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This research presents a system that accurately describes prime number distribution using wave generation rules.
In this research, we present a new system for understanding the distribution of prime numbers, based on the concept of "waves" that generate composite numbers. We prove that every composite number in the system 2n+1 can be generated from a single base wave (3k+1) and a simple generation rule ((3k+1) + (2k+1)m). Prime numbers are what remains after excluding these waves. The system is 100% accurate and provides both a visual and algebraic explanation for the distribution of prime numbers.
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Ali Alhady (2026) studied this question.
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