Ebook - Maz (A.C.A.A.N) by Fraser Parker (Digital Download)
Description & Effect
Experience the Next-Level A.C.A.A.N.
Unlock the secret to one of magic's most sought-after plots with 'Maz (A.C.A.A.N.)' by the acclaimed Fraser Parker. This isn't just another card trick; it's an ingenious, deviously simple system that allows you to perform the 'Any Card At Any Number' effect with unparalleled impact and ease. Imagine a spectator thinking of any card and any number, shuffling their own deck, and then, without you ever touching the cards again, finding their chosen card precisely at their thought-of number. 'Maz' makes this seemingly impossible feat a stunning reality, leaving audiences bewildered and convinced of true mind-reading.
Borrow, Shuffle, Amaze: The Ultimate Impromptu Miracle
One of the most revolutionary aspects of 'Maz' is its ability to be performed with a truly borrowed deck of cards. Forget the need for complicated setups or specialized gaffs; this method leverages pure psychological subtlety and brilliant structuring to achieve its impossible outcome. The spectator is in full control, shuffling their own deck, ensuring nothing is stacked. Yet, through Fraser Parker's masterful design, you're able to deliver a profound moment of magic where their thought-of card appears exactly where they expect it to be. This level of impromptu performance elevates 'Maz' far beyond conventional card effects.
Unbelievable Secrecy, Guaranteed Success
What truly sets 'Maz' apart is the incredible fact that you never need to know the spectator's thought-of card or number. This eliminates any perceived 'outs' or complex memory work, allowing you to focus entirely on presentation and creating an unforgettable experience. The effect is so clean and direct, it looks utterly impossible. This digital download teaches you Fraser's acclaimed solution, honed to perfection. Whether you're a seasoned pro looking for a reputation maker or an aspiring magician wanting to perform a modern classic, 'Maz' provides a robust and reliable method.
Two Powerful Versions for Maximum Versatility
'Maz (A.C.A.A.N.)' doesn't just give you one trick; it equips you with a versatile system. Fraser Parker teaches two distinct versions of his incredible solution. The first allows you to perform this miracle using your own deck, perfect for planned performances. The second, and perhaps most astonishing, enables you to execute the effect with a completely borrowed deck, opening up endless possibilities for impromptu magic. This dual approach ensures you're ready for any situation, whether you're performing on stage, at a casual gathering, or even surprising fellow magicians with their own cards. Elevate your card magic and leave a lasting impression with 'Maz'.
Original Specs
Maz (A.C.A.A.N) by Fraser Parker ( Instant Download )
"I've first hand seen this A.C.A.A.N. in action and it is so deviously simple a baby can do it. The participant shuffles their own deck. Nothing is stack. They think of the card and the number and the card is at that number! Fraser is a beast at creating new material and this is his best iteration of this plot!"
- Perna
Maz (A.C.A.A.N)
Maz is Fraser's ingenious solution to the Any Card At Any Number plot. It allows you to perform this modern classic using a borrowed deck of cards.
The spectator thinks of a playing card and number and then shuffles the deck. The performer makes a prediction in the deck as the spectator focuses on their card and number. The deck is then handed back to the spectator and when they deal to their thought of number their thought of card is found to reside at that number position in the deck. It looks impossible!
This is perfect for pre-show.
Imagine, walking around a magic convention and setting up other magician's decks right in front of them then handing their boxed deck back to them, ready to fool them with the perfect Any Card At Any Number.
It is easy to perform and what is crazy is you never need to know their thought of card or number!
Fraser says he is really proud of this work.
Two versions are taught. His first solution using your own deck and another using a borrowed deck.
