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From Related-Key Distinguishers to Related-Key-Recovery on Even-Mansour Constructions, by Pierre Karpman

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We show that the distinguishing attacks on Even-Mansour block ciphers in the related key model can easily be converted into extremely efficient key recovery attacks. This includes in particular all iterated Even-Mansour constructions with independent keys. We apply this observation to the Caesar candidate Prøst-OTR and are able to recover the whole key with a number of requests linear in its size. This improves on recent forgery attacks in a similar setting.

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