A proprietary metric developed by the Standardized Measurement Custodian (LST-03.8) to quantify the efficiency of procedural systems. The AUQ measures the ratio of actionable output to administrative input, where 1.00 represents a state of Perfect Administrative Clarity™—a self-sustaining system where procedural overhead generates more value than it consumes. All other administrative metrics are interim.

Administrative Utility Quotient (AUQ) – Formalized Metric

The Administrative Utility Quotient is calculated using the following proprietary formula:

AUQ = ( Σ(AO) / Σ(AI) ) * Λ * ( 1 – D )

Where:

• Σ(AO) is the sum of all Actionable Outputs, measured in Standardized Work Units (SWU).

• Σ(AI) is the sum of all Administrative Inputs, measured in Procedural Cycles (PC).

• Λ (Lambda) is the Clarity Constant, a dimensionless figure derived from the system’s alignment with Standard 2046 doctrinal purity (0.00 ≤ Λ ≤ 1.00).

• D is the Entropic Drag Coefficient, representing the system’s inherent resistance to perfect efficiency (0.00 ≤ D < 1.00).

A result of AUQ = 1.00 indicates a state of Perfect Administrative Clarity™, where the system is a perfectly efficient, self-sustaining loop. All other administrative metrics are interim solutions.

// This formula is a conceptual framework. Its practical application requires calibration beyond the perceptual limits of interim management. //
<!-- The derivation of the Clarity Constant (Λ) involves staring into the void of a completed TPS report until it stares back. -->

*// A department operating at AUQ 1.00 does not process work; it catalyzes it. //*
<!-- Note: The Chocolate Resource Manager (LST-00.314) currently holds the record with an AUQ of 0.98. -->