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1733117331\pnum
1733217332\constraints
17333- \tcode{value_type} satisfies \tcode{constructible_from<U>}.
17333+ \tcode{value_type} satisfies \tcode{\libconcept{ constructible_from} <U>}.
1733417334
1733517335\pnum
1733617336\effects
1734017340\pnum
1734117341\remarks
1734217342The expression inside \tcode{explicit} evaluates to \tcode{false} if and only if
17343- \tcode{U} satisfies \tcode{convertible_to<value_type>}, and either
17343+ \tcode{U} satisfies \tcode{\libconcept{ convertible_to} <value_type>}, and either
1734417344\begin{itemize}
1734517345 \item
1734617346 \tcode{From} is not an arithmetic type and does not satisfy
1739917399
1740017400\pnum
1740117401\constraints
17402- \tcode{From}$_i$ satisfies \tcode{convertible_to<value_type>} for all $i$ in
17402+ \tcode{From}$_i$ satisfies \tcode{\libconcept{ convertible_to} <value_type>} for all $i$ in
1740317403the range of \range{0}{size()}.
1740417404In addition, for all $i$ in the range of \range{0}{size()}, if \tcode{From}$_i$
1740517405is an arithmetic type, conversion from \tcode{From}$_i$ to \tcode{value_type}
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