Four people (Sean, Xena, George, and Ralph) with last names O'Neal, Borris, Iverson, and Harris, each gave a number of flowers.
Each person was of a different occupation: coat check person, undergraduate student, graphic artist, and delivery person.
If each person gave one of the following amounts of flowers, (4, 21, 19, and 11) can you figure out the first name, last name, and how many flowers each person gave?
The person who gave 21 flowers is not named Sean or Borris.
Ralph, and O'Neal often watch fights at the graphic artist's place.
The coat check person isn't Ralph or the person who gave 11 flowers.
The person who gave 21 flowers, Borris and Ralph all went to the Ralph, Iverson, and George were not the person who gave 11 flowers.
Ralph, Iverson, and George were not the person who gave 11 flowers.
Sean, who is not Borris, is the coat check person's cousin.
George and Iverson once dated the delivery person.
The person who gave 4 flowers, O'Neal, and the delivery person have known each other for years.
The undergraduate student isn't George O'Neal.
George, Borris, and the person who gave 19 flowers each had different dinners last night.
Sean is not the person who gave 4 flowers, nor has the last name O'Neal.
The undergraduate student, who gave 4 flowers, isn't Borris.
Ralph, O'Neal, and Sean were not the person who gave 11 flowers.
The coat check person, the person who gave 21 flowers, didn't want a copy of Borris's book.
Xena, the person who gave 19 flowers, and the undergraduate student go shopping together on Saturdays.
Xena went with Harris to the amusement park one day.
The person who was the graphic artist. All four people are mentioned in this clue.
The graphic artist, who gave 19 flowers, isn't O'Neal.
The undergraduate student isn't Sean Iverson.
The graphic artist, whose first name is Sean, wasn't the person who gave 11 flowers.
O'N
Bor
Ive
Har
coa
und
gra
del
4
21
19
11
Sea
Xen
Geo
Ral
4
21
19
11
coa
und
gra
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!