0. Plain Statement

A system can be stable because it is trapped.

Plain-language version:

A system can be stable because it is trapped.

1. Formal Definition

Wrong-Solution Basin Law is currently defined by the source registry excerpt below. This scaffold awaits editorial expansion into the full law spec sheet format.

2. Canonical Form

ℛ ≈ Load × Gain
while O low and H high

Related variables:

TBD

3. Core Mechanism

TBD. Expand from the source excerpt and related UTS modules during editorial review.

4. When This Law Applies

TBD. Define applicability conditions during editorial review.

5. When This Law Does Not Apply

TBD. Define boundary conditions and false-positive cases during editorial review.

6. Diagnostic Signature

TBD. Map diagnostics only when supported by source material or later canon updates.

7. Failure Pattern

TBD. Map failure patterns only when supported by source material or later canon updates.

8. Restoration Implications

TBD. Map restoration arcs only when supported by source material or later canon updates.

9. Design Rule

TBD. Add design rules during editorial review.

10. Cross-Scale Expressions

TBD. Add U-layer expressions during editorial review.

11. Examples

TBD. Add examples during editorial review.

12. Relationship to Nearby Laws

TBD. Add related laws and deduplication notes during editorial review.

13. Operator Mapping

TBD. Add operator mappings during editorial review.

14. Machine-Readable Summary

id: "LAW-053"
name: "Wrong-Solution Basin Law"
type: "law"
status: "draft"
family:
  - "Cybernetics"
  - "Biology"
summary: "A system can be stable because it is trapped."
canonical_statement: "A system can be stable because it is trapped"
canonical_form: "ℛ ≈ Load × Gain while O low and H high"
source: "content/archive/laws/technical.md"

15. Compact Card Version

LAW-053 — Wrong-Solution Basin Law

A system can be stable because it is trapped.

Plain meaning: A system can be stable because it is trapped.

Canonical form:

ℛ ≈ Load × Gain
while O low and H high

16. Source Status

This scaffold was generated from the current laws technical registry. Sections marked TBD should be expanded only from source material, related canon pages, or later editorial review.

17. Source Excerpt

A system can be stable because it is trapped.

Canonical form:

ℛ ≈ Load × Gain
while O low and H high

The system spends repair energy maintaining a low-coherence equilibrium.