Four people (Q.T., Xena, Jesse, and Opie) with last names Iverson, Clemens, Xevarone, and Quail, each collected a number of new placemats.
Each person was of a different occupation: postal worker, accountant, delivery person, and weather-person.
If each person collected one of the following amounts of new placemats, (22, 18, 5, and 3) can you figure out the first name, last name, and how many new placemats each person collected?
The person who collected 3 new placemats lives in the same building as Iverson and Jesse.
The person who collected 3 new placemats, Clemens, and the delivery person have known each other for years.
The postal worker, who collected 22 new placemats, isn't Iverson.
Jesse, who is not Iverson, is the postal worker's cousin.
Quail isn't the postal worker or the person who collected 5 new placemats.
Q.T., Clemens, and Opie were not the person who collected 3 new placemats.
The person who collected 18 new placemats, Quail, and the weather-person have known each other for years.
Jesse, Quail, and Q.T. were not the person who collected 18 new placemats.
Iverson and Xena aren't the person who collected 5 new placemats.
The person who collected 22 new placemats lives in the same building as Clemens and Opie.
Iverson collected less new placemats than the postal worker, and more than Xena.
The delivery person isn't Xena or the person who collected 22 new placemats.
The person who collected 18 new placemats, Xevarone and Jesse all went to the The person who collected 18 new placemats, Clemens and Q.T. all went to the 's surprise birthday party.
The person who collected 18 new placemats, Clemens and Q.T. all went to the 's surprise birthday party.
Ive
Cle
Xev
Qua
pos
acc
del
wea
22
18
5
3
Q.T
Xen
Jes
Opi
22
18
5
3
pos
acc
del
wea
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!