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RSA is a popular cryptographic algorithm for public key cryptography, which involves two different keys, one to encrypt a message and another to decrypt it The Flash Player does not support the entire repertoire of protocols and even misses the ubiquitous User Datagram Protocol (UDP), which is very useful for multicasting Multicasting is a method of information delivery to multiple destinations simultaneously whereby messages are delivered over each link of the network only once Copies of the message are created only if the links to the destinations bifurcate You will not be able to take advantage of protocols like UDP with data services Protocols help make effective and efficient communication possible, but higher-level abstractions increase the usability of these protocols These higher-level abstractions help you focus on business logic and reduce the burden of dealing with low-level communication handling One such useful higher-level construct in Flex is called destination.

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However, the paper explicitly states that an observer can also be a mutator, which I take to mean that a mutator can also return a result; also, I find it hard to imagine a mutator that doesn t observe as well So the distinction between observers and mutators isn t very clear to me However, the distinction, perhaps fortunately, isn t very important for present purposes..

Destinations are one of the key abstractions available in the Flex framework and data services Serverside entities are mapped to logical names and configured to be invoked using these logical names These configured server-side elements, or destinations, have a handle (logical name) and expose server-side functionality to remote clients Many Flex client components, especially those that facilitate remoting for example RemoteObject map to a destination The section Configuring data services, which comes a little later, illustrates the configuration files In that section, you will learn how to define, configure, and use.

Following on from the previous point, the paper explicitly defines any given type to consist, in part, of some specific set of methods. Note the (presumably intended) implication: Adding a new method to a given type changes the type! This fact would seem to have some rather important consequences, some of which I ll discuss later. An object is immutable if its value can never change (presumably such an object, unlike other objects, must be initialized when it first comes into existence). An object is mutable if it isn t immutable. A type is immutable if its objects are (i.e., if and only if all of its objects are, presumably). A type is mutable if it isn t immutable. Note: This notion of types per se, as opposed to objects, being mutable or immutable seems rather strange to me. At the very least, there seems to be something wrong with the terminology; types per se are, among other things, sets of values, and such sets don t change (in fact, sets of values are themselves values, and values cannot change, by definition). Also, quite apart from this issue of terminology, I don t really understand what an immutable type would be.13 However, the rest of the paper has little to say regarding mutable vs. immutable types, so perhaps the point isn t very important.

Figure 6-4. The working area of the Blender interface features a camera, by default on at lower-right, which indicates the angle from which your 3D object is viewed. Above the camera and to the side of it, two circles and a black dot represent the lighting source.

Assert type assertEquals assertContained assertNoContained assertFalse assertTrue assertMatch assertNoMatch assertNull assertNotNull assertDefined assertUndefined assertStrictlyEquals assertObjectEquals

So I think it s incumbent on people not to say Tell me the business value of implementing the relational model. I think they should explain what the business value is of not implementing it. Those who ask What s the value of the relational model are basically saying What s the value of theory And I want them to tell me what the value is of not abiding by the theory.

Description Asserts that 2 values are equal. Asserts that the first string is contained in the second one. Asserts that the first string is not contained in the second one. Asserts that a condition is false. Asserts that a condition is true. Asserts that a string matches a regexp. Asserts that a string does not match a regexp. Asserts that an object is null. Asserts that an object is not null. Asserts that an object is defined. Asserts that an object is undefined. Asserts that two objects are strictly identical. Asserts that 2 objects are equal.