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Action Automatically checks and selects a conversation so you can archive, apply a label, or choose an action from the drop-down menu to apply to that conversation. Adds a star to or removes a star from a message or conversation. Stars allow you to give a message or conversation a special status. Marks a message as spam and removes it from your conversation list. Reply to the message sender. Shift+r allows you to reply to a message in a new window. (Applicable only in Conversation View.) Reply to all message recipients. Shift+a allows you to reply to all message recipients in a new window. (Applicable only in Conversation View.) Forward a message. Shift+f allows you to forward a message in a new window. (Applicable only in Conversation View.) Removes the cursor from your current input field.

5. Place your cursor inside the Value field. 6. In the left pane of the Actions panel, click Objects Core Math Methods. 7. Double-click the random method to add it to your script. In the Value field, the following code appears: Math.random(). This code is sufficient to generate a random number between 0 and 1. To generate a random number within a specific range, go to Step 8. 8. In the Value field, click to the right of the last parentheses and type * followed by the highest number you want to generate. 9. Click the Expression checkbox to the right of the Value field. When you generate create a variable equal to a number, it is a mathematical expression. If you fail to check the Expression checkbox, Flash reads this as text data. The code in Listing 6-6 creates a variable with a random value between 0 and 50.

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ORGANIZATIONAL LEVELS OF THE PERSONALITY SYSTEM REPRESENTING THE TOTAL ECOLOGY OF THE PERSONALITY SYSTEM

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In RF bipolar receivers, metal insulator metal (MIM) capacitors are used between the signal pad and the base electrode. For positive or negative mode polarity events, the MIM capacitor can fail because of dielectric degradation. Without ESD protection on the receiver network, the ESD failure levels of the receiver network will be limited by the MIM capacitor element. An ESD solution to prevent ESD failure in these RF bipolar receivers is to use a p n diode element in parallel with the MIM capacitor element. The p n diode element can be in a reverse con guration so that it serves as a parallel capacitor element and does not allow a d.c. voltage to be transmitted between the signal pad and the bipolar receiver base element. The functional disadvantage of the p n element is the impact of the effective quality factor Q of the capacitor element. In high-performance RF bipolar receiver networks, capacitors are placed in series between the RF (in) input pad structure and the RF bipolar receiver network. Figure 8.3 shows an example of an input signal pad RF (in), a d.c. blocking capacitor, and the input of a RF npn bipolar receiver in a common-emitter con guration. The capacitor structure can be a MIM, a metal ILD metal, or a vertical parallel plate (VPP) capacitor structure.

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makes convolutional codes particularly ef cient in FEC systems, or in general, for those coding schemes where error correction is preferred over error detection. In the above example, the decision determining the maximum likelihood path at time instant t6 was easily taken because the value of the minimum cumulative distance was unique. However, it is possible that at the moment of truncating the decoding sequence, to decide the nal survivor sequence, more than one sequence could have the minimum value of the cumulative distance. To mitigate any problems this might cause, the algorithm operates as follows. As seen in Figure 6.19, the survivor paths at time instant t6 are the same in the rst stage of the trellis (from t1 to t2 ). This indicates that, with high probability, the rst two bits of the transmitted sequence were 11, which corresponds to the message bit 1. The survivors are also the same in the second stage, but disagree in subsequent stages. If the message sequence, the code sequence and the received sequence are long enough, it can be shown that survivor paths agree with high probability at the time instant ti , and that the decoding decision taken at time ti is correct, if the survivor sequences are extended to time instant ti+J , where J is called the decoding length, measured in time instants. It can be heuristically shown that the error-correction capability of the convolutional code is maximized if J is approximately equal to ve times the constraint length of the code; that is, J 5(K + 1).

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Implementing Voice over IP. Bhumip Khasnabish Copyright 2003 John Wiley & Sons, Inc. ISBN: 0-471-21666-6

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