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Chapter 10: (Preliminary, pre-writing outline)

Predictions from the C-R theory

[Move in predictions from other areas]

Helium compounds in space, a trial balloon

A Shuttle Glow

Anti-matter universe. The Black Hole swallows - charges and spits out the positrons.

S & P, but not quite 500. How would the seismic propagation of the "s" and "p" waves from earthquakes be affected if the C-R gravitational curvatures were accounted-for.

With the conductivity of the Earth's molten metal core, how would that affect the atmosphere electrically during a volcanic eruption? Could any of that be due to the C-R theory's penchant for ionic phenomenon?

A Gravitational field for a stationary object cannot emit any energy to maintain a gravitational field. If this were not the case, then over a very long time, a single mass in the universe would eventually radiate away all of its "gravitational particle" source material. This would cause the field strength to decrease in all directions with time. Since this is unlikely to happen, it is more reasonable to assume that a static gravitational field arises due to the static curvature of the space-time fabric, and, that no new energy is ever necessary to cause this field to exist.

Main Predictions: Excess electrons from the vicinity of the sun. If a Black-Hole is operating at the center of our sun, there should be very few solar neutrinos. The main energy output of the sun would come from the consumption of matter into the Black-Hole. There should be a left-over remnant of electrons not swallowed by the Black-Hole.

Second main prediction, behavior of objects in decreasing gravitational curvature. An object should fall from an area of less intense curvature to more intense curvature, never the other way around. If the second way can be verified, it will also sound the death knell for the C-R theory.

Lesser predictions: Stroboscopically chopped speed of light from distant sources should measure less than 'c'. See WIRDARD principle in the appendix for the reasons why.

Consider the heat output from the sun vs. human body/per unit of volume.

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