Four people (Xena, Ursula, Ivan, and Edgar) with last names Dworsky, Regoli, O'Neal, and Quail, each bought a number of quills.
Each person was of a different occupation: salesman, banker, zookeeper, and delivery person.
If each person bought one of the following amounts of quills, (12, 16, 15, and 1) can you figure out the first name, last name, and how many quills each person bought?
Xena and Regoli once dated the zookeeper.
The delivery person, who bought 16 quills, isn't Quail.
Quail isn't the banker or the person who bought 15 quills.
The person who bought 12 quills is not named Ursula or Regoli.
O'Neal wasn't the person who bought 16 quills. Neither did Ursula nor the salesman.
The zookeeper, who bought 1 quills, isn't Dworsky.
The person who bought 12 quills lives in the same building as Quail and Edgar.
Quail wasn't the person who bought 15 quills. Neither did Ivan nor the banker.
The zookeeper isn't Edgar Regoli.
Edgar, Dworsky, and Ursula were not the person who bought 12 quills.
Xena, who is not Regoli, is the delivery person's cousin.
The zookeeper, whose first name is Ursula, wasn't the person who bought 15 quills.
The banker, the person who bought 12 quills, didn't want a copy of Quail's book.
The banker, whose first name is Xena, wasn't the person who bought 15 quills.
The zookeeper isn't Xena O'Neal.
Dwo
Reg
O'N
Qua
sal
ban
zoo
del
12
16
15
1
Xen
Urs
Iva
Edg
12
16
15
1
sal
ban
zoo
del
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!