EGZpQ6EJH9W4fGedCHqKDA==;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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