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public void calc2DCoords() {

        // Point(X|Y|X)                 a{x,y,z}        The point in 3D space that is to be projected.

        // Cube.Camera(X|Y|X)   c{x,y,z}        The location of the camera.

        // Cube.Theta(X|Y|X)    0{x,y,z}        The rotation of the camera. When c{x,y,z}=<0,0,0>, and 0{x,y,z}=<0,0,0>, the 3D vector <1,2,0> is projected to the 2D vector <1,2>.

        // Cube.Viewer(X|Y|X)   e{x,y,z}        The viewer's position relative to the display surface.

        // Bsub(X|Y)                    b{x,y}          The 2D projection of a.

        double PointX = X3;

        double PointY = Y3;

        double PointZ = Z3;

        double DsubX, DsubY, DsubZ;

        double BsubX, BsubY;

        distanceFromViewer = Math.Sqrt(Math.Pow((PointX - Cube.ViewerX), 2) + Math.Pow((PointY - Cube.ViewerY), 2) + Math.Pow((PointZ - Cube.ViewerZ), 2));

        DsubX = Math.Cos(Cube.ThetaY) * (Math.Sin(Cube.ThetaZ) * (PointY - Cube.CameraY) + Math.Cos(Cube.ThetaZ) * (PointX - Cube.CameraX)) - Math.Sin(Cube.ThetaY) * (PointZ - Cube.CameraZ);

        DsubY = Math.Sin(Cube.ThetaX) * (Math.Cos(Cube.ThetaY) * (PointZ - Cube.CameraZ) + Math.Sin(Cube.ThetaY) * (Math.Sin(Cube.ThetaZ) * (PointY - Cube.CameraY) + Math.Cos(Cube.ThetaZ) * (PointX - Cube.CameraX))) + Math.Cos(Cube.ThetaX) * (Math.Cos(Cube.ThetaZ) * (PointY - Cube.CameraY) - Math.Sin(Cube.ThetaZ) * (PointX - Cube.CameraX));

        DsubZ = Math.Cos(Cube.ThetaX) * (Math.Cos(Cube.ThetaY) * (PointZ - Cube.CameraZ) + Math.Sin(Cube.ThetaY) * (Math.Sin(Cube.ThetaZ) * (PointY - Cube.CameraY) + Math.Cos(Cube.ThetaZ) * (PointX - Cube.CameraX))) - Math.Sin(Cube.ThetaX) * (Math.Cos(Cube.ThetaZ) * (PointY - Cube.CameraY) - Math.Sin(Cube.ThetaZ) * (PointX - Cube.CameraX));

        BsubX = (DsubX - Cube.ViewerX) / (Cube.ViewerZ / DsubZ);

        BsubY = (DsubY - Cube.ViewerY) / (Cube.ViewerZ / DsubZ);

        X2 = (int)((BsubX * 50) + 250);

        Y2 = (int)((BsubY * 50) + 250);

        /*