n/zAY/w+8sxngkLUC2BljA==;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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