### 1. Topic Selection For Topic Selection you have to do the following steps: ![Topic Selection Activity Diagram](data:image;base64,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) 1. You have to have all relevant informations of the patient like it is defined under {{pagelink:EviPrevIT/patientdata}} 2. The {{pagelink:EviPrevIT/basicmeasurements}} have to be done. This means to make evidence based anamneses with the patient according to the {{link:EviPrevIt/cdss-input-parameter}} definitions. The measurements are packed into Observations according to the description under {{pagelink:EviPrevIT/eviprevobservationprofile}} 3. A {{pagelink:EviPrevIT/cdssrequesttopicselection}} will be created and filled with the patient data according to the {{pagelink:EviPrevIT/patientdata}} and the basic measurements as observations ({{pagelink:EviPrevIT/eviprevobservationprofile}}). This {{pagelink:EviPrevIT/cdssrequestinput}} will be send to the CDSS system ({{pagelink:EviPrevIt/calculation}}). 4. The result of the CDSS system is the {{pagelink:EviPrevIT/eviprevDiagnosticReport}}. This is a proposal based on the CDSS rules and the input paramters to discuss with the patient on which topics the risk assessment will be done. If this is discussed an the topics for risk assessment will be defined, the {{pagelink:EviPrevIT/riskassessment}} will be processed.