At the distribution centre of a postal service, parcels arrive with addresses that are either legible (L), almost legible (A), or illegible (I), with probabilities P(L) = 0.85, P(A) = 0.10, and P(I) = 0.05. All parcels with illegible addresses are returned to the sender. Parcels with almost legible addresses are not shipped with a probability of 0.4. All other parcels are shipped. To 3 significant figures, what is the probability that a parcel with an imperfect address (not L) is shipped?