Using an identity due to Gessel and Stanton and some properties of the $p$-adic Gamma function, we establish a $p$-adic supercongruence for truncated hypergeometric series ${}_7F_6$. Some related supercongruences are also deduced from it.
Generalized Rodriguez-Villegas supercongruences involving $p$-adic Gamma functions
On the further properties of $\{U_n\}$
A supercongruence concerning truncated hypergeometric series ${}_nF_{n-1}$
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