Four people (Charles, Ivan, William, and George) with last names Xevarone, Pettitte, Usaber, and Zellar, each owned a number of marbles.
Each person was of a different occupation: quack, kicker, banker, and rear admiral.
If each person owned one of the following amounts of marbles, (5, 25, 13, and 17) can you figure out the first name, last name, and how many marbles each person owned?
Ivan, the person who owned 13 marbles, and the rear admiral go shopping together on Saturdays.
Xevarone owned more marbles than the kicker, and more than William.
The person who owned 5 marbles, Xevarone, and the quack have known each other for years.
Charles, who is not Zellar, is the banker's cousin.
The kicker, who owned 13 marbles, isn't Pettitte.
The person who owned 25 marbles, William, and the kicker went to the movies together.
William and Zellar once dated the quack.
The quack isn't William Usaber.
The person who owned 5 marbles lives in the same building as Pettitte and Ivan.
Zellar and Charles aren't the person who owned 25 marbles.
Pettitte wasn't the person who owned 5 marbles. Neither did George nor the banker.
The quack, who owned 17 marbles, isn't Zellar.
The quack, whose first name is Charles, wasn't the person who owned 25 marbles.
The rear admiral isn't Charles Pettitte.
Xev
Pet
Usa
Zel
qua
kic
ban
rea
5
25
13
17
Cha
Iva
Wil
Geo
5
25
13
17
qua
kic
ban
rea
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!