Vec.zip : {α : Type u_1} → {n : Nat} → {β : Type u_2} → Vec α ◾ → Vec β ◾ → Vec (α × β) ◾ mkConstTuple : {α : Type u_1} → α → Nat → ⊤ Fin.add : {n : Nat} → Fin ◾ → Fin ◾ → Fin ◾ Vec.cons : {α : Type u} → {n : Nat} → α → Vec α ◾ → Vec α ◾ Eq.rec : {α : Sort u_1} → {a : α} → {motive : α → ◾ → Sort u} → motive ◾ ◾ → {a : α} → ◾ → motive ◾ ◾ GetElem.getElem : {cont : Type u} → {idx : Type v} → {elem : Type w} → {dom : cont → idx → Prop} → [self : GetElem cont idx elem ◾] → cont → idx → ◾ → elem Term.constFold : {ctx : List Ty} → {ty : Ty} → Term ◾ ◾ → Term ◾ ◾ Term.denote : {ctx : List Ty} → {ty : Ty} → Term ◾ ◾ → HList ⊤ ◾ → ⊤ HList.get : {α : Type u_1} → {β : α → Type u_2} → {is : List α} → {i : α} → HList β ◾ → Member ◾ ◾ → β ◾ Member.head : {α : Type u_1} → {a : α} → {as : List α} → Member ◾ ◾ Ty.denote : Ty → Type MonadControl.liftWith : {m : Type u → Type v} → {n : Type u → Type w} → [self : MonadControl m n] → {α : Type u} → (({β : Type u} → n β → m ⊤) → m α) → n α MonadControl.restoreM : {m : Type u → Type v} → {n : Type u → Type w} → [self : MonadControl m n] → {α : Type u} → m ⊤ → n α Decidable.casesOn : {p : Prop} → {motive : Decidable ◾ → Sort u} → Decidable ◾ → (◾ → motive ◾) → (◾ → motive ◾) → motive ◾ Lean.getConstInfo : {m : Type → Type} → [inst : Monad m] → [inst : Lean.MonadEnv m] → [inst : Lean.MonadError m] → Lean.Name → m Lean.ConstantInfo Lean.Meta.instMonadMetaM : Monad fun α => Lean.Meta.Context → ST.Ref PUnit Lean.Meta.State → Lean.Core.Context → ST.Ref PUnit Lean.Core.State → PUnit → EStateM.Result Lean.Exception PUnit α Lean.Meta.inferType : Lean.Expr → Lean.Meta.Context → ST.Ref PUnit Lean.Meta.State → Lean.Core.Context → ST.Ref PUnit Lean.Core.State → PUnit → EStateM.Result Lean.Exception PUnit Lean.Expr Lean.Elab.Term.elabTerm : Lean.Syntax → Option Lean.Expr → Bool → Bool → Lean.Elab.Term.Context → ST.Ref PUnit Lean.Elab.Term.State → Lean.Meta.Context → ST.Ref PUnit Lean.Meta.State → Lean.Core.Context → ST.Ref PUnit Lean.Core.State → PUnit → EStateM.Result Lean.Exception PUnit Lean.Expr Nat.add : Nat → Nat → Nat Magma.mul : Magma → ⊤ → ⊤ → ⊤ weird1 : Bool → ⊤ lamAny₁ : Bool → Monad.{0, 0} lcAny lamAny₂ : Bool → Monad.{0, 0} lcAny