The paper proves a new q-supercongruence for a convolution-type sum of q-binomial coefficients for odd n and even α≤n.
and Jiang X.-T.: On the divisibility of sums of even powers of q-binomial coeffi- cients
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A q-Supercongruence Motivated by Higher-Order Generalized Lehmer-Euler Numbers
The paper proves a new q-supercongruence for a convolution-type sum of q-binomial coefficients for odd n and even α≤n.