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Omni-MATH / Suppose that p and q are two different prime numbers and that n=p²q². What is the number of possible values of n with n<1000?

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problem

Suppose that pp and qq are two different prime numbers and that n=p2q2n=p^{2} q^{2}. What is the number of possible values of nn with n<1000n<1000?
Plain-text mathematical notation (without MathML)
Suppose that p and q are two different prime numbers and that n=p²q². What is the number of possible values of n with n<1000?
Original LaTeX notation
Suppose that \(p\) and \(q\) are two different prime numbers and that \(n=p^{2} q^{2}\). What is the number of possible values of \(n\) with \(n<1000\)?

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