For each degree n, a prime p is bad for the Casas-Alvero conjecture exactly when p divides one of the gcds J_T of all maximal minors of an explicit integer matrix, and these primes are bounded by a huge explicit constant.
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A description of and an upper bound on the set of bad primes in the study of the Casas-Alvero Conjecture
For each degree n, a prime p is bad for the Casas-Alvero conjecture exactly when p divides one of the gcds J_T of all maximal minors of an explicit integer matrix, and these primes are bounded by a huge explicit constant.