14. (5 points) At a summer camp, there are six possible sports that the campers can participate in; they are Archery, Bowling, Curling (yes, it's a sport, Google it), Darts, E-Sports, and Fencing. After competing all week, eight campers (Dean, Charlotte, Mike, Beka, Jackie, Bob, Al, Teresa) are competing in the finals of these various sports. The final games will be scheduled for the last day of camp, Friday. Every finals game is scheduled for an hour, and will start on the hour. Of course, all the campers (and the camp counselors) want to go home as soon as possible...it's been a long week! So they want to use as few time slots as possible, starting at 9:00 a.m. Below is each sport and the finalists in each: Archery: Mike, Beka Bowling: Jackie, Teresa, Al Curling: Dean, Mike, Charlotte, Beka Darts: Dean, Charlotte, Bob E-Sports: Jackie, Teresa, Mike Fencing: Al, Bob, Beka Your task: Draw the graph to model the problem that the camp counselors face in scheduling the finals. Find out how many hour-long time slots are needed, and then schedule the finals.