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This document explores a novel approach to arithmetic by focusing on the classification of persistent failures in representational extremality across various bases, rather than constructing new algebraic objects. It introduces the concept of exsolvency, where certain numbers resist extremal conditions across all bases, and outlines a recommended reading order for a series of papers that delve into additive and multiplicative stifling of rational numbers. The work emphasizes a local, representational mathema

Author

Adi

Language

EN