Difference between revisions of "Information Systems:Customer Service Call Queue"
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</diagram><diagram name=\"3CX Implementation\" 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</diagram></mxfile>"}"></div> 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kOEXAjL0hjmyBUB2Frj6txEZ8QEiO6238wnXlzMV9U3AFx22FFcRuJG91U5bbRGbsew+k4QdreJdP8fYcWnT3kCY1phhHcaZhzLmzkgyOaKHjo4a0c4yI6Cy5YxeUOkwExN0SjBmwcM5Ntn1wZXlomp9b4x4vr0t5A3a74mzauyqiYX3CUcdouOBbEz40cxbseMlVqGjQF6RmgrqacJY2dDCeXzg6ux8LMr0ZIySUgPNlA3rccpiBwwsVFe4ceLHrAbPpRzIFICJdrjOhGszmTlRxvUQRNCWPsmskRhnkTXNFOB6wMfaUqPXgkyawyDQe1jO6Ajm9pKubCNYWEIJ7XQagKpxmyIKAzepuIRufHyDCSyOB3k66/p8/b2Ek4mxIsug7hfkSA6CC+jaM+eOvfLRiMM6ZUkWxHtY6z/p6sIvFq9vwVr3QKVrc3XJTQP1rB4x1/FV9HjvCT6DVr9GXPf5/Jvz+T97jfEQB7rr/++L+WwFLN8yNGkRLF+udH/Wj3sFaf5C+bjj9vObMIa84XnXYuMQWAG0BFDBY/X154oN5wgVR96ayRam8YPDCSDgHI1apKWv0Dfm8qXCOt+NlZpKuHaH11aOl3BQV/WScLQZkJRvMEJf5cGt2/OGPo4HVkZvMn7Q+OzKvQuMnk/t+jVoOJ3CjOqQIh6SG6MmTE1vSlNYxyCnk0mUj3DKNhhrJ8XLxRxWMa2TNHcVro1yyqiSKUIH+8WspuVKrda6rtrTKL65hqA6o6impDhMr6Wm7m1JGoLaoXxvUX8bD0rN4uT1dIfOdnJYrsOmU/yK6ZneBpnk3XUXX0japqYqY2a+kyug2ZBl6z71kPVCoPp12yYZqAkFFTOCynKqswyp0a6MHYFPXYjJwHi7SeYZZ2WRX2YrvCvgEexnhplPDcsqLdvR6XjpMmSIeQC136ON9MGTh7D+65uYN4MomCnkOYt3RmW2XjWQtdr1ZgYfAvlUXGC2vzL9XSAX9XMQtgkdeg+4wiaGaMY1y+C51B3V0e8B1y+TKuiOWy+PYT2y25fiHG40qPsJDCcKz7SKcW7Z1rWHcX5DPn9inJP6Q0fQ80KAMfIRegPjIMQj+dtSfNXeQAi+zBsI3bJ/ugWwBZ0kbEBvYK3v9AZCH9RjgO77s/f92euXQQi+WAi/w2cI3Ss3XZuPiVo9HVUAEs2kA06ctLwre9NWr0UQdrmk3ndl38Fh2IU47JZPzmgBh52GyT0Xhv9bOOyDzCzojcOg7jjsjsOuTAYh7GIh/BYcds/jvlochsFfhMNu2eq1iMMul9Q7DnsHh5EX4jDihjmyBRx2XlP5LwMx+IN9ZejU134Pj7uHx30rxCIvlq/vgFhHUf2nIdZVpSLsD+OcBq5hbTXXaxVa3bIhaxFaXS6hfy2W6qqB1VPW+q+BFXwaHHRL/NgCsDo7Hwy4EFehv79zfRGugt/HVfBplvlncNVSlBtc1VTcAEDLV6e6Ka2jbL6lpaLjmKMgp6acKgNgwicUOMGnI33V9wmlBlQQPJpNOxoliVZWvwtbY66uGAE7u0ZUBa0tDV2HRKSD22a6xoxKEiqyq2RERCgqv9v2FdfrpKzaLx2IxEVIURlQjfvqJiA82YKQUsSr1Xw9RbUBqZmLSd14glg8Pw3LGY9htEoBwxrNWErkwNFgkyLQhHXGSm5MdpGdpeQOIWsqFTUBXlBlFJk5sjOLniFLYbD0Q2a9iGM2yFmG10pvM90kGF0KAtlJChskvRmHFkO/v1CmVJjO7PrhTYTZYmITkxIdaosl1/RHr/+gkpdrumv08Cpm2K200fQuOMCJaoUr8bhINwS4g+L1WAKBUscGYCkCt4OsjsUyWkBWnxCgc2k55q/dkdWVICuWaazWU/JBr2a2sE1wddPGrD1w9RtC+g64Av9xcIVeCK5ueT+7BXB1Vg3vL+d0wtgH4OoexXXfPbx+GYTRi4XwW1xb9zOPrwyAUX5SWHHDYK1uGd60qWsRel0unvctw3fAF3Eh+LrlrNU2wNfpluFzqMffQl/kB+jrjYoad/R1R19XJoQwcbEUfgf6OlaHvqOva0Ffo3wfuQUDD1vXz1KrYQTNTdsGY7ds+loEY5dL6x2MvQ3GkAvr+iO3XAC5DTAGnyQ0wpe6wpCvAWMI9D4Yq3/7YzDmT0V9D8bYSlztoEqkVQQfyaW9rChKNxHF5dYbVk8xK7F7MR0AG5/oaw2eAv3QE6aBiW37edcQHJKEmm23uTydV6kmAOocTDVc2iiCGISzAQrBMY7gqTPPSWBq83bFxyt3ONKHMlO/cDeDB6bHsspSHHU6PrzLpQSZqmghYX0W70UEBW9rpLKclQi5QUB7i9qjfjnueNRYoaVozbMVtw3AuEGEQQX02GyzdNmdP1p4uccZY2bLuKNZmAf9BQnIuqEozE4JPVhwDZzIgmgB+Biw8Xw1ZWaiNuoHqWNC0HSgEmmYDAijCdACmkoRsYqNFqvAYpEkFy1kONgsyKb7JSUNibmKhlFPrr8PXJWqB47SeBQ1IOnD+hD/QYCFfK6Gf0uCcy4l9xr+1xYc3/HNNqHUTRuu9qDUb8jlu/FaOHlm8d7ZUoSRRxK+MSB1Yd1+5JahfRtA6tSr9bcDtpAPKvcj7Xi1xD2Q4g9eLaS3WCqmOEgpdTjspH4qjI2JM7AagBK5NKE7xDhuYIW/xNGRXIiQJyRozx5UQJxvAAlfJgLSy6mEsYRMTJRdRltIDycJbcmSpqFWTViXX2QRLXqcOtxoppb0Zvp6XeOkLrDj+sN+tIUFZrpsYs3NpnhXD0/KvNxWeVnygjbAK56L1+CKo9aTaMoiAcjI8szCUsQYj/hkMoYspa9mM4LODFOOlkUnGiMZuvdrQf2C3MSO08doFWT48WRWQkpFKRMW64PdiB8LW5ZPIpxeTgzfF1mNW0aGNhCoZdqje7yx6W0EI1WXbMxTvopsy7hwctZY5gVXDusXsNc9HJe4ejnejWGuZNwgW0tbucj3hTHX9dtI3gQQFqvGsTUjDaKYo83BSTo/QXyuCQJT3w2V/08Crvaq9rcR0IXcq/ZfmUfr1X5iq2VHb9rUtQi9/rxGP/nlTqxGnQZB+uK3Xj0OzjAwGxTW+X8=</diagram><diagram 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</diagram></mxfile>"}"></div> 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Revision as of 14:03, 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