<image>The function \(\textit{f}\) defined on \(\mathbb{R}\) satisfies the conditions \(\textit{f}(-\textit{x}) = -\textit{f}(\textit{x})\), \(\textit{f}(\textit{x} - 2) = \textit{f}(\textit{x} + 2)\), and for \(\textit{x} \in (-2,0)\), \(\textit{f}(\textit{x}) = 2^{\textit{x}} + \). Find \(\textit{f}(2017) = ______\).