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The Elevator Variation
Effect: The magician shows the first card on top of a shuf...

Fool-Proof Reversed Card
Effect: A spectator chooses a card, replaces it, turn the ...

Egg A la Card
Effect: You ask a spectator to think of a number from 10-2...

Half and Half
You have to be quick at addition and subtraction and a goo...

magic Card Jump - magic card trick
The magician lets the spectator pick up a card. Th...

Seeing Red
The effect of the trick: The performer writes down a pred...

Count Down
Original Author: Unknown Trick Description: You shuffle...

Re-appearing Aces
Effect: You show the audience four aces, which you put on ...

Card On The Ceiling Street Magic Card Trick
Card On The Ceiling Street Magic Card Trick Effect: A ...

Keith's Trick
Prepration: Find a volunteer (One who won't mess up the tr...





Counter Strike





Method: : Shuffle a pack of playing cards well, to begin the trick. Holding the pack face down, turn over the top card and place it face up on the table. Think of it as a pile. Starting with its face value, deal face up on top of it as many more playing cards as needed to reach 10.

For instance if it's a 3, deal seven cards on top of it; if it's a 5, deal five cards. Face cards count as 10, so no more cards are needed. An ace counts as 1 and needs nine more cards. Continue making piles as above, keeping them separate, until you have used up all the cards in the deck. If there are not enough cards to complete a final pile, keep that incomplete column in your hand. Now choose at random, any three piles that contain at least four cards each and turn these piles face down. Gather all the remaining cards in any order and add them to the cards (if any) in your hand.

Pick any two of the three face-down piles on the table, and turn up the top card on each of those two piles. Add their values together. Remove this number of cards from those in your hand, and then remove an additional 19 cards. Count the remaining cards in your hand. Now turn up the top card of the third pile. Its value will equal the number of playing cards in your hand.





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