Is it possible to find the prime factors of $89!+97$?

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According to Wolfram Alpha, this number is not prime, but it does not display prime factors of this number as it normally does for other numbers so I am not so sure about it. Several other factorization calculators I tried also failed to find prime factors of this number. The main question I want to ask is this: Is it possible to show (by hand or with the help of a machine) whether the number $89!+97$ is prime or not, and if not, can we find its prime factors?