Five people (Sean, Amy, Xena, Zorro, and Denis) with last names Nagowski, Harris, Dworsky, Valdez, and Wallace, each sold a number of lolly pops.
Each person was of a different occupation: yuppie, coat check person, engineer, teacher, and banker.
If each person sold one of the following amounts of lolly pops, (23, 8, 4, 0, and 14) can you figure out the first name, last name, and how many lolly pops each person sold?
Amy, Dworsky, the banker, Xena, and the person who sold 4 lolly pops all have the same doctor.
Amy, Valdez, and the yuppie like hamburgers. Denis and the person who sold 4 lolly pops prefer cheeseburgers.
Harris wasn't the person who sold 23 lolly pops. Neither did Zorro nor the coat check person.
The yuppie, nor the person who sold 4 lolly pops, isn't Valdez.
The yuppie, the person who sold 23 lolly pops, and Amy don't like sushi.
The person who sold 0 lolly pops,and the yuppie have known each other for years.
The banker isn't Denis or Wallace .
Nagowski isn't the banker.
The person who sold 8 lolly pops is not named Dworsky.
The person who sold 4 lolly pops, Sean, and the engineer went to the movies together.
Zorro is the banker's cousin.
Amy and the person who sold 0 lolly pops each had different dinners last night.
Valdez sold more lolly pops than the coat check person, and more than Amy.
Xena is the engineer's cousin.
The yuppie, whose first name isn't Denis, wasn't the person who sold 14 lolly pops.
The person who sold 0 lolly pops,and the banker have known each other for years.
Zorro is the engineer's cousin.
Amy isn't Harris
Zorro and the person who sold 0 lolly pops each had different dinners last night.
The person who sold 4 lolly pops is not named Nagowski.
Nag
Har
Dwo
Val
Wal
yup
coa
eng
tea
ban
23
8
4
0
14
Sea
Amy
Xen
Zor
Den
23
8
4
0
14
yup
coa
eng
tea
ban
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!