Rename Internal to Rahm.Desktop

1 files changed, 58 insertions, 0 deletions

diff --git a/src/Rahm/Desktop/CornerLayout.hs b/src/Rahm/Desktop/CornerLayout.hs
new file mode 100644
index 0000000..33f439e
--- /dev/null
+++ b/src/Rahm/Desktop/CornerLayout.hs
@@ -0,0 +1,58 @@
+{-# LANGUAGE MultiParamTypeClasses, FlexibleInstances #-}
+-- Creates a layout, the "corner layout" that keeps the master window in the
+-- corner and the other windows go around it.
+module Rahm.Desktop.CornerLayout where
+
+import Data.Typeable (Typeable)
+import XMonad (LayoutClass(..), Rectangle(..), Resize(..), fromMessage)
+import qualified XMonad.StackSet as S
+
+data Corner a = Corner Rational Rational
+  deriving (Show, Typeable, Read)
+
+instance LayoutClass Corner a where
+  pureLayout (Corner frac _) screen@(Rectangle x y w h) ss =
+    let w' = floor $ fromIntegral w * frac
+        h' = floor $ fromIntegral h * frac
+        corner = Rectangle 0 0 w' h'
+        vertRect = Rectangle (fromIntegral w') 0 (w - w') h
+        horizRect = Rectangle 0 (fromIntegral h') w' (h - h')
+        ws = S.integrate ss
+
+        vn = (length ws - 1) `div` 2
+        hn = (length ws - 1) - vn
+      in
+        case ws of
+          [a] -> [(a, screen)]
+          [a, b] -> [
+            (a, Rectangle x y w' h),
+            (b, Rectangle (x + fromIntegral w') y (w - w') h)]
+          _ ->
+            zip ws $ map (
+                \(Rectangle x' y' w h) -> Rectangle (x + x') (y + y') w h) $
+              corner :
+                splitVert vertRect vn ++
+                splitHoriz horizRect hn
+
+  pureMessage (Corner frac delta) m = fmap resize (fromMessage m)
+    where
+      resize Shrink = Corner (frac - delta) delta
+      resize Expand = Corner (frac + delta) delta
+
+splitVert :: Rectangle -> Int -> [Rectangle]
+splitVert (Rectangle x y w h) i' =
+  map
+    (\i -> Rectangle x (y + fromIntegral (step * i)) w step)
+    [0 .. i - 1]
+  where
+    i = fromIntegral i'
+    step = h `div` i
+
+splitHoriz :: Rectangle -> Int -> [Rectangle]
+splitHoriz (Rectangle x y w h) i' =
+  map
+    (\i -> Rectangle (x + fromIntegral (step * i)) y step h)
+    [0 .. i - 1]
+  where
+    step = w `div` i
+    i = fromIntegral i'