~jaro/balkon

8438e1604767ae5210432d5e920069f767d60343 — Jaro 1 year, 10 months ago fc2d682
Add module for working with rectangle coordinates.
M balkon.cabal => balkon.cabal +2 -0
@@ 97,6 97,7 @@ library
    -- Modules exported by the library.
    exposed-modules:
        Data.Text.ParagraphLayout,
        Data.Text.ParagraphLayout.Rect,
        Data.Text.ParagraphLayout.Run,
        Data.Text.ParagraphLayout.Span



@@ 126,6 127,7 @@ test-suite balkon-test
    other-modules:
        Data.Text.ParagraphLayoutSpec,
        Data.Text.ParagraphLayout.FontLoader,
        Data.Text.ParagraphLayout.RectSpec,
        Data.Text.ParagraphLayout.RunSpec,
        Data.Text.ParagraphLayout.SpanData


A src/Data/Text/ParagraphLayout/Rect.hs => src/Data/Text/ParagraphLayout/Rect.hs +67 -0
@@ 0,0 1,67 @@
-- | Representation of an axis-aligned rectangle on a 2D plane, with one of its
-- corners being a designated origin point.
module Data.Text.ParagraphLayout.Rect
    (Rect(..)
    ,height
    ,union
    ,width
    ,x_max
    ,x_min
    ,x_terminus
    ,y_max
    ,y_min
    ,y_terminus
    )
where

data Rect a = Rect { x_origin :: a, y_origin :: a, x_size :: a, y_size :: a }
    deriving (Eq, Read, Show)

-- | Absolute difference between the X coordinates of the rectangle's sides.
width :: Num a => Rect a -> a
width r = abs $ x_size r

-- | Absolute difference between the X coordinates of the rectangle's sides.
height :: Num a => Rect a -> a
height r = abs $ y_size r

-- | X coordinate of the corner opposite of the origin.
x_terminus :: Num a => Rect a -> a
x_terminus r = x_origin r + x_size r

-- | Y coordinate of the corner opposite of the origin.
y_terminus :: Num a => Rect a -> a
y_terminus r = y_origin r + y_size r

-- | The smaller of the two X coordinates of the rectangle's edges.
x_min :: (Num a, Ord a) => Rect a -> a
x_min r = x_origin r `min` x_terminus r

-- | The smaller of the two Y coordinates of the rectangle's edges.
y_min :: (Num a, Ord a) => Rect a -> a
y_min r = y_origin r `min` y_terminus r

-- | The larger of the two X coordinates of the rectangle's edges.
x_max :: (Num a, Ord a) => Rect a -> a
x_max r = x_origin r `max` x_terminus r

-- | The larger of the two Y coordinates of the rectangle's edges.
y_max :: (Num a, Ord a) => Rect a -> a
y_max r = y_origin r `max` y_terminus r

-- | Calculate the smallest rectangle that completely contains the given two
-- rectangles.
--
-- The origin of the resulting rectangle will be the corner with the lowest
-- X and Y coordinates, regardless of the origin of the input rectangles.
union :: (Num a, Ord a) => Rect a -> Rect a -> Rect a
union a b = Rect x1 y1 dx dy where
    x1 = x_min a `min` x_min b
    y1 = y_min a `min` y_min b
    x2 = x_max a `max` x_max b
    y2 = y_max a `max` y_max b
    dx = x2 - x1
    dy = y2 - y1

instance (Num a, Ord a) => Semigroup (Rect a) where
    (<>) = union

A test/Data/Text/ParagraphLayout/RectSpec.hs => test/Data/Text/ParagraphLayout/RectSpec.hs +29 -0
@@ 0,0 1,29 @@
module Data.Text.ParagraphLayout.RectSpec (spec) where

import Data.Int (Int32)

import Test.Hspec
import Data.Text.ParagraphLayout.Rect

positiveRect :: Rect Int32
positiveRect = Rect 50 60 10 10

negativeRect :: Rect Int32
negativeRect = Rect 80 90 (-15) (-15)

spec :: Spec
spec = do
    describe "union of two rects" $ do
        let r = union positiveRect negativeRect
        it "has origin at 50,60" $
            (x_origin r, y_origin r) `shouldBe` (50, 60)
        it "has minimum coordinates at at 50,60" $
            (x_min r, y_min r) `shouldBe` (50, 60)
        it "has terminus at 80,90" $
            (x_terminus r, y_terminus r) `shouldBe` (80, 90)
        it "has maximum coordinates at 80,90" $
            (x_max r, y_max r) `shouldBe` (80, 90)
        it "has size 30,30" $
            (x_size r, y_size r) `shouldBe` (30, 30)
        it "has absolute size 30,30" $
            (width r, height r) `shouldBe` (30, 30)