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Delving into Collatz sequences, this mathematical essay uncovers their underlying patterns despite their seemingly chaotic nature. It highlights the influence of a simple threshold number and binary signatures on their behavior. The discussion extends to "primal numbers," linking them to prime numbers and exploring famous theorems like Bertrand's postulate and the twin prime conjecture through the pigeonhole principle. Additionally, it visually represents Collatz sequences as a walk on the Cantor set, merging mathematical concepts with fractal geometry.
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Fun Facts about Collatz 3x+1 Sequences, Wulf Rehder
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- 2022
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