An initially localized Rydberg wave packet, with DELTAn << n, spreads
uniformly over its entire classical orbit within a time much larger th
an the classical period T(cl). However, it eventually reassembles, wit
h a hierarchy of recurrence times: (n/3 + 1/2)T(cl), (n2/4 + 1/2)T(cl)
, etc. This phenomenon has no classical analog.