A deck of 52 playing cards, containing all 4 aces, is randomly divided into 4 piles of 13 cards each. Define events E, E, E, and E, as follows: E (the first pile has exactly 1 ace), E = [the second pile has exactly 1 ace], E, (the third pile has exactly 1 ace), E4 (the fourth pile has exactly 1 ace] Use Exercise 23 to find P(E,E,E,E), the probability that each pile has an ace.