Four people (Charles, Bill, George, and Sean) with last names Maciejewski, O'Neal, Clemens, and Zellar, each bought a number of old hawaiian t-shirts.
Each person was of a different occupation: valet, postal worker, engineer, and coat check person.
If each person bought one of the following amounts of old hawaiian t-shirts, (2, 11, 1, and 20) can you figure out the first name, last name, and how many old hawaiian t-shirts each person bought?
The coat check person, the person who bought 1 old hawaiian t-shirts, didn't want a copy of Clemens's book.
O'Neal and George aren't the person who bought 20 old hawaiian t-shirts.
Charles, Clemens, and George were not the person who bought 11 old hawaiian t-shirts.
George, the person who bought 1 old hawaiian t-shirts, and the engineer go shopping together on Saturdays.
Clemens and Sean aren't the person who bought 1 old hawaiian t-shirts.
Bill is not the person who bought 11 old hawaiian t-shirts, nor has the last name Zellar.
Sean, who is not Maciejewski, is the valet's cousin.
The valet isn't Charles or the person who bought 20 old hawaiian t-shirts.
The valet, the person who bought 2 old hawaiian t-shirts, didn't want a copy of Maciejewski's book.
The valet, the person who bought 2 old hawaiian t-shirts, didn't want a copy of O'Neal's book.
Maciejewski wasn't the person who bought 20 old hawaiian t-shirts. Neither did George nor the engineer.
The valet isn't Charles Maciejewski.
The coat check person, whose first name is Charles, wasn't the person who bought 2 old hawaiian t-shirts.
Mac
O'N
Cle
Zel
val
pos
eng
coa
2
11
1
20
Cha
Bil
Geo
Sea
2
11
1
20
val
pos
eng
coa
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!