Fix minor typo
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@ -409,7 +409,7 @@ so the median is 2.
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The median is an optimal choice,
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because if $x$ is smaller than the median,
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the sum becomes smaller by increasing $x$,
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and if $x$ is larger then the median,
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and if $x$ is larger than the median,
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the sum becomes smaller by decreasing $x$.
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Hence, the optimal solution is that $x$
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is the median.
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