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for (std::vector<int>::iterator it = m_myVecbegin(); it != m_myVecend(); it++) { // your code here } then you will need to revisit your C++ basics, because iterating through an STL container is an extremely common task in modern C++ programs, and, put simply, you will get along easier in Ogre once you understand the basics A commonly asked question in the support forums is, How do I run Ogre Well, you don t Ogre is not a program There is no Ogre executable that you run You write programs that use Ogre As I explained earlier, it is a software development kit, which means that you use it to develop software In the next chapter, you will learn how to obtain Ogre in all its forms, as well as build it from source on many common platforms.

As this table shows, the rotated test point 1 coordinate is inside the rectangle s object coordinates (its x coordinate of 36.7 is between the rectangle x extent of -64 to 64, and its y coordinate of 21.2 is within the rectangle y extent of -32 to 32), and the rotated test point 2 coordinate is not. The complete function to perform this calculation is shown in Listing 4 8. This code is taken from the SpriteObject class, and so has direct access to the sprite s properties. Listing 4 8. Checking a test point to see whether it is within a rotated and scaled sprite rectangle protected bool IsPointInObject_RectangleTest(Vector2 point) { Rectangle bbox; float width; float height; Vector2 rotatedPoint = Vector2.Zero; // Retrieve the sprite s bounding box bbox = BoundingBox; // If no rotation is applied, we can simply check against the bounding box if (Angle == 0) return bbox.Contains((int)point.X, (int)point.Y); // Get the sprite width and height width = bbox.Width; height = bbox.Height; // Subtract the sprite position to retrieve the test point in // object space rather than in screen space point -= Position; // Rotate the point by the negative angle of the sprite to cancel out the sprite

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// rotation rotatedPoint.X = (float)(Math.Cos(-Angle) * point.X - Math.Sin(-Angle) * point.Y); rotatedPoint.Y = (float)(Math.Sin(-Angle) * point.X + Math.Cos(-Angle) * point.Y); // Move the bounding box to object space too bbox.Offset((int)-PositionX, (int)-PositionY); // Does the bounding box contain the rotated sprite return bbox.Contains((int)rotatedPoint.X, (int)rotatedPoint.Y); }

In this chapter, you have learned the basics of DDD and the patterns involved in successfully using ORM, and have been introduced to the concept of PI. At the heart of DDD is the domain, which is fundamentally the solution you are trying to develop. Using a domain model to enumerate the needs of the business is the best way to create a flexible object model for working with an ORM tool. However, remember that you must model the domain before you write any code for the domain model. UML is the de facto industry standard for modeling your domain. Of the 13 diagram types that UML provides, I recommend becoming an expert in class diagrams and sequence diagrams. However, it is important for you to realize that developing a good domain model has little to do with UML, but rather a deep-seated involvement between yourself (the modeler) and the domain experts. Gathering requirements by working with your domain experts is critical for success, but understanding the core development patterns is equally important. The patterns you were introduced to in this chapter, such as factories, laziness, and PI, are critical for your success when working with an ORM solution. Now that you have been exposed to the basic theoretical aspects of ORM, you will start to apply this knowledge in the coming chapters. However, in 3 you are going to switch gears and begin to learn the fundamentals of LINQ to SQL and how to apply the technology to common development situations. Don t fret, though; the knowledge that you have learned in this chapter is critical and will be applied later in the book and will be used to build the foundation of the Bank of Pluto case study.

Although rectangular hit tests are appropriate in some cases, in others it might be useful to test against a round sprite shape. To facilitate this, we can perform an elliptical hit test. The ellipse that will be tested will completely fill the rectangular region occupied by the sprite, as shown in Figure 4 4.

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