SjqGpl7tlC9VtBcSL9kcgA==;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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