Update 01-intro.tex
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is any pointed morphism, then there exists a unique morphism $c$ making the
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is any pointed morphism, then there exists a unique morphism $c$ making the
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following diagram commutative,
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following diagram commutative,
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\[
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\[
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\begin{tikzcd}[column sep=2.4cm]
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\begin{tikzcd}
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X \ar[r, "a"'] \ar[rr, "s", bend left=10] & A \ar[r, "∃!c"'] & S.
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X \ar[r, "a"'] \ar[rr, "s", bend left=20] & A \ar[r, "∃!c"'] & S.
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\end{tikzcd}
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\end{tikzcd}
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\]
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\]
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\end{defn}
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\end{defn}
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