Is there a way to translate $\forall x(x=x)$ into unambiguous, colloquial English?

Question

Is there a way to translate $\forall x(x=x)$ into unambiguous, colloquial English?

This is without a stated domain.

Thinking perhaps it would be something like simply everything is the same as itself.

Answer 1

I would go with "Everything is the same as itself."

Answer 2

"For each individual thing, it is true that it is equal to itself."

I've translated it this way, albeit there is actually a lot of published content on stating "P" vs. stating "It's true that P", e.g. claiming "I am human." vs. claiming "It's true that I am human."