XavFtsPuVvz7hYneVbq6jg==;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
- Status
- Where AUP V3 and this strategy align
- Where AUP V3 and this strategy diverge
- Divergence 1 — Claude is positioned as IDE-only in V3; primary daily-driver in V4
- Divergence 2 — Microsoft 365 Copilot listed as approved; this strategy does not adopt it
- Divergence 3 — GitHub Copilot is not addressed in V3; this strategy does not adopt it
- Divergence 4 — Cursor / Windsurf / Gemini status under review
- Divergence 5 — Data classification in §12.2 is binary; strategy uses tiered approach
- Divergence 6 — Remote-work and source-code rules need explicit AI overlay
- Divergence 7 — Hearts Academy completion gating not yet in V3
- Divergence 8 — Sector-specific obligations not addressed
- V4 update process
- Until V4 is ratified
- Owner
- Cross-reference to source