Lecture 15 · Performance
One rank, one suit, three revelations
Video in production
This lecture is still face down. Its script is written; filming and animation are under way.
Meanwhile, play the trickWhat you will learn
Perform and explain Wohl’s three-person cyclic-deck effect using two partial clues.
Before this lecture
Ideas you will use
- Cyclic order and straight cuts
- Rank and suit identity
In this lecture
An outline of the lecture, scene by scene, with the statements that appear on screen. It follows the draft script, so details may change in production.
Introduce three different information budgets
At the table- Place 1: value
- Place 2: suit
- Place 3: no clue
Collect rank and next suit without ambiguity
At the table- Only two clues are collected
- Rank of first; suit of second
Reveal and move to open method
At the table- Ronald Wohl’s cyclic-deck effect
- Prepared does not mean every choice is fixed
- Worked example: 8, hearts
Reveal two repeating cycles
- Rank period 13
- Suit period 4
- First joint return: lcm(13,4)=52
Decode complete sample from predecessor suit
- Second suit H →first suit C
- 8C →KH →3S
- Backward once; then forward
Compare information counting with compatibility
- 13×4=52 clue pairs
- A count is not an arrangement
- Capacity →construction →execution
Rehearse actual procedure and deterministic second example
- Q +next suit C →QD,4C, AH
- Keep three selections separate
- Rank names avoid numerical ambiguity
Companion tasks and transfer to general coding
- Decode the joint state
- Explain each successor
- Challenge: repair a damaged protocol
Companion interactive
Identify three cards from rank 1 and suit 2.
The trick page is this lecture’s companion: be the spectator, lift the curtain to step through why it works, try the challenge, then learn the handling.
Sources
- Magical Mathematics, pp. 52–55
How these sources were used
- Ronald Wohl effect and Eight Kings/CHa Se D stack; suits and ranks do not require a secret peek.