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  text: 'In [-4c7], an *equaliser* of a pair of arrows $f, g: A \\to B$ is an object $E$ and a universal arrow $e: E \\to A$ such that $ge = fe$.\nExplicitly, $ge = fe$, and for any object $X$ and arrow $x: X \\to A$ such that $fx = gx$, there is a unique factorisation $\\bar{x} : X \\to A$ such that $e \\bar{x} = x$.',
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