Gravity is the acceleration of a length or a differential. This means that the gravitational “pull” of a body is determined only by its radius. Density, and therefore “mass”, is only a concern of the foundational E/M field. Which is to say that density considerations enter Newton’s equation only through the E/M field. Two spheres that are the same size have the same gravitational field, by definition. If they have different total fields according to Newton’s equation, it is because their densities are different; and their total fields are different only because one has more constituent quantum particles, and therefore more photon radiation.


This means that if the Earth were denser, you would weigh less, not more. You weigh less on the Moon not because it is less dense, or because it has less mass, but because its foundational E/M field is stronger. And its foundational E/M field is stronger because the Moon’s radius is smaller than the Earth’s. Although the Moon’s body is less dense, as a whole, its E/M field is more dense, on the surface. And this is simply because it has so much less surface area than the Earth (13 times less). You can’t just look at mass or density, you have to look at field lines; and the density of those field lines at the surface determines the strength of the foundational E/M field. [link to www.thunderbolts.info]