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Omni-MATH / Does there exist a finite set of real numbers such that their sum equals 2, the sum of their squares equals 3, the sum of their cubes equals 4, ..., and the sum of their ninth powe… · Discussion

Discussing Does there exist a finite set of real numbers such that their sum equals 2, the sum of their squares equals 3, the sum of their cubes equals 4, ..., and the sum of their ninth powe… · Omni-MATH

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