Four people (Ken, Tammy, Denis, and Nick) with last names Maciejewski, Lindros, Usaber, and Quail, each collected a number of rusty nails.
Each person was of a different occupation: banker, undergraduate student, kicker, and postal worker.
If each person collected one of the following amounts of rusty nails, (4, 7, 25, and 18) can you figure out the first name, last name, and how many rusty nails each person collected?
Quail and Ken aren't the person who collected 18 rusty nails.
Quail wasn't the person who collected 25 rusty nails. Neither did Tammy nor the banker.
The person who collected 18 rusty nails, Usaber and Ken all went to the Denis, the person who collected 7 rusty nails, and the postal worker go shopping together on Saturdays.
Denis, the person who collected 7 rusty nails, and the postal worker go shopping together on Saturdays.
The person who collected 7 rusty nails, Ken, and the banker went to the movies together.
Lindros isn't the undergraduate student or the person who collected 4 rusty nails.
Usaber and Nick aren't the person who collected 18 rusty nails.
Nick, and Lindros often watch fights at the undergraduate student's place.
Tammy and Usaber once dated the undergraduate student.
The person who collected 4 rusty nails, Tammy, and the kicker went to the movies together.
The person who collected 7 rusty nails, Usaber and Tammy all went to the The kicker, the person who collected 7 rusty nails, didn't want a copy of Lindros's book.
The kicker, the person who collected 7 rusty nails, didn't want a copy of Lindros's book.
Maciejewski and Nick aren't the person who collected 18 rusty nails.
Tammy, and Maciejewski often watch fights at the banker's place.
The postal worker isn't Ken Maciejewski.
The undergraduate student, whose first name is Ken, wasn't the person who collected 4 rusty nails.
The undergraduate student, the person who collected 25 rusty nails, didn't want a copy of Usaber's book.
Mac
Lin
Usa
Qua
ban
und
kic
pos
4
7
25
18
Ken
Tam
Den
Nic
4
7
25
18
ban
und
kic
pos
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!