Five people (Charles, Y.C., Xena, Ralph, and Harriett) with last names O'Neal, Dworsky, Wallace, Lindros, and Ewing, each owned a number of dogs.
Each person was of a different occupation: horse trainer, banker, coat check person, nurse, and postal worker.
If each person owned one of the following amounts of dogs, (7, 5, 3, 17, and 8) can you figure out the first name, last name, and how many dogs each person owned?
Y.C., Wallace, the coat check person, Harriett, and the person who owned 5 dogs all live on the same street.
Xena, Wallace, the nurse, Harriett, and the person who owned 3 dogs had thanksgiving dinner together.
Harriett and the person who owned 7 dogs each had different dinners last night.
O'Neal owned more dogs than the coat check person, and more than Ralph.
The person who owned 7 dogs is not named Dworsky.
The postal worker isn't Charles or the person who owned 17 dogs.
The postal worker, nor the person who owned 3 dogs, isn't O'Neal.
The person who owned 3 dogs, Xena, and the banker went to the movies together.
Wallace owned less dogs than the nurse, and more than Charles.
Harriett is the horse trainer's cousin.
The postal worker, nor the person who owned 8 dogs, isn't Dworsky.
The banker, whose first name isn't Charles, wasn't the person who owned 5 dogs.
The nurse, whose first name isn't Xena, wasn't the person who owned 7 dogs.
The person who owned 17 dogs is not named Lindros.
The person who owned 3 dogs,and the nurse have known each other for years.
Xena isn't Ewing
Wallace isn't the postal worker.
The nurse isn't Ralph or the person who owned 8 dogs.
Lindros owned less dogs than the banker, and less than Y.C..
Xena isn't Dworsky
Ralph and Dworsky once dated the banker.
The person who owned 3 dogs is not named Wallace.
Charles isn't Ewing
The person who owned 17 dogs is not named Ewing.
O'N
Dwo
Wal
Lin
Ewi
hor
ban
coa
nur
pos
7
5
3
17
8
Cha
Y.C
Xen
Ral
Har
7
5
3
17
8
hor
ban
coa
nur
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!