This paper introduces the **Spinning, Spherical Hole Theory with Replication**, an alternative to nuclear fusion, proposing that the sun generates power through spinning, spherical holes that are redshifted black holes. The author, Richard D. Muller, uses this theory and fundamental physics equations to calculate the sun's power output, spectral peak wavelength, and peak temperature. **Original equations and constants are derived based on a framework where all units are reduced to meters and seconds**, unifying gravity and electromagnetism through Newton's law and Coulomb's law. The theory posits that **space waves absorbed by these spinning holes constitute gravity and drive the replication of light from hydrogen atoms** on the sun's surface, with calculations yielding results close to observed solar properties. The paper concludes by outlining equations for the energy emitted by a single hydrogen atom and the temperature of the sun's spectral peak, **linking these properties to a concept of redshiftwaves as dark energy**.

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