{-# LANGUAGE DeriveGeneric #-} {-# LANGUAGE MagicHash #-} -- {-# LANGUAGE CPP #-} module Data.ValiditySpec ( spec, ) where -- #if !MIN_VERSION_base(4,7,0) -- import Data.Monoid -- #endif import Data.Maybe import Data.Validity import GHC.Exts (Char (..), chr#) import GHC.Generics (Generic) import GHC.Int (Int16 (..), Int32 (..), Int8 (..)) import GHC.Real (Ratio (..), infinity, notANumber) import GHC.Word (Word16 (..), Word32 (..), Word8 (..)) import Test.Hspec newtype NormalisedRatio a = NormalisedRatio (Ratio a) deriving (Show, Eq, Generic) instance (Validity a, Integral a) => Validity (NormalisedRatio a) where validate nr@(NormalisedRatio r) = mconcat [ genericValidate nr, validateRatioNotNaN r, validateRatioNotInfinite r, validateRatioNormalised r ] data Wrong = Wrong | Fine deriving (Show, Eq) instance Validity Wrong where validate w = case w of Wrong -> invalid "Wrong" Fine -> valid data GeneratedValidity = G Rational Rational deriving (Show, Eq, Generic) instance Validity GeneratedValidity spec :: Spec spec = do describe "Small numbers" $ do describe "Validity Int8" $ do it "Says that minBound is valid" $ isValid (minBound :: Int8) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Int8) `shouldBe` True it "Says that Int# 200 is invalid" $ isValid (I8# 200#) `shouldBe` False it "Says that Int# -200 is invalid" $ isValid (I8# (-200#)) `shouldBe` False describe "Validity Int16" $ do it "Says that minBound is valid" $ isValid (minBound :: Int16) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Int16) `shouldBe` True it "Says that Int# 4000 is invalid" $ isValid (I16# 40000#) `shouldBe` False it "Says that Int# -4000 is invalid" $ isValid (I16# (-40000#)) `shouldBe` False describe "Validity Int32" $ do it "Says that minBound is valid" $ isValid (minBound :: Int32) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Int32) `shouldBe` True it "Says that Int# 2200000000 is invalid" $ isValid (I32# 2200000000#) `shouldBe` False it "Says that Int# -2200000000 is invalid" $ isValid (I32# (-2200000000#)) `shouldBe` False describe "Validity Word8" $ do it "Says that minBound is valid" $ isValid (minBound :: Word8) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Word8) `shouldBe` True it "Says that Word# 300 is invalid" $ isValid (W8# 300##) `shouldBe` False describe "Validity Word16" $ do it "Says that minBound is valid" $ isValid (minBound :: Word16) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Word16) `shouldBe` True it "Says that Word# 80000 is invalid" $ isValid (W16# 80000##) `shouldBe` False describe "Validity Word32" $ do it "Says that minBound is valid" $ isValid (minBound :: Word32) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Word32) `shouldBe` True it "Says that Word# 4800000000 is invalid" $ isValid (W32# 4800000000##) `shouldBe` False describe "Chars" $ do describe "Small" $ do describe "Validity Char" $ do it "Says that minBound is valid" $ isValid (minBound :: Char) `shouldBe` True it "Says that maxBound is valid" $ isValid (maxBound :: Char) `shouldBe` True it "Says that 2147483647 is invalid" $ isValid (C# (chr# 2147483647#)) `shouldBe` False it "Says that a negative char is invalid" $ isValid (C# (chr# -1#)) `shouldBe` False it "Says that a very positive char is invalid" $ isValid (C# (chr# 9223372036854775807#)) `shouldBe` False it "Says that a very negative char is invalid" $ isValid (C# (chr# -9223372036854775808#)) `shouldBe` False describe "Weird" $ do describe "isUtf16SurrogateCodePoint" $ do it "Says that a is a valid char" $ isUtf16SurrogateCodePoint 'a' `shouldBe` False it "Says that \\55810 is an invalid char" $ isUtf16SurrogateCodePoint '\55810' `shouldBe` True describe "validateCharNotUtf16SurrogateCodePoint" $ do it "Says that a is a valid char" $ prettyValidation (validateCharNotUtf16SurrogateCodePoint 'a') `shouldSatisfy` isNothing it "Says that \\55810 is an invalid char" $ prettyValidation (validateCharNotUtf16SurrogateCodePoint '\55810') `shouldSatisfy` isJust describe "Ratio" $ do it "says that 0 is valid" $ NormalisedRatio (0 :% 1 :: Ratio Int) `shouldSatisfy` isValid it "says that 1 is valid" $ NormalisedRatio (1 :% 1 :: Ratio Int) `shouldSatisfy` isValid it "says that minBound is valid" $ NormalisedRatio (minBound :% 1 :: Ratio Int) `shouldSatisfy` isValid it "says that maxBound is valid" $ NormalisedRatio (maxBound :% 1 :: Ratio Int) `shouldSatisfy` isValid it "says that maxBound / minBound is invalid" $ NormalisedRatio (maxBound :% minBound :: Ratio Int) `shouldSatisfy` (not . isValid) it "says that minBound / maxBound is invalid" $ NormalisedRatio (minBound :% maxBound :: Ratio Int) `shouldSatisfy` (not . isValid) it "says that minBound / 2957808295740799111 is valid" $ NormalisedRatio (minBound :% (2957808295740799111) :: Ratio Int) `shouldSatisfy` isValid describe "NormalisedRatio" $ do it "says that NaN is invalid" $ NormalisedRatio notANumber `shouldSatisfy` (not . isValid) it "says that +Inf is invalid" $ NormalisedRatio infinity `shouldSatisfy` (not . isValid) it "says that -Inf is invalid" $ NormalisedRatio (- infinity) `shouldSatisfy` (not . isValid) it "says that these non-normalised numbers are invalid" $ do NormalisedRatio ((5 :: Integer) :% 5) `shouldSatisfy` (not . isValid) NormalisedRatio ((1 :: Integer) :% (-5)) `shouldSatisfy` (not . isValid) NormalisedRatio ((6 :: Integer) :% 2) `shouldSatisfy` (not . isValid) NormalisedRatio ((2 :: Integer) :% 6) `shouldSatisfy` (not . isValid) NormalisedRatio ((2 :: Integer) :% 0) `shouldSatisfy` (not . isValid) NormalisedRatio ((0 :: Integer) :% 5) `shouldSatisfy` (not . isValid) NormalisedRatio ((0 :: Integer) :% 0) `shouldSatisfy` (not . isValid) describe "Wrong" $ do it "says Wrong is invalid" $ Wrong `shouldSatisfy` (not . isValid) it "says Fine is valid" $ Fine `shouldSatisfy` isValid describe "GeneratedValidity" $ do let nan = 1 :% 0 it "says G (1:%0) 0 is not valid" $ G nan 0 `shouldSatisfy` (not . isValid) it "says G 0 (1:%0) is not valid" $ G 0 nan `shouldSatisfy` (not . isValid) it "says G 0 0 is valid" $ G 0 0 `shouldSatisfy` isValid