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fix typo, add _typos.toml
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_typos.toml

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[files]
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extend-exclude = ["shake", "*.css", "*.bibtex"]
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[default.extend-words]
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identicals = "identicals"
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intensional = "intensional"
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operad = "operad"
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projectives = "projectives"
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raison = "raison"
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substituters = "substituters"
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# parts of identifiers
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hom = "hom"
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mor = "mor"
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tne = "tne"

src-1lab/ObjectClassifiers.lagda.md

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@@ -157,7 +157,7 @@ To define the type $\mathsf{Cls}(B)$ of classifications, we take a shortcut: ins
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universal property, we only record the top-left corner $A$ and the bottom map $a$,
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and ask for an equivalence between $A$ and a given pullback of $\mathcal{U}^\mathsf{p}$
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along $a$. This fully determines the projection maps out of $A$,
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so we are justified in leaving them out by function extensionality and constractibility of singletons.
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so we are justified in leaving them out by function extensionality and contractibility of singletons.
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Note that we *cannot* similarly contract $A$ away as that would implicitly assume univalence.
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```agda

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