# LIB2-174 — The record-quotient observation composite is unique under its seven premises

- class: CLAIM · review_state: PUBLISHED · house_tier: not yet assigned
- labels as printed: math_status NOT_PRINTED · attachment NOT_PRINTED · scorecard tier word none (PDF p.309)
- basis: {"pdf_sha256_prefix": "b64ddcd9e16a6dcd", "release": "Rev33.1_S369"}

## Statement

The record-quotient functor OMOS is unique without a continuous modulus under additivity, unitality, minimality, Pin typing, OS typing, isometry and a whitened source; the microscopic theory has not selected it.

## Caution

This construction does not select a microscopic realization, restore excluded support or build the distinct mass/generation observation map.

## Primary source

Appendix T, §10, Named datum 10.7: composite and premises, PDF p.327: "The composite — ordered state pair → modular score → unital-CP normalized readout → minimal dilation → Pin/OS-even spectral calculus — is unique under seven premises, each with a verified countermodel showing it has teeth: additivity, unitality, minimality, Pin typing, OS typing, isometry, and the whitened source."

## Machine

- url: /library-v2/LIB2-174/
- content_sha256: 071a5ada6acf918804479ecf23ba4fda8cc63e3f2f3b0cb4600af868cbecb059
- candidate_ids: C2-093

## Freshness

- BUILD_STAMP S371a · 2026-09-26T22:53Z · master 01d1a5873ede42f5 · cut 9dcc6ce9a8ee3e02
- Declared volatile fields (R36): BUILD_STAMP