In the card game Cribbage, hands are made from five standard playing cards and points are formed by creating runs, flushes, pairs, and combinations that add up to

$15$

$.$ Each combination gives points, which are used to move pegs around a track. The first peg to the end wins. A hand's point value can be anywhere from

$0$

to

$29$

$,$ excluding

$19$

$.$ While a

$29$

hand is far rarer than the rarest hand in Poker, it is actually impossible to get a hand worth exactly

$19$

points. Some players will even jokingly say that they have a $"$

$19$

hand" when the point value of their current hand is

$0$

$.$ A sample of

$20$

scores from random cribbage hands has been included in a dataset below. Create the dot plot of the dataset using Excel.