LeHx7ZcABZyKM92YJaCfIA==;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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