E/Rk+gFnqKwc7zqoblNZPQ==;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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