Card Tricks

Unrecognizable Card
Effect: Spectator picks a card from the deck and memorizes...

Gemini Twins
Effect: A magician removes two cards from a deck and place...

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

Deceptive Divination
The magician turns his back to the audience and asks a vol...

Card Apperance Variation
Effect: A card is selected at victim's free will. The deck...

Pick-Up 52
ick-up 52: 1) Ask member of audience if (s)he wants to ...

Nice and Easy
Shuffle deck. Let someone choose any card, memorise it and...

Variation: Always on Top
This is a variation to the trick ''Always on top'' which i...

2 of a Kind
Effect: The magician picks out two cards. He has a spectat...

The Ambitious Card
Effect: A great classic. A selected card mysteriously appe...





Counted Cards





1. Tell a spectator that each card represents a number--A is 1, J is 11, Q is 12, K is 13, and the rest have their face value.

2. Tell the person to pick up the top card and place it face up on the table.

3. State its number and then count onto it enough cards to reach 13. For example, if the card is a Jack, say "Eleven..." and then deal two cards onto it while you say, "...twelve, thirteen."

4. Flip over this stack and set it aside.

5. Repeat Steps 2-4 until 13 cannot be reached with the remaining cards. Set these aside (if the count works out evenly, don't worry).

6. Have the spectator choose 3 piles. Remove all of the other piles and add them to the cards (if any) remaining from step 5.

7. Pick up the pile of cards remaining from steps 5-6, count off 10 cards and set them aside.

8. Have the spectator choose 2 of the remaining 3 piles. Turn the top cards on these 2 piles face up.

9. Add together the values of the two face-up cards, count out their sum from the cards you're holding and set them aside.

10. Have the spectator count the number of cards left in your hand.

11. Tell him or her to flip over the top card on the remaining pile. It is equal to the number of cards left in your hand.





Next: Assistance Needed

Previous: Any Way You Count 'Em



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