Difference between revisions of "Information Systems:Customer Service Call Queue"

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&lt;/diagram&gt;&lt;diagram name=\&quot;3CX Implementation\&quot; id=\&quot;GRTkFeJ-TUq7SYgZTdg6\&quot;&gt;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&lt;/diagram&gt;&lt;/mxfile&gt;&quot;}"></div>
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&lt;/diagram&gt;&lt;diagram name=\&quot;3CX Implementation\&quot; id=\&quot;GRTkFeJ-TUq7SYgZTdg6\&quot;&gt;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&lt;/diagram&gt;&lt;/mxfile&gt;&quot;}"></div>
 
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Latest revision as of 14:07, 25 February 2021

The following diagram depicts the call flow for the Customer Service call queue. There are two tabs:

  • Business Process - business rules and desired outcome
  • 3CX Implementation - how it's actually implemented