#if __GLASGOW_HASKELL__ >= 707
#endif
module Data.Color (
RGBA(..)
, Color
, blend
, multRGBA
, module Data.Color.Class
) where
import Data.String
import Data.Char
import Data.Color.Class
import Foreign.Storable
import Foreign.Ptr
import Control.Applicative
import Linear
type Color = RGBA
type RGBA = V4
#if __GLASGOW_HASKELL__ >= 707
pattern RGBA a b c d = V4 a b c d
#endif
instance HasRGB V4 where
fromRGB r g b = V4 r g b 1.0
_Red = _x
_Green = _y
_Blue = _z
instance HasHSB V4 where
fromHSB h s v = hsv_rgb h s v (argb 1.0)
_Hue f (RGBA r g b a) = rgb_hsv r g b $ \h s v -> fmap (\h' -> hsv_rgb h' s v (argb a)) (f h)
_Saturation f (RGBA r g b a) = rgb_hsv r g b $ \h s v -> fmap (\s' -> hsv_rgb h s' v (argb a)) (f s)
_Brightness f (RGBA r g b a) = rgb_hsv r g b $ \h s v -> fmap (\v' -> hsv_rgb h s v' (argb a)) (f v)
instance HasAlpha V4 where
_Alpha = _w
instance Fractional a => IsString (V4 a) where
fromString xs@[r,g,b,a] | all isHexDigit xs = V4 (hf r) (hf g) (hf b) (hf a)
fromString xs@[r,g,b] | all isHexDigit xs = V4 (hf r) (hf g) (hf b) 1
fromString xs@[r1,r0,g1,g0,b1,b0,a1,a0] | all isHexDigit xs = V4 (hf' r1 r0) (hf' g1 g0) (hf' b1 b0) (hf' a1 a0)
fromString xs@[r1,r0,g1,g0,b1,b0] | all isHexDigit xs = V4 (hf' r1 r0) (hf' g1 g0) (hf' b1 b0) 1
fromString x = error $ "Invalid color representation: " ++ x
blend :: (Functor f, Additive f, Num a) => a -> f a -> f a -> f a
blend t a b = (1 t) *^ a ^+^ t *^ b
argb :: a -> a -> a -> a -> V4 a
argb a r g b = RGBA r g b a
rgb_hsv :: RealFrac a => a -> a -> a -> (a -> a -> a -> r) -> r
rgb_hsv r g b f = f h (s / maxC) maxC where
maxC = r `max` g `max` b
minC = r `min` g `min` b
s = maxC minC
h | maxC == r = (g b) / s * 60
| maxC == g = (b r) / s * 60 + 120
| maxC == b = (r g) / s * 60 + 240
| otherwise = undefined
hsv_rgb :: RealFrac a => a -> a -> a -> (a -> a -> a -> r) -> r
hsv_rgb h s v r
| h' == 0 = r v t p
| h' == 1 = r q v p
| h' == 2 = r p v t
| h' == 3 = r p q v
| h' == 4 = r t p v
| h' == 5 = r v p q
| otherwise = undefined
where
h' = floor (h / 60) `mod` 6 :: Int
f = h / 60 fromIntegral h'
p = v * (1 s)
q = v * (1 f * s)
t = v * (1 (1 f) * s)
hf x = fromIntegral (digitToInt x) / 15
hf' x y = fromIntegral (digitToInt x * 16 + digitToInt y) / 255
multRGBA = (*)