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A spectators freely chosen card is found by an impossible coincidence!
Imagine this...
A participant grabs his deck of cards, shuffles it and chooses any number of cards (let's say 20), he takes out the 20 cards he wants from anywhere in the deck. He also chooses an extra card to be a prediction from the remaining cards. (let's say it is the seven of Clubs)
He chooses any card from the 20 cards and then puts it back into the deck and shuffles one last time. Now when he reveals the prediction card which is seven, he deals the 20 cards one by one, and the seventh card will be his selection!
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