Abstract:This research introduces a novel structural perspective on even perfect numbers, moving beyond the classical summation definition toward an "Anatomy of Disintegration." The study proposes that perfection is an absolute settlement between four internal pillars: the Dividend, the Divisor, the Result, and the inherent "Numerical Potential" (Baza'at).By categorizing divisors into three distinct zones—the Body (powers of 2), the Heart (Mersenne Primes), and the Reflection—this paper demonstrates that a perfect number is a balanced geometric system. The "Heart" (Mersenne Prime) acts as a stabilizing anchor that perfectly reflects the Body's potential into the higher divisor range. This symmetry explains the linear stability observed in the distribution of perfect divisors. The findings suggest that mathematical perfection is not a numerical coincidence but a sustainable structural order governed by the Euclid-Mersenne relationship.Keywords: Perfect Numbers,Mersenne Primes, Number Theory, Numerical Potential, Mathematical Symmetry Email:sa.saeedi888@gmail.com