rINmPEPdYBIbXxDf+0cJkw==;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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