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Erdős--Straus Conjecture: Modular Inversion in Mordell Classes
We examine modular inversion of strict Grid certificates in a ceiling continued-fraction construction for the Erdős--Straus equation. The six Mordell classes modulo $840$ form four inversion orbits. Prime-input pattern frequencies in the pairs $121 \leftrightarrow361 $ and $289 \leftrightarrow 529$
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