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Cicho\'n's diagram lists twelve cardinal characteristics (and the provableinequalities between them) associated with the ideals of null sets, meagersets, countable sets, and $\sigma$-compact subsets of the irrationals.  It is consistent that all entries of Cicho\'n's diagram are pairwisedifferent (apart from $\textrm{add}(\mathcal{M})$ and$\textrm{cof}(\mathcal{M})$, which are provably equal to other entries).However, the consistency proofs so far required large cardinal assumptions.  In this work, we show the consistency without such assumptions.

Cicho\'n's maximum without large cardinals