 Game show which sought to resolve the question, "Are two heads better than one?" A single contestant competed against a team of two (related in some way but not married) to answer general knowledge questions, which allowed them to claim hexagonal boxes on a large five-by-four game board if they answered correctly. Each box had a different letter of the alphabet on it, and each question had a one-word answer beginning with whichever letter was selected by a player. The single contestant had to complete a vertical path on the board to win (a minimum of four red boxes), while the two-person team had to finish a horizontal path on the board (a minimum of five white boxes). Oftentimes, more than the minimum number of boxes were required to win a game. The first team to win a two-out-of-three-game match became the champion and played the "Gold Rush" for a chance to win $5,000 in cash. The same game board was used only with each box having one letter or as much as five initials to a phrase, title, name, etc. The champion, whether it be the single player or one member of the two-person team, had one minute to make a horizontal connection across the board. Each clue answered correctly turned the box in question gold, while incorrect answers or passes turned a box black, making it a block that a contestant had to work around. If the champion failed to make such connection, he/she won $100 per correct answer. Teams continued until winning 10 games or being defeated. The 10-game maximum was eventually extended to 20 games, allowing previously-retired champions to be brought back to the show.