added base parameter to wxString::To[U]Long

git-svn-id: https://svn.wxwidgets.org/svn/wx/wxWidgets/trunk@11960 c3d73ce0-8a6f-49c7-b76d-6d57e0e08775
This commit is contained in:
Vadim Zeitlin
2001-10-12 20:26:48 +00:00
parent 758bce950b
commit 4eb438cf7c
3 changed files with 26 additions and 14 deletions

View File

@@ -922,11 +922,17 @@ if the string does not represent such number.
\membersection{wxString::ToLong}\label{wxstringtolong}
\constfunc{bool}{ToLong}{\param{long}{ *val}}
\constfunc{bool}{ToLong}{\param{long}{ *val}, \param{int }{base = 0}}
Attempts to convert the string to a signed integer. Returns TRUE on success
(the number is stored in the location pointed to by {\it val}) or FALSE if the
string does not represent such number.
Attempts to convert the string to a signed integer in base {\it base}. Returns
{\tt TRUE} on success in which case the number is stored in the location
pointed to by {\it val} or {\tt FALSE} if the string does not represent a
valid number in the given base.
The default value of {\it base} $0$ is special and means that the usual rules
of {\tt C} numbers are applied: if the number starts with {\tt 0x} it is
considered to be in base $16$, if it starts with {\tt 0} - in base $8$ and in
base $10$ otherwise.
\wxheading{See also}
@@ -935,11 +941,17 @@ string does not represent such number.
\membersection{wxString::ToULong}\label{wxstringtoulong}
\constfunc{bool}{ToULong}{\param{unsigned long}{ *val}}
\constfunc{bool}{ToULong}{\param{unsigned long}{ *val}, \param{int }{base = 0}}
Attempts to convert the string to an unsigned integer. Returns TRUE on success
(the number is stored in the location pointed to by {\it val}) or FALSE if the
string does not represent such number.
Attempts to convert the string to a ansigned integer in base {\it base}.
Returns {\tt TRUE} on success in which case the number is stored in the
location pointed to by {\it val} or {\tt FALSE} if the string does not
represent a valid number in the given base.
The default value of {\it base} $0$ is special and means that the usual rules
of {\tt C} numbers are applied: if the number starts with {\tt 0x} it is
considered to be in base $16$, if it starts with {\tt 0} - in base $8$ and in
base $10$ otherwise.
\wxheading{See also}