Starting a new year, y/n comes back to live with your aunt in California after spending 2-3 years overseas in your boarding school with your grandmother. Enrolled in a new school, you are shocked to see how much the neighborhood you grew up in had changed over the years in such a short time. In school, there is a group called 'The Royals' - four famous rich individuals and all are very close childhood friends, each known with their own respective cards that represent them and their famous big shot parents. Every year 'The Royals' host a fun annual event that lasts however long they feel it should go for depending on their chosen line of events (usually a week or so), with its own rules and regulations - consisting of fancy masquerade balls to gambling games (poker, blackjack, etc) to treasure hunts and many more. Near the end of the event, they host one of their famous exquisite masquerade balls to randomly pick and announce the lucky winner. However, the 'lucky' winner seems to be y/n. Interested to see what happens? Read and find out :)
7 parts