Huki3qMSwri/ZGCSeBnrSA==;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
- Overview
- Deliverable 1: Test Suite Completeness (25 points)
- Deliverable 2: Coverage Report (25 points)
- Deliverable 3: TDD Approach (20 points)
- Deliverable 4: Bug Fix Quality (15 points)
- Deliverable 5: Code Quality (10 points)
- Deliverable 6: Documentation (5 points)
- Automated Scoring Checklist
- Final Score Calculation