3 ================================================================================
8 [([taCq], f{-r3A,x-}, f_aCf)]
9 d.Eq'_aCt = $d1{-rDn,x-} taCq d.Eq'_aCv
10 deq_aDp = deq{-r3B,x-} [taCq] d.Eq'_aCt
11 fromInt_aDq = PrelBase.fromInt{-8R,p-} taCq d.Num_aCy
12 lit_aDr = fromInt_aDq PrelBase.I#{-5b,w-}{i} 1#
13 f_aCf x_r3f = deq_aDp x_r3f [lit_aDr] (taCq)
14 AbsBinds [taCP] [d.Eq'_aD1] [([taCP], $d1{-rDn,x-}, d.Eq'_aCE)]
16 deq_aDs = deq{-r3B,x-} taCP d.Eq'_aD5
18 AbsBinds [] [] [([], deq_aDu, deq_aCI)]
19 deq_aCI (a_r3m PrelBase.:{-55,w-}{i} as_r3n)
20 (b_r3o PrelBase.:{-55,w-}{i} bs_r3p)
21 = if deq_aDs a_r3m b_r3o then
24 PrelBase.False{-58,w-}{i}
25 d.Eq'_aCE = ({-dict-} [] [deq_aDu])
26 AbsBinds [] [] [([], $d2{-rDo,x-}, d.Eq'_aDb)]
27 AbsBinds [] [] [([], deq_aDv, deq_aDf)]
28 deq_aDf x_r3v y_r3w = PrelBase.True{-5E,w-}{i}
29 d.Eq'_aDb = ({-dict-} [] [deq_aDv])
30 deq{-r3B,x-} = _/\_ t12 -> \ tpl_B1 -> tpl_B1
31 AbsBinds [taDm] [d.Eq'_aDl] []
32 ghc: module version changed to 1; reason: no old .hi file
33 _interface_ ShouldSucceed 1
37 PrelBase 1 :: $d1 1 $d12 1 $d16 1 $d2 1 $d22 1 $d28 1 $d3 1 $d33 1 $d34 1 $d38 1 $d39 1 $d4 1 $d40 1 $d42 1 $d43 1 $d45 1 $d47 1 $d55 1 $d8 1 $d9 1 $m- 1 $m/= 1 $mfromInt 1 $mshowList 1 Eq 1 Eval 1 Num 1 Show 1 String 1;
38 PrelNum 1 :: $d10 1 $d16 1 $d18 1 $d29 1 $d33 1 $d35 1;
40 ShouldSucceed f Eq'(deq);
42 instance _forall_ [a] {Eq' a} => {Eq' [a]} = $d1;
43 instance {Eq' PrelBase.Int} = $d2;
45 1 $d1 _:_ _forall_ [a] {Eq' a} => {Eq' [a]} ;;
46 1 $d2 _:_ {Eq' PrelBase.Int} ;;
47 1 class Eq' a where {deq :: a -> a -> PrelBase.Bool} ;
48 1 f _:_ _forall_ [ta] {Eq' ta, PrelBase.Num ta} => [ta] -> PrelBase.Bool ;;