If ppp is a prime, which of the following is always true for p2−1p^2 - 1p2−1?
p2−1p^2 - 1p2−1 is divisible by 333 for p>3p>3p>3
p2−1p^2 - 1p2−1 is divisible by 888 for p>2p>2p>2
p2−1p^2 - 1p2−1 is divisible by 242424 for p>3p>3p>3
p2−1p^2 - 1p2−1 is prime for p>3p>3p>3