Variant 6.3.7.17. Let $S$ be a finite simplicial set. Then there exists a finite partially ordered set $(A,\leq )$ and a universally localizing morphism $\operatorname{N}_{\bullet }(A) \rightarrow S$.
$\Newextarrow{\xhookrightarrow}{10,10}{0x21AA}$
Variant 6.3.7.17. Let $S$ be a finite simplicial set. Then there exists a finite partially ordered set $(A,\leq )$ and a universally localizing morphism $\operatorname{N}_{\bullet }(A) \rightarrow S$.