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Tensor product of condensed modules
If 𝒜 is a concrete monoidal abelian category, show that sheaves with values in 𝒜 also form a monoidal abelian category. Prove the tensor-hom adjunction.
In fact, we only need to be able to tensor a condensed abelian group with an ordinary abelian group. This is easier: it can be done componentwise.