Idea:
A school has a very select "gifted students" program. One boy, and one girl are selected each year. No one speaks of what happens in these sessions, but the two students are chosen on their eighteenth birthday, and ALWAYS get admission into the college of their choice. The parents (who know nothing) must set aside an entire week (day and night) at the end of the semester to complete the sessions. Everyone leaves happy and friendly. This is the story of that last week.
Players:
Family One: Father, Mother, Daughter.
Family Two: Single Mother, Son.
Teacher: (M or F, I'm thinking M to keep the numbers even).
A school has a very select "gifted students" program. One boy, and one girl are selected each year. No one speaks of what happens in these sessions, but the two students are chosen on their eighteenth birthday, and ALWAYS get admission into the college of their choice. The parents (who know nothing) must set aside an entire week (day and night) at the end of the semester to complete the sessions. Everyone leaves happy and friendly. This is the story of that last week.
Players:
Family One: Father, Mother, Daughter.
Family Two: Single Mother, Son.
Teacher: (M or F, I'm thinking M to keep the numbers even).
