Prop
Type
Type
Type 1
Nat
List Nat
id Nat
id (id (id Nat))
List Nat
@id Type Nat
List.{0} Nat
id.{2} Nat
Sum.{0, 0} Nat Nat
id (@id Type Nat)
fun (a : Nat) => a
fun (a b : Nat) => a
fun (a : Nat)
  (b : Bool) => a
fun {a b : Nat} => a
typeAs
  ({α : Type} →
    α → α)
  fun {α : Type}
    (a : α) => a
fun {α : Type}
  [inst :
    ToString α]
  (a : α) =>
  @toString α inst a
(α : Type) → α
(α β : Type) → α
Type → Type → Type
(α : Type) → α → α
{α : Type} → α
{α : Type} →
  [inst :
      ToString α] →
    α
∀ (x : Nat), x = x
∀ {x : Nat}
  [inst :
    ToString Nat],
  x = x
∀ x, x = x
0
1
42
"hi"
{ type := Nat,
  val := 0 :
  PointedType }
(1, 2, 3)
(1, 2).fst
decide (1 < 2) ||
  true
id
  (fun (a : Nat) =>
    a)
  0
typeAs Nat
  (do 
    let x ← pure 1
    discard (pure 2)
    let y : Nat := 3
    pure (x + y))
typeAs (Id Nat)
  (pure 1 >>= pure)