zDqZ2kMisu7OIh9S41ycSQ==;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
- Gamma Presentation Script
- Hour 1: Strategy Foundations
- Hour 2: Quality Vision
- Hour 3: Strategic Roadmaps
- Hour 4: Quality Metrics
- Slide 25: Metrics Matter
- Slide 26: Types of Metrics
- Slide 27: Balanced Metrics
- Slide 28: Metric Selection
- Slide 29: Metrics Framework
- Slide 30: Metric Anti-Patterns
- Slide 31: Challenge Introduction
- Slide 32: Challenge Guidelines
- Slide 33: Offline Milestones
- Slide 34: Session Recap
- Slide 35: Q&A
- Slide 36: Thank You
- Speaker Notes