What is a locally finite p-group?

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A locally finite group is a group for which every finitely generated subgroup is finite.

My question is that:

What is the definition of a locally finite p-group?

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Presumably it's a group where every finitely generated subgroup is a finite $p$-group (a finite group of order $p^n$). That is, "locally" modifies "finite $p$-group."