How many different (unordered) number combinations that can occur from rolling $n$ dice (with sides numbered from $1$ to $6$)

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This is a question from my grouptheory course. I want to do it with the burnside theorem. But i don't know wich group and set (i.e. which group acts on which set?) I should use. I was thinking of $G:=\mathcal{S}_n$ but then you have infinite groups...

Can anyone help me? thank you in advance!