Four people (Sean, Amy, Charles, and Ken) with last names Forsberg, Quail, Harris, and Dworsky, each bought a number of ice cream cones.
Each person was of a different occupation: lawyer, postal worker, valet, and janitor.
If each person bought one of the following amounts of ice cream cones, (2, 3, 24, and 17) can you figure out the first name, last name, and how many ice cream cones each person bought?
Ken, Forsberg, and the person who bought 2 ice cream cones each had different dinners last night.
Sean, Harris, and Charles were not the person who bought 24 ice cream cones.
Ken and Forsberg once dated the janitor.
Harris isn't the lawyer or the person who bought 24 ice cream cones.
The person who bought 3 ice cream cones, Harris, and the lawyer have known each other for years.
Sean is not the person who bought 24 ice cream cones, nor has the last name Dworsky.
Harris and Ken aren't the person who bought 3 ice cream cones.
Amy is not the person who bought 3 ice cream cones, nor has the last name Forsberg.
Charles is not the person who bought 17 ice cream cones, nor has the last name Harris.
Dworsky isn't the lawyer or the person who bought 2 ice cream cones.
Dworsky isn't the janitor or the person who bought 24 ice cream cones.
Forsberg wasn't the person who bought 3 ice cream cones. Neither did Amy nor the valet.
The janitor, who bought 2 ice cream cones, isn't Dworsky.
The person who bought 17 ice cream cones, Harris and Ken all went to the lawyer's surprise birthday party.
For
Qua
Har
Dwo
law
pos
val
jan
2
3
24
17
Sea
Amy
Cha
Ken
2
3
24
17
law
pos
val
jan
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!