Four people (William, Pamela, Ursula, and Tammy) with last names Galitzer, O'Neal, Maciejewski, and Forsberg, each bought a number of thread spools.
Each person was of a different occupation: quack, coat check person, kicker, and yuppie.
If each person bought one of the following amounts of thread spools, (10, 25, 15, and 0) can you figure out the first name, last name, and how many thread spools each person bought?
The yuppie, who bought 15 thread spools, isn't Galitzer.
The coat check person isn't William or the person who bought 15 thread spools.
Forsberg isn't the yuppie or the person who bought 10 thread spools.
The yuppie isn't Ursula or the person who bought 25 thread spools.
William and Galitzer once dated the kicker.
The coat check person isn't Ursula Maciejewski.
Pamela, the person who bought 25 thread spools, and the kicker go shopping together on Saturdays.
The quack isn't Pamela or the person who bought 15 thread spools.
The person who bought 15 thread spools, Forsberg, and the kicker have known each other for years.
William, O'Neal, and Pamela were not the person who bought 0 thread spools.
Pamela, Forsberg, and the person who bought 0 thread spools each had different dinners last night.
The quack, whose first name is William, wasn't the person who bought 10 thread spools.
The kicker isn't William Forsberg.
The quack, who bought 25 thread spools, isn't Galitzer.
Gal
O'N
Mac
For
qua
coa
kic
yup
10
25
15
0
Wil
Pam
Urs
Tam
10
25
15
0
qua
coa
kic
yup
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!