1 HOUR SALE!

Reward Points

No points earned yet on current order.
Log in to see how many reward points you have already earned

Manufacturers

Manufacturer Info

Appearing Decks - Joker Magic

  • Manufactured by: Joker Magic

Price $68.00

+ Earn $3 reward points [What are these?]

Add to Cart:
 Ready To Ship: Between Oct 27th and Nov 6th.
Quantity Limited
Ask a question

The magician displays a wallet and removes three playing cards from inside, two black cards and one red. He asks a spectator to take out the red card, which then magically changes into a black card! The magician now tells the spectators that the red card must have jumped back into the wallet, which has been lying on the table the entire time. He opens the wallet and removes an entire deck of blue cards! Impressive, but it's not the missing card, so the magician opens the wallet again and removes a complete deck of blue cards! Still not the red card that he's looking for, the magician tries a third time and removes another deck from the wallet, and this time they're red cards. The magician then removes the missing card from the deck!

  • Comes Complete


This product was added to our catalog on Monday 22 October, 2007.

FREQUENTLY ASKED QUESTIONS:
Click here to ask a question.

There are currently no any question about this product.


Ask a question about the Appearing Decks - Joker Magic





Monthly Achievement!

Spend $300 or more and earn $30.00 credit!
Spent: $0.00 out of $300
Login to Activate
(Click for rules and details)

Testimonials

The All Around Best

I am so happy that I found this store!! Everything here is top notch including the prices, Fast shipping, and wonderful service. Thanks to all of...
Read More ->


Best magic site to order from...

I ordered Yigal Mesika's Tarantula, free shipping, it was shipped on a Wednesday, and I got it that Friday. Shipping is fast, MJM is easy to deal...
Read More ->


Great customer service.

I had a problem with an order. Brandi answered my question within five minutes and immediately solved the problem!
Read More ->