zGr101xM87DeEf0CjfQY1g==;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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