Five families were competing on a television gameshow, and the objective was to match famous faces (numbered 1 through 5) with famous names. Each family made the following guesses (in order from 1 to 5):
The Addams family listed Otto, Roebling, Steinmetz, Tesla, and Westinghouse.
The Brady family listed Tesla, Westinghouse, Otto, Steinmetz, and Roebling.
The Cunningham family listed Roebling, Tesla, Steinmetz, Westinghouse, and Otto.
The Flintstone family listed Tesla, Roebling, Otto, Steinmetz, and Westinghouse.
The Jetson family listed Tesla, Westinghouse, Steinmetz, Otto, and Roebling.
No two families got the same number of correct matches. Which family went home with the first prize?
Note: To those of you looking for a loophole, no three families, no four families, and no five families got the same number either.