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There are: 3 is a prime and it is the square of √3.

There are no primes that are perfect squares since, by definition, a perfect square is of the form n2 = n*n. And for n > 1 , n is a factor of n2. If n = 1, then n2 = 1 which is not a prime since it is only divisible by 1.

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Q: Why they are no square prime numbers?
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