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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g79WJ5uQzTrsZQIZfCMjQG+bIFgDZWeDq30ZkxAeI7LTezidcX85U1DcBX3TYUlxF4Eb2VjtttUVsxrL7TBJ2tIp3/Rxjx6VNewNhWmOGdRhnHsqYOyPJ5IgeOjpqRDvLjIDKljN6QaXDTEzQKcGYBQ/n2GTXB1eWi6r1szHi+fa2kDdovyfOqrGrJhbeJxx1iI4HsjHhRzNvxY6XWIWOAnlFaiqopwljZUML5/GBq7PzsSjTkzFKSg00UzasxymLHTCwUF3hxokfsxo8l3IgUwAm2uE6E67NZOZEGddDEEFb+iSzRmKcRdY0U4DrAR9rS41eCzJpDoNA72E5oyOY20u6so1gYQkltNNpAKrGbYooDNyk4hK68fENJrA4HuTprOvz9fcSTibGiiyDul+QIzkILqBrz5w79spHIw7rlCVZEO9hrf+kqwu/WLy+BWvdA5WuzdUlNw3Us3rEXMdX0eO9J/gMWv0acd3n82/O5//sNcZDHOiu/78v5rMVsHzL0KRFsHy50v1ZP+4VpPkL5eOO289vwhjyhuddi41DYAXQEkAFj9XXnys2nCNUHHlrJluYxg8OJ4CAczRqkZa+Qt+Yy5cK63w3Vmoq4dodXls5XsJBXdVLwtFmQFK+wQh9lQe3bs8b+jgeWBm9yfhB47Mr9y4wej6169eg4XQKM6pDinhIboyaMDW9KU1hHYOcTiZRPsIp22CsnRQvF3NYxbRO0jxVuDbKKaNKpggd7BezmpYrtVrrumpPo/jmHoLqjKKakuIwvZaaurclaQhqh/K9Rf1tPCg1i5PX0x0628lhuQ6bTvErpmd6G2SSd9ddfCFpm5qqjJn5Tq6AZkOWrfvUQ9YLgerXbZtkoCYUVMwIKsupzjKkRrsydgQ+dSEmA+PtJplnnJVFfpmt8K6AR7CfGWY+NSyrtGxHp+Oly5Ah5gHUfo820gdPHsL6r29i3gyiYKaQ5yzeGZXZetVA1mrXmxl8CORTcYHZ/sr0d4Fc1L+DsE3o0HvAFTYxRDOuWQbPpe6ojn4PuH6ZVEF33Hp5DOuR3b4U53CjQd1PYDhReKZVjHPLtq49jPMb8vkT45zUHzqCnhcCjJGP0BsYByEeyd+W4qv2BkLwZd5A6Jb90y2ALegkYQN6A2t9pzcQ+qAeA3Tfn73vz16/DELwxUL4HT5D6F656dp8TNTq6agCkGgmHXDipOVd2Zu2ei2CsMsl9b4r+w4Owy7EYbd8ckYLOOw0TO65MPzfwmEfZGZBbxwGdcdhdxx2ZTIIYRcL4bfgsHse99XiMAz+Ihx2y1avRRx2uaTecdg7OIy8EIcRN8yRLeCw85rKfxmIwR/sK0OnvvZ7eNw9PO5bIRZ5sXx9B8Q6iuo/DbGuKhVhfxjnNHANa6u5XqvQ6pYNWYvQ6nIJ/WuxVFcNrJ6y1n8NrODT4KBb4scWgNXZ+WDAhbgK/f2d64twFfw+roJPs8w/g6uWotzgqqbiBgBavjrVTWkdZfMtLRUdxxwFOTXlVBkAEz6hwAk+Hemrvk8oNaCC4NFs2tEoSbSy+l3YGnN1xQjY2TWiKmhtaeg6JCId3DbTNWZUklCRXSUjIkJR+d22r7heJ2XVfulAJC5CisqAatxXNwHhyRaElCJerebrKaoNSM1cTOrGE8Ti+WlYzngMo1UKGNZoxlIiB44GmxSBJqwzVnJjsovsLCV3CFlTqagJ8IIqo8jMkZ1Z9AxZCoOlHzLrRRyzQc4yvFZ6m+kmwehSEMhOUtgg6c04tBj6/YUypcJ0Ztc/3kSYLSY2MSnRobZYck1/9PoPKnm5prtGD69iht1KG03vggOcqFa4Eo+LdEOAOyhejyUQKHVsAJYicDvI6lgsowVk9QkBOpeWY/7aHVldCbJimcZqPSUf9GpmC9sEVzdtzNoDV78hpO+AK/AfB1foheDqlvezWwBXZ9Xw/nJOJ4x9AK7uUVz33cPrl0EYvVgIv8W1dT/z+MoAGOUnhRU3DNbqluFNm7oWodfl4nnfMnwHfBEXgq9bzlptA3ydbhk+h3r8LfRFfoC+3qiocUdfd/R1ZUIIExdL4Xegr2N16Dv6uhb0Ncr3kVsw8LB1/Sy1GkbQ3LRtMHbLpq9FMHa5tN7B2NtgDLmwrj9yywWQ2wBj8ElCI3ypKwz5GjCGQO+DsfraH4MxfyrqezDGVuJqB1UirSL4SC7tZUVRuokoLrfesHqKWYndi+kA2PhEX2vwFOiHnjANTGzbz7uG4JAk1Gy7zeXpvEo1AVDnYKrh0kYRxCCcDVAIjnEET515TgJTm7crPl65w5E+lJn6hbsZPDA9llWW4qjT8eFdLiXIVEULCeuzeC8iKHhbI5XlrETIDQLaW9Qe9ctxx6PGCi1Fa56tuG0Axg0iDCqgx2abpcvu/NHCyz3OGDNbxh3NwjzoL0hA1g1FYXZK6MGCa+BEFkQLwMeAjeerKTMTtVE/SB0TgqYDlUjDZEAYTYAW0FSKiFVstFgFFoskuWghw8FmQTbdLylpSMxVNIx6cv194KpUPXCUxqOoAUkf1of4DwIs5HM1/FsSnHMpudfwv7bg+I5vtgmlbtpwtQelfkMu343Xwskzi/fOliKMPJLwjQGpC+v2I7cM7dsAUqderb8dsIV8ULkfacerJe6BFH/waiG9xVIxxUFKqcNhJ/VTYWxMnIHVAJTIpQndIcZxAyv8JY6O5EKEPCFBe/agAuJ8A0j4MhGQXk4ljCVkYqLsMtpCejhJaEuWNA21asK6/CKLaNHj1OFGM7WkN9PX6xondYEd1x/2oy0sMNNlE2tuNsW7enhS5uW2ysuSF7QBXvFcvAZXHLWeRFMWCUBGlmcWliLGeMQnkzFkKX01mxF0ZphytCw60RjJ0L1fC+oX5CZ2nD5GqyDDjyezElIqSpmwWB/sRvxY2LJ8EuH0cmL4vshq3DIytIFALdMe3eONTW8jGKm6ZGOe8lVkW8aFk7PGMi+4cli/gL3u4bjE1cvxbgxzJeMG2VraykW+L4y5rt9G8iaAsFg1jq0ZaRDFHG0OTtL5CeJzTRCY+m6o/H8ScLVXtb+NgC7kXrX/yjxar/YTWy07etOmrkXo9ec1+skvd2I16jQI0hfXevU4OMPAbFBY5/8B&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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[[Category: Phone System]]
 
[[Category: Phone System]]

Revision as of 13:56, 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