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Description: Description (plain text, with muon and tau predictions revendicated) This work introduces the Methane Metauniverse (MMU), a minimal geometric model of space-time based on a tetrahedral lattice with four orthogonal axes (w1 to w4). Unlike conventional approaches, all observed physics follows from a single rule: an external observer only measures the projection onto w1, while energy stored in w2, w3, and w4 appears as time dilation and mass. From this rule, we recover: Electrodynamics as transverse oscillations in (w2, w3) with a fixed internal impedance General relativity as elastic continuum behavior via the projection factor zeta = d tau / dt Quantum mechanics as envelope dynamics of internal oscillations, with Schrodinger and Dirac equations emerging naturally Most importantly, the MMU provides quantitative and falsifiable predictions for leptons: The electron, muon, and tau appear as successive embedding depths of the same S-node structure Their masses are not free parameters but arise from geometric ratios of w2 to w4 torsional storage The celebrated Koide relation is explained as a pure geometry identity in the lattice The model predicts hydrogenic spectral lines not only for the electron but also for muonic and tauonic atoms, with fixed scaling factors and parameter-free ratios across the e to mu to tau families Even the delicate g-2 anomalies are reproduced as family ratios without adjustable constants These claims go beyond what the Standard Model currently explains. The MMU not only unifies Newtonian, relativistic, and quantum mechanics under one geometric postulate, but also delivers clear, testable predictions for the muon and tau sectors, an area where established physics still lacks simple explanations.