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[< 0 > + < 1 > * < 2 >]
     : nat
[< b > + < b > * < 2 >]
     : nat
[<< # 0 >>]
     : option nat
[1 {f 1}]
     : Expr
fun (x : nat) (y z : Expr) => [1 + y z + {f x}]
     : nat -> Expr -> Expr -> Expr
fun e : Expr =>
match e with
| [x y + z] => [x + y z]
| [1 + 1] => [1]
| _ => [e + e]
end
     : Expr -> Expr
[(1 + 1)]
     : Expr
Let "x" e1 e2
     : expr
Let "x" e1 e2
     : expr
fun x : nat => (# x)%nat
     : nat -> nat
fun x : nat => ## x
     : nat -> nat
fun x : nat => # x
     : nat -> nat
fun x : nat => ### x
     : nat -> nat
fun x : nat => ## x
     : nat -> nat
fun x : nat => (x.-1)%pred
     : nat -> nat
∀ a : nat, a = 0
     : Prop
((∀ a : nat, a = 0) -> True)%type
     : Prop
#
     : Prop
# -> True
     : Prop
((∀ a : nat, a = 0) -> True)%type
     : Prop
##
     : Prop