar Eclipses are fast (few hours or less than that) and just over a certain part of the earth. Care to explain the discrepancy please?