Number of possible 5 by 6 matrices from 30 different numbers (without Repetition)

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If I am trying to figure how many possible $5\times6$ matrices I can have from $30$ different numbers with no repetition allowed. What I am thinking of is that it will corresponds to $30! = 30\times29\times28\times27\dots \times1$. Is it correct?

I know that with repetition it will be $30^{30}$.

Thank you.