@@ -9,8 +9,8 @@ fn infer() {
99 let interner = & ChalkIr ;
1010 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
1111 let environment0 = Environment :: new ( interner) ;
12- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
13- let b = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
12+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
13+ let b = table. new_variable ( U0 ) . to_ty ( interner) ;
1414 table
1515 . unify ( interner, & environment0, & a, & ty ! ( apply ( item 0 ) ( expr b) ) )
1616 . unwrap ( ) ;
@@ -33,7 +33,7 @@ fn universe_error() {
3333 let interner = & ChalkIr ;
3434 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
3535 let environment0 = Environment :: new ( interner) ;
36- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
36+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
3737 table
3838 . unify ( interner, & environment0, & a, & ty ! ( placeholder 1 ) )
3939 . unwrap_err ( ) ;
@@ -45,7 +45,7 @@ fn cycle_error() {
4545 let interner = & ChalkIr ;
4646 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
4747 let environment0 = Environment :: new ( interner) ;
48- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
48+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
4949 table
5050 . unify ( interner, & environment0, & a, & ty ! ( apply ( item 0 ) ( expr a) ) )
5151 . unwrap_err ( ) ;
@@ -62,8 +62,8 @@ fn cycle_indirect() {
6262 let interner = & ChalkIr ;
6363 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
6464 let environment0 = Environment :: new ( interner) ;
65- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
66- let b = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
65+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
66+ let b = table. new_variable ( U0 ) . to_ty ( interner) ;
6767 table
6868 . unify ( interner, & environment0, & a, & ty ! ( apply ( item 0 ) ( expr b) ) )
6969 . unwrap ( ) ;
@@ -76,8 +76,8 @@ fn universe_error_indirect_1() {
7676 let interner = & ChalkIr ;
7777 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
7878 let environment0 = Environment :: new ( interner) ;
79- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
80- let b = table. new_variable ( U1 ) . to_ty ( interner, TyKind :: General ) ;
79+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
80+ let b = table. new_variable ( U1 ) . to_ty ( interner) ;
8181 table
8282 . unify ( interner, & environment0, & b, & ty ! ( placeholder 1 ) )
8383 . unwrap ( ) ;
@@ -90,8 +90,8 @@ fn universe_error_indirect_2() {
9090 let interner = & ChalkIr ;
9191 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
9292 let environment0 = Environment :: new ( interner) ;
93- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
94- let b = table. new_variable ( U1 ) . to_ty ( interner, TyKind :: General ) ;
93+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
94+ let b = table. new_variable ( U1 ) . to_ty ( interner) ;
9595 table. unify ( interner, & environment0, & a, & b) . unwrap ( ) ;
9696 table
9797 . unify ( interner, & environment0, & b, & ty ! ( placeholder 1 ) )
@@ -104,8 +104,8 @@ fn universe_promote() {
104104 let interner = & ChalkIr ;
105105 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
106106 let environment0 = Environment :: new ( interner) ;
107- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
108- let b = table. new_variable ( U1 ) . to_ty ( interner, TyKind :: General ) ;
107+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
108+ let b = table. new_variable ( U1 ) . to_ty ( interner) ;
109109 table
110110 . unify ( interner, & environment0, & a, & ty ! ( apply ( item 0 ) ( expr b) ) )
111111 . unwrap ( ) ;
@@ -125,8 +125,8 @@ fn universe_promote_bad() {
125125 let interner = & ChalkIr ;
126126 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
127127 let environment0 = Environment :: new ( interner) ;
128- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
129- let b = table. new_variable ( U1 ) . to_ty ( interner, TyKind :: General ) ;
128+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
129+ let b = table. new_variable ( U1 ) . to_ty ( interner) ;
130130 table
131131 . unify ( interner, & environment0, & a, & ty ! ( apply ( item 0 ) ( expr b) ) )
132132 . unwrap ( ) ;
@@ -143,7 +143,7 @@ fn projection_eq() {
143143 let interner = & ChalkIr ;
144144 let mut table: InferenceTable < ChalkIr > = InferenceTable :: new ( ) ;
145145 let environment0 = Environment :: new ( interner) ;
146- let a = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
146+ let a = table. new_variable ( U0 ) . to_ty ( interner) ;
147147
148148 // expect an error ("cycle during unification")
149149 table
@@ -199,10 +199,10 @@ fn quantify_bound() {
199199 let mut table = make_table ( ) ;
200200 let environment0 = Environment :: new ( interner) ;
201201
202- let v0 = table. new_variable ( U0 ) . to_ty ( interner, TyKind :: General ) ;
203- let v1 = table. new_variable ( U1 ) . to_ty ( interner, TyKind :: General ) ;
204- let v2a = table. new_variable ( U2 ) . to_ty ( interner, TyKind :: General ) ;
205- let v2b = table. new_variable ( U2 ) . to_ty ( interner, TyKind :: General ) ;
202+ let v0 = table. new_variable ( U0 ) . to_ty ( interner) ;
203+ let v1 = table. new_variable ( U1 ) . to_ty ( interner) ;
204+ let v2a = table. new_variable ( U2 ) . to_ty ( interner) ;
205+ let v2b = table. new_variable ( U2 ) . to_ty ( interner) ;
206206
207207 table
208208 . unify (
@@ -248,8 +248,8 @@ fn quantify_ty_under_binder() {
248248 . unify (
249249 interner,
250250 & environment0,
251- & v0. to_ty ( interner, TyKind :: General ) ,
252- & v1. to_ty ( interner, TyKind :: General ) ,
251+ & v0. to_ty ( interner) ,
252+ & v1. to_ty ( interner) ,
253253 )
254254 . unwrap ( ) ;
255255
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