bv5VN914SQCdiTHmzB4Dyw==;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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