If a robotic arm's control system uses modular arithmetic for precise positioning, which consequence results when a large prime number is chosen as the modulus?

💡 Explanation

A large prime modulus used in the robotic arm's control system enables more granular error distribution because Fermat's Little Theorem ensures uniform distribution of remainders. Therefore, the prime distributes positioning errors more evenly, rather than concentrating them, which occurs with composite moduli that may have common factors.

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