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41144114\pnum
41154115\complexity
4116- At most \tcode {(last1- first1) * (last2- first2)} applications
4116+ At most \tcode {(last1 - first1) * (last2 - first2)} applications
41174117of the corresponding predicate and any projections.
41184118\end {itemdescr }
41194119
46064606\begin {itemdescr }
46074607\pnum
46084608\returns
4609- The first iterator \tcode {i} in the range \range {first1}{last1 - (last2- first2)}
4609+ The first iterator \tcode {i} in the range \range {first1}{last1 - (last2 - first2)}
46104610such that
46114611for every non-negative integer \tcode {n} less than \tcode {last2 - first2}
46124612the following corresponding conditions hold:
47054705
47064706\pnum
47074707\returns
4708- The first iterator \tcode {i} in the range \range {first}{last- count}
4708+ The first iterator \tcode {i} in the range \range {first}{last - count}
47094709such that for every non-negative integer \tcode {n} less than \tcode {count}
47104710the condition $ E$ is true.
47114711Returns \tcode {last} if no such iterator is found.
62606260\expects
62616261\begin {itemize }
62626262\item
6263- The ranges \range {first}{last} and \range {result}{result+ (last- first)}
6263+ The ranges \range {first}{last} and \range {result}{result + (last - first)}
62646264 do not overlap.
62656265\item
62666266 For the overloads in namespace \tcode {std}:
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