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SYS-ADR-07: Zero AI in Ring 1

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@@ -34,7 +34,7 @@ storage. In the current implementation, Ring 1 consists of four services:

| Service | Role |
|---|---|
| `service-fs` | WORM immutable ledger — all Ring 1 writes land here |
| `service-fs` | [[worm-ledger-architecture|WORM immutable ledger]] — all Ring 1 writes land here |
| `service-people` | Identity ingest — Person, Anchor, and Claim records |
| `service-email` | Email ingest via EWS (Exchange Web Services SOAP) |
| `service-input` | Document ingest — PDF, Markdown, DOCX, XLSX |
@@ -111,7 +111,7 @@ All operations in `service-fs` are pure cryptography and file I/O:
  SHA-256 entry hash chained from previous
- **Checkpoint** — SHA-256 root hash over the chain; Ed25519 signature
  using operator-supplied key; C2SP signed-note wire format
- **Anchor-emitter** — ephemeral Ed25519 keypair per run; Sigstore
- **[[fs-anchor-emitter|Anchor-emitter]]** — ephemeral Ed25519 keypair per run; [[doctrine-invention-7-rekor-anchoring|Sigstore]]
  `hashedRekordRequestV002` POST; deterministic hash of the checkpoint payload

No model, no inference, no probability. Every operation has a single
@@ -170,7 +170,7 @@ extracted text is what lands in `service-fs`.
## 5. The Ring 2 Boundary

Intelligence enters the system at Ring 2. `service-extraction` reads from Ring 1
via MCP and applies deterministic parser combinators plus, optionally, Ring 3
via [[mcp-substrate-protocol|MCP]] and applies deterministic parser combinators plus, optionally, Ring 3
inference calls. Its outputs are Ring 2 artifacts — they do not write back to
Ring 1's WORM ledger entries; they create new entries tagged as Ring 2 provenance.

@@ -203,7 +203,7 @@ through the operator.

## 7. Ring 3: Compositional AI

Ring 3 (`service-slm`, the Doorman) is where AI inference is intended to run.
Ring 3 (`service-slm`, the [[doorman-protocol|Doorman]]) is where AI inference is intended to run.
Ring 3 is architecturally optional — Rings 1 and 2 function fully without it.
The intended design is that Ring 3 queries Ring 2, which reads Ring 1, forming a
layered composition.
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