Derivation of Meta's First Constant The Mathematical Formulation of The Habiballa Cycle of Gravity

Derivation of Meta's First Constant The Mathematical Formulation of The Habiballa Cycle of Gravity This paper presents the mathematical derivation of a fundamental constant, herein named "Meta's First Constant" kM, within the framework of The Habiballa Cycle of Gravity. The theory proposes that gravitational acceleration is directly proportional to the product of proton spin frequency and the universal magnetic field=kM⋅ωproton⋅Buniversal By applying known terrestrial values for g, ω, and B, we derive kM=1.47×1011 m/(T⋅rad) The paper further postulates that a single proton, under free-fall conditions, interacts with the universal field to produce macroscopic gravitational effects, explaining the equivalence principle without dependence on mass.This formulation provides testable predictions for gravitational acceleration in varying magnetic environments across the cosmos.