Here I give a mathematical card performance based on a variation of the Hummer (or CATO) principle, which involves even-size packets of cards that are repeatedly cut (at random locations) and then the new top two (or any even number of) cards are flipped over (as one) and set back down on top of the packet. For greater precision, I call the Hummer principle the CATO-Even principle.
In contrast to the original Hummer principle, my variation of this principle (which I have christened the CATO-Odd principle) still involves even-size packets of cards that are repeatedly cut (at random locations) but now any ODD number of cards are flipped over (as one) and set back down on top of the packet.
Mathematically speaking, these two procedures are very different yet both give rise to wonderful but unrelated properties and applications. Included in the current Series:
ROUTINE 1
NEW Hummer Principle [Part 1 of 4] (Absolute Math Magic 💎)
• NEW Hummer Principle [...
ROUTINE 2
NEW Hummer Principle [Part 2 of 4] (Absolute Math Magic 💎)
• NEW Hummer Principle [...
ROUTINE 3
NEW Hummer Principle [Part 3 of 4] (Absolute Math Magic 💎)
• NEW Hummer Principle [...
TUTORIAL
NEW Hummer Principle [Part 4 of 4] (Absolute Math Magic 💎)
• NEW Hummer Principle [...
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Charlier Shuffle
• Card Magic: The Charli...
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