/// <summary>
/// Creates a new CSpline from the given transforms using the Cardinal algorithm.
/// </summary>
static public CSpline Cardinal(bool inbLooped, float inTension, Space inSpace, List <Transform> inPoints)
{
CSpline spline = new CSpline(inPoints.Count);
spline.SetAsCardinal(inTension);
spline.SetLooped(inbLooped);
spline.SetVertices(inPoints, inSpace);
if (!inbLooped)
{
spline.ResetControlPoints();
}
return(spline);
}
/// <summary>
/// Creates a new CSpline from the given transforms using the Catmull-Rom algorithm.
/// </summary>
static public CSpline CatmullRom(bool inbLooped, Space inSpace, params Transform[] inPoints)
{
CSpline spline = new CSpline(inPoints.Length);
spline.SetAsCatmullRom();
spline.SetLooped(inbLooped);
spline.SetVertices(inPoints, inSpace);
if (!inbLooped)
{
spline.ResetControlPoints();
}
return(spline);
}
/// <summary>
/// Creates a new CSpline using the Catmull-Rom algorithm.
/// </summary>
static public CSpline CatmullRom(bool inbLooped, List <Vector2> inPoints)
{
CSpline spline = new CSpline(inPoints.Count);
spline.SetAsCatmullRom();
spline.SetLooped(inbLooped);
spline.SetVertices(inPoints);
if (!inbLooped)
{
spline.ResetControlPoints();
}
return(spline);
}
/// <summary>
/// Creates a new CSpline using the Cardinal algorithm.
/// </summary>
static public CSpline Cardinal(bool inbLooped, float inTension, params Vector2[] inPoints)
{
CSpline spline = new CSpline(inPoints.Length);
spline.SetAsCardinal(inTension);
spline.SetLooped(inbLooped);
spline.SetVertices(inPoints);
if (!inbLooped)
{
spline.ResetControlPoints();
}
return(spline);
}
/// <summary>
/// Creates a new CSpline using the Catmull-Rom algorithm.
/// </summary>
static public CSpline CatmullRom(bool inbLooped, params Vector2[] inPoints)
{
CSpline spline = new CSpline(inPoints.Length);
spline.SetAsCatmullRom();
spline.SetLooped(inbLooped);
spline.SetVertices(inPoints);
if (!inbLooped)
{
spline.ResetControlPoints();
}
return(spline);
}
