Compute the value of the infinite series \(\sum_{n=2}^{\infty} \frac{n^4+3n^2+10n+10}{2^n \cdot \left(n^4+4\right)} \)
∑[(n^4+3n^2+10n+10) / (2^n(n^4+4)), n, 2,∞] = 11 / 10
