Four people (Xena, Ivan, George, and Charles) with last names Clemens, Iverson, Young, and Jones, each owned a number of thread spools.
Each person was of a different occupation: zookeeper, graphic artist, banker, and accountant.
If each person owned one of the following amounts of thread spools, (3, 0, 6, and 12) can you figure out the first name, last name, and how many thread spools each person owned?
Ivan and Iverson once dated the banker.
Xena, the person who owned 6 thread spools, and the accountant go shopping together on Saturdays.
Young isn't the zookeeper or the person who owned 6 thread spools.
Young and Ivan aren't the person who owned 3 thread spools.
The person who owned 6 thread spools, Iverson and Xena all went to the banker's surprise birthday party.
Xena, Jones, and Charles were not the person who owned 6 thread spools.
Charles is not the person who owned 6 thread spools, nor has the last name Young.
Clemens and Charles aren't the person who owned 12 thread spools.
Charles, and Clemens often watch fights at the accountant's place.
Clemens wasn't the person who owned 12 thread spools. Neither did Xena nor the zookeeper.
The accountant, the person who owned 12 thread spools, didn't want a copy of Young's book.
The zookeeper, the person who owned 3 thread spools, didn't want a copy of Jones's book.
Cle
Ive
You
Jon
zoo
gra
ban
acc
3
0
6
12
Xen
Iva
Geo
Cha
3
0
6
12
zoo
gra
ban
acc
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!