Each one of two ice cream stores charges its own price for an ice cream cone: either $2, $4, or $6. It is expected that 6000 ice cream cones per month are purchased by tourists who choose one of the two ice cream stands at random, and 4000 ice cream cones per month are purchased by natives who choose the stand with the lowest price and split evenly in case both stands offer the same price. The costs of obtaining and serving an ice cream cone can be ignored. Draw on Nash equilibria and Pareto optimal strategies to justify what each ice cream store should charge.