Four people (Ursula, Ivan, Q.T., and Denis) with last names Quail, Smith, Pettitte, and Clemens, each gave a number of chocolate bars.
Each person was of a different occupation: teacher, kicker, valet, and weather-person.
If each person gave one of the following amounts of chocolate bars, (2, 22, 21, and 14) can you figure out the first name, last name, and how many chocolate bars each person gave?
The person who gave 22 chocolate bars, Ursula, and the weather-person went to the movies together.
Pettitte and Ivan aren't the person who gave 21 chocolate bars.
Clemens and Denis aren't the person who gave 22 chocolate bars.
Ursula, Smith, and Ivan were not the person who gave 21 chocolate bars.
Q.T., and Smith often watch fights at the kicker's place.
Ivan, Clemens, and the person who gave 14 chocolate bars each had different dinners last night.
The person who gave 14 chocolate bars lives in the same building as Clemens and Ursula.
Q.T., Quail, and the person who gave 14 chocolate bars each had different dinners last night.
The person who gave 2 chocolate bars, Smith, and the valet have known each other for years.
Denis, who is not Clemens, is the teacher's cousin.
Quail and Q.T. aren't the person who gave 2 chocolate bars.
The person who gave 21 chocolate bars, Ivan, and the kicker went to the movies together.
The weather-person, who gave 14 chocolate bars, isn't Pettitte.
The person who gave 22 chocolate bars, Pettitte and Q.T. all went to the The kicker, who gave 2 chocolate bars, isn't Smith.
The kicker, who gave 2 chocolate bars, isn't Smith.
The valet isn't Ursula Pettitte.
The kicker, whose first name is Ursula, wasn't the person who gave 21 chocolate bars.
Qua
Smi
Pet
Cle
tea
kic
val
wea
2
22
21
14
Urs
Iva
Q.T
Den
2
22
21
14
tea
kic
val
wea
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!