Proves a uniform set of Sun conjectures on det and perm congruences for Cauchy and Cayley kernels, including modulo p^2 cases and quadratic residue assertions.
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Sun-type determinant and permanent congruences
Proves a uniform set of Sun conjectures on det and perm congruences for Cauchy and Cayley kernels, including modulo p^2 cases and quadratic residue assertions.