Four people (Zorro, Opie, George, and Larry) with last names Kaufman, Galitzer, Harris, and Wallace, each sold a number of xmas gifts.
Each person was of a different occupation: teacher, engineer, accountant, and optometrist.
If each person sold one of the following amounts of xmas gifts, (10, 19, 12, and 25) can you figure out the first name, last name, and how many xmas gifts each person sold?
Harris isn't the teacher or the person who sold 25 xmas gifts.
The engineer, whose first name is Zorro, wasn't the person who sold 25 xmas gifts.
The teacher, whose first name is Opie, wasn't the person who sold 12 xmas gifts.
The engineer isn't George or the person who sold 10 xmas gifts.
The accountant, whose first name is Larry, wasn't the person who sold 19 xmas gifts.
Zorro, Wallace, and Larry were not the person who sold 25 xmas gifts.
The person who sold 25 xmas gifts lives in the same building as Galitzer and Larry.
The accountant, whose first name is Larry, wasn't the person who sold 12 xmas gifts.
The engineer, the person who sold 12 xmas gifts, didn't want a copy of Wallace's book.
The accountant isn't Zorro Galitzer.
Kau
Gal
Har
Wal
tea
eng
acc
opt
10
19
12
25
Zor
Opi
Geo
Lar
10
19
12
25
tea
eng
acc
opt
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!