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The XYZ Universal Foundation measures balance across domains, suggesting a unified mathematical approach.
In one breath: The XYZ Universal Foundation uses the bounded ratio (X - Y)/(X + Y) and its N-variable generalization to measure balance in any system on a scale from -1 to +1, where zero is the fulcrum, the extremes are warnings, and the approach to the edge reveals phase transitions that magnitude and efficiency metrics miss—unifying measurement across every domain of human knowledge under a single mathematical language.
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Corey Johnson (2026) studied this question.
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