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|
{-# LANGUAGE OverloadedStrings #-}
{-# LANGUAGE RecordWildCards #-}
{-# LANGUAGE TypeFamilies #-}
module Blessings where
import Control.Applicative
import Data.Ix (inRange)
import Data.List (genericDrop)
import Data.List qualified as L
import Data.MonoTraversable (Element, GrowingAppend, MonoFoldable(..), MonoFunctor(..), MonoPointed(..), MonoTraversable(..))
import Data.Sequences (Index, IsSequence, SemiSequence(..))
import Data.Sequences qualified as S
import Data.String
import Data.Tuple.Extra (both, first, second)
import Data.Word (Word8)
type Blessable t =
( Eq t
, IsString t
, Monoid t
, IsSequence t
, Index t ~ Int
)
type Ps = Word8
type Pm = [Ps]
data Blessings a
= Plain a
| SGR Pm (Blessings a)
| Append (Blessings a) (Blessings a)
| Empty
deriving (Eq, Show)
cataBlessings :: Monoid a => (a -> r) -> (Pm -> r -> r) -> (r -> r -> r) -> Blessings a -> r
cataBlessings plain sgr append = go
where
go (Plain s) = plain s
go (SGR pm t) = sgr pm (go t)
go (Append t1 t2) = append (go t1) (go t2)
go Empty = plain mempty
instance Foldable Blessings where
foldMap f = \case
Append t1 t2 -> foldMap f t1 <> foldMap f t2
Plain s -> f s
SGR _ t -> foldMap f t
Empty -> mempty
instance Functor Blessings where
fmap f = \case
Append t1 t2 -> Append (fmap f t1) (fmap f t2)
Plain s -> Plain (f s)
SGR pm t -> SGR pm (fmap f t)
Empty -> Empty
instance Semigroup (Blessings a) where
t <> Empty = t
Empty <> t = t
Append t1 t2 <> t3 = Append t1 (t2 <> t3)
t1 <> t2 = Append t1 t2
instance Monoid (Blessings a) where
mempty = Empty
mconcat = \case
x:[] -> x
x:xs -> Append x $ mconcat xs
[] -> Empty
instance IsString a => IsString (Blessings a) where
fromString = Plain . fromString
type instance Element (Blessings a) = a
instance MonoFoldable (Blessings a)
instance MonoPointed (Blessings a) where
opoint = Plain
instance MonoFunctor (Blessings a) where
omap = fmap
instance MonoTraversable (Blessings a) where
otraverse f = \case
Plain a -> Plain <$> f a
SGR pm t -> SGR pm <$> otraverse f t
Append t1 t2 -> Append <$> otraverse f t1 <*> otraverse f t2
Empty -> pure Empty
instance GrowingAppend (Blessings a)
instance Blessable a => SemiSequence (Blessings a) where
type Index (Blessings a) = Int
cons a b
| a == mempty = b
cons a (Plain b) = Plain (a <> b)
cons a Empty = Plain a
cons a b = Append (Plain a) b
snoc b a
| a == mempty = b
snoc (Plain b) a = Plain (b <> a)
snoc Empty a = Plain a
snoc b a = Append b (Plain a)
intersperse sep xs =
case otoList xs of
[] -> Empty
(y:ys) ->
foldl'
(\acc z -> snoc (snoc acc sep) z)
(Plain y)
ys
find p = ofoldr (\x acc -> if p x then Just x else acc) Nothing
sortBy cmp xs =
foldr cons Empty (L.sortBy cmp (otoList xs))
reverse xs =
foldr cons Empty (L.reverse (otoList xs))
class IsPm a where
toPm :: a -> Pm
fromPm :: Pm -> Maybe a
data FColor = ECMA48FColor Ps -- ECMA-48 / ISO 6429 / ANSI X3.64
| Xterm256FColor Ps
| ISO8613_3FColor Ps Ps Ps
deriving (Eq, Show)
instance IsPm FColor where
toPm (ECMA48FColor i) = [i]
toPm (Xterm256FColor i) = [38,5,i]
toPm (ISO8613_3FColor r g b) = [38,2,r,g,b]
fromPm = fromSGRPm SGRPm
{ def8Ps = 39
, extPs = 38
, lo8Ps = 30
, hi8Ps = 37
, makeECMA48Color = ECMA48FColor
, makeXterm256Color = Xterm256FColor
, makeISO8613_3Color = ISO8613_3FColor
}
. filterPm sgrBColor
data BColor = ECMA48BColor Ps
| Xterm256BColor Ps
| ISO8613_3BColor Ps Ps Ps
deriving (Eq, Show)
instance IsPm BColor where
toPm (ECMA48BColor i) = [i]
toPm (Xterm256BColor i) = [48,5,i]
toPm (ISO8613_3BColor r g b) = [48,2,r,g,b]
fromPm = fromSGRPm SGRPm
{ def8Ps = 49
, extPs = 48
, lo8Ps = 40
, hi8Ps = 47
, makeECMA48Color = ECMA48BColor
, makeXterm256Color = Xterm256BColor
, makeISO8613_3Color = ISO8613_3BColor
}
. filterPm sgrFColor
data Blink = Blink | NoBlink
deriving (Eq, Show)
instance IsPm Blink where
toPm Blink = [5]
toPm NoBlink = [25]
fromPm = rec . filterPm sgrColor
where
rec xs = case filter (`elem` ([5,25] :: [Word8])) xs of
[] -> Nothing
xs' -> case last xs' of
5 -> Just Blink
25 -> Just NoBlink
_ -> error "filter broken in fromPm :: Pm -> Maybe Blink"
data Bold = Bold | NoBold
deriving (Eq, Show)
instance IsPm Bold where
toPm Bold = [1]
toPm NoBold = [22]
fromPm = rec . filterPm sgrColor
where
rec xs = case filter (`elem` ([1,22] :: [Word8])) xs of
[] -> Nothing
xs' -> case last xs' of
1 -> Just Bold
22 -> Just NoBold
_ -> error "filter broken in fromPm :: Pm -> Maybe Bold"
data Underline = Underline | NoUnderline
deriving (Eq, Show)
instance IsPm Underline where
toPm Underline = [4]
toPm NoUnderline = [24]
fromPm = rec . filterPm sgrColor
where
rec xs = case filter (`elem` ([4,24] :: [Word8])) xs of
[] -> Nothing
xs' -> case last xs' of
4 -> Just Underline
24 -> Just NoUnderline
_ -> error "filter broken in fromPm :: Pm -> Maybe Underline"
data SGRPm c = SGRPm
{ def8Ps :: Ps
, extPs :: Ps
, lo8Ps :: Ps
, hi8Ps :: Ps
, makeECMA48Color :: Ps -> c
, makeXterm256Color :: Ps -> c
, makeISO8613_3Color :: Ps -> Ps -> Ps -> c
}
fromSGRPm :: IsPm c => SGRPm c -> Pm -> Maybe c
fromSGRPm SGRPm{..} = rec Nothing
where
rec mb_c (x:xs)
| x == extPs = case xs of
(2:r:g:b:xs') -> rec (Just $ makeISO8613_3Color r g b) xs'
(5:i:xs') -> rec (Just $ makeXterm256Color i) xs'
_ -> rec mb_c xs
| x == def8Ps = rec (Just $ makeECMA48Color def8Ps) xs
| inRange (lo8Ps, hi8Ps) x = rec (Just $ makeECMA48Color x) xs
| otherwise = rec mb_c xs
rec mb_c _ = mb_c
-- filterPm is used to preprocess Pm before searching with fromPm in
-- order to remove (longer) sequences that could contain subsequences
-- that look like the (shorter) sequences we're searching.
-- E.g. we could find [1] (bold) in any extended color sequence.
-- TODO Can we combine this whole from*Pm with Scanner?
filterPm :: (Pm -> Maybe Word8) -> Pm -> Pm
filterPm f = rec []
where
rec ys xs@(xhead:xtail) = maybe (rec (ys ++ [xhead]) xtail)
(rec ys . flip genericDrop xs)
(f xs)
rec ys _ = ys
sgrColor, sgrFColor, sgrBColor :: Pm -> Maybe Word8
sgrColor xs = sgrFColor xs <|> sgrBColor xs
sgrFColor (38:5:_) = Just 3
sgrFColor (38:2:_) = Just 5
sgrFColor _ = Nothing
sgrBColor (48:5:_) = Just 3
sgrBColor (48:2:_) = Just 5
sgrBColor _ = Nothing
data Style = Style
{ fg :: FColor
, bg :: BColor
, blink :: Blink
, bold :: Bold
, underline :: Underline
}
deriving (Eq, Show)
defaultStyle :: Style
defaultStyle =
Style
{ fg = ECMA48FColor 39
, bg = ECMA48BColor 49
, blink = NoBlink
, bold = NoBold
, underline = NoUnderline
}
--------------------------------------------------------------------------------
-- Semantics
--------------------------------------------------------------------------------
type ColoredChar a = (Style, Element a)
sem :: Blessable a => Blessings a -> [ColoredChar a]
sem = semWith defaultStyle
semWith :: Blessable a => Style -> Blessings a -> [ColoredChar a]
semWith st = \case
Empty -> []
Plain t -> [ (st, c) | c <- otoList t ]
Append a b -> semWith st a ++ semWith st b
SGR pm a ->
let st' = applyPm st pm
in semWith st' a
--------------------------------------------------------------------------------
-- SGR interpretation
--------------------------------------------------------------------------------
-- apply a full SGR list to a Style
applyPm :: Style -> [Word8] -> Style
applyPm st pm = go st pm
where
go s [] = s
-- reset
go _ (0:rest) =
go defaultStyle rest
-- bold on/off
go s (1:rest) = go s{ bold = Bold } rest
go s (22:rest) = go s{ bold = NoBold } rest
-- underline on/off
go s (4:rest) = go s{ underline = Underline } rest
go s (24:rest) = go s{ underline = NoUnderline } rest
-- blink on/off
go s (5:rest) = go s{ blink = Blink } rest
go s (25:rest) = go s{ blink = NoBlink } rest
-- 8-color fg
go s (c:rest)
| 30 <= c && c <= 37 || c == 39 =
go s{ fg = ECMA48FColor c } rest
-- 8-color bg
go s (c:rest)
| 40 <= c && c <= 47 || c == 39 =
go s{ bg = ECMA48BColor c } rest
-- xterm-256 fg: 38;5;i
go s (38:5:i:rest) =
go s{ fg = Xterm256FColor i } rest
-- xterm-256 bg: 48;5;i
go s (48:5:i:rest) =
go s{ bg = Xterm256BColor i } rest
-- truecolor fg: 38;2;r;g;b
go s (38:2:r:g:b:rest) =
go s{ fg = ISO8613_3FColor r g b } rest
-- truecolor bg: 48;2;r;g;b
go s (48:2:r:g:b:rest) =
go s{ bg = ISO8613_3BColor r g b } rest
-- anything else / incomplete sequences: skip
go s (_:rest) = go s rest
pmHasVisibleEffect :: Style -> [Word8] -> Bool
pmHasVisibleEffect st pm =
applyPm st pm /= st
--------------------------------------------------------------------------------
-- Normalizer
--------------------------------------------------------------------------------
normalize :: Blessable a => Blessings a -> Blessings a
normalize = fromSem . sem
fromSem :: Blessable a => [ColoredChar a] -> Blessings a
fromSem [] = Empty
fromSem cs =
foldr1 Append
[ chunkToBlessings st (S.fromList s)
| (st, s) <- chunks cs
, not (null s)
]
chunks :: Eq t => [(t, a)] -> [(t, [a])]
chunks [] = []
chunks ((st0,c0):rest) = go st0 [c0] rest
where
go curSt acc [] =
[(curSt, L.reverse acc)]
go curSt acc ((st,c):xs)
| st == curSt = go curSt (c:acc) xs
| otherwise = (curSt, L.reverse acc) : go st [c] xs
chunkToBlessings :: Blessable a => Style -> a -> Blessings a
chunkToBlessings st s
| s == mempty = Empty
| st == defaultStyle = Plain s
| otherwise = SGR (styleToPm st) (Plain s)
styleToPm :: Style -> [Word8]
styleToPm st =
fgCodes ++ bgCodes ++ blinkCodes ++ boldCodes ++ underlineCodes
where
fgCodes =
case fg st of
ECMA48FColor c -> [c]
Xterm256FColor i -> [38,5,i]
ISO8613_3FColor r g b -> [38,2,r,g,b]
bgCodes =
case bg st of
ECMA48BColor c -> [c]
Xterm256BColor i -> [48,5,i]
ISO8613_3BColor r g b -> [48,2,r,g,b]
blinkCodes =
case blink st of
Blink -> [5]
NoBlink -> []
boldCodes =
case bold st of
Bold -> [1]
NoBold -> []
underlineCodes =
case underline st of
Underline -> [4]
NoUnderline -> []
--------------------------------------------------------------------------------
-- Renderer
--------------------------------------------------------------------------------
type RenderState = [(FColor, BColor, Blink, Bold, Underline)]
emptyRenderState :: RenderState
emptyRenderState = [(ECMA48FColor 39, ECMA48BColor 49, NoBlink, NoBold, NoUnderline)]
render :: Blessable a => RenderState -> Blessings a -> a -> a
render _ (Plain s) y = s <> y
-- TODO merge successive sequences: \ESC[32m\ESC[1m -> \ESC[31;1m
render rs@((fc, bc, bl, b, u):_) (SGR c t) y =
renderSGR bra <> render rs' t (renderSGR ket <> y)
where
fc' = maybe fc id $ fromPm c
bc' = maybe bc id $ fromPm c
bl' = maybe bl id $ fromPm c
b' = maybe b id $ fromPm c
u' = maybe u id $ fromPm c
rs' = (fc', bc', bl', b', u') : rs
bra = braket >>= fst
ket = braket >>= snd
braket =
(if fc' /= fc then (toPm fc', toPm fc) else ([],[])) :
(if bc' /= bc then (toPm bc', toPm bc) else ([],[])) :
(if bl' /= bl then (toPm bl', toPm bl) else ([],[])) :
(if b' /= b then (toPm b', toPm b) else ([],[])) :
(if u' /= u then (toPm u', toPm u) else ([],[])) : []
render _ (SGR _ _) _ =
error "render called w/o proper initial state"
-- where a proper initial state is s.th. like emptyRenderState
render r (Append t1 t2) y =
render r t1 $ render r t2 y
render _ Empty y = y
renderSGR :: Blessable a => Pm -> a
renderSGR [] = mempty
renderSGR pm =
"\ESC[" <> mconcat (L.intersperse ";" (map (fromString . show) pm)) <> "m"
pp :: Blessable a => Blessings a -> a
pp t = render emptyRenderState t mempty
instance Blessable a => IsSequence (Blessings a) where
lengthIndex = ofoldl' (\acc w -> acc + S.lengthIndex w) 0
drop n = \case
Append t1 t2 ->
let
n1 = S.lengthIndex (S.take n t1)
n2 = n - n1
t1' = S.drop n1 t1
t2' = S.drop n2 t2
in
Append t1' t2'
Plain s ->
Plain (S.drop n s)
SGR pm t ->
SGR pm (S.drop n t)
Empty ->
Empty
take n = \case
Append t1 t2 ->
let
t1' = S.take n t1
n' = n - S.lengthIndex t1'
in
if n' > 0
then t1' <> S.take n' t2
else t1'
Plain s ->
Plain (S.take n s)
SGR pm t ->
SGR pm (S.take n t)
Empty ->
Empty
splitAt n = \case
Append t1 t2 ->
let
nt1 = S.lengthIndex t1
in
if n <= nt1
then second (<>t2) $ S.splitAt n t1
else first (t1<>) $ S.splitAt (n - nt1) t2
Plain s ->
both Plain $ S.splitAt n s
SGR pm t ->
both (SGR pm) $ S.splitAt n t
Empty ->
(Empty, Empty)
break p = \case
Append t1 t2 ->
case S.break p t1 of
(t1l, t1r)
| t1r == mempty -> first (t1l<>) $ S.break p t2
| otherwise -> (t1l, t1r <> t2)
Plain s
| p s -> (Empty, Plain s)
| otherwise -> (Plain s, Empty)
SGR pm t ->
both (SGR pm) $ S.break p t
Empty ->
(Empty, Empty)
chunksOf :: Blessable a => Int -> a -> [a]
chunksOf k = rec
where
rec t =
case S.splitAt k t of
(tl, tr)
| tl == mempty -> []
| otherwise -> tl : rec tr
|