Intermediate Motion Math builds on the Δm foundations introduced in Beginner Math v2.0 by advancing the learner into structured symbolic thinking based on motion, deviation, and survival logic.
This document is part of the Seeding 2.0 intellectual archive and expands the application of ΣΔm (Summation of Directional Motion) and Eᴹ = 0 (Entropy Collapse through Motion) into applied mathematical modeling.
It reframes traditional mathematics from static equation solving to dynamic motion-based logic systems, focusing on how structure emerges from deviation and persistence, not purely from formulaic stasis.
Students and thinkers using this doctrine will learn how to view equations, systems, paradoxes, and survival models as recursive motion constructs. The focus is not only on numeric solutions, but also on understanding how symbolic structures move, compress, and survive contradiction over time.
This is the first official intermediate guide of the Recursive Symbolic Physics series for motion-based learning.
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© 2025 Michael Aaron Cody. All rights reserved.
First published in April 2025 by Michael Aaron Cody.
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