updated some layout
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@ -222,6 +222,7 @@ A -> C [label="h'\n=g'∘f\n=g∘f'"]
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### Examples
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Which can be a valid category by choosing ∘ appropriately?
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The identity morphisms are assumed.
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<graph title="Can be a valid category">
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A[label="★"]
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@ -251,8 +252,11 @@ A -> C
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</graph>
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<graph title="Not a category; no \(A→C\) while there exists \(A→B\) and \(B→C\)">
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A -> B [constraint=false]
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B -> C [constraint=false]
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A[pos="0,0"]
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B[pos="2,0"]
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C[pos="1,-1"]
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A -> B
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B -> C
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B -> A
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C -> A
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</graph>
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