-- Hoogle documentation, generated by Haddock
-- See Hoogle, http://www.haskell.org/hoogle/


-- | A simple library for creating animated ascii art on ANSI terminals.
--   
--   A simple library for creating animated ascii art on ANSI terminals.
@package haha
@version 0.2

module Graphics.Ascii.Haha.Terminal
esc :: String -> [String] -> String -> String
clearEol :: String
clear :: String
clearAll :: String
move :: (Integral i) => i -> i -> String
moveDown :: (Integral i) => i -> String
moveBack :: (Integral i) => i -> String
moveForward :: (Integral i) => i -> String
moveUp :: (Integral i) => i -> String
load :: String
save :: String
clr :: [String] -> String
bg :: Color -> [String]
fg :: Color -> [String]
bold :: [String] -> [String]
faint :: [String] -> [String]
standout :: [String] -> [String]
underline :: [String] -> [String]
blink :: [String] -> [String]
reverse :: [String] -> [String]
invisible :: [String] -> [String]
normal :: [String] -> [String]
data Color
Black :: Color
Red :: Color
Green :: Color
Yellow :: Color
Blue :: Color
Magenta :: Color
Cyan :: Color
White :: Color
Reset :: Color
num :: (Integral i) => Color -> i
reset :: String
red :: String
green :: String
yellow :: String
blue :: String
magenta :: String
cyan :: String
white :: String
black :: String
redBold :: String
greenBold :: String
yellowBold :: String
blueBold :: String
magentaBold :: String
cyanBold :: String
whiteBold :: String
blackBold :: String
redBg :: String
greenBg :: String
yellowBg :: String
blueBg :: String
magentaBg :: String
cyanBg :: String
whiteBg :: String
resetBg :: String
blackBg :: String
width :: (Read i, Integral i) => IO i
height :: (Read i, Integral i) => IO i
geometry :: (Read i, Integral i) => IO (i, i)
instance Show Color
instance Eq Color

module Graphics.Ascii.Haha.Geometry
data Point u
Point :: u -> u -> Point u
_x :: Point u -> u
_y :: Point u -> u
data Line u
Line :: Point u -> Point u -> Line u
_a :: Line u -> Point u
_b :: Line u -> Point u
data Tri u
Tri :: (Point u) -> (Point u) -> (Point u) -> Tri u
data Poly u
Poly :: [Point u] -> Poly u
data Mesh u
Mesh :: [Tri u] -> Mesh u
data Rect u
Rect :: (Point u) -> (Point u) -> Rect u
data Circle u
Circle :: (Point u) -> u -> Circle u
data Elipse u
Elipse :: (Point u) -> u -> u -> Elipse u
class Geometry g
centroid :: (Geometry g, Ord u, Floating u) => g u -> Point u
bounds :: (Geometry g, Ord u, Floating u) => g u -> Rect u
translate :: (Geometry g, Ord u, Floating u) => u -> u -> g u -> g u
rotate :: (Geometry g, Ord u, Floating u) => u -> Point u -> g u -> g u
scale :: (Geometry g, Ord u, Floating u) => u -> Point u -> g u -> g u
outline :: (Geometry g) => g u -> Poly u
mesh :: (Geometry g) => g u -> Mesh u
discrete :: (Geometry g, RealFrac u, Integral i) => g u -> g i
rotateLocal :: (Geometry g, Ord u, Floating u) => u -> g u -> g u
centroidPoint :: Point u -> Point u
boundsPoint :: Point u -> Rect u
translatePoint :: (Num u) => u -> u -> Point u -> Point u
rotatePoint :: (Floating u) => u -> Point u -> Point u -> Point u
scalePoint :: (Num u) => u -> Point u -> Point u -> Point u
outlinePoint :: Point u -> Poly u
meshPoint :: Point u -> Mesh u
discretePoint :: (RealFrac u, Integral i) => Point u -> Point i
centroidLine :: (Fractional u) => Line u -> Point u
boundsLine :: Line u -> Rect u
translateLine :: (Ord u, Floating u) => u -> u -> Line u -> Line u
rotateLine :: (Ord u, Floating u) => u -> Point u -> Line u -> Line u
scaleLine :: (Ord u, Floating u) => u -> Point u -> Line u -> Line u
outlineLine :: Line u -> Poly u
meshLine :: Line u -> Mesh u
discreteLine :: (RealFrac u, Integral i) => Line u -> Line i
centroidTri :: (Ord u, Floating u) => Tri u -> Point u
boundsTri :: (Ord u) => Tri u -> Rect u
translateTri :: (Ord u, Floating u) => u -> u -> Tri u -> Tri u
rotateTri :: (Ord u, Floating u) => u -> Point u -> Tri u -> Tri u
scaleTri :: (Ord u, Floating u) => u -> Point u -> Tri u -> Tri u
outlineTri :: Tri u -> Poly u
meshTri :: Tri u -> Mesh u
discreteTri :: (RealFrac u, Integral i) => Tri u -> Tri i
centroidPoly :: (Fractional u) => Poly u -> Point u
boundsPoly :: (Ord u) => Poly u -> Rect u
translatePoly :: (Ord u, Floating u) => u -> u -> Poly u -> Poly u
rotatePoly :: (Ord u, Floating u) => u -> Point u -> Poly u -> Poly u
scalePoly :: (Ord u, Floating u) => u -> Point u -> Poly u -> Poly u
outlinePoly :: Poly u -> Poly u
meshPoly :: Poly u -> Mesh u
discretePoly :: (RealFrac u, Integral i) => Poly u -> Poly i
inRect :: (Ord u) => Point u -> Rect u -> Bool
intersectRect :: (Ord u, Num u) => Rect u -> Rect u -> Maybe (Rect u)
star :: (Enum u, Floating u) => Point u -> u -> u -> u -> Poly u
instance (Show u) => Show (Elipse u)
instance (Eq u) => Eq (Elipse u)
instance (Ord u) => Ord (Elipse u)
instance (Show u) => Show (Circle u)
instance (Eq u) => Eq (Circle u)
instance (Ord u) => Ord (Circle u)
instance (Show u) => Show (Rect u)
instance (Eq u) => Eq (Rect u)
instance (Ord u) => Ord (Rect u)
instance (Show u) => Show (Mesh u)
instance (Eq u) => Eq (Mesh u)
instance (Ord u) => Ord (Mesh u)
instance (Show u) => Show (Poly u)
instance (Eq u) => Eq (Poly u)
instance (Ord u) => Ord (Poly u)
instance (Show u) => Show (Tri u)
instance (Eq u) => Eq (Tri u)
instance (Ord u) => Ord (Tri u)
instance (Show u) => Show (Line u)
instance (Eq u) => Eq (Line u)
instance (Ord u) => Ord (Line u)
instance (Show u) => Show (Point u)
instance (Eq u) => Eq (Point u)
instance (Ord u) => Ord (Point u)
instance Geometry Poly
instance Geometry Tri
instance Geometry Line
instance Geometry Point

module Graphics.Ascii.Haha.Bitmap
data Bitmap u p
Bitmap :: Map (Point u) p -> Bitmap u p
bits :: Bitmap u p -> Map (Point u) p
withBits :: (Map (Point u) p -> Map (Point v) q) -> Bitmap u p -> Bitmap v q
empty :: Bitmap u p
get :: (Ord u) => Point u -> Bitmap u p -> Maybe p
put :: (Ord u) => Point u -> p -> Bitmap u p -> Bitmap u p
erase :: (Ord u) => Point u -> Bitmap u p -> Bitmap u p
mapPoints :: (Ord v) => (Point u -> Point v) -> Bitmap u p -> Bitmap v p
filterPt :: (Ord u) => (Point u -> p -> Bool) -> Bitmap u p -> Bitmap u p
toList :: Bitmap u p -> [(Point u, p)]
clip :: (Ord u) => Rect u -> Bitmap u p -> Bitmap u p
drawPoint :: (Ord u) => Point u -> p -> Bitmap u p -> Bitmap u p
drawList :: (Ord u) => [Point u] -> p -> Bitmap u p -> Bitmap u p
drawLine :: (Fractional u, Ord u, Enum u) => Line u -> p -> Bitmap u p -> Bitmap u p
drawPoly :: (Fractional u, Ord u, Enum u) => Poly u -> p -> Bitmap u p -> Bitmap u p
drawElipse :: (Floating u, Ord u, Enum u) => Elipse u -> u -> p -> Bitmap u p -> Bitmap u p
drawCircle :: (Floating u, Ord u, Enum u) => Circle u -> u -> p -> Bitmap u p -> Bitmap u p
drawRect :: (Ord u, Enum u) => Rect u -> p -> Bitmap u p -> Bitmap u p
instance (Show u, Show p) => Show (Bitmap u p)
instance (Eq u, Eq p) => Eq (Bitmap u p)
instance Functor (Bitmap u)

module Graphics.Ascii.Haha.Plot
data Pixel
Pixel :: Char -> String -> Pixel
orderPoint :: (Ord t) => Point t -> Point t -> Ordering
list :: (Integral i, RealFrac u) => u -> Rect u -> Bitmap u p -> [(Point i, p)]
string :: (Integral i) => Bool -> Rect i -> Point i -> String -> String -> [(Point i, Pixel)] -> String
instance Show Pixel
instance Eq Pixel