mZ5mmUOejUq+pg2ueiPxkQ==;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
- Tech Lead Track - Month 4
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: Leading Without Authority
- Slide 4: Why Cross-Functional Matters
- Slide 5: Stakeholder Mapping
- Slide 6: Power/Interest Grid
- Slide 7: Understanding Stakeholders
- Slide 8: The Art of Influence
- Slide 9: Cialdini's Influence Principles
- Slide 10: Influence Strategy
- Slide 11: Conflict is Normal
- Slide 12: Types of Conflict
- Slide 13: Resolution Framework
- Slide 14: De-escalation Techniques
- Slide 15: Repairing Relationships
- Slide 16: Building Partnerships
- Slide 17: Partnership Structure
- Slide 18: Workshop Time
- Slide 19: Key Takeaways
- Slide 20: Deliverables
- Slide 21: Resources
- Slide 22: Discussion
- Slide 23: Next Month Preview