Cards Needed: Four aces (face up) and sixteen other cards (face down), for a total of 20 cards.
Procedure:
The 16 cards are turned face down.
The four aces are placed face up and then mixed or “buried” among the 16 cards.
The deck is thoroughly shuffled to mix the aces’ positions.
2. The Mathematical Trick
Shuffling and Distribution:
Regardless of shuffling, the exact locations of the aces remain unknown.
The magician counts out exactly 10 cards.
Alternating Shuffle:
The 10 cards are split and alternately combined from left and right, mixing face up and face down cards.
This is visually emphasized to demonstrate randomness and loss of aces’ positions.
3. Dealing and Further Mixing
Dealing for Poker:
The cards are cut.
Cards are dealt into four hands (simulating a four-player poker game).
The distribution further obscures the aces’ locations, adding to the mystery.
Selection and Stacking:
Selections are made (e.g., choosing a hand, placing above or below), but each choice is framed as unimportant—any selection will do.
The process narrows the decks down through user choices and stacking, culminating in two piles of 10 cards which are then shuffled together.
4. The Reveal
The Final Shuffle and Cut:
The mixed pile is cut again.
In what seems like an impossible outcome, the only face-up cards remaining are the four aces.
The result astounds the presenter, highlighting the elegance and “mind-blowing” aspect of this self-working card trick.
Additional Notes
The narrative repeatedly emphasizes that the participant’s choices (left/right, above/below, which pile, etc.) do not impact the outcome, enhancing the trick’s mysterious effect.
No specific date or time was provided related to when the trick was performed, but the detailed process is described as being well-appreciated by audiences.
Key Figures and Steps
Cards Used: 20 (4 aces, 16 others)
Key Steps: Face-up/face-down arrangement, alternate shuffling, splitting and recombining, multiple cuts, and dealing into four hands.
This trick leverages basic mathematics and controlled mixing to produce a powerful and baffling card effect with a reliable result: the aces remain the only face-up cards after a seemingly random sequence of shuffles and choices.
