Since no integer n satisfies, but problem implies there is one, reconsider.
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- \( n = \frac{-7 + \sqrt{2689}}{6} \approx \frac{-7 + 51.85}{6} \approx 7.475 \)
- But n must be integer → no solution.
- Therefore, likely typo. But assume we proceed with exact solution:
- Alternatively, perhaps the formula is correct and we accept n ≈ 7.475, but n must be integer → invalid.
- But for the sake of generating, correct math:
- The equation has no integer solution. However, if we take the exact value as answer:
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