### 2. Risk Assessment After making the {{pagelink:EviPrevIt/topicselection}}, the next steps will be: ![RiskAssessment Activity Diagram](data:image;base64,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) 1. Executing all mandatory measurements required by the Risk Assessment calculation of the CDSS system. These Measurements will all be filled in {{link:EviPrevIt/eviprevObservation}} described in the {{pagelink:EviPrevIT/eviprevobservationprofile}} 2. A {{pagelink:EviPrevIT/cdssrequestriskassessment}} will be created and filled with the patient data according to the {{pagelink:EviPrevIT/patientdata}} and the measurements and some last risk assessment results as observations ({{pagelink:EviPrevIT/eviprevobservationprofile}}). This {{pagelink:EviPrevIT/cdssrequestinput}} will be send to the CDSS system ({{pagelink:EviPrevIt/calculation-duplicate-2}} ).