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History is blunt. Boltzmann’s atoms were mocked before they became obvious. Cantor’s infinities were dismissed, then reshaped modern math. Wegener’s drifting continents were “impossible,” until they were the map. So let’s ask the uncomfortable questions. What if the electron’s mass isn’t a sacred constant at all, but an emergent fixed point — something you can reach from first principles and stability, not decree? What if the fine-structure constant, the riddle that haunted Dirac and Feynman, is actually calculable? And what if quantum gravity — and even the measurement problem — admit a cleaner, testable story when you start from a minimal geometric lock?

That’s the wager behind Relator theory: [one simple geom…

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