Four people (Fran, Xena, Charles, and Nick) with last names Smith, Tavarez, Lindros, and Zellar, each sold a number of knots.
Each person was of a different occupation: teacher, accountant, quack, and xylophone player.
If each person sold one of the following amounts of knots, (6, 13, 23, and 5) can you figure out the first name, last name, and how many knots each person sold?
Nick, Zellar, and the person who sold 5 knots each had different dinners last night.
The person who sold 13 knots, Nick, and the xylophone player went to the movies together.
The person who sold 6 knots, Fran, and the teacher went to the movies together.
The xylophone player, who sold 5 knots, isn't Lindros.
Tavarez isn't the accountant or the person who sold 13 knots.
The person who sold 6 knots lives in the same building as Smith and Xena.
Tavarez and Xena aren't the person who sold 6 knots.
Fran and Tavarez once dated the quack.
The quack isn't Fran or the person who sold 23 knots.
The teacher isn't Xena Lindros.
The xylophone player, whose first name is Fran, wasn't the person who sold 6 knots.
The accountant isn't Fran Smith.
Smi
Tav
Lin
Zel
tea
acc
qua
xyl
6
13
23
5
Fra
Xen
Cha
Nic
6
13
23
5
tea
acc
qua
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!