Four people (Ivan, Sean, George, and Y.C.) with last names Ewing, Nagowski, Young, and Lindros, each collected a number of dogs.
Each person was of a different occupation: weather-person, undergraduate student, xylophone player, and delivery person.
If each person collected one of the following amounts of dogs, (1, 14, 13, and 6) can you figure out the first name, last name, and how many dogs each person collected?
Y.C., Ewing, and George were not the person who collected 1 dogs.
Young isn't the weather-person or the person who collected 13 dogs.
Young and Sean aren't the person who collected 14 dogs.
The person who collected 13 dogs, Nagowski and George all went to the George, the person who collected 14 dogs, and the weather-person go shopping together on Saturdays.
George, the person who collected 14 dogs, and the weather-person go shopping together on Saturdays.
Ivan went with Lindros to the amusement park one day.
The person who was the xylophone player. All four people are mentioned in this clue.
Sean, Lindros, and George were not the person who collected 1 dogs.
Young collected more dogs than the weather-person, and less than Y.C..
Y.C., Nagowski, and Sean were not the person who collected 6 dogs.
The person who collected 14 dogs lives in the same building as Ewing and George.
George, who is not Lindros, is the weather-person's cousin.
The undergraduate student isn't Ivan or the person who collected 6 dogs.
Young collected less dogs than the delivery person, and more than Ivan.
Ivan is not the person who collected 13 dogs, nor has the last name Lindros.
The delivery person, who collected 14 dogs, isn't Ewing.
The weather-person, whose first name is Ivan, wasn't the person who collected 13 dogs.
The undergraduate student isn't Ivan Nagowski.
The weather-person, who collected 1 dogs, isn't Young.
Ewi
Nag
You
Lin
wea
und
xyl
del
1
14
13
6
Iva
Sea
Geo
Y.C
1
14
13
6
wea
und
xyl
del
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!