Remark 20.1.2. In the situation of Proposition 14.5.3, we may consider the class \(W\) of \(L\)-equivalences in \(C\). The assumption on \(L\) guarantees that also the condition of Proposition 20.1.1 is satisfied. In particular, Proposition 20.1.1 provides an alternative way of equipping the subcategory \(D \subseteq C\) with a symmetric monoidal structure.
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