The $1,000,000 Chance of a Lifetime

Two couples compete in a game show that offers the largest single prize in TV history: One million dollars cash. Round one pits one member of each team against the other. A line of blank space is revealed and letters to the formation of a clue appear, one at a time. The first player to guess the word receives $25 and the opportunity to win additional cash. The player faces a large screen and keyboard. He chooses two letters (worth $25 each) which appear in their appropriate places in a mystery phrase. The round continues until the phrase is guessed.

Round two involves the other team players and clues are worth $50 each. In Round three, each team's best player competes and clues are worth $100 each. The team with the highest score is the winner and receives the opportunity to compete for $1,000,000. The team picks one category from three that are shown. The couple must guess six related subjects from a series of clues that appear on a screen. If they are successful they win $5,000 or the opportunity to return and compete again. To earn $1,000,000 the couple must win the bonus round three times in a row.