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Multiple Mathematical Universes
The existence of multiple coherent concepts of sets can lead to different set theories and mathematical universes with varying truths, hypotheses, and cardinality sizes. In such a scenario, there may not be a single definitive answer to every mathematical question, as the answer would depend on the specific mathematical universe in consideration. Despite this variability, all mathematical universes can still be seen as fully real in the platonic sense, akin to multiple coexisting platonic realms.