Minimal prime (recreational mathematics)

In recreational mathematics, a **minimal prime** refers to a prime number that has certain minimal properties, often in the context of a specific mathematical structure or problem. While the term "minimal prime" may not have a universally agreed-upon definition, one common interpretation is that it may describe the smallest prime number in a particular set or sequence that meets specific criteria. For example, in the context of prime numbers, the smallest prime (which is 2) could be referred to as a minimal prime.