True Connection +XTRCUVMQtXiR+WYYdgiY5lqZSvJGBPdYkm5BOVc4QrC8tFJ73G7xelBhIBNHORe1VrRAsV70/1sTe30Z5jje95w9w== Connection ReportMeasurementParameters TrialText,System.String TextShort,System.String Val,System.Decimal 30 False ReportMeasurementParameters Connection SELECT 'R' as TrialText, 'ERV' as TextShort, 1.62 as Val UNION SELECT 'R' as TrialText, 'IRV' as TextShort, Null as Val UNION SELECT 'R' as TrialText, 'VT' as TextShort, 0.54 as Val UNION SELECT 'Pre' as TrialText, 'ERV' as TextShort, 2.49 as Val UNION SELECT 'Pre' as TrialText, 'IRV' as TextShort, 3.84 as Val UNION SELECT 'Pre' as TrialText, 'VT' as TextShort, 0 as Val UNION SELECT 'Post' as TrialText, 'ERV' as TextShort, 2.13 as Val UNION SELECT 'Post' as TrialText, 'IRV' as TextShort, 6.91 as Val UNION SELECT 'Post' as TrialText, 'VT' as TextShort, -2.75 as Val ,SelectedPreMeasurementId,SelectedPreMeasurementId,System.Guid,,False,False ,SelectedPostMeasurementId,SelectedPostMeasurementId,System.Guid,,False,False ,SelectedMeasurementIdsString,SelectedMeasurementIdsString,System.String,_x0027_9DB8F91E-9A81-4B7A-835E-87C19993582A_x002C_0B670429-17FF-4818-B06A-549A452AEAB0_x0027_,False,False ,SelectedBestPreTrialId,SelectedBestPreTrialId,System.Guid,,False,False ,SelectedBestPostTrialId,SelectedBestPostTrialId,System.Guid,,False,False ,Intercept,Intercept,System.Double,_x0030_,False,False ,Slope,Slope,System.Double,_x0030_,False,False ,MinVolume,MinVolume,System.Double,_x0030_,False,False EngineV2 en de Chart1.Series2.Title,Bester_x0020_Pre_x0020_AUS Chart1.Series4.Title,Bester_x0020_Post_x0020_Vt Chart1.Series5.Title,Bester_x0020_Post_x0020_AUS Chart3.Area.XAxis.Title.Text,Versuche Chart3.Area.YAxis.Title.Text,Volumen_x0020__x005B_L_x005D_ Chart6.Area.XAxis.Title.Text,Versuche Chart6.Area.YAxis.Title.Text,Volumen_x0020__x005B_L_x005D_ ReportAlias,Forcierte_x0020_Spirometrie TablePrePostMeasurementParameters_Cell1.Text,Parameter TablePrePostMeasurementParameters_Cell2.Text,Einheit Text10.Text,Patienten_x0020_ID Text12.Text,Nachname Text14.Text,Vorname Text16.Text,Geburtstag Text18.Text,Techniker Text23.Text,Größe Text27.Text,_x007B_IIF_x0028_InterpretationSpiro.rFEV1_x003E__x003D_80_x0026_InterpretationSpiro.FEV1_m_x003C__x003D_70_x002C__x0022_Leichte_x0020_Obstruktion_x0022__x002C_IIF_x0028_InterpretationSpiro.rFEV1_x003C__x003D_50_x0026_InterpretationSpiro.rFEV1_x003C_80_x0026_InterpretationSpiro.rFEV1_x003C_50_x0026_InterpretationSpiro.FEV1_m_x003C__x003D_70_x002C__x0022_Moderate_x0020_Obstruktion_x0020_2b_x0022__x002C_IIF_x0028_InterpretationSpiro.rFEV1_x003C_30_x0026_InterpretationSpiro.FEV1_m_x003C__x003D_70_x002C__x0022_Starke_x0020_Obstruktion_x0022__x002C__x0022_Normale_x0020_Lungfunktion_x0022__x0029__x0029__x0029__x007D_ Text70.Text,Medikation Text72.Text,Versicherung DoublePass None;Black;2;None;False;4;Black Transparent Transparent 0,0.4,19,2.4 True Transparent True 0,0,7,1.4 5ed1bd81b6c84312975676e5b322a4e0 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