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Two types of octet headers, UNI and NNI, UNI Header NNI Header GFC generic flow control VPI virtual path identifier VPI virtual path identifier VC2 virtual channel identifier VC2 virtual channel identifier UNI user network interface PTI payload type identifier PTI payload type identifier CLP cell loss priority CLP cell loss priority HEC header error control HEC header error control UNI user network interface NNI node network interface

In the preceding example, a layer 7 class map (L7_IM_class_map) is including everything except the internal IM clients (10.0.0.0/8), the IM peers/servers (10.0.0.0/8), chatting, and the MSN client. So if it s anything else, the layer 7 policy map (L7_IM_policy_map) will reset and log it. For example: Anyone using the Yahoo client would be reset. Any MSN client accessing a server not in 10.0.0.0/8 would be reset. Any MSN client trying to use webcam would be reset.

Console.Write("Here is a: "); a.Show(); Console.WriteLine(); Console.Write("Here is b: "); b.Show(); Console.WriteLine(); c = a + b; // ThreeD + ThreeD Console.Write("Result of a + b: "); c.Show(); Console.WriteLine(); c = b + 10; // ThreeD + int Console.Write("Result of b + 10: "); c.Show(); Console.WriteLine(); c = 15 + b; // int + ThreeD Console.Write("Result of 15 + b: "); c.Show(); } }

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In this book we always use radian measure for angles. (The reason is that it makes the formulas of calculus turn out to be simpler.) Thus, for example, if we refer to ''the angle 2 /3'' then it should be understood that this is an angle in radian measure. See Figure 1.29. Likewise, if we refer to the angle 3 it is also understood to be radian measure. We sketch this last angle by noting that 3 is approximately .477 of a full rotation 2 ---refer to Figure 1.30.

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To understand what a source-level debugger is and why it is so valuable, it is best to compare it to an old-style, traditional debugger. A traditional debugger is designed to provide object-code debugging, in which you monitor the contents of the CPU s registers or memory. To use a traditional debugger, the linker generates a symbol table that shows the memory address of each function and variable. To debug a program, you use this symbol table and begin executing your program, monitoring the contents of various registers and memory locations. Most debuggers allow you to step through your program one instruction at a time, and to set breakpoints in the object code. However, the biggest drawback to a traditional debugger is that the object code of your program bears little resemblance to the source code. This makes it difficult, even with the use of a symbol table, to know exactly what is happening. A source-level debugger offers a vast improvement over the older approach in that it allows you to debug your program using the original source code. The debugger automatically links the compiled object code associated with each line in your program with its corresponding source code. You no longer need to use a symbol table. You can control the execution of your program by setting breakpoints in the source code. You can watch the values of various variables using the variables names. You can step through your program one statement at a time and watch the contents of the program s call stack. Also, communication with C++ Builder s debugger is accomplished using C/C++-like expressions, so there is nothing new to learn.

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%USERPROFILE%\Application Data\ICAClient CACHE DIR %DATE% APPSRV.INI PN.INI UISTATE.INI WFCLIENT.INI WFCWIN32.LOG 3.3KB (3401 bytes) 0.5KB (513 bytes) 0.1KB (109 bytes) 0.6KB (577 bytes) 0.2KB (159 bytes) %DATE% %DATE% %DATE% %DATE% %DATE%

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We see that we have transformed the integral into a simpler one (involving x ex instead of x 2 ex ), but another integration by parts will be required. Now we take u = 2x and dv = ex dx. Then u( x) = 2x v( x) = ex So equation ( ) equals x 2 ex u dv = x 2 ex u v = x 2 ex 2x ex v du ex 2 dx du = u ( x) dx = 2 dx dv = v ( x) dx = ex dx

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