ik4l2/G4Y23uqpDmbwDEKw==;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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