Four people (Opie, Ursula, Tammy, and Larry) with last names Jones, Galitzer, Clemens, and Kaufman, each bought a number of jacks.
Each person was of a different occupation: xylophone player, yuppie, undergraduate student, and nurse.
If each person bought one of the following amounts of jacks, (8, 0, 3, and 19) can you figure out the first name, last name, and how many jacks each person bought?
Tammy and Clemens once dated the xylophone player.
Jones wasn't the person who bought 0 jacks. Neither did Opie nor the undergraduate student.
The yuppie, whose first name is Ursula, wasn't the person who bought 8 jacks.
The xylophone player, the person who bought 0 jacks, didn't want a copy of Galitzer's book.
Opie, and Galitzer often watch fights at the yuppie's place.
Larry, who is not Galitzer, is the nurse's cousin.
Kaufman and Opie aren't the person who bought 8 jacks.
Clemens and Ursula aren't the person who bought 8 jacks.
The nurse, who bought 19 jacks, isn't Kaufman.
The nurse, whose first name is Opie, wasn't the person who bought 3 jacks.
The yuppie isn't Opie Clemens.
Jon
Gal
Cle
Kau
xyl
yup
und
nur
8
0
3
19
Opi
Urs
Tam
Lar
8
0
3
19
xyl
yup
und
nur
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!