| Bullseye (sometimes known as Bullseye II) is played on the turntable. A prize is shown that can be won. On a table are five grocery items. To win, the contestant must choose one of the items, and guess how many of that product it will take to total from $10 to $12. If s/he's right, s/he wins the prize. If not, however, s/he gets two more chances, using two other products. However, with each chance, the contestant does not add the total of the original product to the product s/he is picking for a total of $10 to $12... each product is used individually, and each product starts from scratch. In other words, if the contestant bought $7.50 worth of soap, if the contestant chooses candy next, s/he must decide how much candy to buy for $10 to $12 worth of candy--s/he doesn't add the $7.50 to the candy. Confusing, isn't it? It's not as complicated as I'm making it sound, I assure you. If the contestant does not hit the bullseye (getting $10 to $12 of one product), s/he can still win if the hidden bullseye is behind one of the products s/he chose without going over $12. That can mean a 60% chance of winning is possible just for not going over $12! |
