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In classic ASP.NET, this is the only possible way of working. However, if you manage the HTML yourself, nothing prevents you from assigning the two drop-down lists the same ID. The HTML DOM, in fact, fully supports this scenario, and all it does when you query is return an array of elements. Subsequently, the following markup is entirely legal in ASP.NET MVC and works on nearly all browsers:

The results of this are shown in figure 6.3, which better shows off some of the functionality we ve been talking about. Both of the arcs in figure 6.3 center around 150,150 with radiuses of 20 and 35 respectively. They both run from 0 degrees to 90 degrees, but the first one goes anti- Figure 6.3 Two simple arcs clockwise, resulting in three-quarters of a circle, while the are drawn around a central dot. second goes clockwise, resulting in one-quarter of a circle. Simple calculation tells us that the first arc runs from 170,150 to 150,170 while the second runs from 185,150 to 150,185. If not for the moveTo in between them, a straight line would have been drawn from 150,170 to 185,150 as part of the path that you re drawing. If you d like to test this out, just input the code, but leave out the moveTo method.

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Note that there is also a second command, arcTo, which can be used to draw arcs from one point to another. It more closely matches the draw-to paradigm that you ve used before, where you draw simple figures connecting one point to the next one.

<% using (Html.BeginForm("Demo", "Customer")) {%> <h2>Customers from <%= Html.DropDownList("countries", new SelectList(ViewData.Model)) %> and <%= Html.DropDownList("countries", new SelectList(ViewData.Model)) %> <input type="submit" value="Load" /> </h2> <% } %>

The two Bezier curves also match this draw-to paradigm: your virtual pencil is on the canvas and you re drawing to another point. But Bezier curves don t necessarily draw very symmetric arcs. That s pretty much the definition of a Bezier curve. Each one has at least one control point, which defines how the curve changes whether it s steep or shallow, and over which parts of the curve. The quadratic Bezier curve (quadraticCurveTo) has

What s the expected signature of a controller method that has to process the two selected countries Here it is:

one control point that connects to both endpoints, and the cubic Bezier curve (bezierCurveTo) has two control points, one per endpoint. If you ve ever worked with Adobe Illustrator, those lines that you drag off of the vertices of figures that you ve drawn are control points that allow you to make Bezier curves. Listing 6.3 shows the commands required to draw two Bezier curves.

context.beginPath(); context.moveTo(20,200); context.quadraticCurveTo(20,20,200,20) context.moveTo(40,300); context.bezierCurveTo(180,270,150,240,300,40); context.stroke();

public virtual ActionResult Demo(IList<String> countries) { ... }

Figure 6.4 shows what the output of listing 6.3 looks like. To the left, we have it as it appears on the iPhone screen; to the right, we have a version with the control points and the endpoints drawn in for additional clarity. We ll offer one final caveat on these Bezier curves: they re tricky to use. The quadratic curve can be used for some nice rounded corners without too much trouble, but figuring out what the cubic curve will look like is entirely trial and error. If you ve got a good drawing program that will let you accurately measure the positions of Bezier curves, you might want to use that as your whiteboard; otherwise you ll need to keep inputting control points and seeing how they look on the screen. Lines and curves may be good, but how can you use them to draw actual stuff As it happens, Canvas has a very limited selection of more complex shapes that you can draw, forcing you to often fall back on your ingenuity.

Figure 6.4 The Bezier curves (left) were drawn using the depicted control points (right).

Overview 461 Data Access Technologies Summary 461 Benefits and Considerations Matrix 463 Object-Relational Data Access 463 Disconnected and Offline 464 SOA/Service Scenarios 464 N-Tier and General 465 General Recommendations 466 Common Scenarios and Solutions 467 LINQ to SQL Considerations 468 Mobile Considerations 469 Additional Resources 469.

Figure 6-5 shows that an array of strings is correctly passed to the method thanks to the default binder class.

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