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This document summarizes the proof of the proposed identity: n n 2 X k 24n (n!)4 2n = (2n)!(2n + 1)! The proof uses properties of falling factorials and the Pfaff formula to show the identity holds for any positive integer n. Key steps include rewriting the identity, using properties of falling factorials to simplify terms, and applying the Pf

Author

PerepePere

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EN