#include "HsVersions.h"
-import Type ( Type )
+import Type ( Type )
+import HsTypes ( PostTcType )
import Outputable
import Ratio ( Rational )
\end{code}
| HsRat Rational Type -- Genuinely a rational; arises only from TRANSLATION
| HsFloatPrim Rational -- Unboxed Float
| HsDoublePrim Rational -- Unboxed Double
- | HsLitLit FAST_STRING Type -- to pass ``literal literals'' through to C
- -- also: "overloaded" type; but
- -- must resolve to boxed-primitive!
+ | HsLitLit FAST_STRING PostTcType -- to pass ``literal literals'' through to C
+ -- also: "overloaded" type; but
+ -- must resolve to boxed-primitive!
-- The Type in HsLitLit is needed when desuaring;
-- before the typechecker it's just an error value
- deriving( Eq )
+
+instance Eq HsLit where
+ (HsChar x1) == (HsChar x2) = x1==x2
+ (HsCharPrim x1) == (HsCharPrim x2) = x1==x2
+ (HsString x1) == (HsString x2) = x1==x2
+ (HsStringPrim x1) == (HsStringPrim x2) = x1==x2
+ (HsInt x1) == (HsInt x2) = x1==x2
+ (HsIntPrim x1) == (HsIntPrim x2) = x1==x2
+ (HsInteger x1) == (HsInteger x2) = x1==x2
+ (HsRat x1 _) == (HsRat x2 _) = x1==x2
+ (HsFloatPrim x1) == (HsFloatPrim x2) = x1==x2
+ (HsDoublePrim x1) == (HsDoublePrim x2) = x1==x2
+ (HsLitLit x1 _) == (HsLitLit x2 _) = x1==x2
+ lit1 == lit2 = False
data HsOverLit -- An overloaded literal
= HsIntegral Integer -- Integer-looking literals;