s4uyUjtQqd7SFpO+oa0img==;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
- Tech Lead Track - Month 11
- Slide 1: Title
- Slide 2: Session Overview
- Slide 3: Why Metrics Matter
- Slide 4: DORA Overview
- Slide 5: DORA Performance Levels
- Slide 6: Deployment Frequency
- Slide 7: Lead Time for Changes
- Slide 8: Mean Time to Restore
- Slide 9: Change Failure Rate
- Slide 10: SPACE Framework
- Slide 11: Satisfaction Metrics
- Slide 12: Activity Metrics
- Slide 13: Metric Anti-Patterns
- Slide 14: Goodhart's Law
- Slide 15: Balanced Scorecard
- Slide 16: Building Your Scorecard
- Slide 17: Communicating Metrics
- Slide 18: Workshop: DORA Assessment
- Slide 19: Workshop: Scorecard Design
- Slide 20: Key Takeaways
- Slide 21: Month 11 Deliverables
- Slide 22: Resources
- Slide 23: Next Month Preview