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22: JMS Step 4. In this step you retrieve another administered object the topic. This example assumes you have previously placed a topic object into the JNDI name space as described in the section "Administered Objects." You can use the same context you created in Step 1. Look up the topic that has been bound to the name "testTopic", cast it to a Topic object, and assign it to the handle topic. You can perform this step at any time before the next step. It is not dependent on any of the first three steps (apart from the setting up of the initial context). Step 5. Once you have the Topic object, you are ready to create a TopicPublisher object that you will use to send messages to the topic. The session has a method called createTopicPublisher that takes a Topic object as a parameter. It creates the sender and connects it to the specified topic. Step 6. This is where you create the message to be sent. In this case you are creating an instance of TextMessage. Use the session to create the message object by calling the createTextMessage method. If you want to send other types of messages, you can call one of the other methods on the session object (createObjectMessage, createStreamMessage, and so on). Step 7. Finally, you can send the message to the destination topic. You do this by invoking the send method of the TopicPublisher, passing as an argument the message object to be sent.

As the head of the special audit group at Nasdall Bank, I conducted regular investigations into the bank s fraud cases and red- ag issues. In my morethan-a-decade tenure with Nasdall, most of the cases involved petty and whitecollar crimes with fairly small losses. However, the amount eventually uncovered in this case looked serious enough to call for a top-down reorganization in the West End branch. This situation was brought to my attention during a visit I made to the branches in the West End area, including the one where Frank was employed. I was speaking to staff members about the reporting duties of the

17:10-5

Breakfast Raspberry Muffin ( 7) 1 oz (30 g) low-fat cheese 1 orange Coffee Lunch 2 Pita with Curried Turkey ( 14)

Figure 4.1 Standard (left), and ruggedized (right) hardware for accessing PARAMOUNT services Source: L hnert, et al. [2003]

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Above the effect of the nite size pupil function P(x,y) was neglected. Letting x01 Mx1 y01 Equation (9.4-7) can be written as

w kx can be chosen in a number of ways as discussed in Section 14.2. For example, the Hamming window is given by 8 < : 0:54 0:46 cos 0 pkx N kx jkx j N kx 17:10-11 otherwise

4:4-17

31.0.0.0/8; 36.0.0.0/7; 39.0.0.0/8; 41.0.0.0/8; 42.0.0.0/8; 49.0.0.0/8; 50.0.0.0/8; 58.0.0.0/7; 70.0.0.0/7; 72.0.0.0/5; 83.0.0.0/8; 84.0.0.0/6; 88.0.0.0/5; 96.0.0.0/3; 169.254.0.0/16; 172.16.0.0/12; 173.0.0.0/8; 174.0.0.0/7; 176.0.0.0/5; 184.0.0.0/6; 189.0.0.0/8; 190.0.0.0/8; 192.0.2.0/24; 192.168.0.0/16; 197.0.0.0/8; 198.18.0.0/15; 223.0.0.0/8; 224.0.0.0/3; } prefix-list our-aggregates { 195.111.0.0/16; } policy-statement 28-bit-filter { term block-0-7 { from { protocol bgp; route-filter 0.0.0.0/0 upto /7; } then reject; } term permit-8-to-28 { from { protocol bgp; route-filter 0.0.0.0/0 upto /28; } then accept; } term block-29-32 { from { protocol bgp; route-filter 0.0.0.0/0 upto /32; } then reject; }

where (d1 , . . . , d4 ) is chosen in Z, does not depend on the way to choose Y1 and Y2 . is the Fourier transform of (say) g( ), which is taken among f ( ); f ( ) or f ( ) f ( ). De ne g( ) = i g( ) and g( ) = 2 g( ). Then ( (s))d1 ( (s))d2 +d3 ( (s))d4 is the Fourier transform of the function h( ) = g (d1 ) ( ) g (d2 +d3 ) g

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