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Exploring the intersection of geometry and fundamental physics, this work delves into the minimal self-balanced manifold represented by the hyperbolic figure eight knot. It establishes a connection between geometric boundary conditions and Planck constants, while the hyperbolic vortex equation links charge and mass boundaries. Additionally, it discusses the 17 tessellations that outline the charge and mass values of fundamental particles, ultimately revealing how these uniquely balanced partitions contribute to the constants of Nature.
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Source Code: the balance of persistence, Thad Roberts
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- 2021
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