gFNeOi/5DG1EqWoqpoSOXw==;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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