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There is still more to know about hashtables and how they work with operators, but we ll cover that in chapters 4 and 5. For now, we ll move on to the next data type. 3.2.4 Collections: arrays and sequences In the previous section, we talked about hashtables and hash literals. Now let s talk about the PowerShell syntax for arrays and array literals. Most programming languages have some kind of array literal notation similar to the PowerShell hash literal notation, where there is a beginning character sequence followed by a list of values, followed by a closing character sequence. Here s how array literals are defined in PowerShell: They re not. There is no array literal notation in PowerShell. Yes, you read that correctly. There is no array literal notation in PowerShell. So how exactly does this work How do you define an inline array in a PowerShell script Here s how to do it: instead of having array literals, there is a set of operations that create collections as needed. In fact, collections of objects are created and discarded transparently throughout PowerShell. If you need an array, one will be created for you. If you need a singleton (or scalar) value, the collection will be unwrapped as needed. Collecting pipeline output as an array The most common operation resulting in an array in PowerShell is collecting the output from a pipeline. When you run a pipeline that emits a sequence of objects and assign that output to a variable, it automatically collects the elements into an array, specifically into a .NET object of type [object[]]. But what about building a simple array in an expression The simplest way to do this is to use the comma operator ( , ). For example, at the command line, type

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Y percent DM measured at the line rate can be compared directly to Y percent DM at 64 kbps Y percent SES measured at the line rate can be converted directly to Y percent SES at 64 kbps, but if during the test a loss of frame alignment is detected (or a slip), this time as a percentage should be added The conversion for errored seconds is more complicated Since the higher multiplexed bit rate contains many 64 kbps channels, we need to know how many errors are contained in each errored second at the higher rate in order to estimate how many 64 kbps channels have been errored Assuming errors are distributed evenly within the frame (the worst-case condition), then Equation 265 is representative The validity of all these conversion algorithms has been debated in standards committees Bursts of errors in a high-rate transmission stream may cause loss of synchronization in a subsequent demultiplexer, creating an extended error burst on a tributary output Some practical measurements seem to support these conclusions The reader should refer to the latest version of ITU-T Recommendation G821 for guidance on conversion algorithms The more recent G826 recommendation also should be consulted because it covers the performance of higher-speed digital paths

1,2,3

The help desk department will be able to handle many more users once the migration to the application delivery platform is complete During the transition, however, increased staff may be necessary to handle the glitches of the new architecture while supporting users on the old client-centric computing platform

Several other error performance standards exist, but these generally are related to the ITU-T G821 recommendation

and you ll have created a sequence of numbers. (See chapter 5 for more information about using the comma operator.) When you assign that sequence to a variable, it is stored as an array. Let s assign these three numbers to a variable $a and look at the type of the result.

ITU-R Recommendation 594-1 Error performance of digital microwave radio systems is characterized using ITU-R (formerly CCIR) recommendations, notably Recommendation 594-1, for 2500 km link (64 kbps unidirectional channel) as follows:

PS (1) > $a = 1,2,3 PS (2) > $a.gettype().fullname System.Object[]

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