Four people (Bill, Xena, Y.C., and Vanessa) with last names Ewing, Lindros, Clemens, and Harris, each owned a number of quills.
Each person was of a different occupation: coat check person, graphic artist, mathematician, and rear admiral.
If each person owned one of the following amounts of quills, (25, 22, 1, and 11) can you figure out the first name, last name, and how many quills each person owned?
Lindros owned less quills than the rear admiral, and less than Vanessa.
The person who owned 1 quills, Vanessa, and the graphic artist went to the movies together.
Harris owned less quills than the graphic artist, and more than Bill.
Vanessa went with Ewing to the amusement park one day.
The person who was the graphic artist. All four people are mentioned in this clue.
Lindros and Vanessa aren't the person who owned 25 quills.
Y.C., the person who owned 1 quills, and the mathematician go shopping together on Saturdays.
Bill, the person who owned 22 quills, and the mathematician go shopping together on Saturdays.
Xena, who is not Lindros, is the rear admiral's cousin.
Y.C., Harris, and the person who owned 22 quills each had different dinners last night.
The mathematician, the person who owned 11 quills, didn't want a copy of Clemens's book.
The mathematician, who owned 11 quills, isn't Ewing.
Y.C., and Lindros often watch fights at the mathematician's place.
Y.C., Clemens, and the person who owned 11 quills each had different dinners last night.
Xena and Harris once dated the rear admiral.
Clemens isn't the rear admiral or the person who owned 11 quills.
The rear admiral, who owned 25 quills, isn't Harris.
Ewing owned more quills than the coat check person, and more than Xena.
The person who owned 1 quills, Xena, and the mathematician went to the movies together.
The person who owned 22 quills is not named Vanessa or Lindros.
The coat check person, who owned 1 quills, isn't Harris.
The person who owned 11 quills, Lindros and Xena all went to the 's surprise birthday party.
Ewi
Lin
Cle
Har
coa
gra
mat
rea
25
22
1
11
Bil
Xen
Y.C
Van
25
22
1
11
coa
gra
mat
rea
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!