Five people (George, Marie, Opie, Jesse, and Charles) with last names Kaufman, O'Neal, Usaber, Zellar, and Appleman, each bought a number of jacks.
Each person was of a different occupation: postal worker, salesman, graphic artist, ice sculpter, and valet.
If each person bought one of the following amounts of jacks, (21, 11, 10, 2, and 0) can you figure out the first name, last name, and how many jacks each person bought?
Marie, Kaufman, the salesman, Opie, and the person who bought 10 jacks had thanksgiving dinner together.
George, Appleman, and the valet like hamburgers. Charles and the person who bought 21 jacks prefer cheeseburgers.
George, the person who bought 0 jacks, and the ice sculpter go shopping together on Saturdays.
The person who bought 21 jacks lives in the same building as O'Neal and Opie.
The salesman, nor the person who bought 11 jacks, isn't O'Neal.
The person who bought 0 jacks is not named Usaber.
The person who bought 10 jacks is not named Zellar.
The valet, nor the person who bought 11 jacks, isn't Usaber.
Marie isn't Appleman
The ice sculpter isn't Marie or the person who bought 11 jacks.
The person who bought 21 jacks is not named Zellar.
Charles is the graphic artist's cousin.
Kaufman wasn't the person who bought 2 jacks. Neither did Jesse nor the graphic artist.
The postal worker, nor the person who bought 21 jacks, isn't O'Neal.
Charles, Zellar, and Jesse were not the person who bought 11 jacks.
The person who bought 2 jacks lives in the same building as O'Neal and Jesse.
Kau
O'N
Usa
Zel
App
pos
sal
gra
ice
val
21
11
10
2
0
Geo
Mar
Opi
Jes
Cha
21
11
10
2
0
pos
sal
gra
ice
val
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!