Four people (Charles, George, Jesse, and Edgar) with last names Clemens, Young, Regoli, and Forsberg, each bought a number of yellow stones.
Each person was of a different occupation: rear admiral, zookeeper, engineer, and salesman.
If each person bought one of the following amounts of yellow stones, (10, 0, 13, and 24) can you figure out the first name, last name, and how many yellow stones each person bought?
The rear admiral, the person who bought 24 yellow stones, didn't want a copy of Young's book.
The person who bought 10 yellow stones, Clemens, and the engineer have known each other for years.
The salesman, who bought 10 yellow stones, isn't Clemens.
Forsberg and Charles aren't the person who bought 10 yellow stones.
Regoli isn't the engineer or the person who bought 13 yellow stones.
The person who bought 13 yellow stones is not named Edgar or Regoli.
The zookeeper, the person who bought 13 yellow stones, didn't want a copy of Clemens's book.
The rear admiral isn't Jesse or the person who bought 10 yellow stones.
Edgar, the person who bought 24 yellow stones, and the zookeeper go shopping together on Saturdays.
The person who bought 10 yellow stones is not named Jesse or Forsberg.
The person who bought 10 yellow stones lives in the same building as Young and Charles.
The rear admiral, whose first name is Charles, wasn't the person who bought 10 yellow stones.
The engineer isn't Charles Clemens.
Cle
You
Reg
For
rea
zoo
eng
sal
10
0
13
24
Cha
Geo
Jes
Edg
10
0
13
24
rea
zoo
eng
sal
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!