Four people (William, Vanessa, Amy, and Q.T.) with last names Maciejewski, Nagowski, Dworsky, and Ewing, each bought a number of lolly pops.
Each person was of a different occupation: lawyer, salesman, engineer, and xylophone player.
If each person bought one of the following amounts of lolly pops, (13, 8, 4, and 12) can you figure out the first name, last name, and how many lolly pops each person bought?
The person who bought 12 lolly pops, Vanessa, and the xylophone player went to the movies together.
Amy, who is not Maciejewski, is the engineer's cousin.
Ewing and Vanessa aren't the person who bought 8 lolly pops.
The engineer isn't Q.T. or the person who bought 13 lolly pops.
William, who is not Maciejewski, is the xylophone player's cousin.
Dworsky isn't the engineer or the person who bought 12 lolly pops.
The engineer, whose first name is William, wasn't the person who bought 13 lolly pops.
The xylophone player isn't Q.T. Ewing.
Amy and Maciejewski once dated the salesman.
Amy, the person who bought 4 lolly pops, and the engineer go shopping together on Saturdays.
Q.T., the person who bought 8 lolly pops, and the xylophone player go shopping together on Saturdays.
The xylophone player, who bought 13 lolly pops, isn't Ewing.
The engineer, the person who bought 8 lolly pops, didn't want a copy of Dworsky's book.
The xylophone player isn't William Nagowski.
Mac
Nag
Dwo
Ewi
law
sal
eng
xyl
13
8
4
12
Wil
Van
Amy
Q.T
13
8
4
12
law
sal
eng
xyl
Place a N in any square that is a definite "no" and a Y in any square that is a definite "yes". I give up!