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We prove that large cardinals need not generally exhibit their large cardinalnature in HOD. For example, a supercompact cardinal $\kappa$ need not be weaklycompact in HOD, and there can be a proper class of supercompact cardinals in$V$, none of them weakly compact in HOD, with no supercompact cardinals in HOD.Similar results hold for many other types of large cardinals, such asmeasurable and strong cardinals.

Large cardinals need not be large in HOD