|"A Most Unusual Camera"|
|The Twilight Zone episode|
|Episode no.||Season 2
|Directed by||John Rich|
|Written by||Rod Serling|
|Original air date||December 16, 1960|
Two thieves, husband and wife Chester (Fred Clark) and Paula Diedrich (Jean Carson), have just robbed a curio shop, and among the things they have stolen is a strange camera. Through accident, the pair discover that it produces photos of the future, about five minutes ahead. After Paula's jail-escapee brother Woodward (Adam Williams) shows up, Chester decides to use the camera to take pictures of the blank winner's board before races at the local racetrack and then use the camera's "predictions" in making bets. The trio win $9,500 on the first race. They bet and win on five other races and leave with a considerable load of cash.
Back at their hotel, a French waiter named Pierre (Marcel Hillaire) takes notice of their camera and its French inscription dix à la propriétaire, meaning ten to an owner. When the waiter exits, Paula, Chester and Woodward discuss the use of the camera's last two pictures and fail to come to any agreement. While tugging over the camera, a picture of Paula - screaming and recoiling in horror - is accidentally taken. In further struggle, Chester and Woodward begin to fight, and they fall out of an open window to their deaths. Paula screams - as in the picture - but recovers immediately when she realizes that all the money and loot is now hers.
She takes a picture (the last picture) of Chester and Woodward's bodies in the courtyard below the window, and begins collecting the day's winnings, planning to check out of the hotel. Before Paula can leave, Pierre returns and robs her, telling her that he knows about their crimes and will turn her in to the police if she calls them for help. He notes that her last picture shows "more than two" bodies in the courtyard. Panicked, Paula runs to look out the window, trips over a wire, and falls to her demise. Pierre then counts the corpses in the picture. "Yes, there are more than two bodies down there. Just like the picture shows. One, two, three ... four?!" In shock upon his realization, he falls out as well, leaving the camera lying on the floor.
Here you can share your comments or contribute with more information, content, resources or links about this topic.