Response to request to http://web1.eturns.local:5555/EDIwebService.svc:

<s:Envelope xmlns:s="http://schemas.xmlsoap.org/soap/envelope/"><s:Header><Action s:mustUnderstand="1" xmlns="http://schemas.microsoft.com/ws/2005/05/addressing/none">http://tempuri.org/IEDIwebService/InsertWorkOrderWithImageResponse</Action></s:Header><s:Body><InsertWorkOrderWithImageResponse xmlns="http://tempuri.org/"><InsertWorkOrderWithImageResult xmlns:a="http://schemas.datacontract.org/2004/07/eTurnsServices" xmlns:i="http://www.w3.org/2001/XMLSchema-instance"><a:RESPWorkOrderWithImageSVCDTO><a:Asset/><a:CompanyName>Optimized Process Design</a:CompanyName><a:Customer/><a:Description/><a:EditedFrom i:nil="true"/><a:ErrorMessage>Success</a:ErrorMessage><a:ImportGUID>de311bf3-ebe1-4064-8a7d-6ce2161499d0</a:ImportGUID><a:Odometer_OperationHours>0</a:Odometer_OperationHours><a:ReleaseNumber>1</a:ReleaseNumber><a:RoomName>OPD - 24055 - Targa 12 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