N+CYUGhHCURbkw3Ra7/jIw==;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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