Langlands program's connection to number theory is far-reaching , but not deep

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as self-claimed by those doing that. Instead, they are either not connected or connected in a very shallow way, grade 3 mathematics. If you find the same algebraic integer in the Galois sense, that's not even connected. If you find the same integer, they are connected via grade 3 math. To many people (everyone except those Langlands program specialists), far reaching is a negative word.