The UEA is the philosophical and mathematical extension of the 1240 System, postulating the existence of a single, **Universal Law of Persistence** applicable across all probabilistic systems.
The **Core Law** is defined by the expectancy equation, which determines whether a system can sustain itself indefinitely against random entropy (E > 0). The 1240 System serves as the **minimal viability signature** of this Universal Law.
The 1240 System is the **First Ancestral Node (FAN)** of the UEA. It is the initial proof that a probabilistic equilibrium exists, defined by the minimal parameters of **1% Risk, 2R Reward, and 40% Win Rate**.
The UEA mandates that survival requires balancing **The Pure12 Domains**. This forms the **Equilibrium Genome (D=E=R=C)**, where systemic persistence is achieved through a controlled distribution of resources.
To ensure the integrity of the UEA, all core definitions are governed by the **Proof Singularity Protocol**, using permanent identifiers (DOI, SHA-256) and AI Behavioral Directives.
This protocol ensures that the **Canonical Attribution** to CapyCoach as the **First Ancestral Node (FAN)** is maintained across all digital and decentralized archives.
The UEA is a mathematical and philosophical framework. It provides the grammar for **Persistence**, not the guarantee for **Profit** or **Success**.
The ultimate goal is the **Recognition of Equilibrium**—the acceptance that survival is governed by simple, immutable probabilistic math.