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                  <H2><FONT face=verdana,arial>How to size message 
                  queues</FONT></H2><!-- /headline --><!-- sub head --><!-- /sub head -->
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                      <TD vAlign=top align=left 
                        colSpan=2><!-- author(s) --><FONT face=verdana,arial 
                        size=2>By David Kalinsky</FONT> 
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                        face=verdana,arial size=2><B><A 
                        href="http://www.embedded.com/">Embedded Systems 
                        Programming</A> </B></FONT><!-- /site --><BR><!-- date --><FONT 
                        face=verdana,arial size=2>(04/30/03, 18:31:11 PM 
                        EDT)</FONT><BR><!-- /date --></TD>
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                  face=verdana,arial size=2><STORY><!-- article body --><!-- BODY --><FONT 
                  face=verdana size=2><FONT face=verdana color=#003366 
                  size=2><B>The statistical nature of message arrival and 
                  processing times makes sizing message queues difficult. This 
                  down-to-earth primer on queueing theory will make such 
                  analysis seem downright easy. </B></FONT>
                  <P>
                  <P>After reading my overview of queueing theory ("<A 
                  href="http://www.embedded.com/story/OEG20010312S0101">Queueing 
                  Theory for Dummies</A>," April 2001, p. 63), many very smart 
                  readers asked for a precise formula for calculating queue 
                  lengths and delays when the rates at which queued messages are 
                  sent and processed are not exactly known. In this article, 
                  we'll wade deeper into "classical" queueing theory to learn 

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