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- (void)connection:(NSURLConnection *)connection didReceiveResponse:(NSURLResponse *)aResponse { if ([aResponse isKindOfClass:[NSHTTPURLResponse class]]) { NSHTTPURLResponse *response = (NSHTTPURLResponse *)aResponse; if (response.statusCode >= 400) { NSLog(@"AudioRequest error status code: %i", response.statusCode); [delegate audioRequestDidFinish:self]; // Prevent further receipt of data that are not audio // bytes and therefore could harm the audio subsystems. [self cancel]; } } }

We start by seeding the random number generator and initializing Chipmunk (shown in Listing 5-5) and then create a space and enable bounce. We set the gravity to zero, since the field is flat and objects shouldn t be drawn in any direction by default.

Whenever you delete a collection member such as a layer, linetype, dimstyle, or text-style object, you Tip

'' get the point, length, height, and angle from user With ThisDrawing.Utility '' get point, length, height, and angle from user varpnt1 = .GetPoint(, vbCr & "Pick the start point: ") dblLength = .GetDistance(varpnt1, vbCr & "Enter the length: ") dblHeight = .GetDistance(varpnt1, vbCr & "Enter the height: ") dblAngle = .GetAngle(varpnt1, vbCr & "Enter the angle: ") '' calculate remaining rectangle points dbl90Deg = .AngleToReal("90d", acDegrees) varpnt2 = .PolarPoint(varpnt1, dblAngle, dblLength) varpnt3 = .PolarPoint(varpnt2, dblAngle + dbl90Deg, dblHeight) varpnt4 = .PolarPoint(varpnt3, dblAngle + (dbl90Deg * 2), dblLength) End With '' draw the rectangle With ThisDrawing .ModelSpace.AddLine .ModelSpace.AddLine .ModelSpace.AddLine .ModelSpace.AddLine End With End Sub 8 covers creating drawing objects.

To understand how each of these DMVs operates, let s use our example query from earlier:

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Primary-key generation (IIdentifierGenerator interface) SQL dialect support (Dialect abstract class) Caching strategies (ICache and ICacheProvider interfaces) ADO.NET connection management (IConnectionProvider interface) Transaction management (ITransactionFactory and ITransaction interfaces) ORM strategies (IClassPersister interface hierarchy) Property-access strategies (IPropertyAccessor interface) Proxy creation (IProxyFactory interface)

We need to connect the mechanism inside the Switch Views button to the code we have now associated with the SwitchViewController. Control-drag from the Switch Views button downward to the Switch View Controller icon. At this point, your screen should look similar to Figure 6 38.

In this chapter, I want to show you a few of the things Frenzic does. For that, I have created a slimmed-down game called Formic, shown in Figure 1-3. Instead of just showing you some snippets from Frenzic s code, I want to show you a complete game that you can compile, run, and even modify. In the following sections, I will explain the game logic and game graphics in more detail, but I assume some basic knowledge of Xcode and Cocoa.

particles.growRange = BBRangeMake(-1.5, 0.5); particles.sizeRange = BBRangeMake(2, 8);

Listing 12 5. Adding More Tterations to the Main Loop in Fibonacci Fun -(IBAction)startCalculation:(id)sender { NSAutoreleasePool *fibPool = [[NSAutoreleasePool alloc] init]; NSString *outputString; outputString = @"1: "; for (int x=1; x < 100; x++) { long long int fibValues[90]; fibValues[0] = 0; fibValues[1] = 1; for (int i=2; i < 90; i++) { fibValues[i] = fibValues[i-2] + fibValues[i-1]; NSString *thisFibString; thisFibString = [[NSString alloc] initWithFormat:@"%lli, ",fibValues[i]]; outputString = [outputString stringByAppendingFormat:@"%@", thisFibString]; // we're done with thisFibString now, so release [thisFibString release]; } outputString = [outputString stringByAppendingFormat:@"\n\n%i: ", x+1]; [outputField setStringValue:outputString]; } [fibPool drain]; }

BBRange xVelocityRange; BBRange yVelocityRange; BBRange zVelocityRange; BBRange lifeRange; BBRange decayRange; CGFloat CGFloat CGFloat CGFloat } minU; maxU; minV; maxV;

Because the idea of matrix math is, to many, something new. But all of the other transforms use matrix math behind the covers; it s just nicely shielded behind friendly property names. The Silverlight transformation matrix is a 3 3 affine transformation row-major matrix. The size is three rows by three columns. Affine means that the edges all need to stay the same length (proportionally) as they originally were. All points on a single line in the original shape will remain in a single line in the resulting transformed shape. You can t do a true perspective transform in an affine matrix or other transform that would violate this. Row major means the vectors are expressed as rows and not columns. As a result of the affine nature and row-major approach, the last column of the matrix will always contain the rows 0,0,1. Here s what the structure looks like, including the default values:

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