A mother has 4 teenage boys. The boys tell their mother that they all went to see a movie together last night. But the mother suspects that the boys are lying. She decides to ask each boy individually which movie they saw. If the boys did not really go see a movie, what is the probability that each boy answers the question the same as the other brothers? Assume that 6 movies were playing at the local theater that night and that the probability of any boy selecting any one of the movies is 1/6. Give your answer as a percent to the nearest hundredth.