qfqF47u6JvlUcbfaJqCxDQ==;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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