ow+0bA+ZbVqUyFJh+8nG2w==;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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