fixed crash in OnSize() handler

[wxWidgets.git] / docs / latex / wx / scrolwin.tex

diff --git a/docs/latex/wx/scrolwin.tex b/docs/latex/wx/scrolwin.tex
index 8224091442a344ec088319576f6123980af6c30d..0129bee0436aa3dfd7a1094851202939f83372b4 100644 (file)
--- a/docs/latex/wx/scrolwin.tex
+++ b/docs/latex/wx/scrolwin.tex
@@ -16,7 +16,7 @@ scroll position.
 
 A wxScrolledWindow will normally scroll itself and therefore its child windows as well. It
 might however be desired to scroll a different window than itself: e.g. when designing a
-spreadsheet, you'll normally only have to scroll the (usually white) cell area, whereas the
+spreadsheet, you will normally only have to scroll the (usually white) cell area, whereas the
 (usually grey) label area will scroll very differently. For this special purpose, you can
 call \helpref{SetTargetWindow}{wxscrolledwindowsettargetwindow} which means that pressing
 the scrollbars will scroll a different window.
@@ -112,7 +112,7 @@ Destructor.
 Translates the logical coordinates to the device ones. For example, if a window is
 scrolled 10 pixels to the bottom, the device coordinates of the origin are (0, 0)
 (as always), but the logical coordinates are (0, 10) and so the call to
-CalcScrolledPosition(0, 0, \&xx, \&yy) will return 10 in yy.
+CalcScrolledPosition(0, 10, \&xx, \&yy) will return 0 in yy.
 
 \wxheading{See also}
 
@@ -121,6 +121,9 @@ CalcScrolledPosition(0, 0, \&xx, \&yy) will return 10 in yy.
 \pythonnote{The wxPython version of this methods accepts only two
 parameters and returns xx and yy as a tuple of values.}
 
+\perlnote{In wxPerl this method takes two parameters and returns a
+2-element list {\tt ( xx, yy )}.}
+
 \membersection{wxScrolledWindow::CalcUnscrolledPosition}\label{wxscrolledwindowcalcunscrolledposition}
 
 \constfunc{void}{CalcUnscrolledPosition}{
@@ -132,7 +135,7 @@ parameters and returns xx and yy as a tuple of values.}
 Translates the device coordinates to the logical ones. For example, if a window is
 scrolled 10 pixels to the bottom, the device coordinates of the origin are (0, 0)
 (as always), but the logical coordinates are (0, 10) and so the call to
-CalcUnscrolledPosition(0, 10, \&xx, \&yy) will return 0 in yy.
+CalcUnscrolledPosition(0, 0, \&xx, \&yy) will return 10 in yy.
 
 \wxheading{See also}
 
@@ -141,6 +144,9 @@ CalcUnscrolledPosition(0, 10, \&xx, \&yy) will return 0 in yy.
 \pythonnote{The wxPython version of this methods accepts only two
 parameters and returns xx and yy as a tuple of values.}
 
+\perlnote{In wxPerl this method takes two parameters and returns a
+2-element list {\tt ( xx, yy )}.}
+
 \membersection{wxScrolledWindow::Create}\label{wxscrolledwindowcreate}
 
 \func{bool}{Create}{\param{wxWindow*}{ parent}, \param{wxWindowID }{id = -1},\rtfsp
@@ -196,6 +202,8 @@ scrolling in that direction.
 \pythonnote{The wxPython version of this methods accepts no
 parameters and returns a tuple of values for xUnit and yUnit.}
 
+\perlnote{In wxPerl this method takes no parameters and returns a
+2-element list {\tt ( xUnit, yUnit )}.}
 
 \membersection{wxScrolledWindow::GetVirtualSize}\label{wxscrolledwindowgetvirtualsize}
 
@@ -224,6 +232,9 @@ to translate these units to logical units.
 \pythonnote{The wxPython version of this methods accepts no
 parameters and returns a tuple of values for x and y.}
 
+\perlnote{In wxPerl this method takes no parameters and returns a
+2-element list {\tt ( x, y )}.}
+
 \membersection{wxScrolledWindow::IsRetained}\label{wxscrolledwindowisretained}
 
 \constfunc{bool}{IsRetained}{\void}
@@ -382,3 +393,6 @@ by the number of pixels per scroll increment.
 \pythonnote{The wxPython version of this methods accepts no
 parameters and returns a tuple of values for x and y.}
 
+\perlnote{In wxPerl this method takes no parameters and returns a
+2-element list {\tt ( x, y )}.}
+