X.L.MultiColumns bugfix and formating

Fix bug where a column list of insufficient length could be used to find the column of the window. Also fix formating to conform better with standards.
This commit is contained in:
Anders Engstrom 2009-10-27 13:17:41 +00:00
parent 3fd77f5386
commit 6e84273e03

View File

@ -77,27 +77,26 @@ data MultiCol a = MultiCol
instance LayoutClass MultiCol a where
doLayout l r s = return (zip w rlist, resl)
where rlist = doL (multiColNWin l') (multiColSize l') r wlen
w = W.integrate s
wlen = length w
-- Make sure the list of columns is big enough and update active column
nw = multiColNWin l ++ repeat (multiColDefWin l)
l' = l { multiColNWin = take (max (length $ multiColNWin l) $ getCol (wlen-1) nw + 1) nw
, multiColActive = getCol (length $ W.up s) (multiColNWin l)
}
-- Only return new layout if it has been modified
resl = if l'==l
then Nothing
else Just l'
where rlist = doL (multiColNWin l') (multiColSize l') r wlen
w = W.integrate s
wlen = length w
-- Make sure the list of columns is big enough and update active column
nw = multiColNWin l ++ repeat (multiColDefWin l)
l' = l { multiColNWin = take (max (length $ multiColNWin l) $ getCol (wlen-1) nw + 1) nw
, multiColActive = getCol (length $ W.up s) nw
}
-- Only return new layout if it has been modified
resl = if l'==l
then Nothing
else Just l'
handleMessage l m =
return $ msum [fmap resize (fromMessage m)
,fmap incmastern (fromMessage m)]
where resize Shrink = l { multiColSize = max (-0.5) $ s-ds }
resize Expand = l { multiColSize = min 1 $ s+ds }
incmastern (IncMasterN x)
= l { multiColNWin = take a n ++ [newval] ++ tail r }
where newval = max 0 $ head r + x
r = drop a n
incmastern (IncMasterN x) = l { multiColNWin = take a n ++ [newval] ++ tail r }
where newval = max 0 $ head r + x
r = drop a n
n = multiColNWin l
ds = multiColDeltaSize l
s = multiColSize l
@ -105,7 +104,7 @@ instance LayoutClass MultiCol a where
description _ = "MultiCol"
-- Get which column a window is in.
-- | Get which column a window is in, starting at 0.
getCol :: Int -> [Int] -> Int
getCol w (n:ns) = if n<1 || w < n
then 0
@ -115,29 +114,29 @@ getCol _ _ = -1
doL :: [Int] -> Rational -> Rectangle -> Int -> [Rectangle]
doL nwin s r n = rlist
where -- Number of columns to tile
size = floor $ abs s * fromIntegral (rect_width r)
ncol = getCol (n-1) nwin + 1
-- Extract all but last column to tile
c = take (ncol-1) nwin
-- Compute number of windows in last column and add it to the others
col = c ++ [n-sum c]
-- Compute width of columns
width = if s>0
then if ncol==1
then [fromIntegral $ rect_width r]
else size:replicate (ncol-1) ((fromIntegral (rect_width r) - size) `div` (ncol-1))
else if fromIntegral ncol * abs s >= 1
-- Split equally
then replicate ncol $ fromIntegral (rect_width r) `div` ncol
-- Let the master cover what is left...
else (fromIntegral (rect_width r) - (ncol-1)*size):replicate (ncol-1) size
-- Compute the horizontal position of columns
xpos = accumEx (fromIntegral $ rect_x r) width
-- Exclusive accumulation
accumEx a (x:xs) = a:accumEx (a+x) xs
accumEx _ _ = []
-- Create a rectangle for each column
cr = zipWith (\x w -> r { rect_x=fromIntegral x, rect_width=fromIntegral w }) xpos width
-- Split the columns into the windows
rlist = concat $ zipWith (\num rect -> splitVertically num rect) col cr
where -- Number of columns to tile
size = floor $ abs s * fromIntegral (rect_width r)
ncol = getCol (n-1) nwin + 1
-- Extract all but last column to tile
c = take (ncol-1) nwin
-- Compute number of windows in last column and add it to the others
col = c ++ [n-sum c]
-- Compute width of columns
width = if s>0
then if ncol==1
then [fromIntegral $ rect_width r]
else size:replicate (ncol-1) ((fromIntegral (rect_width r) - size) `div` (ncol-1))
else if fromIntegral ncol * abs s >= 1
-- Split equally
then replicate ncol $ fromIntegral (rect_width r) `div` ncol
-- Let the master cover what is left...
else (fromIntegral (rect_width r) - (ncol-1)*size):replicate (ncol-1) size
-- Compute the horizontal position of columns
xpos = accumEx (fromIntegral $ rect_x r) width
-- Exclusive accumulation
accumEx a (x:xs) = a:accumEx (a+x) xs
accumEx _ _ = []
-- Create a rectangle for each column
cr = zipWith (\x w -> r { rect_x=fromIntegral x, rect_width=fromIntegral w }) xpos width
-- Split the columns into the windows
rlist = concat $ zipWith (\num rect -> splitVertically num rect) col cr