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// Use the foreach loop. using System; class ForeachDemo { static void Main() { int sum = 0; int[] nums = new int[10]; // Give nums some values. for(int i = 0; i < 10; i++) nums[i] = i; // Use foreach to display and sum the values. foreach(int x in nums) { Console.WriteLine("Value is: " + x); sum += x; } Console.WriteLine("Summation: " + sum); } }

The Content Delivery Agent (CDA) software development kit (SDK) shipped with Access Gateway Enterprise 4.0 and Advanced Access Control 4.2 enables you to generate a Configuration Wizard for your CDA, while you develop your CDA. This contrasts with previous versions of the CDA SDKs. CDAPad (for script CDAs) did not offer any support for creating Configuration Wizards. The previous version of the .NET CDA SDK only let you specify the configuration parameters for your CDA the Configuration Wizard dialogs got rendered dynamically when the administrator configured the CDA

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Group delay The measurement, in nanoseconds, of the time retardation created by a filter or circuit to any discrete signal that passes through it When the group delay varies across the passband significantly, as it does in tight Chebyshev filters (and to a certain extent in Butterworth filters), this will cause increased BER in digital radios This variation in the group delay, called group delay variations (GDV), is especially severe at the edges of a filter s passband, so any filter that has steep skirts and/or a high pole count will have a high GDV The problem can be lessened by widening the filter s passband beyond what is required by the signal; using fewer filter poles; or choosing a Butterworth type or, if selectivity specifications permit it, a Bessel filter response GDV is directly equated to the differential delay specification above.

Combining the adjustment and verification stages of final test into one station, and therefore one test set, can be used to gain measurement advantages. The absolute-level accuracy of test equipment nearly always will be poorer than the relative-level accuracy. If the same test set is used to make adjustments as to make verification measurements, the 0.6 dB adjustment error will not adversely affect the acceptable performance spread of units. The test line limit, and so the product quality, is not affected by this assumption. For a 3 dB room temperature specification, the acceptable performance spread would become 1.8 dB. This emphasizes the value of combining adjustment and verification at final test. If adjustments were performed at the pretest station, this assumption would not have been valid. An important observation is the relationship between measurement uncertainty and throughput. If measurement uncertainty can be reduced, the acceptable performance spread of units for a given yield can be allowed to increase. This in turn will lead to a reduction in the number of adjustment and verification points, saving test time and therefore cost.

Insertion loss The attenuation created in a filter within the center of its passband when the filter is terminated at its design impedance Measured in dB Insertion loss linearity The measure, in dB, in the variations in insertion loss with input power Primarily a problem with crystal filters Passband The band of frequencies from fLOW to fHIGH that a filter passes with 3 dB or less attenuation (fLOW and fHIGH are located at points where the insertion losses reach, typically, 3 dB) Measured in Hz Passband ripple The amplitude fluctuations within a filter s passband A ripple greater than 05 dB is usually considered unacceptable in digitally modulated radios Chebyshev is the dominant filter topology that contains ripple within its passband However, this ripple can be decreased to 01 dB or less by low-ripple Cheby designs.

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