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In order to create a smooth three-dimensional curve, a series of spatial points are fitted together using a mathematical process called spline interpolation. The input for this process is a set of coordinate points, which are used to generate a curve that passes through all of the points. The output of this process is a segmented curve that is composed of multiple spline segments. Additionally, the output includes n equally spaced points along the curve, which can be used for further analysis or visualization purposes.