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Eelistkoeppe
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Consistently place footnote mark after sentence full stop, not before it.
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source/access.tex

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\tcode{protected}
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members of the base class are accessible as
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\tcode{private}
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members of the derived class\footnote{As specified previously in \ref{class.access},
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members of the derived class.\footnote{As specified previously in \ref{class.access},
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private members of a base class remain inaccessible even to derived classes
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unless
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\tcode{friend}
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declarations within the base class definition are used to grant access explicitly.}.
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declarations within the base class definition are used to grant access explicitly.}
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\pnum
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In the absence of an

source/overloading.tex

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has type ``\cv{}~\tcode{T}''
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where
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\tcode{T}
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denotes a class\footnote{Note that cv-qualifiers on the type of objects are
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denotes a class.\footnote{Note that cv-qualifiers on the type of objects are
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significant in overload
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resolution for
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both glvalue and class prvalue objects.}.
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both glvalue and class prvalue objects.}
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Under this
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assumption, the
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\grammarterm{id-expression}
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a contrived object of type
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\tcode{T}
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becomes the implied object
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argument\footnote{An implied object argument must be contrived to
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argument.\footnote{An implied object argument must be contrived to
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correspond to the implicit object
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parameter attributed to member functions during overload resolution.
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It is not
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same implicit
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object parameter, the contrived object will not be the cause to select or
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reject a
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function.}.
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function.}
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If the argument list is augmented by a contrived object and overload
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resolution selects one of the non-static member functions of
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\tcode{T},
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provided the function is not hidden within
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\tcode{T}
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by another
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intervening declaration\footnote{Note that this construction can yield
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intervening declaration.\footnote{Note that this construction can yield
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candidate call functions that cannot be
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differentiated one from the other by overload resolution because they have
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identical
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declarations or differ only in their return type.
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The call will be ambiguous
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if overload
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resolution cannot select a match to the call that is uniquely better than such
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undifferentiable functions.}.
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undifferentiable functions.}
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\pnum
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If such a surrogate call function is selected by overload

source/templates.tex

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\pnum
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In order to determine if a constraint $P$ subsumes a constraint $Q$,
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$P$ is transformed into disjunctive normal form, and
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$Q$ is transformed into conjunctive normal form\footnote{%
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$Q$ is transformed into conjunctive normal form.\footnote{%
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A constraint is in disjunctive normal form when it is a disjunction of
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clauses where each clause is a conjunction of atomic constraints.
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%
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Its disjunctive clauses are $(A \land B)$ and
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$(A \land C)$.
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\end{example}%
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}.
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}
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%
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Then, $P$ \defnx{subsumes}{constraint!subsumption} $Q$ if and only if,
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for every disjunctive clause $P_i$ in the disjunctive normal

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