kWc7XsVbb2PpMD4uaAM5aA==;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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