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moving to MoS cat
The Axiom of Empty Set and the [[Axiom of Choice]] are the only two axioms of set theory that [[Constructive_proof|non-constructively]] assert the existence of a set.
The Axiom of Empty Set and the [[Axiom of Choice]] are the only two axioms of set theory that [[Constructive_proof|non-constructively]] assert the existence of a set.
[[Category:Set theory]]
[[Category:Set Theory]]