{-# GHC_PRAGMA INTERFACE VERSION 5 #-}
interface PreludeCore where
import PreludeBuiltin(Double(..))
instance Enum Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 6 _!_ _TUP_5 [{{Ord Double}}, (Double -> [Double]), (Double -> Double -> [Double]), (Double -> Double -> [Double]), (Double -> Double -> Double -> [Double])] [_DFUN_ Ord (Double), _CONSTM_ Enum enumFrom (Double), _CONSTM_ Enum enumFromThen (Double), _CONSTM_ Enum enumFromTo (Double), _CONSTM_ Enum enumFromThenTo (Double)] _N_
	 enumFrom = _A_ 1 _U_ 2 _N_ _N_ _N_ _N_,
	 enumFromThen = _A_ 2 _U_ 21 _N_ _N_ _N_ _N_,
	 enumFromTo = _A_ 2 _U_ 22 _N_ _N_ _N_ _N_,
	 enumFromThenTo = _A_ 3 _U_ 222 _N_ _N_ _N_ _N_ #-}
instance Eq Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 3 _!_ _TUP_2 [(Double -> Double -> Bool), (Double -> Double -> Bool)] [_CONSTM_ Eq (==) (Double), _CONSTM_ Eq (/=) (Double)] _N_
	 (==) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ eqDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ eqDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (/=) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ neDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ neDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_ #-}
instance Floating Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 20 _!_ _TUP_19 [{{Fractional Double}}, Double, (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double -> Double), (Double -> Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double)] [_DFUN_ Fractional (Double), _CONSTM_ Floating pi (Double), _CONSTM_ Floating exp (Double), _CONSTM_ Floating log (Double), _CONSTM_ Floating sqrt (Double), _CONSTM_ Floating (**) (Double), _CONSTM_ Floating logBase (Double), _CONSTM_ Floating sin (Double), _CONSTM_ Floating cos (Double), _CONSTM_ Floating tan (Double), _CONSTM_ Floating asin (Double), _CONSTM_ Floating acos (Double), _CONSTM_ Floating atan (Double), _CONSTM_ Floating sinh (Double), _CONSTM_ Floating cosh (Double), _CONSTM_ Floating tanh (Double), _CONSTM_ Floating asinh (Double), _CONSTM_ Floating acosh (Double), _CONSTM_ Floating atanh (Double)] _N_
	 pi = _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 2 _!_ D# [] [3.1415926535897931##] _N_,
	 exp = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ expDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ expDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 log = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ logDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ logDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 sqrt = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ sqrtDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ sqrtDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 (**) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ powerDouble# [] [u0, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> case _#_ powerDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 logBase = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 5 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ logDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> case _#_ logDouble# [] [u0] of { _PRIM_ (u3 :: Double#) -> case _#_ divideDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] } } } _N_} _F_ _IF_ARGS_ 0 2 CC 7 \ (u0 :: Double) (u1 :: Double) -> case u1 of { _ALG_ D# (u2 :: Double#) -> case _#_ logDouble# [] [u2] of { _PRIM_ (u3 :: Double#) -> case u0 of { _ALG_ D# (u4 :: Double#) -> case _#_ logDouble# [] [u4] of { _PRIM_ (u5 :: Double#) -> case _#_ divideDouble# [] [u3, u5] of { _PRIM_ (u6 :: Double#) -> _!_ D# [] [u6] } }; _NO_DEFLT_ } }; _NO_DEFLT_ } _N_,
	 sin = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ sinDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ sinDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 cos = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ cosDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ cosDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 tan = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ tanDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ tanDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 asin = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ asinDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ asinDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 acos = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ acosDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ acosDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 atan = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ atanDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ atanDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 sinh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ sinhDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ sinhDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 cosh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ coshDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ coshDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 tanh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ tanhDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ tanhDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 asinh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_,
	 acosh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_,
	 atanh = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_ #-}
instance Fractional Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 5 _!_ _TUP_4 [{{Num Double}}, (Double -> Double -> Double), (Double -> Double), (Ratio Integer -> Double)] [_DFUN_ Num (Double), _CONSTM_ Fractional (/) (Double), _CONSTM_ Fractional recip (Double), _CONSTM_ Fractional fromRational (Double)] _N_
	 (/) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ divideDouble# [] [u0, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> case _#_ divideDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 recip = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ divideDouble# [] [1.0000000000000000##, u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ divideDouble# [] [1.0000000000000000##, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 fromRational = _A_ 0 _U_ 2 _N_ _N_ _N_ _N_ #-}
instance Num Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 11 _!_ _TUP_10 [{{Eq Double}}, {{Text Double}}, (Double -> Double -> Double), (Double -> Double -> Double), (Double -> Double -> Double), (Double -> Double), (Double -> Double), (Double -> Double), (Integer -> Double), (Int -> Double)] [_DFUN_ Eq (Double), _DFUN_ Text (Double), _CONSTM_ Num (+) (Double), _CONSTM_ Num (-) (Double), _CONSTM_ Num (*) (Double), _CONSTM_ Num negate (Double), _CONSTM_ Num abs (Double), _CONSTM_ Num signum (Double), _CONSTM_ Num fromInteger (Double), _CONSTM_ Num fromInt (Double)] _N_
	 (+) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ plusDouble# [] [u0, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> case _#_ plusDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (-) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ minusDouble# [] [u0, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> case _#_ minusDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (*) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Double#) (u1 :: Double#) -> case _#_ timesDouble# [] [u0, u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> case _#_ timesDouble# [] [u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 negate = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Double#) -> case _#_ negateDouble# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Double) -> case u0 of { _ALG_ D# (u1 :: Double#) -> case _#_ negateDouble# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_,
	 abs = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_,
	 signum = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_,
	 fromInteger = _A_ 1 _U_ 1 _N_ _S_ "U(PPP)" {_A_ 3 _U_ 222 _N_ _N_ _F_ _IF_ARGS_ 0 3 XXX 3 \ (u0 :: Int#) (u1 :: Int#) (u2 :: ByteArray#) -> case _#_ encodeDouble# [] [u0, u1, u2, 0#] of { _PRIM_ (u3 :: Double#) -> _!_ D# [] [u3] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Integer) -> case u0 of { _ALG_ J# (u1 :: Int#) (u2 :: Int#) (u3 :: ByteArray#) -> case _#_ encodeDouble# [] [u1, u2, u3, 0#] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] }; _NO_DEFLT_ } _N_,
	 fromInt = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Int#) -> case _#_ int2Double# [] [u0] of { _PRIM_ (u1 :: Double#) -> _!_ D# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Int) -> case u0 of { _ALG_ I# (u1 :: Int#) -> case _#_ int2Double# [] [u1] of { _PRIM_ (u2 :: Double#) -> _!_ D# [] [u2] }; _NO_DEFLT_ } _N_ #-}
instance Ord Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 9 _!_ _TUP_8 [{{Eq Double}}, (Double -> Double -> Bool), (Double -> Double -> Bool), (Double -> Double -> Bool), (Double -> Double -> Bool), (Double -> Double -> Double), (Double -> Double -> Double), (Double -> Double -> _CMP_TAG)] [_DFUN_ Eq (Double), _CONSTM_ Ord (<) (Double), _CONSTM_ Ord (<=) (Double), _CONSTM_ Ord (>=) (Double), _CONSTM_ Ord (>) (Double), _CONSTM_ Ord max (Double), _CONSTM_ Ord min (Double), _CONSTM_ Ord _tagCmp (Double)] _N_
	 (<) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ ltDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ ltDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (<=) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ leDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ leDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (>=) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ geDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ geDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 (>) = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 1 \ (u0 :: Double#) (u1 :: Double#) -> _#_ gtDouble# [] [u0, u1] _N_} _F_ _IF_ARGS_ 0 2 CC 3 \ (u0 :: Double) (u1 :: Double) -> case u0 of { _ALG_ D# (u2 :: Double#) -> case u1 of { _ALG_ D# (u3 :: Double#) -> _#_ gtDouble# [] [u2, u3]; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 max = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _N_ _N_} _N_ _N_,
	 min = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _N_ _N_} _N_ _N_,
	 _tagCmp = _A_ 2 _U_ 11 _N_ _S_ "U(P)U(P)" {_A_ 2 _U_ 22 _N_ _N_ _N_ _N_} _N_ _N_ #-}
instance Real Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 4 _!_ _TUP_3 [{{Num Double}}, {{Enum Double}}, (Double -> Ratio Integer)] [_DFUN_ Num (Double), _DFUN_ Enum (Double), _CONSTM_ Real toRational (Double)] _N_
	 toRational = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_ #-}
instance RealFloat Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 11 _!_ _TUP_10 [{{RealFrac Double}}, {{Floating Double}}, (Double -> Integer), (Double -> Int), (Double -> (Int, Int)), (Double -> (Integer, Int)), (Integer -> Int -> Double), (Double -> Int), (Double -> Double), (Int -> Double -> Double)] [_DFUN_ RealFrac (Double), _DFUN_ Floating (Double), _CONSTM_ RealFloat floatRadix (Double), _CONSTM_ RealFloat floatDigits (Double), _CONSTM_ RealFloat floatRange (Double), _CONSTM_ RealFloat decodeFloat (Double), _CONSTM_ RealFloat encodeFloat (Double), _CONSTM_ RealFloat exponent (Double), _CONSTM_ RealFloat significand (Double), _CONSTM_ RealFloat scaleFloat (Double)] _N_
	 floatRadix = _A_ 1 _U_ 0 _N_ _S_ "A" {_A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 1 _#_ int2Integer# [] [2#] _N_} _N_ _N_,
	 floatDigits = _A_ 1 _U_ 0 _N_ _S_ "A" {_A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 2 _!_ I# [] [53#] _N_} _F_ _IF_ARGS_ 0 1 X 2 \ (u0 :: Double) -> _!_ I# [] [53#] _N_,
	 floatRange = _A_ 1 _U_ 0 _N_ _S_ "A" {_A_ 0 _N_ _N_ _N_ _N_ _N_} _N_ _N_,
	 decodeFloat = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _N_ _N_} _N_ _N_,
	 encodeFloat = _A_ 2 _U_ 11 _N_ _S_ "U(PPP)U(P)" {_A_ 4 _U_ 2222 _N_ _N_ _F_ _IF_ARGS_ 0 4 XXXX 3 \ (u0 :: Int#) (u1 :: Int#) (u2 :: ByteArray#) (u3 :: Int#) -> case _#_ encodeDouble# [] [u0, u1, u2, u3] of { _PRIM_ (u4 :: Double#) -> _!_ D# [] [u4] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Integer) (u1 :: Int) -> case u0 of { _ALG_ J# (u2 :: Int#) (u3 :: Int#) (u4 :: ByteArray#) -> case u1 of { _ALG_ I# (u5 :: Int#) -> case _#_ encodeDouble# [] [u2, u3, u4, u5] of { _PRIM_ (u6 :: Double#) -> _!_ D# [] [u6] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
	 exponent = _A_ 1 _U_ 2 _N_ _N_ _N_ _N_,
	 significand = _A_ 1 _U_ 2 _N_ _N_ _N_ _N_,
	 scaleFloat = _A_ 2 _U_ 22 _N_ _N_ _N_ _N_ #-}
instance RealFrac Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 8 _!_ _TUP_7 [{{Real Double}}, {{Fractional Double}}, _forall_ a$z1 =>{{Integral a$z1}} -> (Double -> (a$z1, Double)), _forall_ a$z1 =>{{Integral a$z1}} -> (Double -> a$z1), _forall_ a$z1 =>{{Integral a$z1}} -> (Double -> a$z1), _forall_ a$z1 =>{{Integral a$z1}} -> (Double -> a$z1), _forall_ a$z1 =>{{Integral a$z1}} -> (Double -> a$z1)] [_DFUN_ Real (Double), _DFUN_ Fractional (Double), _CONSTM_ RealFrac properFraction (Double), _CONSTM_ RealFrac truncate (Double), _CONSTM_ RealFrac round (Double), _CONSTM_ RealFrac ceiling (Double), _CONSTM_ RealFrac floor (Double)] _N_
	 properFraction = _A_ 1 _U_ 22 _N_ _N_ _N_ _N_,
	 truncate = _A_ 1 _U_ 22 _N_ _N_ _N_ _N_,
	 round = _A_ 1 _U_ 22 _N_ _N_ _N_ _N_,
	 ceiling = _A_ 1 _U_ 22 _N_ _N_ _N_ _N_,
	 floor = _A_ 1 _U_ 22 _N_ _N_ _N_ _N_ #-}
instance Text Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 5 _!_ _TUP_4 [(Int -> [Char] -> [(Double, [Char])]), (Int -> Double -> [Char] -> [Char]), ([Char] -> [([Double], [Char])]), ([Double] -> [Char] -> [Char])] [_CONSTM_ Text readsPrec (Double), _CONSTM_ Text showsPrec (Double), _CONSTM_ Text readList (Double), _CONSTM_ Text showList (Double)] _N_
	 readsPrec = _A_ 2 _U_ 02 _N_ _S_ "AL" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: [Char]) -> _APP_  _SPEC_ _ORIG_ PreludeText readSigned [ (Double) ] [ _SPEC_ _ORIG_ PreludeText readFloat [ (Double) ], u0 ] _N_} _F_ _IF_ARGS_ 0 2 XX 3 \ (u0 :: Int) (u1 :: [Char]) -> _APP_  _SPEC_ _ORIG_ PreludeText readSigned [ (Double) ] [ _SPEC_ _ORIG_ PreludeText readFloat [ (Double) ], u1 ] _N_,
	 showsPrec = _A_ 2 _U_ 212 _N_ _S_ "LU(P)" {_A_ 2 _U_ 222 _N_ _N_ _F_ _IF_ARGS_ 0 2 XX 4 \ (u0 :: Int) (u1 :: Double#) -> _APP_  _WRKR_ _SPEC_ _ORIG_ PreludeText showSigned [ (Double) ] [ _SPEC_ _ORIG_ PreludeText showFloat [ (Double) ], u0, u1 ] _N_} _F_ _IF_ARGS_ 0 2 XC 5 \ (u0 :: Int) (u1 :: Double) -> case u1 of { _ALG_ D# (u2 :: Double#) -> _APP_  _WRKR_ _SPEC_ _ORIG_ PreludeText showSigned [ (Double) ] [ _SPEC_ _ORIG_ PreludeText showFloat [ (Double) ], u0, u2 ]; _NO_DEFLT_ } _N_,
	 readList = _A_ 0 _U_ 2 _N_ _N_ _N_ _N_,
	 showList = _A_ 0 _U_ 12 _N_ _N_ _N_ _N_ #-}
instance _CCallable Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 1 _!_ _TUP_0 [] [] _N_ #-}
instance _CReturnable Double
	{-# GHC_PRAGMA _M_ PreludeCore {-dfun-} _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 1 _!_ _TUP_0 [] [] _N_ #-}