Jeff, Lester, and Morgan are adult coworkers. They also share the same birthday. Each coworker is of a different age that is also a prime number. Each person's age consists of two positive digits with one digit being shared with one coworker's age and the other digit being shared with the other coworker's age. If no two coworkers are more than a decade apart in age and are not over 65, what are their ages?