Four people (Edgar, Sean, Fran, and Ivan) with last names Valdez, Jones, Clemens, and Wallace, each collected a number of xmas gifts.
Each person was of a different occupation: graphic artist, banker, rear admiral, and horse trainer.
If each person collected one of the following amounts of xmas gifts, (16, 8, 7, and 15) can you figure out the first name, last name, and how many xmas gifts each person collected?
Wallace collected more xmas gifts than the rear admiral, and less than Edgar.
Valdez wasn't the person who collected 15 xmas gifts. Neither did Fran nor the horse trainer.
The person who collected 15 xmas gifts is not named Sean or Valdez.
The person who collected 7 xmas gifts, Wallace and Fran all went to the Fran is not the person who collected 15 xmas gifts, nor has the last name Jones.
Fran is not the person who collected 15 xmas gifts, nor has the last name Jones.
The rear admiral, who collected 8 xmas gifts, isn't Valdez.
Sean, the person who collected 15 xmas gifts, and the rear admiral go shopping together on Saturdays.
The graphic artist isn't Fran or the person who collected 16 xmas gifts.
Valdez collected more xmas gifts than the rear admiral, and more than Sean.
Edgar, and Jones often watch fights at the rear admiral's place.
The graphic artist isn't Sean Jones.
The banker isn't Sean or the person who collected 8 xmas gifts.
Edgar, the person who collected 7 xmas gifts, and the rear admiral go shopping together on Saturdays.
The horse trainer, whose first name is Sean, wasn't the person who collected 8 xmas gifts.
Edgar, the person who collected 15 xmas gifts, and the horse trainer go shopping together on Saturdays.
Sean, Wallace, and the person who collected 16 xmas gifts each had different dinners last night.
Valdez isn't the graphic artist or the person who collected 7 xmas gifts.
The graphic artist isn't Edgar Valdez.
The banker, the person who collected 16 xmas gifts, didn't want a copy of Clemens's book.
The banker, whose first name is Edgar, wasn't the person who collected 8 xmas gifts.
Val
Jon
Cle
Wal
gra
ban
rea
hor
16
8
7
15
Edg
Sea
Fra
Iva
16
8
7
15
gra
ban
rea
hor
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!