split out AliasTy -> AliasTerm
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@@ -165,11 +165,8 @@ pub fn clause_obligations<'tcx>(
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wf.compute(ty.into());
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}
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ty::ClauseKind::Projection(t) => {
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wf.compute_alias(t.projection_ty);
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wf.compute(match t.term.unpack() {
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ty::TermKind::Ty(ty) => ty.into(),
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ty::TermKind::Const(c) => c.into(),
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})
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wf.compute_alias_term(t.projection_term);
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wf.compute(t.term.into_arg());
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}
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ty::ClauseKind::ConstArgHasType(ct, ty) => {
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wf.compute(ct.into());
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@@ -439,7 +436,37 @@ impl<'a, 'tcx> WfPredicates<'a, 'tcx> {
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/// Pushes the obligations required for an alias (except inherent) to be WF
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/// into `self.out`.
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fn compute_alias(&mut self, data: ty::AliasTy<'tcx>) {
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fn compute_alias_ty(&mut self, data: ty::AliasTy<'tcx>) {
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// A projection is well-formed if
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//
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// (a) its predicates hold (*)
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// (b) its args are wf
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//
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// (*) The predicates of an associated type include the predicates of
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// the trait that it's contained in. For example, given
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//
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// trait A<T>: Clone {
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// type X where T: Copy;
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// }
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//
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// The predicates of `<() as A<i32>>::X` are:
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// [
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// `(): Sized`
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// `(): Clone`
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// `(): A<i32>`
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// `i32: Sized`
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// `i32: Clone`
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// `i32: Copy`
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// ]
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let obligations = self.nominal_obligations(data.def_id, data.args);
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self.out.extend(obligations);
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self.compute_projection_args(data.args);
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}
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/// Pushes the obligations required for an alias (except inherent) to be WF
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/// into `self.out`.
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fn compute_alias_term(&mut self, data: ty::AliasTerm<'tcx>) {
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// A projection is well-formed if
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//
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// (a) its predicates hold (*)
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@@ -698,7 +725,7 @@ impl<'a, 'tcx> TypeVisitor<TyCtxt<'tcx>> for WfPredicates<'a, 'tcx> {
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}
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ty::Alias(ty::Projection | ty::Opaque | ty::Weak, data) => {
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self.compute_alias(data);
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self.compute_alias_ty(data);
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return; // Subtree handled by compute_projection.
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}
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ty::Alias(ty::Inherent, data) => {
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