Three friends, Charles, Hugh, and Freddy, played a one-month tennis tournament, just one match between two of them every single day during last December. During the tournament, whoever lost the day's match took the next day off, while the other two friends played against each other. At the end of the month, Freddy had played 17 matches, including those on his birthday (22nd December) and Christmas Day, both of which he won. Hugh, on the other hand, played one fewer game than Freddy, and also won one fewer game than he did.
Who won the match on New Year's Eve, and who lost it?