Other states have a lottery where something like five numbers between 1 - 40 must match but the order doesn't matter. However, you also have to choose one additional special number and that one has to match.

Lets say there are five numbers in a lottery ticket and the possible numbers are 1 to 124. If repetition is allowed (2, 2, 4, 7, 5 is a lottery number with repetition), how many possible lottery tickets can be created? Hint: Since repetition is allowed, this must be solved with the Fundamental Counting Principle.