Lemma 18.5.3. Let \mathcal{C} be a site. Let \mathcal{G} be a presheaf of sets. Then \mathbf{Z}_\mathcal {G}^\# = (\mathbf{Z}_{\mathcal{G}^\# })^\# .
Proof. Omitted. \square
Lemma 18.5.3. Let \mathcal{C} be a site. Let \mathcal{G} be a presheaf of sets. Then \mathbf{Z}_\mathcal {G}^\# = (\mathbf{Z}_{\mathcal{G}^\# })^\# .
Proof. Omitted. \square
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