Back in 1970, a television commercial for Tootsie Pops (a candy) asked how many licks would be needed to get to the Tootsie Roll Center of a Tootsie Pop. This question has become somewhat famous and well-known among children. High school, undergraduate, and Ph.D. students have all performed experiments to uncover the answer (some have even built licking machines to test this question). Suppose that an average 364 licks are required, with a standard deviation of 40 licks. If a group of 50 children test their licking abilities, what is the approximate probability that, among the 50 children, the average number of licks per student is 380 or more?