packages feed

time-compat-1.9.9: test/main/Test/Arbitrary.hs

{-# OPTIONS -fno-warn-orphans #-}

module Test.Arbitrary (supportedDayRange) where

import Control.Monad
import Data.Fixed
import Data.Ratio
import Data.Time.Calendar.Month.Compat
import Data.Time.Calendar.Quarter.Compat
import Data.Time.Calendar.WeekDate.Compat
import Data.Time.Clock.POSIX.Compat
import Data.Time.Compat
import System.Random
import Test.Tasty.QuickCheck hiding (reason)

instance Arbitrary DayOfWeek where
  arbitrary = fmap toEnum $ choose (1, 7)

instance Arbitrary FirstWeekType where
  arbitrary = do
    b <- arbitrary
    return $ if b then FirstWholeWeek else FirstMostWeek

deriving instance Show FirstWeekType

deriving instance Random Month

supportedMonthRange :: (Month, Month)
supportedMonthRange = (YearMonth (-9899) 1, YearMonth 9999 12)

shrinkYear :: Integer -> [Integer]
shrinkYear y =
  let yearShrink =
        if y > 2000
          then [pred y]
          else
            if y < 2000
              then [succ y]
              else []
      year10Shrink =
        if y > 2010
          then fmap (\i -> y - i) [1 .. 10]
          else
            if y < 1990
              then fmap (\i -> y + i) [1 .. 10]
              else []
      year100Shrink =
        if y > 2100
          then [y - 100]
          else
            if y < 1900
              then [y + 100]
              else []
   in year100Shrink <> year10Shrink <> yearShrink

instance Arbitrary Month where
  arbitrary = choose supportedMonthRange

instance Arbitrary Quarter where
  arbitrary = fmap monthQuarter arbitrary
  shrink (YearQuarter y qoy) =
    fmap (\y' -> YearQuarter y' qoy) (shrinkYear y)
      <> fmap (YearQuarter y) (shrink qoy)

instance Arbitrary QuarterOfYear where
  arbitrary = liftM toEnum $ choose (1, 4)
  shrink Q1 = []
  shrink _ = [Q1]

deriving instance Random Day

supportedDayRange :: (Day, Day)
supportedDayRange = (fromGregorian (-9899) 1 1, fromGregorian 9999 12 31)

instance Arbitrary Day where
  arbitrary = choose supportedDayRange
  shrink day =
    let (y, m, d) = toGregorian day
        dayShrink =
          if d > 1
            then [fromGregorian y m (d - 1)]
            else []
        monthShrink =
          if m > 1
            then [fromGregorian y (m - 1) d]
            else []
     in dayShrink <> monthShrink <> fmap (\y' -> fromGregorian y' m d) (shrinkYear y)

instance CoArbitrary Day where
  coarbitrary (ModifiedJulianDay d) = coarbitrary d

instance Arbitrary CalendarDiffDays where
  arbitrary = liftM2 CalendarDiffDays arbitrary arbitrary

instance Arbitrary DiffTime where
  arbitrary = oneof [intSecs, fracSecs] -- up to 1 leap second
    where
      intSecs = liftM secondsToDiffTime' $ choose (0, 86400)
      fracSecs = liftM picosecondsToDiffTime' $ choose (0, 86400 * 10 ^ (12 :: Int))
      secondsToDiffTime' :: Integer -> DiffTime
      secondsToDiffTime' = fromInteger
      picosecondsToDiffTime' :: Integer -> DiffTime
      picosecondsToDiffTime' x = fromRational (x % 10 ^ (12 :: Int))

instance CoArbitrary DiffTime where
  coarbitrary t = coarbitrary (fromEnum t)

instance Arbitrary NominalDiffTime where
  arbitrary = oneof [intSecs, fracSecs]
    where
      limit = 1000 * 86400
      picofactor = 10 ^ (12 :: Int)
      intSecs = liftM secondsToDiffTime' $ choose (negate limit, limit)
      fracSecs = liftM picosecondsToDiffTime' $ choose (negate limit * picofactor, limit * picofactor)
      secondsToDiffTime' :: Integer -> NominalDiffTime
      secondsToDiffTime' = fromInteger
      picosecondsToDiffTime' :: Integer -> NominalDiffTime
      picosecondsToDiffTime' x = fromRational (x % 10 ^ (12 :: Int))

instance CoArbitrary NominalDiffTime where
  coarbitrary t = coarbitrary (fromEnum t)

instance Arbitrary CalendarDiffTime where
  arbitrary = liftM2 CalendarDiffTime arbitrary arbitrary

reduceDigits :: Int -> Pico -> Maybe Pico
reduceDigits (-1) _ = Nothing
reduceDigits n x =
  let d :: Pico
      d = 10 ^^ (negate n)
      r = mod' x d
   in case r of
        0 -> reduceDigits (n - 1) x
        _ -> Just $ x - r

instance Arbitrary TimeOfDay where
  arbitrary = liftM timeToTimeOfDay arbitrary
  shrink (TimeOfDay h m s) =
    let shrinkInt 0 = []
        shrinkInt 1 = [0]
        shrinkInt _ = [0, 1]
        shrinkPico 0 = []
        shrinkPico 1 = [0]
        shrinkPico p = case reduceDigits 12 p of
          Just p' -> [0, 1, p']
          Nothing -> [0, 1]
     in [TimeOfDay h' m s | h' <- shrinkInt h]
          ++ [TimeOfDay h m' s | m' <- shrinkInt m]
          ++ [TimeOfDay h m s' | s' <- shrinkPico s]

instance CoArbitrary TimeOfDay where
  coarbitrary t = coarbitrary (timeOfDayToTime t)

instance Arbitrary LocalTime where
  arbitrary = liftM2 LocalTime arbitrary arbitrary
  shrink (LocalTime d tod) = [LocalTime d' tod | d' <- shrink d] ++ [LocalTime d tod' | tod' <- shrink tod]

instance CoArbitrary LocalTime where
  coarbitrary t = coarbitrary (floor (utcTimeToPOSIXSeconds (localTimeToUTC utc t)) :: Integer)

instance Arbitrary TimeZone where
  arbitrary = liftM minutesToTimeZone $ choose (-720, 720)
  shrink (TimeZone 0 _ _) = []
  shrink (TimeZone _ s n) = [TimeZone 0 s n]

instance CoArbitrary TimeZone where
  coarbitrary tz = coarbitrary (timeZoneMinutes tz)

instance Arbitrary ZonedTime where
  arbitrary = liftM2 ZonedTime arbitrary arbitrary
  shrink (ZonedTime d tz) = [ZonedTime d' tz | d' <- shrink d] ++ [ZonedTime d tz' | tz' <- shrink tz]

instance CoArbitrary ZonedTime where
  coarbitrary t = coarbitrary (floor (utcTimeToPOSIXSeconds (zonedTimeToUTC t)) :: Integer)

instance Arbitrary UTCTime where
  arbitrary = liftM2 UTCTime arbitrary arbitrary
  shrink t = fmap (localTimeToUTC utc) $ shrink $ utcToLocalTime utc t

instance CoArbitrary UTCTime where
  coarbitrary t = coarbitrary (floor (utcTimeToPOSIXSeconds t) :: Integer)

instance Arbitrary UniversalTime where
  arbitrary = liftM (\n -> ModJulianDate $ n % k) $ choose (-313698 * k, 2973483 * k) -- 1000-01-1 to 9999-12-31
    where
      k = 86400
  shrink t = fmap (localTimeToUT1 0) $ shrink $ ut1ToLocalTime 0 t

instance CoArbitrary UniversalTime where
  coarbitrary (ModJulianDate d) = coarbitrary d