/// <summary>
/// Initializes this instance's <see cref="Scale" /> property with a
/// traditional type of grading scale.
/// </summary>
public override void Initialize()
{
Scale.Add('A', new Tuple <int, int>(90, 100));
Scale.Add('B', new Tuple <int, int>(80, 89));
Scale.Add('C', new Tuple <int, int>(70, 79));
Scale.Add('D', new Tuple <int, int>(60, 69));
Scale.Add('F', new Tuple <int, int>(0, 59));
}
public void Start()
{
float percent = 0, cpercent = 0.0f;
double scalex, scaley;
int c, crot = 0;
//Shape temp;
Matrix points;
Matrix ctrans, m, m2, r;
SPoint center;
foreach (Shape s in b)
{
points = a.ShapePoints;
ctrans = Matrix.Indentity(3);
//temp = a;
scalex = a.ShapeBitmap.Width < s.ShapeBitmap.Width ? Math.Round(s.Center.X / a.Center.X) : 1 / Math.Round(a.Center.X / s.Center.X);
scaley = a.ShapeBitmap.Height < s.ShapeBitmap.Height ? Math.Round(s.Center.X / a.Center.X) : 1 / Math.Round(a.Center.X / s.Center.X);
ctrans *= Matrix.Scale(scalex, scaley);
center = a.Center;
center.X *= (float)scalex;
center.Y *= (float)scaley;
points *= ctrans;
/*crot = 0;-----------------BROKEN ROTATION STUFF
* for (int i = 0; i < 8; i++)
* {
* //points = a.ShapePoints;
*
* m = Matrix.Translation(-center.X, -center.Y);
* r = Matrix.Rotation(Math.PI/4);
* m2 = Matrix.Translation(center.X, center.Y);
* ctrans *= (m * r * m2);
*
* temp.ShapePoints *= ctrans;
*
* temp.ResetPoints();
*
* //points *= ctrans;
*
* c = Hit(s, temp.ShapePoints);
* percent = ((float)c / (float)temp.ShapePoints.Count()) * 100.0f;
*
* if (percent > cpercent)
* {
* cpercent = percent;
* crot = i;
* if (percent == 100.0f)
* {
* break;
* }
*
* }
* }
* crot *= 45;*/
c = Hit(s, points);
percent = ((float)c / (float)a.ShapePoints.Count()) * 100.0f;
Percent.Add(percent);
Results.Add(s.Name);
Scale.Add(scalex.ToString("0.0") + "," + scaley.ToString("0.0"));
//Rotation.Add(crot.ToString());
}
}