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\begin{itemdescr}
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\pnum
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- Let $E$ be
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+ Let $E(n) $ be
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\begin{itemize}
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\item
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\tcode{std::move(*(first + $n$))}
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Moves elements in the range \range{first}{last}
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into the range \range{result}{result + $N$}
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starting from \tcode{first} and proceeding to \tcode{last}.
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- For each non-negative integer $n < N$, performs \tcode{*(result + $n$) = $E$}.
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+ For each non-negative integer $n < N$, performs \tcode{*(result + $n$) = $E(n) $}.
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\pnum
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\returns
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\begin{itemdescr}
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\pnum
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- Let $E$ be:
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+ Let $E(n) $ be:
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\begin{itemize}
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\item
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- %FIXME: This is extremely confusing to read from top to bottom
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- % because $n$ is defined multiple paragraphs below.
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- % Can we make this $E(\tcode{i})$ or something?
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- % We did that for copy_if.
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\tcode{std::move(*(first + $n$))}
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for the overload in namespace \tcode{std};
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\item
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Moves elements in the range \range{first}{first + $N$}
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into the range \range{result}{result + $N$}.
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For each non-negative integer $n < N$,
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- performs \tcode{*(result + $n$) = $E$}.
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+ performs \tcode{*(result + $n$) = $E(n) $}.
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\pnum
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\returns
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\begin{itemdescr}
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\pnum
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- Let $E$ be
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+ Let $E(n) $ be
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\begin{itemize}
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\item
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\tcode{std::move(*(last - $n$))}
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when \tcode{last} is in the range \range{result - $N$}{result}.
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\end{footnote}
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For each positive integer $n \le N$,
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- performs \tcode{*(result - $n$) = $E$}.
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+ performs \tcode{*(result - $n$) = $E(n) $}.
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\pnum
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\returns
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