Add some helpref's in the wxPython topic overview. Some of the ones without a helpref...

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

diff --git a/docs/latex/wx/caret.tex b/docs/latex/wx/caret.tex
index 9252196b3af6ef9344d42bfa7999b3bd137ca4bf..451741f38a8e071c22aca8bfdbeb5e9cb95210f2 100644 (file)
--- a/docs/latex/wx/caret.tex
+++ b/docs/latex/wx/caret.tex
@@ -108,21 +108,21 @@ Get the window the caret is associated with.
 
 \func{void}{Hide}{\void}
 
 
 \func{void}{Hide}{\void}
 

-Same as \helpref{wxCaret::Show(FALSE)}{wxcaretshow}.
+Same as \helpref{wxCaret::Show(false)}{wxcaretshow}.

 
 \membersection{wxCaret::IsOk}\label{wxcaretisok}
 
 \constfunc{bool}{IsOk}{\void}
 
 
 \membersection{wxCaret::IsOk}\label{wxcaretisok}
 
 \constfunc{bool}{IsOk}{\void}
 

-Returns TRUE if the caret was created successfully.
+Returns true if the caret was created successfully.

 
 \membersection{wxCaret::IsVisible}\label{wxcaretisvisible}
 
 \constfunc{bool}{IsVisible}{\void}
 
 
 \membersection{wxCaret::IsVisible}\label{wxcaretisvisible}
 
 \constfunc{bool}{IsVisible}{\void}
 

-Returns TRUE if the caret is visible and FALSE if it is permanently
+Returns true if the caret is visible and false if it is permanently

 hidden (if it is is blinking and not shown currently but will be after the
 hidden (if it is is blinking and not shown currently but will be after the

-next blink, this method still returns TRUE).
+next blink, this method still returns true).

 
 \membersection{wxCaret::Move}\label{wxcaretmove}
 
 
 \membersection{wxCaret::Move}\label{wxcaretmove}
 


@@ -158,7 +158,7 @@ Changes the size of the caret.
 
 \membersection{wxCaret::Show}\label{wxcaretshow}
 
 
 \membersection{wxCaret::Show}\label{wxcaretshow}
 

-\func{void}{Show}{\param{bool }{show = TRUE}}
+\func{void}{Show}{\param{bool }{show = true}}

 
 Shows or hides the caret. Notice that if the caret was hidden $N$ times, it
 must be shown $N$ times as well to reappear on the screen.
 
 Shows or hides the caret. Notice that if the caret was hidden $N$ times, it
 must be shown $N$ times as well to reappear on the screen.