From c49f5e54dff959c02f472ee043ea5ac90e69aadb Mon Sep 17 00:00:00 2001 From: Alexandra Date: Thu, 31 Oct 2024 13:33:31 +0100 Subject: [PATCH] MezMenzelReports/SettlementReport2 - Schriftart --- .../SettlementReport2.Designer.cs | 54 +++++++++---------- .../MezMenzelReports/SettlementReport2.resx | 2 +- 2 files changed, 28 insertions(+), 28 deletions(-) diff --git a/ReportImp/MezMenzelReports/SettlementReport2.Designer.cs b/ReportImp/MezMenzelReports/SettlementReport2.Designer.cs index a18f3076b..d47eb853a 100644 --- a/ReportImp/MezMenzelReports/SettlementReport2.Designer.cs +++ b/ReportImp/MezMenzelReports/SettlementReport2.Designer.cs @@ -175,7 +175,7 @@ namespace MezMenzel // this.xrLabel8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceDate", "{0:dd.MM.yyyy}")}); - this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel8.LocationFloat = new DevExpress.Utils.PointFloat(366.9999F, 158.5834F); this.xrLabel8.Name = "xrLabel8"; this.xrLabel8.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -188,7 +188,7 @@ namespace MezMenzel // xrTable1 // this.xrTable1.BorderColor = System.Drawing.SystemColors.ControlLight; - this.xrTable1.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTable1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(6.357829E-05F, 393.0418F); this.xrTable1.Name = "xrTable1"; this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -227,7 +227,7 @@ namespace MezMenzel // xrLabel6 // this.xrLabel6.BackColor = System.Drawing.Color.Transparent; - this.xrLabel6.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel6.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel6.LocationFloat = new DevExpress.Utils.PointFloat(0F, 289.9167F); this.xrLabel6.Multiline = true; this.xrLabel6.Name = "xrLabel6"; @@ -239,7 +239,7 @@ namespace MezMenzel // // xrLabel5 // - this.xrLabel5.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel5.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel5.LocationFloat = new DevExpress.Utils.PointFloat(0F, 256.9166F); this.xrLabel5.Name = "xrLabel5"; this.xrLabel5.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -252,7 +252,7 @@ namespace MezMenzel this.xrLabel4.BackColor = System.Drawing.Color.Transparent; this.xrLabel4.Borders = DevExpress.XtraPrinting.BorderSide.Bottom; this.xrLabel4.CanShrink = true; - this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(200F, 214.5833F); this.xrLabel4.Multiline = true; this.xrLabel4.Name = "xrLabel4"; @@ -271,7 +271,7 @@ namespace MezMenzel this.xrLabel3.BackColor = System.Drawing.Color.Transparent; this.xrLabel3.Borders = DevExpress.XtraPrinting.BorderSide.Bottom; this.xrLabel3.CanShrink = true; - this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(200F, 198.5833F); this.xrLabel3.Name = "xrLabel3"; this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -288,7 +288,7 @@ namespace MezMenzel // this.xrLabel2.BackColor = System.Drawing.Color.Transparent; this.xrLabel2.CanShrink = true; - this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 158.5834F); this.xrLabel2.Name = "xrLabel2"; this.xrLabel2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -300,7 +300,7 @@ namespace MezMenzel // // xrTable2 // - this.xrTable2.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTable2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTable2.ForeColor = System.Drawing.Color.FromArgb(((int)(((byte)(8)))), ((int)(((byte)(64)))), ((int)(((byte)(129))))); this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(352.4166F, 31.83327F); this.xrTable2.Name = "xrTable2"; @@ -426,7 +426,7 @@ namespace MezMenzel // RecipientPostCodeAndTown // this.RecipientPostCodeAndTown.CanShrink = true; - this.RecipientPostCodeAndTown.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.RecipientPostCodeAndTown.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.RecipientPostCodeAndTown.LocationFloat = new DevExpress.Utils.PointFloat(0F, 102.8333F); this.RecipientPostCodeAndTown.Name = "RecipientPostCodeAndTown"; this.RecipientPostCodeAndTown.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -438,7 +438,7 @@ namespace MezMenzel // xrLabel_RecipientStreet // this.xrLabel_RecipientStreet.CanShrink = true; - this.xrLabel_RecipientStreet.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel_RecipientStreet.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel_RecipientStreet.LocationFloat = new DevExpress.Utils.PointFloat(0F, 85.8333F); this.xrLabel_RecipientStreet.Name = "xrLabel_RecipientStreet"; this.xrLabel_RecipientStreet.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -450,7 +450,7 @@ namespace MezMenzel // xrLabel_RecipientDivision // this.xrLabel_RecipientDivision.CanShrink = true; - this.xrLabel_RecipientDivision.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel_RecipientDivision.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel_RecipientDivision.LocationFloat = new DevExpress.Utils.PointFloat(0F, 51.83334F); this.xrLabel_RecipientDivision.Name = "xrLabel_RecipientDivision"; this.xrLabel_RecipientDivision.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -462,7 +462,7 @@ namespace MezMenzel // xrLabel1 // this.xrLabel1.CanShrink = true; - this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 34.83327F); this.xrLabel1.Name = "xrLabel1"; this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -486,7 +486,7 @@ namespace MezMenzel // // xrLabel10 // - this.xrLabel10.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel10.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(0F, 110F); this.xrLabel10.Name = "xrLabel10"; this.xrLabel10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -496,7 +496,7 @@ namespace MezMenzel // // xrTable3 // - this.xrTable3.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTable3.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 10.00001F); this.xrTable3.Name = "xrTable3"; this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -617,7 +617,7 @@ namespace MezMenzel // // xrLabel12 // - this.xrLabel12.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel12.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel12.LocationFloat = new DevExpress.Utils.PointFloat(0F, 169.0001F); this.xrLabel12.Name = "xrLabel12"; this.xrLabel12.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -627,7 +627,7 @@ namespace MezMenzel // // xrLabel11 // - this.xrLabel11.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrLabel11.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrLabel11.LocationFloat = new DevExpress.Utils.PointFloat(582.9999F, 169.0001F); this.xrLabel11.Name = "xrLabel11"; this.xrLabel11.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -686,7 +686,7 @@ namespace MezMenzel // this.xrLabel13.BackColor = System.Drawing.Color.Transparent; this.xrLabel13.CanShrink = true; - this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(0F, 214.5833F); this.xrLabel13.Name = "xrLabel13"; this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -700,7 +700,7 @@ namespace MezMenzel // this.xrLabel9.BackColor = System.Drawing.Color.Transparent; this.xrLabel9.CanShrink = true; - this.xrLabel9.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel9.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel9.LocationFloat = new DevExpress.Utils.PointFloat(0F, 198.5833F); this.xrLabel9.Name = "xrLabel9"; this.xrLabel9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -713,7 +713,7 @@ namespace MezMenzel // xrLabel_RecipientContactPerson // this.xrLabel_RecipientContactPerson.CanShrink = true; - this.xrLabel_RecipientContactPerson.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel_RecipientContactPerson.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel_RecipientContactPerson.LocationFloat = new DevExpress.Utils.PointFloat(0F, 68.83335F); this.xrLabel_RecipientContactPerson.Name = "xrLabel_RecipientContactPerson"; this.xrLabel_RecipientContactPerson.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -726,7 +726,7 @@ namespace MezMenzel // this.xrLabel7.BackColor = System.Drawing.Color.Transparent; this.xrLabel7.CanShrink = true; - this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(162.1667F, 158.5834F); this.xrLabel7.Name = "xrLabel7"; this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -798,7 +798,7 @@ namespace MezMenzel this.xrTableCell52.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell52.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.AbrechnungsText")}); - this.xrTableCell52.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTableCell52.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTableCell52.Name = "xrTableCell52"; this.xrTableCell52.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell52.StylePriority.UseBorderColor = false; @@ -814,7 +814,7 @@ namespace MezMenzel | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell53.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal", "{0:c}")}); - this.xrTableCell53.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTableCell53.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTableCell53.Name = "xrTableCell53"; this.xrTableCell53.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell53.StylePriority.UseBorderColor = false; @@ -845,7 +845,7 @@ namespace MezMenzel // // xrTable6 // - this.xrTable6.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTable6.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTable6.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.xrTable6.Name = "xrTable6"; this.xrTable6.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -866,7 +866,7 @@ namespace MezMenzel // this.xrTableCell9.BorderColor = System.Drawing.SystemColors.ControlLight; this.xrTableCell9.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell9.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTableCell9.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTableCell9.Name = "xrTableCell9"; this.xrTableCell9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell9.StylePriority.UseBorderColor = false; @@ -883,7 +883,7 @@ namespace MezMenzel | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal")}); - this.xrTableCell10.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTableCell10.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTableCell10.Name = "xrTableCell10"; this.xrTableCell10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell10.StylePriority.UseBorderColor = false; @@ -936,7 +936,7 @@ namespace MezMenzel // xrTable5 // this.xrTable5.BorderColor = System.Drawing.SystemColors.ControlLight; - this.xrTable5.Font = new DevExpress.Drawing.DXFont("Cambria", 12F); + this.xrTable5.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.xrTable5.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.xrTable5.Name = "xrTable5"; this.xrTable5.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -1114,7 +1114,7 @@ namespace MezMenzel | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell60.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "Claim", "{0:c}")}); - this.xrTableCell60.Font = new DevExpress.Drawing.DXFont("Cambria", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrTableCell60.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell60.Name = "xrTableCell60"; this.xrTableCell60.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell60.StylePriority.UseBorderColor = false; diff --git a/ReportImp/MezMenzelReports/SettlementReport2.resx b/ReportImp/MezMenzelReports/SettlementReport2.resx index c68dda381..a07a84d48 100644 --- a/ReportImp/MezMenzelReports/SettlementReport2.resx +++ b/ReportImp/MezMenzelReports/SettlementReport2.resx @@ -121,7 +121,7 @@ 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anbei sende ich Ihnen die unterschriebenen Nachweise über die im Rahmen der ambulanten Eingliederungshilfe gem. §§ 78, 90, 99, 113 SGB IX für [Salutation2] [CustomerFirstName] [CustomerLastName] erbrachten Leistungen zu. Nach unserer Berechnung ergeben sich für den Betreuungszeitraum [AccountingPeriod] hieraus: