[Py-howto-checkins] CVS: pyhowto curses.tex,1.9,1.10

[Eric S. R. <es...@us...>]

Update of /cvsroot/py-howto/pyhowto
In directory usw-pr-cvs1:/tmp/cvs-serv4106

Modified Files:
	curses.tex 
Log Message:
Thinko fixes.


Index: curses.tex
===================================================================
RCS file: /cvsroot/py-howto/pyhowto/curses.tex,v
retrieving revision 1.9
retrieving revision 1.10
diff -C2 -r1.9 -r1.10
*** curses.tex	2000/11/29 03:32:13	1.9
--- curses.tex	2001/01/16 12:52:30	1.10
***************
*** 144,148 ****
  support is present.  It then runs your hook, and then finally
  deinitializes appropriately.  The hook is called inside a try-catch
! hook which catches exceptions, performs curses deinitialization, and
  then passes the exception upwards.  Thus, your terminal won't be left
  in a funny state on exception.
--- 144,148 ----
  support is present.  It then runs your hook, and then finally
  deinitializes appropriately.  The hook is called inside a try-catch
! clause which catches exceptions, performs curses deinitialization, and
  then passes the exception upwards.  Thus, your terminal won't be left
  in a funny state on exception.
***************
*** 329,336 ****
  automatically).  Once that's done, the \function{has_colors()}
  function returns TRUE if the terminal in use can actually display
! colour.  (Note that curses uses the American spelling 'color', instead
! of the Canadian/British spelling 'colour'; if you're like me, you'll
! have to resign yourself to misspelling it for the sake of these
! functions.)
  
  The curses library maintains a finite number of colour pairs,
--- 329,336 ----
  automatically).  Once that's done, the \function{has_colors()}
  function returns TRUE if the terminal in use can actually display
! colour.  (Note from amk: that curses uses the American spelling
! 'color', instead of the Canadian/British spelling 'colour'; if you're
! like me, you'll have to resign yourself to misspelling it for the sake
! of these functions.)
  
  The curses library maintains a finite number of colour pairs,