Four people (Amy, Charles, Harriett, and Tammy) with last names Usaber, Iverson, Xevarone, and Jones, each bought a number of xmas gifts.
Each person was of a different occupation: banker, florist, nurse, and quack.
If each person bought one of the following amounts of xmas gifts, (0, 1, 15, and 24) can you figure out the first name, last name, and how many xmas gifts each person bought?
Charles and Iverson once dated the nurse.
The person who bought 15 xmas gifts is not named Tammy or Usaber.
The quack, whose first name is Harriett, wasn't the person who bought 24 xmas gifts.
The florist isn't Harriett Xevarone.
Charles went with Xevarone to the amusement park one day.
The person who was the banker. All four people are mentioned in this clue.
The person who bought 15 xmas gifts, Usaber, and the nurse have known each other for years.
The quack, who bought 15 xmas gifts, isn't Jones.
Harriett, the person who bought 1 xmas gifts, and the banker go shopping together on Saturdays.
The person who bought 24 xmas gifts is not named Charles or Xevarone.
The person who bought 24 xmas gifts, Harriett, and the banker went to the movies together.
The quack isn't Tammy or the person who bought 1 xmas gifts.
Jones bought more xmas gifts than the florist, and more than Tammy.
The person who bought 1 xmas gifts, Jones and Harriett all went to the Amy is not the person who bought 15 xmas gifts, nor has the last name Iverson.
Amy is not the person who bought 15 xmas gifts, nor has the last name Iverson.
The person who bought 0 xmas gifts, Jones, and the quack have known each other for years.
The banker isn't Harriett or the person who bought 1 xmas gifts.
Amy, Usaber, and the person who bought 0 xmas gifts each had different dinners last night.
The person who bought 1 xmas gifts, Harriett, and the nurse went to the movies together.
The quack isn't Amy Jones.
The nurse, who bought 24 xmas gifts, isn't Xevarone.
The nurse, whose first name is Amy, wasn't the person who bought 15 xmas gifts.
Usa
Ive
Xev
Jon
ban
flo
nur
qua
0
1
15
24
Amy
Cha
Har
Tam
0
1
15
24
ban
flo
nur
qua
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!