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authorAdrian Kummerlaender2018-12-17 12:15:05 +0100
committerAdrian Kummerlaender2018-12-17 12:15:05 +0100
commita2d664fbbbc2b8983c1e5c74dcdbba8bf06e27f5 (patch)
tree5f8e5a006a2a2c5de4ee4680192d332edc6c37db
parent8b4b0320343c39c3608945dcb8bbd81d1627af1a (diff)
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Reorder XMonad layouts
Binary space partition, tabbed and large framed layouts have proven themselves to be the most frequently used ones.
-rw-r--r--gui/conf/xmonad.hs24
1 files changed, 12 insertions, 12 deletions
diff --git a/gui/conf/xmonad.hs b/gui/conf/xmonad.hs
index 79c7ace..c1b40b7 100644
--- a/gui/conf/xmonad.hs
+++ b/gui/conf/xmonad.hs
@@ -57,29 +57,29 @@ customLayoutHook host = id
. smartBorders
. ModifiedLayout (hudMonitor host)
. mkToggle (single NBFULL)
- $ tabs ||| tiles ||| two ||| frame ||| bsp
+ $ bsp ||| tabs ||| frame ||| tiles ||| two
where
+ bsp = name "bsp" $ borderResize (emptyBSP)
tabs = name "tabs" $ tabbed shrinkText customTabTheme
- tiles = name "tiles" $ id
- . mkToggle (single REFLECTX)
- . mkToggle (single REFLECTY)
- $ multiCol [1, 2, 0] 1 delta (1/3)
- two = name "two" $ TwoPane delta (1/2)
frame = name "frame" $ id
. mkToggle (single REFLECTX)
. mkToggle (single REFLECTY)
. reflectVert
$ OneBig (2/3) (4/5)
- bsp = name "bsp" $ borderResize (emptyBSP)
+ tiles = name "tiles" $ id
+ . mkToggle (single REFLECTX)
+ . mkToggle (single REFLECTY)
+ $ multiCol [1, 2, 0] 1 delta (1/3)
+ two = name "two" $ TwoPane delta (1/2)
delta = 1/24
name n = renamed [Replace n]
-- layout names for layout selection dialog
-layoutNames = fromList [ ("0: Tabbed windows" , "tabs")
- , ("1: Multi-column tiles" , "tiles")
- , ("2: Two column stack" , "two")
- , ("3: One large framed window" , "frame")
- , ("4: Binary space partition" , "bsp") ]
+layoutNames = fromList [ ("0: Binary space partition" , "bsp")
+ , ("1: Tabbed windows" , "tabs")
+ , ("2: One large framed window" , "frame")
+ , ("3: Multi-column tiles" , "tiles")
+ , ("4: Two column stack" , "two") ]
floatRectTop h = S.RationalRect (1/20) 0 (18/20) h
floatRectBottom h = S.RationalRect (1/20) (1-h) (18/20) h