Four people (Charles, Zorro, Xena, and Larry) with last names Clemens, Jones, Valdez, and Lindros, each bought a number of utility knives.
Each person was of a different occupation: horse trainer, salesman, quack, and lawyer.
If each person bought one of the following amounts of utility knives, (21, 18, 14, and 25) can you figure out the first name, last name, and how many utility knives each person bought?
Larry, the person who bought 25 utility knives, and the lawyer go shopping together on Saturdays.
Clemens isn't the quack or the person who bought 25 utility knives.
The horse trainer, whose first name is Charles, wasn't the person who bought 25 utility knives.
Zorro, Clemens, and Larry were not the person who bought 25 utility knives.
The quack, who bought 21 utility knives, isn't Valdez.
Valdez isn't the horse trainer or the person who bought 21 utility knives.
The lawyer isn't Larry Lindros.
The salesman, whose first name is Xena, wasn't the person who bought 21 utility knives.
The horse trainer isn't Xena or the person who bought 18 utility knives.
Xena is not the person who bought 14 utility knives, nor has the last name Valdez.
The horse trainer, the person who bought 14 utility knives, didn't want a copy of Lindros's book.
The lawyer isn't Charles Clemens.
Cle
Jon
Val
Lin
hor
sal
qua
law
21
18
14
25
Cha
Zor
Xen
Lar
21
18
14
25
hor
sal
qua
law
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!