Four people (Pamela, Q.T., Ken, and Zorro) with last names Zellar, Regoli, Galitzer, and Appleman, each bought a number of marbles.
Each person was of a different occupation: xylophone player, undergraduate student, horse trainer, and graphic artist.
If each person bought one of the following amounts of marbles, (25, 15, 13, and 8) can you figure out the first name, last name, and how many marbles each person bought?
The horse trainer isn't Ken or the person who bought 8 marbles.
The person who bought 15 marbles, Appleman and Zorro all went to the Pamela, who is not Appleman, is the graphic artist's cousin.
Pamela, who is not Appleman, is the graphic artist's cousin.
Zellar and Q.T. aren't the person who bought 13 marbles.
The graphic artist, who bought 8 marbles, isn't Appleman.
Ken is not the person who bought 13 marbles, nor has the last name Galitzer.
Zellar and Ken aren't the person who bought 13 marbles.
Pamela, Appleman, and Zorro were not the person who bought 8 marbles.
The person who bought 8 marbles, Zellar, and the undergraduate student have known each other for years.
The xylophone player, the person who bought 15 marbles, didn't want a copy of Regoli's book.
The xylophone player, whose first name is Pamela, wasn't the person who bought 8 marbles.
The graphic artist isn't Pamela Zellar.
Zel
Reg
Gal
App
xyl
und
hor
gra
25
15
13
8
Pam
Q.T
Ken
Zor
25
15
13
8
xyl
und
hor
gra
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!