The claim conflates a formal ZF/ZFC limitation with a metaphysical impossibility, when Cantor's absolute infinite (Ω) was intended as a positive theological-mathematical concept, not merely a prohibited construction.

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Absolute infinite (Ω)(mathematical and theological concept): Cantor's idea of infinity itself as a completed, ultimate reality—not just an endless process, but something that actually exists as a totality. The symbol Ω represents this concept.
Cantor: # Cantor Georg Cantor was a 19th-century mathematician who revolutionized how we understand infinity and sets (collections of objects). He created new math tools to compare different sizes of infinity, proving that some infinities are actually "larger" than others—a mind-bending discovery that challenged the way people thought about mathematics. His work is foundational to modern mathematics, even though his ideas were initially controversial.
Conflates(in argumentation and logic): Treats two different things as if they're the same thing, or mixes them up in a way that causes confusion.
Formal limitation(contrasted with metaphysical impossibility): A restriction that exists within a specific system of rules or logic, rather than being true about reality itself.

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