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@@ -42,7 +42,7 @@
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\begin{enumerate}
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\item $P \in \obj{\catc}$.
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\item For each $i \in I$, $\iota_i \in \mor{A_i P}$.
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\item[\textbf{(U)}] For any pair $(C, \seqi{f})$ satisfying (1) and (2), there exists a unique $f \in \mor{P, C}$ such that the following diagram commutes
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\item[(U)] For any pair $(C, \seqi{f})$ satisfying (1) and (2), there exists a unique $f \in \mor{P, C}$ such that the following diagram commutes
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\[
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\xymatrix{
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