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Theoretical exploration reveals dark matter's geometric relation to ordinary matter, suggesting new insights.
For 90 years, we have had a wanted poster for dark matter. We know it is there. We know it bends light, accelerates stars, and shapes our universe. But the composite sketch has no face. No one has ever seen it. It has become almost a legend — one that some, in hindsight, doubt ever existed. Why do we know it is there if no one can see it? True, it does not like light and never interacts with it. But it gravitates us. XENON, LZ, PandaX, LHC — forty years of experiments, six orders of magnitude in sensitivity, billions invested: nothing. Standard physics treats this silence as a sensitivity problem. What if dark matter is not hiding — but is simply unreachable by light or matter? Here is a fact that standard cosmology does not derive: there is exactly 2π − 1 ≈ 5.28 times more dark matter than ordinary matter. This number has been measured for thirty years, but why this precise number? We show that it corresponds to the circumference of the Hopf fibre on S³ — the geometry of space itself. This result is pure arithmetic, with no adjusted parameter, verifiable in thirty seconds. It is the first hint of a deeper mechanism: dark matter is not dark — it is spectrally separated.
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Samir Senouci (2026) studied this question.
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