diff --git a/ReportImp/BeWoImFlow/RechnungJugendamt.Designer.cs b/ReportImp/BeWoImFlow/RechnungJugendamt.Designer.cs
index c051bcec1..84d38b197 100644
--- a/ReportImp/BeWoImFlow/RechnungJugendamt.Designer.cs
+++ b/ReportImp/BeWoImFlow/RechnungJugendamt.Designer.cs
@@ -30,6 +30,7 @@ namespace BeWoImFlow
{
this.components = new System.ComponentModel.Container();
System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Rechnung));
+ DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark();
this.Detail = new DevExpress.XtraReports.UI.DetailBand();
this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel();
this.xrTable1 = new DevExpress.XtraReports.UI.XRTable();
@@ -254,7 +255,8 @@ namespace BeWoImFlow
//
this.xrLabel4.BackColor = System.Drawing.Color.Transparent;
this.xrLabel4.CanShrink = true;
- this.xrLabel4.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(29.99948F, 75.31001F);
this.xrLabel4.Multiline = true;
this.xrLabel4.Name = "xrLabel4";
@@ -269,7 +271,8 @@ namespace BeWoImFlow
//
this.xrLabel3.BackColor = System.Drawing.Color.Transparent;
this.xrLabel3.CanShrink = true;
- this.xrLabel3.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(30F, 43.31F);
this.xrLabel3.Name = "xrLabel3";
this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
@@ -316,8 +319,8 @@ namespace BeWoImFlow
//
// xrPictureBox1
//
- this.xrPictureBox1.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox1.Image")));
this.xrPictureBox1.ImageAlignment = DevExpress.XtraPrinting.ImageAlignment.MiddleCenter;
+ this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource"));
this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(550.33F, 10F);
this.xrPictureBox1.Name = "xrPictureBox1";
this.xrPictureBox1.SizeF = new System.Drawing.SizeF(186.6664F, 189.58F);
@@ -371,14 +374,15 @@ namespace BeWoImFlow
//
this.xrLabel7.BackColor = System.Drawing.Color.Transparent;
this.xrLabel7.CanShrink = true;
- this.xrLabel7.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(29.99948F, 59.30999F);
this.xrLabel7.Name = "xrLabel7";
this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrLabel7.SizeF = new System.Drawing.SizeF(650F, 16F);
this.xrLabel7.StylePriority.UseBackColor = false;
this.xrLabel7.StylePriority.UseFont = false;
- this.xrLabel7.Text = "GPNr. 2000296763";
+ this.xrLabel7.Text = "GPNr. [BusinessPartnerId]";
this.xrLabel7.WordWrap = false;
//
// GroupFooter2
@@ -404,7 +408,8 @@ namespace BeWoImFlow
//
// xrLabel12
//
- this.xrLabel12.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel12.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel12.LocationFloat = new DevExpress.Utils.PointFloat(30F, 20F);
this.xrLabel12.Multiline = true;
this.xrLabel12.Name = "xrLabel12";
@@ -417,7 +422,8 @@ namespace BeWoImFlow
//
this.xrLabel13.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "GrossClaim")});
- this.xrLabel13.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(390.75F, 20F);
this.xrLabel13.Multiline = true;
this.xrLabel13.Name = "xrLabel13";
@@ -443,7 +449,8 @@ namespace BeWoImFlow
//
this.xrLabel11.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "ServiceInvoicePeriods.ServiceInvoiceItems.GrossAmount")});
- this.xrLabel11.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel11.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel11.LocationFloat = new DevExpress.Utils.PointFloat(390.7466F, 0F);
this.xrLabel11.Multiline = true;
this.xrLabel11.Name = "xrLabel11";
@@ -500,14 +507,17 @@ namespace BeWoImFlow
this.DetailReport});
this.DataSource = this.bindingSource1;
this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung";
- this.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] {
this.ruleRateFactorNull});
- this.Margins = new System.Drawing.Printing.Margins(50, 40, 370, 120);
+ this.Margins = new DevExpress.Drawing.DXMargins(50F, 40F, 370F, 120F);
this.PageHeight = 1169;
this.PageWidth = 827;
this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4;
- this.Version = "17.1";
+ this.Version = "23.2";
+ xrWatermark1.Id = "Watermark1";
+ this.Watermarks.Add(xrWatermark1);
((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit();
diff --git a/ReportImp/BeWoImFlow/RechnungJugendamt.resx b/ReportImp/BeWoImFlow/RechnungJugendamt.resx
index 0f85110bf..9fd0539bf 100644
--- a/ReportImp/BeWoImFlow/RechnungJugendamt.resx
+++ b/ReportImp/BeWoImFlow/RechnungJugendamt.resx
@@ -121,681 +121,10 @@
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
@@ -803,7 +132,4 @@
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
-
- 17, 17
-
\ No newline at end of file
diff --git a/ReportImp/BeWoImFlow/SettlementReport.Designer.cs b/ReportImp/BeWoImFlow/SettlementReport.Designer.cs
index a10ed220f..97371c9f1 100644
--- a/ReportImp/BeWoImFlow/SettlementReport.Designer.cs
+++ b/ReportImp/BeWoImFlow/SettlementReport.Designer.cs
@@ -30,6 +30,7 @@ namespace BeWoImFlow.Alt
{
this.components = new System.ComponentModel.Container();
System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Spitzabrechnung));
+ DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark();
this.Detail = new DevExpress.XtraReports.UI.DetailBand();
this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel();
this.xrTable1 = new DevExpress.XtraReports.UI.XRTable();
@@ -65,7 +66,6 @@ namespace BeWoImFlow.Alt
this.xrTableRow15 = new DevExpress.XtraReports.UI.XRTableRow();
this.xrTableCell17 = new DevExpress.XtraReports.UI.XRTableCell();
this.xrTableCell23 = new DevExpress.XtraReports.UI.XRTableCell();
- this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components);
this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand();
this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel();
this.xrTable4 = new DevExpress.XtraReports.UI.XRTable();
@@ -87,13 +87,14 @@ namespace BeWoImFlow.Alt
this.xrTableRow36 = new DevExpress.XtraReports.UI.XRTableRow();
this.xrTableCell57 = new DevExpress.XtraReports.UI.XRTableCell();
this.xrTableCell58 = new DevExpress.XtraReports.UI.XRTableCell();
+ this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components);
((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable5)).BeginInit();
- ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable4)).BeginInit();
+ ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this)).BeginInit();
//
// Detail
@@ -247,7 +248,8 @@ namespace BeWoImFlow.Alt
//
this.xrLabel4.BackColor = System.Drawing.Color.Transparent;
this.xrLabel4.CanShrink = true;
- this.xrLabel4.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(30.00005F, 75.31255F);
this.xrLabel4.Multiline = true;
this.xrLabel4.Name = "xrLabel4";
@@ -262,7 +264,8 @@ namespace BeWoImFlow.Alt
//
this.xrLabel3.BackColor = System.Drawing.Color.Transparent;
this.xrLabel3.CanShrink = true;
- this.xrLabel3.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(30.00005F, 43.31258F);
this.xrLabel3.Name = "xrLabel3";
this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
@@ -327,8 +330,8 @@ namespace BeWoImFlow.Alt
//
// xrPictureBox1
//
- this.xrPictureBox1.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox1.Image")));
this.xrPictureBox1.ImageAlignment = DevExpress.XtraPrinting.ImageAlignment.MiddleCenter;
+ this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource"));
this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(550.3337F, 10.00001F);
this.xrPictureBox1.Name = "xrPictureBox1";
this.xrPictureBox1.SizeF = new System.Drawing.SizeF(186.6664F, 189.58F);
@@ -373,14 +376,15 @@ namespace BeWoImFlow.Alt
//
this.xrLabel7.BackColor = System.Drawing.Color.Transparent;
this.xrLabel7.CanShrink = true;
- this.xrLabel7.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(29.99989F, 59.31256F);
this.xrLabel7.Name = "xrLabel7";
this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrLabel7.SizeF = new System.Drawing.SizeF(650F, 16F);
this.xrLabel7.StylePriority.UseBackColor = false;
this.xrLabel7.StylePriority.UseFont = false;
- this.xrLabel7.Text = "GPNr. 2000296763";
+ this.xrLabel7.Text = "GPNr. [BusinessPartnerId]";
this.xrLabel7.WordWrap = false;
//
// DetailReport
@@ -436,7 +440,8 @@ namespace BeWoImFlow.Alt
this.xrTableCell23.CanShrink = true;
this.xrTableCell23.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal", "{0:c}")});
- this.xrTableCell23.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell23.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell23.Name = "xrTableCell23";
this.xrTableCell23.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell23.StylePriority.UseBorderColor = false;
@@ -448,10 +453,6 @@ namespace BeWoImFlow.Alt
this.xrTableCell23.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight;
this.xrTableCell23.Weight = 0.21685899000901443D;
//
- // bindingSource1
- //
- this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.SettlementRO);
- //
// GroupFooter1
//
this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] {
@@ -514,7 +515,8 @@ namespace BeWoImFlow.Alt
//
// xrTableCell49
//
- this.xrTableCell49.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell49.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell49.Name = "xrTableCell49";
this.xrTableCell49.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell49.StylePriority.UseBorders = false;
@@ -527,7 +529,8 @@ namespace BeWoImFlow.Alt
//
this.xrTableCell50.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "AmountRecordedFLSString")});
- this.xrTableCell50.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell50.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell50.Name = "xrTableCell50";
this.xrTableCell50.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell50.StylePriority.UseBorders = false;
@@ -571,7 +574,8 @@ namespace BeWoImFlow.Alt
//
// xrTableCell53
//
- this.xrTableCell53.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell53.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell53.Name = "xrTableCell53";
this.xrTableCell53.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell53.StylePriority.UseBorderColor = false;
@@ -603,7 +607,8 @@ namespace BeWoImFlow.Alt
//
this.xrTableCell55.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "Eigenbeteiligung", "{0:c}")});
- this.xrTableCell55.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell55.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell55.Name = "xrTableCell55";
this.xrTableCell55.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell55.StylePriority.UseBorders = false;
@@ -640,7 +645,8 @@ namespace BeWoImFlow.Alt
//
// xrTableCell57
//
- this.xrTableCell57.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell57.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell57.Name = "xrTableCell57";
this.xrTableCell57.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell57.StylePriority.UseBorderColor = false;
@@ -651,7 +657,8 @@ namespace BeWoImFlow.Alt
//
// xrTableCell58
//
- this.xrTableCell58.Font = new System.Drawing.Font("Arial", 11F, ((System.Drawing.FontStyle)((System.Drawing.FontStyle.Bold | System.Drawing.FontStyle.Underline))), System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell58.Font = new DevExpress.Drawing.DXFont("Arial", 11F, ((DevExpress.Drawing.DXFontStyle)((DevExpress.Drawing.DXFontStyle.Bold | DevExpress.Drawing.DXFontStyle.Underline))), DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell58.Name = "xrTableCell58";
this.xrTableCell58.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell58.StylePriority.UseBorderColor = false;
@@ -662,6 +669,10 @@ namespace BeWoImFlow.Alt
this.xrTableCell58.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight;
this.xrTableCell58.Weight = 0.21685899000901443D;
//
+ // bindingSource1
+ //
+ this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.SettlementRO);
+ //
// Spitzabrechnung
//
this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] {
@@ -674,21 +685,24 @@ namespace BeWoImFlow.Alt
this.GroupFooter1});
this.DataSource = this.bindingSource1;
this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung";
- this.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] {
this.ruleRateFactorNull});
- this.Margins = new System.Drawing.Printing.Margins(50, 40, 357, 120);
+ this.Margins = new DevExpress.Drawing.DXMargins(50F, 40F, 356.5176F, 120F);
this.PageHeight = 1169;
this.PageWidth = 827;
this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4;
- this.Version = "17.1";
+ this.Version = "23.2";
+ xrWatermark1.Id = "Watermark1";
+ this.Watermarks.Add(xrWatermark1);
((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable5)).EndInit();
- ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable4)).EndInit();
+ ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this)).EndInit();
}
diff --git a/ReportImp/BeWoImFlow/SettlementReport.resx b/ReportImp/BeWoImFlow/SettlementReport.resx
index 5020e86fc..13291b1fb 100644
--- a/ReportImp/BeWoImFlow/SettlementReport.resx
+++ b/ReportImp/BeWoImFlow/SettlementReport.resx
@@ -122,689 +122,15 @@
Betreuten Wohnens für [Salutation2] [CustomerName] erbrachten Leistungen zu. Nach unserer Berechnung ergeben sich hieraus:
- 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
+ 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
-
-
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
-
- 17, 17
-
\ No newline at end of file
diff --git a/ReportImp/BeWoImFlow/SettlementReport2.Designer.cs b/ReportImp/BeWoImFlow/SettlementReport2.Designer.cs
index 58f504226..27068cb91 100644
--- a/ReportImp/BeWoImFlow/SettlementReport2.Designer.cs
+++ b/ReportImp/BeWoImFlow/SettlementReport2.Designer.cs
@@ -31,6 +31,7 @@ namespace BeWoImFlow
this.components = new System.ComponentModel.Container();
System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Spitzabrechnung));
DevExpress.XtraReports.UI.XRSummary xrSummary1 = new DevExpress.XtraReports.UI.XRSummary();
+ DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark();
this.Detail = new DevExpress.XtraReports.UI.DetailBand();
this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel();
this.xrTable1 = new DevExpress.XtraReports.UI.XRTable();
@@ -74,7 +75,6 @@ namespace BeWoImFlow
this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell();
this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow();
this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell();
- this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components);
this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand();
this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel();
this.xrTable4 = new DevExpress.XtraReports.UI.XRTable();
@@ -96,14 +96,15 @@ namespace BeWoImFlow
this.xrTableRow36 = new DevExpress.XtraReports.UI.XRTableRow();
this.xrTableCell57 = new DevExpress.XtraReports.UI.XRTableCell();
this.xrTableCell58 = new DevExpress.XtraReports.UI.XRTableCell();
+ this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components);
((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText4)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable5)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable6)).BeginInit();
- ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable4)).BeginInit();
+ ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit();
((System.ComponentModel.ISupportInitialize)(this)).BeginInit();
//
// Detail
@@ -257,7 +258,8 @@ namespace BeWoImFlow
//
this.xrLabel4.BackColor = System.Drawing.Color.Transparent;
this.xrLabel4.CanShrink = true;
- this.xrLabel4.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(30.08337F, 65.31255F);
this.xrLabel4.Multiline = true;
this.xrLabel4.Name = "xrLabel4";
@@ -272,7 +274,8 @@ namespace BeWoImFlow
//
this.xrLabel3.BackColor = System.Drawing.Color.Transparent;
this.xrLabel3.CanShrink = true;
- this.xrLabel3.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(30.00005F, 33.31258F);
this.xrLabel3.Name = "xrLabel3";
this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
@@ -337,8 +340,8 @@ namespace BeWoImFlow
//
// xrPictureBox1
//
- this.xrPictureBox1.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox1.Image")));
this.xrPictureBox1.ImageAlignment = DevExpress.XtraPrinting.ImageAlignment.MiddleCenter;
+ this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource"));
this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(550.3337F, 10.00001F);
this.xrPictureBox1.Name = "xrPictureBox1";
this.xrPictureBox1.SizeF = new System.Drawing.SizeF(186.6664F, 189.58F);
@@ -383,14 +386,15 @@ namespace BeWoImFlow
//
this.xrLabel7.BackColor = System.Drawing.Color.Transparent;
this.xrLabel7.CanShrink = true;
- this.xrLabel7.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(30.08337F, 49.31256F);
this.xrLabel7.Name = "xrLabel7";
this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrLabel7.SizeF = new System.Drawing.SizeF(650F, 16F);
this.xrLabel7.StylePriority.UseBackColor = false;
this.xrLabel7.StylePriority.UseFont = false;
- this.xrLabel7.Text = "GPNr. 2000296763";
+ this.xrLabel7.Text = "GPNr. [BusinessPartnerId]";
this.xrLabel7.WordWrap = false;
//
// DetailReport
@@ -450,7 +454,8 @@ namespace BeWoImFlow
this.xrTableCell23.CanShrink = true;
this.xrTableCell23.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal", "{0:c}")});
- this.xrTableCell23.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell23.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell23.Name = "xrTableCell23";
this.xrTableCell23.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell23.StylePriority.UseBorderColor = false;
@@ -499,7 +504,8 @@ namespace BeWoImFlow
//
this.xrTableCell9.BorderColor = System.Drawing.SystemColors.ControlLight;
this.xrTableCell9.Borders = DevExpress.XtraPrinting.BorderSide.None;
- this.xrTableCell9.Font = new System.Drawing.Font("Arial", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell9.Font = new DevExpress.Drawing.DXFont("Arial", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell9.Name = "xrTableCell9";
this.xrTableCell9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell9.StylePriority.UseBorderColor = false;
@@ -515,7 +521,8 @@ namespace BeWoImFlow
this.xrTableCell10.Borders = DevExpress.XtraPrinting.BorderSide.None;
this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal")});
- this.xrTableCell10.Font = new System.Drawing.Font("Arial", 11.25F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell10.Font = new DevExpress.Drawing.DXFont("Arial", 11.25F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell10.Name = "xrTableCell10";
this.xrTableCell10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell10.StylePriority.UseBorderColor = false;
@@ -540,7 +547,8 @@ namespace BeWoImFlow
//
this.xrTableCell2.BorderColor = System.Drawing.SystemColors.ControlLight;
this.xrTableCell2.Borders = DevExpress.XtraPrinting.BorderSide.None;
- this.xrTableCell2.Font = new System.Drawing.Font("Verdana", 9.75F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell2.Font = new DevExpress.Drawing.DXFont("Verdana", 9.75F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell2.Name = "xrTableCell2";
this.xrTableCell2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell2.StylePriority.UseBorderColor = false;
@@ -549,10 +557,6 @@ namespace BeWoImFlow
this.xrTableCell2.StylePriority.UsePadding = false;
this.xrTableCell2.Weight = 3D;
//
- // bindingSource1
- //
- this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.Settlement2RO);
- //
// GroupFooter1
//
this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] {
@@ -615,7 +619,8 @@ namespace BeWoImFlow
//
// xrTableCell49
//
- this.xrTableCell49.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell49.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell49.Name = "xrTableCell49";
this.xrTableCell49.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell49.StylePriority.UseBorders = false;
@@ -628,7 +633,8 @@ namespace BeWoImFlow
//
this.xrTableCell50.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "AmountBillableTotal", "{0:c}")});
- this.xrTableCell50.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell50.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell50.Name = "xrTableCell50";
this.xrTableCell50.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell50.StylePriority.UseBorders = false;
@@ -673,7 +679,8 @@ namespace BeWoImFlow
//
this.xrTableCell53.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "AmountAdvancedPayments", "{0:c}")});
- this.xrTableCell53.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell53.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell53.Name = "xrTableCell53";
this.xrTableCell53.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell53.StylePriority.UseBorderColor = false;
@@ -704,7 +711,8 @@ namespace BeWoImFlow
//
this.xrTableCell55.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "Eigenbeteiligung", "{0:c}")});
- this.xrTableCell55.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell55.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell55.Name = "xrTableCell55";
this.xrTableCell55.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell55.StylePriority.UseBorders = false;
@@ -741,7 +749,8 @@ namespace BeWoImFlow
//
// xrTableCell57
//
- this.xrTableCell57.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell57.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell57.Name = "xrTableCell57";
this.xrTableCell57.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell57.StylePriority.UseBorderColor = false;
@@ -754,7 +763,8 @@ namespace BeWoImFlow
//
this.xrTableCell58.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] {
new DevExpress.XtraReports.UI.XRBinding("Text", null, "Claim", "{0:c}")});
- this.xrTableCell58.Font = new System.Drawing.Font("Arial", 11F, ((System.Drawing.FontStyle)((System.Drawing.FontStyle.Bold | System.Drawing.FontStyle.Underline))), System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.xrTableCell58.Font = new DevExpress.Drawing.DXFont("Arial", 11F, ((DevExpress.Drawing.DXFontStyle)((DevExpress.Drawing.DXFontStyle.Bold | DevExpress.Drawing.DXFontStyle.Underline))), DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.xrTableCell58.Name = "xrTableCell58";
this.xrTableCell58.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F);
this.xrTableCell58.StylePriority.UseBorderColor = false;
@@ -764,6 +774,10 @@ namespace BeWoImFlow
this.xrTableCell58.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight;
this.xrTableCell58.Weight = 0.21685899000901443D;
//
+ // bindingSource1
+ //
+ this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.Settlement2RO);
+ //
// Spitzabrechnung
//
this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] {
@@ -776,22 +790,25 @@ namespace BeWoImFlow
this.GroupFooter1});
this.DataSource = this.bindingSource1;
this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung";
- this.Font = new System.Drawing.Font("Arial", 11F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0)));
+ this.Font = new DevExpress.Drawing.DXFont("Arial", 11F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {
+ new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))});
this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] {
this.ruleRateFactorNull});
- this.Margins = new System.Drawing.Printing.Margins(50, 40, 355, 120);
+ this.Margins = new DevExpress.Drawing.DXMargins(50F, 40F, 355.4759F, 120F);
this.PageHeight = 1169;
this.PageWidth = 827;
this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4;
- this.Version = "17.1";
+ this.Version = "23.2";
+ xrWatermark1.Id = "Watermark1";
+ this.Watermarks.Add(xrWatermark1);
((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText4)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable5)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable6)).EndInit();
- ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this.xrTable4)).EndInit();
+ ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit();
((System.ComponentModel.ISupportInitialize)(this)).EndInit();
}
diff --git a/ReportImp/BeWoImFlow/SettlementReport2.resx b/ReportImp/BeWoImFlow/SettlementReport2.resx
index 4e833a083..d0bf1b05e 100644
--- a/ReportImp/BeWoImFlow/SettlementReport2.resx
+++ b/ReportImp/BeWoImFlow/SettlementReport2.resx
@@ -125,686 +125,12 @@ Betreuten Wohnens für [Salutation2] [CustomerName] erbrachten Leistungen zu. Na
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- 17, 17
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