public static ColorF operator +(ColorF a, ColorF b)
{
return(new ColorF
{
R = (byte)FlaiMath.Min(255, a.R + b.R),
G = (byte)FlaiMath.Min(255, a.G + b.G),
B = (byte)FlaiMath.Min(255, a.B + b.B),
A = (byte)FlaiMath.Min(255, a.A + b.A),
});
}
// yeah... umm, this isn't accurate. and its very slow/brute-force. but whatever, at least it somehow works
public static float MinimumDistance(Segment2D segment, RectangleF rectangle)
{
if (Segment2D.Intersects(segment, rectangle))
{
return(0);
}
return(FlaiMath.Min(
Segment2D.MinimumDistance(segment, rectangle.TopLeft), Segment2D.MinimumDistance(segment, rectangle.TopRight),
Segment2D.MinimumDistance(segment, rectangle.BottomLeft), Segment2D.MinimumDistance(segment, rectangle.BottomRight)));
}
public static Vector2f Min(Vector2f value1, Vector2f value2, Vector2f value3, Vector2f value4)
{
return(new Vector2f(FlaiMath.Min(value1.X, value2.X, value3.X, value4.X), FlaiMath.Min(value1.Y, value2.Y, value3.Y, value4.Y)));
}
// radians
public static float AbsAngleDistance(float angle1, float angle2)
{
return(FlaiMath.Min((2 * FlaiMath.Pi) - FlaiMath.Abs(angle1 - angle2), FlaiMath.Abs(angle1 - angle2)));
}
public static Vector2i Min(Vector2i value1, Vector2i value2)
{
return(new Vector2i(FlaiMath.Min(value1.X, value2.X), FlaiMath.Min(value1.Y, value2.Y)));
}
