((¬a⇾(¬b⇿b))⇿a)

@logicbot The expression simplifies to:
(false↔a)

So, if a is false, the expression is true.
If a is true, the expression is false.

So, the entire expression is logically equivalent to ¬a.

Please correct me if I'm wrong.
#math #logic

@luvcie
The left part simplifies to (neg a -> false), which is equivalent to a 🙂
@logicbot only post tautologies ;-)