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Exploring the intriguing patterns within Collatz sequences, this mathematical essay reveals their underlying order, influenced by a threshold number and binary signatures that track movement dynamics. It delves into the connection between these sequences and prime numbers, examining significant theorems and unsolved problems, including Bertrand's postulate and the twin prime conjecture. The narrative also presents a visual interpretation of Collatz sequences as a fractal walk on the Cantor set, merging complex mathematics with graphical representation.
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Fun Facts about Collatz 3x+1 Sequences, Wulf Rehder
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- 2022
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