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Implementing the architecture requires a servlet that manages the various representation implementations and reacts appropriately to an HTTP request. Following is the implementation of the class PermutationsServlet, with some parts missing for clarity: public abstract class PermutationsServlet extends HttpServlet { List _representations = new LinkedList(); public PermutationsServlet() { } protected Representation getRepresentationInternal( String mimetype, HttpServletRequest request) { Iterator repIter = _representations.iterator(); while( repIter.hasNext()) { Representation representation = (Representation)repIter.next(); if( representation.canProcess( mimetype, request)) { return representation; } } return null; }

The Composite Web Application Block consists of modules, as well as the following components to support the application block: Global application class: A class called WebClientApplication, which is the entry point of the web client application, Composition containers: Containers that manage services and objects through their life cycle. Services: Objects that provide functionality to other components. Authorization: A component that provides authorization services for the Composite Web Application Block.

If you ve done any game design in the past, you ve probably written sections of code that look a lot like this: _vx += _accelerationX; _vy += _accelerationY; player.x += _vx; player.y += _vy; vx is the player object s horizontal velocity, and vy is its vertical velocity. The player object is moved by adding its velocity to its current position. If you do this repeatedly through an ENTER_FRAME loop, the object appears to move. This bit of code is essentially saying, The object is here. It s moving at a certain speed and in a certain direction. So we know that in the next frame it should be over there. This makes a lot of sense. If you re driving a car at 100 kilometers an hour, you know that in 10 minutes, you ll have covered 10 kilometers. Easy stuff! This is a system for calculating an object s position called Euler integration (named after the eighteenth century mathematician Leohnard Euler). It predicts where an object will be based on its current position and its velocity. It s widely used because it doesn t put a lot strain on the processor and it s easy to implement. It s accurate if the velocity is constant, but if the velocity changes due to friction and acceleration, it can become wildly inaccurate. In complex physics scenarios with a lot of fast-moving objects, it also has a tendency to fall apart.

Module site map provider: A component that provides an in-memory representation of the navigation structure for the site.

protected Representation getRepresentation(HttpServletRequest request) { ArrayList elements = parseHeaders( requestgetHeader( "Accept")); Iterator iter = elementsiterator(); while( iterhasNext()) { StringTokenizer tokenizer = new StringTokenizer( (String)iternext(), ";"); Representation representation = getRepresentationInternal( tokenizernextToken(), request); if( representation != null) { return representation; } } return getRepresentationInternal( "*/*", request); } protected void doGet(HttpServletRequest request, HttpServletResponse response) throws ServletException, IOException { Representation representation = getRepresentation( request); if( representation != null) { representationdoGet( request, response); } return; } The data member _representations represents a list that contains all of the representations PermutationsServlet implements the method doGet, which will be called whenever an HTTP GET request is received In the doGet method implementation, getRepresentation is called, and that is the implementation of the Permutations pattern The method getRepresentation is responsible for cross-referencing the acceptable types sent by the client, with a representation from the list of representations.

Figure 6-22. To rotate an object with blitting, you prerender the rotation animation in the tile sheet and then write code to display those tiles as an animated sequence. The same approach applies to fading an image. Prerender the effect in the tile sheet and display those tiles in sequence when you need them, as shown in Figure 6-23. Scaling is the same. You need to use a tile sheet with a series of images that show the object gradually getting smaller and smaller, or bigger and bigger. Every stage must be drawn manually. How about fading, scaling, and rotating at the same time You need to draw a series of individual tiles that show each gradual change in the transformation, with whatever combination of effects you want.