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It is commonly used in cameras to reduce blurred images due to camera shake, and is particularly useful at slower shutter speeds and with telephoto lenses Different manufacturers use various methods to produce this advantage but the overall effect is the same The stabilization systems attempt to compensate for the pan, tilt, or angular movement (pitch and yaw) of the camera Stabilization is particularly important with longer lenses where the effect of shake is more pronounced as the focal length increases And, as a result, the correction needed to cancel camera shake increases proportionately Some manufacturers place the stabilizing system in the camera body while others opt to place it in the lens, making it available for that lens only Lenses that include image stabilization built-in are generally more expensive than ones that do not.

same features as provided by server farms currently deployed in VoIP networks. P2P SIP usage scenarios include applications that cannot easily be implemented using CS SIP. We explain the reasons for the disruption of the VoIP industry by P2P communications. This area is likely to be explored in bodies such as the IETF in the coming years.

The in-camera models use a system that involves moving the image sensor to counteract for the camera s movement But how do image-stabilized lenses respond when you want to pan or move the camera with the motion of a subject The lens detects the movement and responds accordingly to produce a sharp image Some cameras automatically sense this movement while others include switches to tailor the stabilization to adjust for whichever.

Figure 1.1 Visible light is a narrow region of the total electromagnetic spectrum, which includes radio waves, infrared, ultraviolet, and x-rays. The physical difference is purely the wavelength of the radiation, but the effects are very different. Within the narrow band to which the eye is sensitive, different wavelengths give different colors. See also color plate 1. 3

The following code snippet illustrates the use of the SELECT command used for the retrieval of records for a customer named Jonathan:

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The xrpcc tool provides these features by automating the tasks of mapping XML to Java classes and also the mapping between WSDL definitions and their mapping Java representations. In a JAX-RPC-based Web services scenario, when a JAX-RPC service is invoked, the JAX-RPC runtime transforms the XML-based RPC call to its corresponding Java object representation and then executes the required service using them; this process is referred to as deserialization. After execution, the service returns the call to its service client by transforming the returning Java objects as an XML-based data representation; this process is referred to as serialization. Now, let s take a look at the standard mappings that are supported by JAX-RPC 1.0.

< xml version= 1.0 > <!DOCTYPE ejb-jar PUBLIC -//Sun Microsystems, Inc.//DTD Enterprise JavaBeans 2.0//EN http://java.sun.com/dtd/ejb-jar_2_0.dtd > <ejb-jar> <enterprise-beans> <session> <ejb-name>ACMEWebservice</ejb-name> <home>jws.ch3.ejb.AcmeSessionHome</home> <remote>jws.ch3.ejb.AcmeSession</remote> <ejb-class>jws.ch3.ejb.AcmeSessionBean</ejb-class> <session-type>Stateless</session-type> <transaction-type>Container</transaction-type> </session> </enterprise-beans> <assembly-descriptor> <container-transaction> <method> <ejb-name>ACMEWebservice</ejb-name> <method-name>*</method-name> </method> <trans-attribute>Required</trans-attribute> </container-transaction> </assembly-descriptor> </ejb-jar>

In Step 9, you release the objects assigned to your variables, reducing the chance of any problems caused by rogue objects that may remain open in memory.

The product pe ge is called the equivalent isotropically radiated power or e.i.r.p. This is an essential factor in the evaluation of the link budget. It has the dimension of power and is therefore given, when expressed in logarithmic units, by (Pe + Ge) in dBW. For a receiving antenna having an effective area Ae, the power reaching the antenna is equal to: pr = pe ge Ae/(4 d2) (14)

=150*.01

positive or negative. The first assumption may or may not be correct. It s possible that balances could be reinvested (but in forward projections in times of changing interest rates, this might not be the case). But the real problem is with the second assumption. Banks simply do not charge the same rate for borrowing that they pay for deposits.