- pi = _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 2 _!_ F# [] [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 :: Float#) -> case _#_ expFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ expFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ logFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ logFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ sqrtFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sqrtFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) (u1 :: Float#) -> case _#_ powerFloat# [] [u0, u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Float) (u1 :: Float) -> case u0 of { _ALG_ F# (u2 :: Float#) -> case u1 of { _ALG_ F# (u3 :: Float#) -> case _#_ powerFloat# [] [u2, u3] of { _PRIM_ (u4 :: Float#) -> _!_ F# [] [u4] }; _NO_DEFLT_ }; _NO_DEFLT_ } _N_,
- logBase = _A_ 2 _U_ 22 _N_ _N_ _N_ _N_,
- sin = _A_ 1 _U_ 1 _N_ _S_ "U(P)" {_A_ 1 _U_ 2 _N_ _N_ _F_ _IF_ARGS_ 0 1 X 3 \ (u0 :: Float#) -> case _#_ sinFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sinFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ cosFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ cosFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ tanFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ tanFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ asinFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ asinFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ acosFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ acosFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ atanFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ atanFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ sinhFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sinhFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ coshFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ coshFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ tanhFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ tanhFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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_ #-}
+ pi = { _A_ 0 _N_ _N_ _N_ _F_ _IF_ARGS_ 0 0 X 2 _!_ F# [] [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 :: Float#) -> case _#_ expFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ expFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ logFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ logFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ sqrtFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sqrtFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) (u1 :: Float#) -> case _#_ powerFloat# [] [u0, u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [u2] } _N_} _F_ _IF_ARGS_ 0 2 CC 5 \ (u0 :: Float) (u1 :: Float) -> case u0 of { _ALG_ F# (u2 :: Float#) -> case u1 of { _ALG_ F# (u3 :: Float#) -> case _#_ powerFloat# [] [u2, u3] of { _PRIM_ (u4 :: Float#) -> _!_ F# [] [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 :: Float#) (u1 :: Float#) -> case _#_ logFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> case _#_ logFloat# [] [u0] of { _PRIM_ (u3 :: Float#) -> case _#_ divideFloat# [] [u2, u3] of { _PRIM_ (u4 :: Float#) -> _!_ F# [] [u4] } } } _N_} _F_ _IF_ARGS_ 0 2 CC 7 \ (u0 :: Float) (u1 :: Float) -> case u1 of { _ALG_ F# (u2 :: Float#) -> case _#_ logFloat# [] [u2] of { _PRIM_ (u3 :: Float#) -> case u0 of { _ALG_ F# (u4 :: Float#) -> case _#_ logFloat# [] [u4] of { _PRIM_ (u5 :: Float#) -> case _#_ divideFloat# [] [u3, u5] of { _PRIM_ (u6 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ sinFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sinFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ cosFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ cosFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ tanFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ tanFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ asinFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ asinFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ acosFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ acosFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ atanFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ atanFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ sinhFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ sinhFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ coshFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ coshFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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 :: Float#) -> case _#_ tanhFloat# [] [u0] of { _PRIM_ (u1 :: Float#) -> _!_ F# [] [u1] } _N_} _F_ _IF_ARGS_ 0 1 C 4 \ (u0 :: Float) -> case u0 of { _ALG_ F# (u1 :: Float#) -> case _#_ tanhFloat# [] [u1] of { _PRIM_ (u2 :: Float#) -> _!_ F# [] [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_ } #-}