diff --git a/Report/DefaultReports/Teamauslastung.designer.cs b/Report/DefaultReports/Teamauslastung.designer.cs index d9428c933..8e4f28107 100644 --- a/Report/DefaultReports/Teamauslastung.designer.cs +++ b/Report/DefaultReports/Teamauslastung.designer.cs @@ -41,6 +41,7 @@ namespace BeWo.Report.DefaultReports this.xrTableCell19 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell28 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); this.DetailReport1 = new DevExpress.XtraReports.UI.DetailReportBand(); this.Detail2 = new DevExpress.XtraReports.UI.DetailBand(); @@ -51,6 +52,7 @@ namespace BeWo.Report.DefaultReports this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); @@ -58,6 +60,8 @@ namespace BeWo.Report.DefaultReports this.xrTableCell38 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); this.cellSollGesamt = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); this.lblMonat = new DevExpress.XtraReports.UI.XRLabel(); this.pageFooterBand1 = new DevExpress.XtraReports.UI.PageFooterBand(); @@ -72,10 +76,6 @@ namespace BeWo.Report.DefaultReports this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); this.fieldTotalSC = new DevExpress.XtraReports.UI.CalculatedField(); this.fieldTotalEmp = new DevExpress.XtraReports.UI.CalculatedField(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); - this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); ((System.ComponentModel.ISupportInitialize)(this.xrTableDetail)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTableHeader)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); @@ -126,7 +126,7 @@ namespace BeWo.Report.DefaultReports this.xrTableDetail.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableDetail.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRowDetail}); - this.xrTableDetail.SizeF = new System.Drawing.SizeF(757F, 25F); + this.xrTableDetail.SizeF = new System.Drawing.SizeF(730.0001F, 25F); this.xrTableDetail.StylePriority.UseBorders = false; this.xrTableDetail.StylePriority.UseFont = false; this.xrTableDetail.StylePriority.UsePadding = false; @@ -155,7 +155,7 @@ namespace BeWo.Report.DefaultReports this.xrTableCell3.StylePriority.UseTextAlignment = false; this.xrTableCell3.Text = "xrTableCell3"; this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - this.xrTableCell3.Weight = 0.18034265103697025D; + this.xrTableCell3.Weight = 0.19237345009193574D; // // xrTableCell19 // @@ -163,7 +163,7 @@ namespace BeWo.Report.DefaultReports new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.TimeRangeString", "{0:0.00}")}); this.xrTableCell19.Name = "xrTableCell19"; this.xrTableCell19.Text = "xrTableCell19"; - this.xrTableCell19.Weight = 0.1352569882777277D; + this.xrTableCell19.Weight = 0.14710908277953888D; // // xrTableCell2 // @@ -171,7 +171,7 @@ namespace BeWo.Report.DefaultReports new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.OrganisationName")}); this.xrTableCell2.Name = "xrTableCell2"; this.xrTableCell2.Text = "xrTableCell2"; - this.xrTableCell2.Weight = 0.18034265103697023D; + this.xrTableCell2.Weight = 0.19237344145844845D; // // xrTableCell28 // @@ -179,7 +179,16 @@ namespace BeWo.Report.DefaultReports new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.ApprovedHoursPerWeek", "{0:0.00}")}); this.xrTableCell28.Name = "xrTableCell28"; this.xrTableCell28.Text = "xrTableCell28"; - this.xrTableCell28.Weight = 0.18034265103697023D; + this.xrTableCell28.Weight = 0.14710909504817865D; + // + // xrTableCell8 + // + this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell8.Multiline = true; + this.xrTableCell8.Name = "xrTableCell8"; + this.xrTableCell8.TextFormatString = "{0:0.00}"; + this.xrTableCell8.Weight = 0.14710916411607691D; // // DetailReport // @@ -228,7 +237,7 @@ namespace BeWo.Report.DefaultReports this.xrTableHeader.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableHeader.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRowHeader}); - this.xrTableHeader.SizeF = new System.Drawing.SizeF(757F, 40F); + this.xrTableHeader.SizeF = new System.Drawing.SizeF(730F, 40F); this.xrTableHeader.StylePriority.UseBorders = false; this.xrTableHeader.StylePriority.UseFont = false; this.xrTableHeader.StylePriority.UsePadding = false; @@ -254,26 +263,33 @@ namespace BeWo.Report.DefaultReports this.xrTableCell5.StylePriority.UseTextAlignment = false; this.xrTableCell5.Text = "Klient/in"; this.xrTableCell5.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - this.xrTableCell5.Weight = 0.18034264782021736D; + this.xrTableCell5.Weight = 0.19237342961115053D; // // xrTableCell4 // this.xrTableCell4.Name = "xrTableCell4"; this.xrTableCell4.Text = "Zeitraum"; - this.xrTableCell4.Weight = 0.1352569910754918D; + this.xrTableCell4.Weight = 0.14710909421368879D; // // xrTableCell1 // this.xrTableCell1.Name = "xrTableCell1"; this.xrTableCell1.Text = "Kostenträger"; - this.xrTableCell1.Weight = 0.18034265124646462D; + this.xrTableCell1.Weight = 0.19237343303739779D; // // xrTableCell9 // this.xrTableCell9.Multiline = true; this.xrTableCell9.Name = "xrTableCell9"; this.xrTableCell9.Text = "Bewilligt/Woche"; - this.xrTableCell9.Weight = 0.18034265124646462D; + this.xrTableCell9.Weight = 0.14710909524954557D; + // + // xrTableCell7 + // + this.xrTableCell7.Multiline = true; + this.xrTableCell7.Name = "xrTableCell7"; + this.xrTableCell7.Text = "Frei/Woche"; + this.xrTableCell7.Weight = 0.14710911251652012D; // // GroupFooter1 // @@ -292,7 +308,7 @@ namespace BeWo.Report.DefaultReports this.xrTable1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRow1}); - this.xrTable1.SizeF = new System.Drawing.SizeF(756.9999F, 25F); + this.xrTable1.SizeF = new System.Drawing.SizeF(729.9999F, 25F); this.xrTable1.StylePriority.UseBorders = false; this.xrTable1.StylePriority.UseFont = false; this.xrTable1.StylePriority.UsePadding = false; @@ -319,17 +335,17 @@ namespace BeWo.Report.DefaultReports this.xrTableCell35.StylePriority.UseTextAlignment = false; this.xrTableCell35.Text = "Gesamt"; this.xrTableCell35.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - this.xrTableCell35.Weight = 0.18034265103697028D; + this.xrTableCell35.Weight = 0.19237334843010298D; // // xrTableCell38 // this.xrTableCell38.Name = "xrTableCell38"; - this.xrTableCell38.Weight = 0.1352569882777277D; + this.xrTableCell38.Weight = 0.14710911059121909D; // // xrTableCell6 // this.xrTableCell6.Name = "xrTableCell6"; - this.xrTableCell6.Weight = 0.18034265103697075D; + this.xrTableCell6.Weight = 0.1923734002310355D; // // cellSollGesamt // @@ -337,7 +353,22 @@ namespace BeWo.Report.DefaultReports new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.ApprovedHoursPerWeek", "{0:0.00}")}); this.cellSollGesamt.Name = "cellSollGesamt"; this.cellSollGesamt.Text = "cellSollGesamt"; - this.cellSollGesamt.Weight = 0.18034265103697075D; + this.cellSollGesamt.Weight = 0.14710919329095307D; + // + // xrTableCell10 + // + this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell10.Multiline = true; + this.xrTableCell10.Name = "xrTableCell10"; + xrSummary1.FormatString = "{0:0.00}"; + xrSummary1.Running = DevExpress.XtraReports.UI.SummaryRunning.Group; + this.xrTableCell10.Summary = xrSummary1; + this.xrTableCell10.Weight = 0.14710917602397572D; + // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.MitarbeiterauslastungRO); // // ReportHeader // @@ -370,7 +401,7 @@ namespace BeWo.Report.DefaultReports // xrPageInfo2 // this.xrPageInfo2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); - this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(452.417F, 25F); + this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(432.4169F, 25F); this.xrPageInfo2.Name = "xrPageInfo2"; this.xrPageInfo2.SizeF = new System.Drawing.SizeF(297.5831F, 23F); this.xrPageInfo2.StyleName = "PageInfo"; @@ -459,37 +490,6 @@ namespace BeWo.Report.DefaultReports this.fieldTotalEmp.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; this.fieldTotalEmp.Name = "fieldTotalEmp"; // - // bindingSource1 - // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.MitarbeiterauslastungRO); - // - // xrTableCell7 - // - this.xrTableCell7.Multiline = true; - this.xrTableCell7.Name = "xrTableCell7"; - this.xrTableCell7.Text = "Frei/Woche"; - this.xrTableCell7.Weight = 0.18034265124646462D; - // - // xrTableCell8 - // - this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); - this.xrTableCell8.Multiline = true; - this.xrTableCell8.Name = "xrTableCell8"; - this.xrTableCell8.TextFormatString = "{0:0.00}"; - this.xrTableCell8.Weight = 0.18034265103697023D; - // - // xrTableCell10 - // - this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); - this.xrTableCell10.Multiline = true; - this.xrTableCell10.Name = "xrTableCell10"; - xrSummary1.FormatString = "{0:0.00}"; - xrSummary1.Running = DevExpress.XtraReports.UI.SummaryRunning.Group; - this.xrTableCell10.Summary = xrSummary1; - this.xrTableCell10.Weight = 0.18034265103697075D; - // // Teamauslastung // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -504,7 +504,7 @@ namespace BeWo.Report.DefaultReports this.fieldTotalSC, this.fieldTotalEmp}); this.DataSource = this.bindingSource1; - this.Margins = new DevExpress.Drawing.DXMargins(50F, 20F, 50F, 30F); + this.Margins = new DevExpress.Drawing.DXMargins(50F, 46F, 50F, 30F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; diff --git a/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.Designer.cs b/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.Designer.cs index cb80a9449..bdf2d4a69 100644 --- a/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.Designer.cs +++ b/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.Designer.cs @@ -87,23 +87,23 @@ namespace AsSozialeDienstleistungenEV this.xrTable5 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow15 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell41 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell47 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblBetreuungEB = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell42 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableRow16 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell43 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell48 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblBetreuungSPFH = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell44 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableRow17 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell45 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell49 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblBetreuungSH = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell46 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableRow20 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell51 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell50 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblBetreuungEGH = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell52 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableRow21 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell53 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell69 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblBetreuungFH = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell54 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTable4 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow8 = new DevExpress.XtraReports.UI.XRTableRow(); @@ -303,7 +303,7 @@ namespace AsSozialeDienstleistungenEV // xrTableCell71 // this.xrTableCell71.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Services.Notice2")}); + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Services.Notice3")}); this.xrTableCell71.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.xrTableCell71.Multiline = true; this.xrTableCell71.Name = "xrTableCell71"; @@ -317,7 +317,7 @@ namespace AsSozialeDienstleistungenEV // xrTableCell72 // this.xrTableCell72.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Services.Notice3")}); + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Services.Notice2")}); this.xrTableCell72.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.xrTableCell72.Multiline = true; this.xrTableCell72.Name = "xrTableCell72"; @@ -894,7 +894,7 @@ namespace AsSozialeDienstleistungenEV // this.xrTableRow15.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { this.xrTableCell41, - this.xrTableCell47, + this.lblBetreuungEB, this.xrTableCell42}); this.xrTableRow15.Name = "xrTableRow15"; this.xrTableRow15.Weight = 0.8D; @@ -913,19 +913,18 @@ namespace AsSozialeDienstleistungenEV this.xrTableCell41.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; this.xrTableCell41.Weight = 1.2270630505237012D; // - // xrTableCell47 + // lblBetreuungEB // - this.xrTableCell47.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) + this.lblBetreuungEB.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell47.Multiline = true; - this.xrTableCell47.Name = "xrTableCell47"; - this.xrTableCell47.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); - this.xrTableCell47.StylePriority.UseBorders = false; - this.xrTableCell47.StylePriority.UsePadding = false; - this.xrTableCell47.StylePriority.UseTextAlignment = false; - this.xrTableCell47.Text = "x"; - this.xrTableCell47.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; - this.xrTableCell47.Weight = 0.094493708028608292D; + this.lblBetreuungEB.Multiline = true; + this.lblBetreuungEB.Name = "lblBetreuungEB"; + this.lblBetreuungEB.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.lblBetreuungEB.StylePriority.UseBorders = false; + this.lblBetreuungEB.StylePriority.UsePadding = false; + this.lblBetreuungEB.StylePriority.UseTextAlignment = false; + this.lblBetreuungEB.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; + this.lblBetreuungEB.Weight = 0.094493708028608292D; // // xrTableCell42 // @@ -943,7 +942,7 @@ namespace AsSozialeDienstleistungenEV this.xrTableRow16.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrTableRow16.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { this.xrTableCell43, - this.xrTableCell48, + this.lblBetreuungSPFH, this.xrTableCell44}); this.xrTableRow16.Name = "xrTableRow16"; this.xrTableRow16.StylePriority.UseBorders = false; @@ -959,18 +958,18 @@ namespace AsSozialeDienstleistungenEV this.xrTableCell43.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; this.xrTableCell43.Weight = 1.2270630505237012D; // - // xrTableCell48 + // lblBetreuungSPFH // - this.xrTableCell48.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + this.lblBetreuungSPFH.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) | DevExpress.XtraPrinting.BorderSide.Right))); - this.xrTableCell48.Multiline = true; - this.xrTableCell48.Name = "xrTableCell48"; - this.xrTableCell48.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); - this.xrTableCell48.StylePriority.UseBorders = false; - this.xrTableCell48.StylePriority.UsePadding = false; - this.xrTableCell48.StylePriority.UseTextAlignment = false; - this.xrTableCell48.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; - this.xrTableCell48.Weight = 0.094493708028608292D; + this.lblBetreuungSPFH.Multiline = true; + this.lblBetreuungSPFH.Name = "lblBetreuungSPFH"; + this.lblBetreuungSPFH.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.lblBetreuungSPFH.StylePriority.UseBorders = false; + this.lblBetreuungSPFH.StylePriority.UsePadding = false; + this.lblBetreuungSPFH.StylePriority.UseTextAlignment = false; + this.lblBetreuungSPFH.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; + this.lblBetreuungSPFH.Weight = 0.094493708028608292D; // // xrTableCell44 // @@ -992,7 +991,7 @@ namespace AsSozialeDienstleistungenEV | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableRow17.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { this.xrTableCell45, - this.xrTableCell49, + this.lblBetreuungSH, this.xrTableCell46}); this.xrTableRow17.Name = "xrTableRow17"; this.xrTableRow17.StylePriority.UseBorders = false; @@ -1008,18 +1007,18 @@ namespace AsSozialeDienstleistungenEV this.xrTableCell45.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; this.xrTableCell45.Weight = 1.2270630505237012D; // - // xrTableCell49 + // lblBetreuungSH // - this.xrTableCell49.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) + this.lblBetreuungSH.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell49.Multiline = true; - this.xrTableCell49.Name = "xrTableCell49"; - this.xrTableCell49.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); - this.xrTableCell49.StylePriority.UseBorders = false; - this.xrTableCell49.StylePriority.UsePadding = false; - this.xrTableCell49.StylePriority.UseTextAlignment = false; - this.xrTableCell49.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; - this.xrTableCell49.Weight = 0.094493708028608292D; + this.lblBetreuungSH.Multiline = true; + this.lblBetreuungSH.Name = "lblBetreuungSH"; + this.lblBetreuungSH.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.lblBetreuungSH.StylePriority.UseBorders = false; + this.lblBetreuungSH.StylePriority.UsePadding = false; + this.lblBetreuungSH.StylePriority.UseTextAlignment = false; + this.lblBetreuungSH.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; + this.lblBetreuungSH.Weight = 0.094493708028608292D; // // xrTableCell46 // @@ -1036,7 +1035,7 @@ namespace AsSozialeDienstleistungenEV // this.xrTableRow20.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { this.xrTableCell51, - this.xrTableCell50, + this.lblBetreuungEGH, this.xrTableCell52}); this.xrTableRow20.Name = "xrTableRow20"; this.xrTableRow20.Weight = 0.8D; @@ -1051,18 +1050,18 @@ namespace AsSozialeDienstleistungenEV this.xrTableCell51.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; this.xrTableCell51.Weight = 1.2270630505237012D; // - // xrTableCell50 + // lblBetreuungEGH // - this.xrTableCell50.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) + this.lblBetreuungEGH.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell50.Multiline = true; - this.xrTableCell50.Name = "xrTableCell50"; - this.xrTableCell50.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); - this.xrTableCell50.StylePriority.UseBorders = false; - this.xrTableCell50.StylePriority.UsePadding = false; - this.xrTableCell50.StylePriority.UseTextAlignment = false; - this.xrTableCell50.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; - this.xrTableCell50.Weight = 0.094493708028608292D; + this.lblBetreuungEGH.Multiline = true; + this.lblBetreuungEGH.Name = "lblBetreuungEGH"; + this.lblBetreuungEGH.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.lblBetreuungEGH.StylePriority.UseBorders = false; + this.lblBetreuungEGH.StylePriority.UsePadding = false; + this.lblBetreuungEGH.StylePriority.UseTextAlignment = false; + this.lblBetreuungEGH.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; + this.lblBetreuungEGH.Weight = 0.094493708028608292D; // // xrTableCell52 // @@ -1079,7 +1078,7 @@ namespace AsSozialeDienstleistungenEV // this.xrTableRow21.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { this.xrTableCell53, - this.xrTableCell69, + this.lblBetreuungFH, this.xrTableCell54}); this.xrTableRow21.Name = "xrTableRow21"; this.xrTableRow21.Weight = 0.8D; @@ -1095,18 +1094,18 @@ namespace AsSozialeDienstleistungenEV this.xrTableCell53.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; this.xrTableCell53.Weight = 1.2270630505237012D; // - // xrTableCell69 + // lblBetreuungFH // - this.xrTableCell69.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) + this.lblBetreuungFH.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Top | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell69.Multiline = true; - this.xrTableCell69.Name = "xrTableCell69"; - this.xrTableCell69.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); - this.xrTableCell69.StylePriority.UseBorders = false; - this.xrTableCell69.StylePriority.UsePadding = false; - this.xrTableCell69.StylePriority.UseTextAlignment = false; - this.xrTableCell69.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; - this.xrTableCell69.Weight = 0.094493708028608292D; + this.lblBetreuungFH.Multiline = true; + this.lblBetreuungFH.Name = "lblBetreuungFH"; + this.lblBetreuungFH.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.lblBetreuungFH.StylePriority.UseBorders = false; + this.lblBetreuungFH.StylePriority.UsePadding = false; + this.lblBetreuungFH.StylePriority.UseTextAlignment = false; + this.lblBetreuungFH.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; + this.lblBetreuungFH.Weight = 0.094493708028608292D; // // xrTableCell54 // @@ -1856,11 +1855,11 @@ namespace AsSozialeDienstleistungenEV private DevExpress.XtraReports.UI.XRTableRow xrTableRow25; private DevExpress.XtraReports.UI.XRTableCell xrTableCell61; private DevExpress.XtraReports.UI.XRTableCell xrTableCell62; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell47; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell48; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell49; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell50; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell69; + private DevExpress.XtraReports.UI.XRTableCell lblBetreuungEB; + private DevExpress.XtraReports.UI.XRTableCell lblBetreuungSPFH; + private DevExpress.XtraReports.UI.XRTableCell lblBetreuungSH; + private DevExpress.XtraReports.UI.XRTableCell lblBetreuungEGH; + private DevExpress.XtraReports.UI.XRTableCell lblBetreuungFH; private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox4; private DevExpress.XtraReports.UI.XRLabel xrLabel11; private DevExpress.XtraReports.UI.XRTableCell xrTableCell65; diff --git a/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.cs b/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.cs index 454be3cfd..f5440f372 100644 --- a/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.cs +++ b/ReportImp/AsSozialeDienstleistungenEV/LeistungnachweisMonatsbericht.cs @@ -2,7 +2,10 @@ using System; using System.Collections.Generic; using System.Drawing; using System.IO; +using System.Text; using System.Text.RegularExpressions; +using BeWo.Data.Access; +using BeWo.Data.Entities; using BeWo.Report; using BeWo.Report.ReportObjects; using BeWo.Service.DCEntityMapper; @@ -41,6 +44,40 @@ namespace AsSozialeDienstleistungenEV pRO.Services = servicesBillable; } + // Setze Hilfeart nach Betreuungsart + if (pRO.CustomerOid > 0) + { + var c = DAOFactory.GenericDAO.LoadByID(pRO.CustomerOid); + StringBuilder betreuungsartSb = new StringBuilder(); + + foreach (var v2o in c.ValueList) + { + if (v2o.Entry.Type == ValueListEntryType.CustomerCareType) + { + if (v2o.Entry.Value.Contains("Erziehungsbeistandschaft")) + { + lblBetreuungEB.Text = "x"; + } + else if (v2o.Entry.Value.Contains("Sozialpädagogische Familienhilfe")) + { + lblBetreuungSPFH.Text = "x"; + } + else if (v2o.Entry.Value.Contains("Sonstige Hilfe")) + { + lblBetreuungSH.Text = "x"; + } + else if (v2o.Entry.Value.Contains("Eingliederungshilfe")) + { + lblBetreuungEGH.Text = "x"; + } + else if (v2o.Entry.Value.Contains("Frühe Hilfe nach § 16 SGB VIII")) + { + lblBetreuungFH.Text = "x"; + } + } + } + } + bindingSource1.DataSource = pRO; } } diff --git a/ReportImp/ClaudiaHeizmannHeilpaedagogik/QuittierungsbelegIfsEingangsdiagnostik.cs b/ReportImp/ClaudiaHeizmannHeilpaedagogik/QuittierungsbelegIfsEingangsdiagnostik.cs index 7f71d1de0..834fd1baf 100644 --- a/ReportImp/ClaudiaHeizmannHeilpaedagogik/QuittierungsbelegIfsEingangsdiagnostik.cs +++ b/ReportImp/ClaudiaHeizmannHeilpaedagogik/QuittierungsbelegIfsEingangsdiagnostik.cs @@ -28,36 +28,39 @@ namespace ClaudiaHeizmannHeilpaedagogik SetzeBewilligung(pRO); pRO.CustomerStreet = pRO.CustomerLastName.Substring(0, 2) + pRO.CustomerFirstName.Substring(0, 2); decimal sum = 0; + decimal sumEF = 0; + decimal sumZV = 0; foreach (var sd in pRO.Services) { ServicesOverviewRO.CreateSignatureString(sd); sd.ServiceCategoryAbbr = "HE"; sd.EmployeeFirstName = "A"; + var be = (decimal)Math.Round(sd.Minutes * 4 / 3 / 60, 1, MidpointRounding.AwayFromZero); + sd.Notice2 = be.ToString("n2"); + sum += be; + if (sd.ServiceCategory.Contains("Eltern")) { sd.ServiceCategoryAbbr = "EF"; sd.StartDateString = String.Format("{0:MMMM}", sd.StartDate); sd.EmployeeFirstName = "B"; + sumEF += be; } if (sd.ServiceCategory.Contains("Kooperation")) { sd.StartDateString = String.Format("{0:MMMM}", sd.StartDate); sd.ServiceCategoryAbbr = "ZV"; sd.EmployeeFirstName = "C"; + sumZV += be; } - - var be = (decimal)Math.Round(sd.Minutes * 4 / 3 / 60, 1, MidpointRounding.AwayFromZero); - sd.Notice2 = be.ToString("n2"); - sum += be; } - // Zusammenfassen der ZV und EF zu je einem Item - Rundung am Ende + // Zusammenfassen der ZV und EF zu je einem Item if (pRO.Services.Where(s => s.ServiceCategoryAbbr == "ZV").ToList().Count() > 1) { var zvServices = pRO.Services.Where(s => s.ServiceCategoryAbbr == "ZV").First(); var zvMinuten = pRO.Services.Where(s => s.ServiceCategoryAbbr == "ZV").Sum(s => s.Minutes); zvServices.Minutes = zvMinuten; - var be = (decimal)Math.Round(zvServices.Minutes * 4 / 3 / 60, 1, MidpointRounding.AwayFromZero); - zvServices.Notice2 = be.ToString("n2"); + zvServices.Notice2 = sumZV.ToString("n2"); pRO.Services = pRO.Services.Where(s => s.ServiceCategoryAbbr != "ZV").ToList(); pRO.Services.Add(zvServices); } @@ -66,8 +69,7 @@ namespace ClaudiaHeizmannHeilpaedagogik var efMinuten = pRO.Services.Where(s => s.ServiceCategoryAbbr == "EF").Sum(s => s.Minutes); var efServices = pRO.Services.Where(s => s.ServiceCategoryAbbr == "EF").First(); efServices.Minutes = efMinuten; - var be = (decimal)Math.Round(efServices.Minutes * 4 / 3 / 60, 1, MidpointRounding.AwayFromZero); - efServices.Notice2 = be.ToString("n2"); + efServices.Notice2 = sumEF.ToString("n2"); pRO.Services = pRO.Services.Where(s => s.ServiceCategoryAbbr != "EF").ToList(); pRO.Services.Add(efServices); } diff --git a/ReportImp/LebenszentrumKönigsborn/LebenszentrumKoenigsborn.csproj b/ReportImp/LebenszentrumKönigsborn/LebenszentrumKoenigsborn.csproj new file mode 100644 index 000000000..01b3de165 --- /dev/null +++ b/ReportImp/LebenszentrumKönigsborn/LebenszentrumKoenigsborn.csproj @@ -0,0 +1,81 @@ + + + + + Debug + AnyCPU + {56555705-2801-45DE-8979-93A403873D6D} + Library + Properties + LebenszentrumKoenigsborn + 4572631629_Reports + v4.7.2 + 512 + + + + true + full + false + ..\..\CustomerDlls\ + DEBUG;TRACE + prompt + 4 + + + pdbonly + true + ..\..\CustomerDlls\ + TRACE + prompt + 4 + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + {B0D73E3D-4AE7-4024-93A6-DB1F46D7CCEE} + Data + + + {40d8b312-ea64-49e3-a31a-5e57ed4d5654} + Report + + + {094331c3-ecee-4c89-bbfd-4c9ded89f0ef} + Service + + + {2f50b83d-a3f0-4ec4-979a-3f9b7e3d8ed4} + Shared + + + + + \ No newline at end of file diff --git a/ReportImp/LebenszentrumKönigsborn/Properties/AssemblyInfo.cs b/ReportImp/LebenszentrumKönigsborn/Properties/AssemblyInfo.cs new file mode 100644 index 000000000..930888dd6 --- /dev/null +++ b/ReportImp/LebenszentrumKönigsborn/Properties/AssemblyInfo.cs @@ -0,0 +1,36 @@ +using System.Reflection; +using System.Runtime.CompilerServices; +using System.Runtime.InteropServices; + +// Allgemeine Informationen über eine Assembly werden über die folgenden +// Attribute gesteuert. Ändern Sie diese Attributwerte, um die Informationen zu ändern, +// die einer Assembly zugeordnet sind. +[assembly: AssemblyTitle("KundeXyz")] +[assembly: AssemblyDescription("")] +[assembly: AssemblyConfiguration("")] +[assembly: AssemblyCompany("")] +[assembly: AssemblyProduct("KundeXyz")] +[assembly: AssemblyCopyright("Copyright © 2020")] +[assembly: AssemblyTrademark("")] +[assembly: AssemblyCulture("")] + +// Durch Festlegen von ComVisible auf FALSE werden die Typen in dieser Assembly +// für COM-Komponenten unsichtbar. Wenn Sie auf einen Typ in dieser Assembly von +// COM aus zugreifen müssen, sollten Sie das ComVisible-Attribut für diesen Typ auf "True" festlegen. +[assembly: ComVisible(false)] + +// Die folgende GUID bestimmt die ID der Typbibliothek, wenn dieses Projekt für COM verfügbar gemacht wird +[assembly: Guid("c1fed668-adb9-47e0-b589-1389618e1b6e")] + +// Versionsinformationen für eine Assembly bestehen aus den folgenden vier Werten: +// +// Hauptversion +// Nebenversion +// Buildnummer +// Revision +// +// Sie können alle Werte angeben oder Standardwerte für die Build- und Revisionsnummern verwenden, +// indem Sie "*" wie unten gezeigt eingeben: +// [assembly: AssemblyVersion("1.0.*")] +[assembly: AssemblyVersion("1.0.0.0")] +[assembly: AssemblyFileVersion("1.0.0.0")] diff --git a/ReportImp/LebenszentrumKönigsborn/Service/CustomAccountingService.cs b/ReportImp/LebenszentrumKönigsborn/Service/CustomAccountingService.cs new file mode 100644 index 000000000..944213aa2 --- /dev/null +++ b/ReportImp/LebenszentrumKönigsborn/Service/CustomAccountingService.cs @@ -0,0 +1,42 @@ +using System; +using System.Collections.Generic; +using System.Linq; +using System.Windows; +using BeWo.Data.Access; +using BeWo.Data.Entities; +using BeWo.Service.DCEntityMapper; +using BeWo.Service.Plugins; +using BS.Shared; +using BS.Shared.DataContracts; + +namespace LebenszentrumKoenigsborn.Service +{ + public class CustomAccountingService : AccountingService + { + public override ServiceInvoice ErstelleStornoRechnung(InvoiceBaseDC ibdc) + { + var i = base.ErstelleStornoRechnung(ibdc); + //if (!String.IsNullOrEmpty(i.InvoiceBase.InvoiceNumber)) + //{ + // //i.InvoiceBase.InvoiceNumber = ibdc.InvoiceNumber + " Storno"; + // i.InvoiceBase.InvoiceNumber = i.InvoiceBase.InvoiceNumber + " Storno"; + //} + int invoiceCounter = 0; + var inc = PluginLoader.FindClass(); + i.InvoiceBase.InvoiceNumber = inc.GetNextInvoiceNumber(invoiceCounter, i.InvoiceBase) + " Storno"; + + if (String.IsNullOrEmpty(i.InvoiceBase.InvoiceTypeText)) + { + i.InvoiceBase.InvoiceTypeText = "Storno"; + } + else + { + i.InvoiceBase.InvoiceTypeText += " Storno"; + } + + DAOFactory.GenericDAO.Insert(i); + inc.IncreaseInvoiceNumber(1, null); + return i; + } + } +} \ No newline at end of file diff --git a/ReportImp/PerspektivenEV/Invoicing/CustomInvoiceFactory.cs b/ReportImp/PerspektivenEV/Invoicing/CustomInvoiceFactory.cs index 5b6cedeb5..dbf667461 100644 --- a/ReportImp/PerspektivenEV/Invoicing/CustomInvoiceFactory.cs +++ b/ReportImp/PerspektivenEV/Invoicing/CustomInvoiceFactory.cs @@ -19,7 +19,18 @@ namespace PerspektivenEV.Invoicing { if (sr.CostBearer != null) { - if (sr.CostBearer.Name.Contains("SELBSTZAHLER") || sr.CostBearer.Name.Contains("EIGENANTEIL") || (!sr.CostBearer.Function.IsNullOrEmpty() && sr.CostBearer.Function.ToLower().Contains("pfk"))) + if ((!sr.CostBearer.Function.IsNullOrEmpty() && sr.CostBearer.Function.ToLower().Contains("pfk"))) + { + if (sr.Start < new DateTime(2025, 01, 01)) + { + return new CustomInvoiceCreation(); + } + else + { + return new CustomPfkInvoiceCreation(); + } + } + else if (sr.CostBearer.Name.Contains("SELBSTZAHLER") || sr.CostBearer.Name.Contains("EIGENANTEIL")) { return new CustomInvoiceCreation(); } diff --git a/ReportImp/PerspektivenEV/Invoicing/CustomPfkInvoiceCreation.cs b/ReportImp/PerspektivenEV/Invoicing/CustomPfkInvoiceCreation.cs new file mode 100644 index 000000000..f5e5e4ed4 --- /dev/null +++ b/ReportImp/PerspektivenEV/Invoicing/CustomPfkInvoiceCreation.cs @@ -0,0 +1,214 @@ +using BeWo.Data.Access; +using BeWo.Data.Entities; +using BeWo.Service.DCEntityMapper; +using BeWo.Service.Invoicing; +using BeWo.Service.Plugins; +using BS.Shared; +using BS.Shared.Core; +using BS.Shared.DataContracts; +using BS.Shared.DataContracts.Compact; +using BS.Shared.Extensions; +using BS.Shared.Services; +using System; +using System.Collections.Generic; +using System.Linq; + +namespace PerspektivenEV.Invoicing +{ + + public class CustomPfkInvoiceCreation : InvoiceCreation + { + public override void SetInvoiceItems(ServiceInvoice invoice, + ServiceInvoicePeriod serviceInvoicePeriod, + SupportConceptApprovalPeriodDC supportConceptApprovalPeriod, + CostBearer2SupportConcept cb2sc, + DateTimeSpan invoicePeriod, + List serviceRecords) + { + Calculations calc = PluginLoader.FindClass(_SpecificID) ?? Calculations.GetInstance(_SpecificID); + if (ShouldCreateFixedAmounts(serviceInvoicePeriod, supportConceptApprovalPeriod, cb2sc)) + { + CreateFixedAmounts(serviceInvoicePeriod, supportConceptApprovalPeriod, cb2sc); + } + + else + { + + List serviceRecordsInPeriod = serviceRecords.Where( + i => + { + bool valid = i.Start.Value.InBetween(serviceInvoicePeriod.Start.Value, + serviceInvoicePeriod.End.Value, true); + + if (valid && serviceInvoicePeriod.SupportConceptApprovalPeriod != null && serviceInvoicePeriod.SupportConceptApprovalPeriod.ServiceCategory != null) + valid = serviceInvoicePeriod.SupportConceptApprovalPeriod.ServiceCategory.Oid == + i.ServiceDescription.Category.ServiceCategoryOid; + return valid; + }).ToList(); + + if (serviceRecordsInPeriod.Count > 0) + { + var absenceTimes = MapperFactory.AbsenceTimeDC_AbsenceTime.MapToNewDCs(cb2sc.SupportConcept.Customer.AbsenceTimes); + Dictionary span2Hours = calc.GetAbsencesTimesNotBillable(absenceTimes); + + serviceInvoicePeriod.HoursNotBillableAbsence += + calc.GetHoursNotBillableDueToAbsenceTimes(supportConceptApprovalPeriod, + cb2sc.CostBearer.CostRatePeriods.MapToNewDCs(), + serviceRecordsInPeriod, + span2Hours, + true, true); + + var itemList = CreateInvoiceItems(serviceRecordsInPeriod, invoicePeriod, serviceInvoicePeriod.SupportConceptApprovalPeriod, calc); + serviceInvoicePeriod.InvoiceItemList.AddRange(itemList); + } + } + } + + public override InvoiceItem CreateInvoiceItem(ServiceRecordDC iServiceRecord, SupportConceptApprovalPeriod scap, Calculations calc) + { + var invoiceItem = new InvoiceItem(); + BillingData bd = calc.GetBillingData(iServiceRecord); + + //Abrechnung erfolgt über die erbrachte Leistung und deren Preis, der als Qualifikation beim jeweiligen Kostenträger hinterlegt wird - daher vorgeschaltet "Ãœbersetzung" + + decimal stundensatz = 0; + int qualiOid; + if (iServiceRecord.ServiceDescription.Category.Abbreviation.Contains("BU")) + { + qualiOid = 827; //477) + stundensatz = GetStundensatz(scap.CostBearer2SupportConcept, qualiOid, iServiceRecord.Start); + } + else if (iServiceRecord.ServiceDescription.CategoryName.Contains("SPFH")) + { + qualiOid = 826; //478) + stundensatz = GetStundensatz(scap.CostBearer2SupportConcept, qualiOid, iServiceRecord.Start); + } + + if (stundensatz != 0) + { + invoiceItem.AmountPerUnit = stundensatz; + invoiceItem.AmountTotal = stundensatz * bd.UnitCount; + invoiceItem.GrossAmountTotal = stundensatz * bd.UnitCount; + } + else + { + invoiceItem.AmountPerUnit = bd.AmountPerUnit; + invoiceItem.AmountTotal = bd.AmountTotal; + invoiceItem.GrossAmountTotal = bd.GrossAmountTotal; + invoiceItem.ItemDescription = iServiceRecord.ServiceDescription.Name; + } + + invoiceItem.UnitCount = bd.UnitCount; + invoiceItem.ItemPeriodStart = bd.BillingPeriodStart; + invoiceItem.ItemPeriodEnd = bd.BillingPeriodEnd; + invoiceItem.RateFactor = bd.RateFactor; + invoiceItem.AccountingInterval = bd.AccountingInterval; + invoiceItem.ItemDescription = iServiceRecord.ServiceDescription.Name; //iServiceRecord.Employee + " - " + iServiceRecord.ServiceDescription.Name; + invoiceItem.UnitDescription = iServiceRecord.ServiceDescription.CategoryName; + invoiceItem.ServiceRecord = DAOFactory.GenericDAO.LoadByID(iServiceRecord.ServiceRecordOid.Value); + + return invoiceItem; + } + + private decimal GetStundensatz(CostBearer2SupportConcept c2s, long vleOid, DateTime? date) + { + + if (c2s.CostBearer.CostRatePeriods != null) + { + var crpList = MapperFactory.CostRatePeriodDC_CostRatePeriod.MapToNewDCs(c2s.CostBearer.CostRatePeriods); + var cp = crpList.GetCostRatePeriodForDate(CostRatePeriodType.HourlyRate, (DateTime)date, vleOid); + + if (cp != null && cp.CostRateValue.HasValue) + { + return cp.CostRateValue.Value; + } + } + + return 0; + } + + public override string GetSummaryItemKey(SupportConceptApprovalPeriod scap, InvoiceItem iitem, bool summaryPerMonth) + { + String key = String.Format("{0}_{1}", iitem.AmountPerUnit, iitem.ItemDescription); + if (summaryPerMonth) + { + key = String.Format("{0}_{1}_{2:yyyyMM}", iitem.AmountPerUnit, iitem.ItemDescription, iitem.ItemPeriodStart); + } + + return key; + } + + + public override IList CreateSummaryInvoiceItems(IList itemList, DateTimeSpan invoicePeriod, SupportConceptApprovalPeriod scap, + Calculations calc, bool summaryPerMonth, bool addRateFactorToUnitCount) + { + return base.CreateSummaryInvoiceItems(itemList, invoicePeriod, scap, calc, false, true); + } + + + public override void CreateFixedAmounts(ServiceInvoicePeriod serviceInvoicePeriod, SupportConceptApprovalPeriodDC supportConceptApprovalPeriod, CostBearer2SupportConcept cb2sc) + { + var calc = PluginLoader.FindClass(_SpecificID) ?? Calculations.GetInstance(_SpecificID); + var data = calc.GetFixedBillingData(supportConceptApprovalPeriod, serviceInvoicePeriod.Start, serviceInvoicePeriod.End); + var cat = supportConceptApprovalPeriod.ServiceCategory; + + foreach (var billingData in data) + { + serviceInvoicePeriod.InvoiceItemList.Add(new InvoiceItem + { + AmountTotal = billingData.AmountTotal, + GrossAmountTotal = billingData.GrossAmountTotal, + ItemPeriodStart = billingData.BillingPeriodStart, + ItemPeriodEnd = billingData.BillingPeriodEnd, + AccountingInterval = billingData.AccountingInterval, + AmountPerUnit = billingData.AmountPerUnit, + UnitCount = billingData.UnitCount, + ItemDescription = "Handgeld" + }); + } + } + + + public override void SetServiceInvoicePeriodAmounts(ServiceInvoice invoice) + { + foreach (ServiceInvoicePeriod iPeriod in invoice.ServiceInvoicePeriodList) + { + iPeriod.Claim = 0; + foreach (InvoiceItem item in iPeriod.InvoiceItemList) + { + if (item.GrossAmountTotal.HasValue) + iPeriod.Claim += item.GrossAmountTotal; + } + + iPeriod.Claim = Math.Round(iPeriod.Claim.Value, 2, MidpointRounding.AwayFromZero); + } + } + + + public override void CheckMaxApprovedAmount(ServiceInvoice invoice, ServiceInvoicePeriod sip, SupportConceptApprovalPeriodDC scap, CostBearer2SupportConcept costBearer2SupportConcept, DateTimeSpan invoicePeriod, List serviceRecords) + { + if (sip.ApprovedHours.HasValue && !scap.IsApprovedBEShifting) + { + decimal totalHours = 0; + + foreach (var ii in sip.InvoiceItemList.Where(ii => ii.UnitCount.HasValue)) + { + if (totalHours + ii.UnitCount.Value > sip.ApprovedHours) + { + ii.UnitCount = Math.Round(sip.ApprovedHours.Value - totalHours, 2, MidpointRounding.AwayFromZero); + if (ii.AmountPerUnit.HasValue) + { + ii.AmountTotal = ii.AmountPerUnit.Value * ii.UnitCount; + ii.GrossAmountTotal = ii.AmountTotal; + } + totalHours = sip.ApprovedHours.Value; + } + else + { + totalHours += ii.UnitCount.Value; + } + } + } + } + } +} \ No newline at end of file diff --git a/ReportImp/PerspektivenEV/PerspektivenEV.csproj b/ReportImp/PerspektivenEV/PerspektivenEV.csproj index 0202f518c..940708771 100644 --- a/ReportImp/PerspektivenEV/PerspektivenEV.csproj +++ b/ReportImp/PerspektivenEV/PerspektivenEV.csproj @@ -106,6 +106,7 @@ + diff --git a/ReportImp/PerspektivenEV/ServiceInvoiceReport.Designer.cs b/ReportImp/PerspektivenEV/ServiceInvoiceReport.Designer.cs index ae29b4111..b0081037e 100644 --- a/ReportImp/PerspektivenEV/ServiceInvoiceReport.Designer.cs +++ b/ReportImp/PerspektivenEV/ServiceInvoiceReport.Designer.cs @@ -29,6 +29,7 @@ namespace PerspektivenEV private void InitializeComponent() { this.components = new System.ComponentModel.Container(); + DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark(); System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(ServiceInvoiceReport)); this.Detail = new DevExpress.XtraReports.UI.DetailBand(); this.ruleRateFactorNull = new DevExpress.XtraReports.UI.FormattingRule(); @@ -55,34 +56,36 @@ namespace PerspektivenEV this.xrTableCell42 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell46 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell47 = new DevExpress.XtraReports.UI.XRTableCell(); - this.PageHeader = new DevExpress.XtraReports.UI.PageHeaderBand(); this.ReportFooter = new DevExpress.XtraReports.UI.ReportFooterBand(); - this.lblUeberweisungPfk = new DevExpress.XtraReports.UI.XRLabel(); - this.lblAnlage = new DevExpress.XtraReports.UI.XRLabel(); - this.lblUeberweisung = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel5 = new DevExpress.XtraReports.UI.XRLabel(); this.xrTable2 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow6 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell11 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell13 = new DevExpress.XtraReports.UI.XRTableCell(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); - this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); + this.lblUeberweisungPfk = new DevExpress.XtraReports.UI.XRLabel(); + this.lblAnlage = new DevExpress.XtraReports.UI.XRLabel(); + this.lblUeberweisung = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); + this.PageHeader = new DevExpress.XtraReports.UI.PageHeaderBand(); + this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow2 = new DevExpress.XtraReports.UI.XRTableRow(); this.lblUeberschrift = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); ((System.ComponentModel.ISupportInitialize)(this.xrTable6)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail // - this.Detail.HeightF = 0F; + this.Detail.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable3}); + this.Detail.HeightF = 25F; this.Detail.Name = "Detail"; this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); this.Detail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; @@ -116,7 +119,7 @@ namespace PerspektivenEV this.lblBetreff, this.xrLabel2, this.xrLabel8}); - this.Page1.Font = new System.Drawing.Font("Verdana", 10F); + this.Page1.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); this.Page1.HeightF = 306.1666F; this.Page1.Name = "Page1"; this.Page1.StylePriority.UseFont = false; @@ -125,7 +128,7 @@ namespace PerspektivenEV // this.lblZeitraumPfk1.BackColor = System.Drawing.Color.Transparent; this.lblZeitraumPfk1.CanShrink = true; - this.lblZeitraumPfk1.Font = new System.Drawing.Font("Calibri", 11F, System.Drawing.FontStyle.Bold); + this.lblZeitraumPfk1.Font = new DevExpress.Drawing.DXFont("Calibri", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.lblZeitraumPfk1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 266.1666F); this.lblZeitraumPfk1.Name = "lblZeitraumPfk1"; this.lblZeitraumPfk1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -140,7 +143,7 @@ namespace PerspektivenEV // this.lblZeitraumPfk2.BackColor = System.Drawing.Color.Transparent; this.lblZeitraumPfk2.CanShrink = true; - this.lblZeitraumPfk2.Font = new System.Drawing.Font("Calibri", 11F); + this.lblZeitraumPfk2.Font = new DevExpress.Drawing.DXFont("Calibri", 11F); this.lblZeitraumPfk2.LocationFloat = new DevExpress.Utils.PointFloat(189.2916F, 266.1666F); this.lblZeitraumPfk2.Name = "lblZeitraumPfk2"; this.lblZeitraumPfk2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -155,7 +158,7 @@ namespace PerspektivenEV // this.lblBetreffPfk2.BackColor = System.Drawing.Color.Transparent; this.lblBetreffPfk2.CanShrink = true; - this.lblBetreffPfk2.Font = new System.Drawing.Font("Calibri", 11F); + this.lblBetreffPfk2.Font = new DevExpress.Drawing.DXFont("Calibri", 11F); this.lblBetreffPfk2.LocationFloat = new DevExpress.Utils.PointFloat(199.7083F, 230.625F); this.lblBetreffPfk2.Name = "lblBetreffPfk2"; this.lblBetreffPfk2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -171,7 +174,7 @@ namespace PerspektivenEV // this.lblBetreffPfk1.BackColor = System.Drawing.Color.Transparent; this.lblBetreffPfk1.CanShrink = true; - this.lblBetreffPfk1.Font = new System.Drawing.Font("Calibri", 11F, System.Drawing.FontStyle.Bold); + this.lblBetreffPfk1.Font = new DevExpress.Drawing.DXFont("Calibri", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.lblBetreffPfk1.LocationFloat = new DevExpress.Utils.PointFloat(9.536743E-05F, 230.625F); this.lblBetreffPfk1.Name = "lblBetreffPfk1"; this.lblBetreffPfk1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -187,7 +190,8 @@ namespace PerspektivenEV this.xrLabel4.BackColor = System.Drawing.Color.Transparent; this.xrLabel4.Borders = DevExpress.XtraPrinting.BorderSide.Bottom; this.xrLabel4.BorderWidth = 2F; - this.xrLabel4.Font = new System.Drawing.Font("Arial", 10F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 10F, 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(9.536743E-05F, 286.1666F); this.xrLabel4.Name = "xrLabel4"; this.xrLabel4.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -202,7 +206,7 @@ namespace PerspektivenEV // this.xrLabel6.BackColor = System.Drawing.Color.Transparent; this.xrLabel6.CanShrink = true; - this.xrLabel6.Font = new System.Drawing.Font("Calibri", 14F, System.Drawing.FontStyle.Bold); + this.xrLabel6.Font = new DevExpress.Drawing.DXFont("Calibri", 14F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel6.LocationFloat = new DevExpress.Utils.PointFloat(119.6978F, 210.625F); this.xrLabel6.Name = "xrLabel6"; this.xrLabel6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -214,7 +218,8 @@ namespace PerspektivenEV // // lblAdresse // - this.lblAdresse.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.lblAdresse.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.lblAdresse.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.lblAdresse.Multiline = true; this.lblAdresse.Name = "lblAdresse"; @@ -226,7 +231,7 @@ namespace PerspektivenEV // this.lblBetreff.BackColor = System.Drawing.Color.Transparent; this.lblBetreff.CanShrink = true; - this.lblBetreff.Font = new System.Drawing.Font("Calibri", 11F, System.Drawing.FontStyle.Bold); + this.lblBetreff.Font = new DevExpress.Drawing.DXFont("Calibri", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.lblBetreff.LocationFloat = new DevExpress.Utils.PointFloat(0F, 230.625F); this.lblBetreff.Name = "lblBetreff"; this.lblBetreff.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -240,7 +245,7 @@ namespace PerspektivenEV // this.xrLabel2.BackColor = System.Drawing.Color.Transparent; this.xrLabel2.CanShrink = true; - this.xrLabel2.Font = new System.Drawing.Font("Calibri", 14F); + this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Calibri", 14F); this.xrLabel2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 210.625F); this.xrLabel2.Name = "xrLabel2"; this.xrLabel2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -254,7 +259,8 @@ namespace PerspektivenEV // this.xrLabel8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceBase.InvoiceDate", "{0:dd.MM.yyyy}")}); - this.xrLabel8.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrLabel8.LocationFloat = new DevExpress.Utils.PointFloat(503.2501F, 29.16667F); this.xrLabel8.Name = "xrLabel8"; this.xrLabel8.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -276,9 +282,7 @@ namespace PerspektivenEV // // Detail1 // - this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrTable1}); - this.Detail1.HeightF = 25F; + this.Detail1.HeightF = 0F; this.Detail1.Name = "Detail1"; this.Detail1.SortFields.AddRange(new DevExpress.XtraReports.UI.GroupField[] { new DevExpress.XtraReports.UI.GroupField("ServiceInvoiceItems.NetAmount", DevExpress.XtraReports.UI.XRColumnSortOrder.Descending)}); @@ -303,7 +307,8 @@ namespace PerspektivenEV // // xrTable6 // - this.xrTable6.Font = new System.Drawing.Font("Verdana", 8.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTable6.Font = new DevExpress.Drawing.DXFont("Verdana", 8.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTable6.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.xrTable6.Name = "xrTable6"; this.xrTable6.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -327,7 +332,8 @@ namespace PerspektivenEV this.xrTableCell40.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrTableCell40.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "ServiceInvoicePeriods.ServiceInvoiceItems.Duration", "{0:0.##}")}); - this.xrTableCell40.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell40.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell40.Name = "xrTableCell40"; this.xrTableCell40.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell40.StylePriority.UseBorderColor = false; @@ -344,7 +350,8 @@ namespace PerspektivenEV this.xrTableCell42.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrTableCell42.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "ServiceInvoicePeriods.ServiceInvoiceItems.ServiceDescription")}); - this.xrTableCell42.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell42.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell42.Name = "xrTableCell42"; this.xrTableCell42.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell42.StylePriority.UseBorderColor = false; @@ -361,7 +368,8 @@ namespace PerspektivenEV this.xrTableCell46.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrTableCell46.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "ServiceInvoicePeriods.ServiceInvoiceItems.HourlyRate", "{0:c4}")}); - this.xrTableCell46.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell46.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell46.Name = "xrTableCell46"; this.xrTableCell46.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell46.StylePriority.UseBorderColor = false; @@ -378,7 +386,8 @@ namespace PerspektivenEV this.xrTableCell47.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrTableCell47.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "ServiceInvoicePeriods.ServiceInvoiceItems.GrossAmount")}); - this.xrTableCell47.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell47.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell47.Name = "xrTableCell47"; this.xrTableCell47.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell47.StylePriority.UseBorderColor = false; @@ -389,11 +398,6 @@ namespace PerspektivenEV this.xrTableCell47.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; this.xrTableCell47.Weight = 0.64494105748683384D; // - // PageHeader - // - this.PageHeader.HeightF = 168.75F; - this.PageHeader.Name = "PageHeader"; - // // ReportFooter // this.ReportFooter.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { @@ -406,91 +410,13 @@ namespace PerspektivenEV this.ReportFooter.HeightF = 291.2189F; this.ReportFooter.Name = "ReportFooter"; // - // lblUeberweisungPfk - // - this.lblUeberweisungPfk.BackColor = System.Drawing.Color.Transparent; - this.lblUeberweisungPfk.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) - | DevExpress.XtraPrinting.BorderSide.Right) - | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.lblUeberweisungPfk.BorderWidth = 2F; - this.lblUeberweisungPfk.CanShrink = true; - this.lblUeberweisungPfk.Font = new System.Drawing.Font("Calibri", 11F); - this.lblUeberweisungPfk.LocationFloat = new DevExpress.Utils.PointFloat(6.357829E-05F, 166.073F); - this.lblUeberweisungPfk.Name = "lblUeberweisungPfk"; - this.lblUeberweisungPfk.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.lblUeberweisungPfk.SizeF = new System.Drawing.SizeF(632F, 44.93669F); - this.lblUeberweisungPfk.StylePriority.UseBackColor = false; - this.lblUeberweisungPfk.StylePriority.UseBorders = false; - this.lblUeberweisungPfk.StylePriority.UseBorderWidth = false; - this.lblUeberweisungPfk.StylePriority.UseFont = false; - this.lblUeberweisungPfk.StylePriority.UseTextAlignment = false; - this.lblUeberweisungPfk.Text = "Bitte überweisen Sie den Betrag innerhalb von 14 Tagen auf unser Konto bei der Ba" + - "nk für Sozialwirtschaft DEDE92 3702 0500 0007 6025 00."; - this.lblUeberweisungPfk.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - this.lblUeberweisungPfk.Visible = false; - // - // lblAnlage - // - this.lblAnlage.BackColor = System.Drawing.Color.Transparent; - this.lblAnlage.BorderColor = System.Drawing.Color.DarkGray; - this.lblAnlage.Borders = DevExpress.XtraPrinting.BorderSide.Top; - this.lblAnlage.CanShrink = true; - this.lblAnlage.Font = new System.Drawing.Font("Calibri", 11F, System.Drawing.FontStyle.Bold); - this.lblAnlage.LocationFloat = new DevExpress.Utils.PointFloat(0F, 259.4063F); - this.lblAnlage.Name = "lblAnlage"; - this.lblAnlage.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.lblAnlage.SizeF = new System.Drawing.SizeF(632.0001F, 31.81262F); - this.lblAnlage.StylePriority.UseBackColor = false; - this.lblAnlage.StylePriority.UseBorderColor = false; - this.lblAnlage.StylePriority.UseBorders = false; - this.lblAnlage.StylePriority.UseFont = false; - this.lblAnlage.StylePriority.UseTextAlignment = false; - this.lblAnlage.Text = "Anlage: Betreuungsnachweis"; - this.lblAnlage.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // lblUeberweisung - // - this.lblUeberweisung.BackColor = System.Drawing.Color.Transparent; - this.lblUeberweisung.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) - | DevExpress.XtraPrinting.BorderSide.Right) - | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.lblUeberweisung.BorderWidth = 2F; - this.lblUeberweisung.CanShrink = true; - this.lblUeberweisung.Font = new System.Drawing.Font("Calibri", 11F); - this.lblUeberweisung.LocationFloat = new DevExpress.Utils.PointFloat(6.357829E-05F, 166.073F); - this.lblUeberweisung.Name = "lblUeberweisung"; - this.lblUeberweisung.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.lblUeberweisung.SizeF = new System.Drawing.SizeF(632F, 34.52F); - this.lblUeberweisung.StylePriority.UseBackColor = false; - this.lblUeberweisung.StylePriority.UseBorders = false; - this.lblUeberweisung.StylePriority.UseBorderWidth = false; - this.lblUeberweisung.StylePriority.UseFont = false; - this.lblUeberweisung.StylePriority.UseTextAlignment = false; - this.lblUeberweisung.Text = "Wir bitten um Überweisung innerhalb von 10 Tagen auf unser Konto bei der Bank für" + - " Sozialwirtschaft."; - this.lblUeberweisung.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // xrLabel1 - // - this.xrLabel1.BackColor = System.Drawing.Color.Transparent; - this.xrLabel1.CanShrink = true; - this.xrLabel1.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Notice")}); - this.xrLabel1.Font = new System.Drawing.Font("Calibri", 11F); - this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(3.178914E-05F, 119.375F); - this.xrLabel1.Name = "xrLabel1"; - this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel1.SizeF = new System.Drawing.SizeF(631.9999F, 19.99998F); - this.xrLabel1.StylePriority.UseBackColor = false; - this.xrLabel1.StylePriority.UseFont = false; - this.xrLabel1.WordWrap = false; - // // xrLabel5 // this.xrLabel5.BackColor = System.Drawing.Color.Transparent; this.xrLabel5.Borders = DevExpress.XtraPrinting.BorderSide.Bottom; this.xrLabel5.BorderWidth = 2F; - this.xrLabel5.Font = new System.Drawing.Font("Arial", 10F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel5.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrLabel5.LocationFloat = new DevExpress.Utils.PointFloat(0.000222524F, 68.89076F); this.xrLabel5.Name = "xrLabel5"; this.xrLabel5.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -526,7 +452,8 @@ namespace PerspektivenEV // this.xrTableCell10.BorderColor = System.Drawing.Color.DarkGray; this.xrTableCell10.Borders = DevExpress.XtraPrinting.BorderSide.Top; - this.xrTableCell10.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell10.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, 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, 2, 2, 100F); this.xrTableCell10.StylePriority.UseBackColor = false; @@ -543,7 +470,8 @@ namespace PerspektivenEV // this.xrTableCell11.BorderColor = System.Drawing.Color.DarkGray; this.xrTableCell11.Borders = DevExpress.XtraPrinting.BorderSide.Top; - this.xrTableCell11.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell11.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell11.Name = "xrTableCell11"; this.xrTableCell11.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell11.StylePriority.UseBackColor = false; @@ -561,7 +489,8 @@ namespace PerspektivenEV this.xrTableCell13.Borders = DevExpress.XtraPrinting.BorderSide.Top; this.xrTableCell13.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "GrossClaim")}); - this.xrTableCell13.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrTableCell13.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrTableCell13.Name = "xrTableCell13"; this.xrTableCell13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.xrTableCell13.StylePriority.UseBackColor = false; @@ -574,66 +503,114 @@ namespace PerspektivenEV this.xrTableCell13.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; this.xrTableCell13.Weight = 0.69637193020023191D; // - // bindingSource1 + // lblUeberweisungPfk // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); + this.lblUeberweisungPfk.BackColor = System.Drawing.Color.Transparent; + this.lblUeberweisungPfk.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.lblUeberweisungPfk.BorderWidth = 2F; + this.lblUeberweisungPfk.CanShrink = true; + this.lblUeberweisungPfk.Font = new DevExpress.Drawing.DXFont("Calibri", 11F); + this.lblUeberweisungPfk.LocationFloat = new DevExpress.Utils.PointFloat(6.357829E-05F, 166.073F); + this.lblUeberweisungPfk.Name = "lblUeberweisungPfk"; + this.lblUeberweisungPfk.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.lblUeberweisungPfk.SizeF = new System.Drawing.SizeF(632F, 44.93669F); + this.lblUeberweisungPfk.StylePriority.UseBackColor = false; + this.lblUeberweisungPfk.StylePriority.UseBorders = false; + this.lblUeberweisungPfk.StylePriority.UseBorderWidth = false; + this.lblUeberweisungPfk.StylePriority.UseFont = false; + this.lblUeberweisungPfk.StylePriority.UseTextAlignment = false; + this.lblUeberweisungPfk.Text = "Bitte überweisen Sie den Betrag innerhalb von 14 Tagen auf unser Konto bei der Ba" + + "nk für Sozialwirtschaft DEDE92 3702 0500 0007 6025 00."; + this.lblUeberweisungPfk.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.lblUeberweisungPfk.Visible = false; // - // xrTableCell3 + // lblAnlage // - this.xrTableCell3.BorderColor = System.Drawing.Color.DarkGray; - this.xrTableCell3.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.xrTableCell3.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); - this.xrTableCell3.Name = "xrTableCell3"; - this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); - this.xrTableCell3.StylePriority.UseBackColor = false; - this.xrTableCell3.StylePriority.UseBorderColor = false; - this.xrTableCell3.StylePriority.UseBorders = false; - this.xrTableCell3.StylePriority.UseFont = false; - this.xrTableCell3.StylePriority.UsePadding = false; - this.xrTableCell3.StylePriority.UseTextAlignment = false; - this.xrTableCell3.Text = "POSITION GESAMT"; - this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; - this.xrTableCell3.Weight = 0.697401297092569D; + this.lblAnlage.BackColor = System.Drawing.Color.Transparent; + this.lblAnlage.BorderColor = System.Drawing.Color.DarkGray; + this.lblAnlage.Borders = DevExpress.XtraPrinting.BorderSide.Top; + this.lblAnlage.CanShrink = true; + this.lblAnlage.Font = new DevExpress.Drawing.DXFont("Calibri", 11F, DevExpress.Drawing.DXFontStyle.Bold); + this.lblAnlage.LocationFloat = new DevExpress.Utils.PointFloat(0F, 259.4063F); + this.lblAnlage.Name = "lblAnlage"; + this.lblAnlage.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.lblAnlage.SizeF = new System.Drawing.SizeF(632.0001F, 31.81262F); + this.lblAnlage.StylePriority.UseBackColor = false; + this.lblAnlage.StylePriority.UseBorderColor = false; + this.lblAnlage.StylePriority.UseBorders = false; + this.lblAnlage.StylePriority.UseFont = false; + this.lblAnlage.StylePriority.UseTextAlignment = false; + this.lblAnlage.Text = "Anlage: Betreuungsnachweis"; + this.lblAnlage.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; // - // xrTableCell7 + // lblUeberweisung // - this.xrTableCell7.BorderColor = System.Drawing.Color.DarkGray; - this.xrTableCell7.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.xrTableCell7.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); - this.xrTableCell7.Name = "xrTableCell7"; - this.xrTableCell7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); - this.xrTableCell7.StylePriority.UseBackColor = false; - this.xrTableCell7.StylePriority.UseBorderColor = false; - this.xrTableCell7.StylePriority.UseBorders = false; - this.xrTableCell7.StylePriority.UseFont = false; - this.xrTableCell7.StylePriority.UsePadding = false; - this.xrTableCell7.StylePriority.UseTextAlignment = false; - this.xrTableCell7.Text = "Abrechnungsbetrag"; - this.xrTableCell7.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; - this.xrTableCell7.Weight = 0.66864954640353069D; + this.lblUeberweisung.BackColor = System.Drawing.Color.Transparent; + this.lblUeberweisung.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.lblUeberweisung.BorderWidth = 2F; + this.lblUeberweisung.CanShrink = true; + this.lblUeberweisung.Font = new DevExpress.Drawing.DXFont("Calibri", 11F); + this.lblUeberweisung.LocationFloat = new DevExpress.Utils.PointFloat(6.357829E-05F, 166.073F); + this.lblUeberweisung.Name = "lblUeberweisung"; + this.lblUeberweisung.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.lblUeberweisung.SizeF = new System.Drawing.SizeF(632F, 34.52F); + this.lblUeberweisung.StylePriority.UseBackColor = false; + this.lblUeberweisung.StylePriority.UseBorders = false; + this.lblUeberweisung.StylePriority.UseBorderWidth = false; + this.lblUeberweisung.StylePriority.UseFont = false; + this.lblUeberweisung.StylePriority.UseTextAlignment = false; + this.lblUeberweisung.Text = "Wir bitten um Überweisung innerhalb von 10 Tagen auf unser Konto bei der Bank für" + + " Sozialwirtschaft."; + this.lblUeberweisung.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; // - // xrTableCell2 + // xrLabel1 // - this.xrTableCell2.BorderColor = System.Drawing.Color.DarkGray; - this.xrTableCell2.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.xrTableCell2.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); - this.xrTableCell2.Name = "xrTableCell2"; - this.xrTableCell2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); - this.xrTableCell2.StylePriority.UseBackColor = false; - this.xrTableCell2.StylePriority.UseBorderColor = false; - this.xrTableCell2.StylePriority.UseBorders = false; - this.xrTableCell2.StylePriority.UseFont = false; - this.xrTableCell2.StylePriority.UsePadding = false; - this.xrTableCell2.StylePriority.UseTextAlignment = false; - this.xrTableCell2.Text = "Leistung"; - this.xrTableCell2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - this.xrTableCell2.Weight = 0.90609161255310711D; + this.xrLabel1.BackColor = System.Drawing.Color.Transparent; + this.xrLabel1.CanShrink = true; + this.xrLabel1.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Notice")}); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Calibri", 11F); + this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(3.178914E-05F, 119.375F); + this.xrLabel1.Name = "xrLabel1"; + this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel1.SizeF = new System.Drawing.SizeF(631.9999F, 19.99998F); + this.xrLabel1.StylePriority.UseBackColor = false; + this.xrLabel1.StylePriority.UseFont = false; + this.xrLabel1.WordWrap = false; + // + // PageHeader + // + this.PageHeader.HeightF = 168.75F; + this.PageHeader.Name = "PageHeader"; + // + // xrTable3 + // + this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable3.Name = "xrTable3"; + this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow2}); + this.xrTable3.SizeF = new System.Drawing.SizeF(632.0001F, 25F); + // + // xrTableRow2 + // + this.xrTableRow2.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.lblUeberschrift, + this.xrTableCell4, + this.xrTableCell5, + this.xrTableCell6}); + this.xrTableRow2.Name = "xrTableRow2"; + this.xrTableRow2.Weight = 1D; // // lblUeberschrift // this.lblUeberschrift.BorderColor = System.Drawing.Color.DarkGray; this.lblUeberschrift.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.lblUeberschrift.Font = new System.Drawing.Font("Calibri", 11.25F, System.Drawing.FontStyle.Regular, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.lblUeberschrift.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.lblUeberschrift.Name = "lblUeberschrift"; this.lblUeberschrift.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); this.lblUeberschrift.StylePriority.UseBorderColor = false; @@ -645,23 +622,63 @@ namespace PerspektivenEV this.lblUeberschrift.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; this.lblUeberschrift.Weight = 0.75624785277611606D; // - // xrTableRow1 + // xrTableCell4 // - this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.lblUeberschrift, - this.xrTableCell2, - this.xrTableCell7, - this.xrTableCell3}); - this.xrTableRow1.Name = "xrTableRow1"; - this.xrTableRow1.Weight = 1D; + this.xrTableCell4.BorderColor = System.Drawing.Color.DarkGray; + this.xrTableCell4.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.xrTableCell4.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTableCell4.Name = "xrTableCell4"; + this.xrTableCell4.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); + this.xrTableCell4.StylePriority.UseBackColor = false; + this.xrTableCell4.StylePriority.UseBorderColor = false; + this.xrTableCell4.StylePriority.UseBorders = false; + this.xrTableCell4.StylePriority.UseFont = false; + this.xrTableCell4.StylePriority.UsePadding = false; + this.xrTableCell4.StylePriority.UseTextAlignment = false; + this.xrTableCell4.Text = "Leistung"; + this.xrTableCell4.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell4.Weight = 0.90609161255310711D; // - // xrTable1 + // xrTableCell5 // - this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrTable1.Name = "xrTable1"; - this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { - this.xrTableRow1}); - this.xrTable1.SizeF = new System.Drawing.SizeF(632.0001F, 25F); + this.xrTableCell5.BorderColor = System.Drawing.Color.DarkGray; + this.xrTableCell5.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.xrTableCell5.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTableCell5.Name = "xrTableCell5"; + this.xrTableCell5.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); + this.xrTableCell5.StylePriority.UseBackColor = false; + this.xrTableCell5.StylePriority.UseBorderColor = false; + this.xrTableCell5.StylePriority.UseBorders = false; + this.xrTableCell5.StylePriority.UseFont = false; + this.xrTableCell5.StylePriority.UsePadding = false; + this.xrTableCell5.StylePriority.UseTextAlignment = false; + this.xrTableCell5.Text = "Abrechnungsbetrag"; + this.xrTableCell5.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; + this.xrTableCell5.Weight = 0.66864954640353069D; + // + // xrTableCell6 + // + this.xrTableCell6.BorderColor = System.Drawing.Color.DarkGray; + this.xrTableCell6.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.xrTableCell6.Font = new DevExpress.Drawing.DXFont("Calibri", 11.25F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTableCell6.Name = "xrTableCell6"; + this.xrTableCell6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 2, 2, 100F); + this.xrTableCell6.StylePriority.UseBackColor = false; + this.xrTableCell6.StylePriority.UseBorderColor = false; + this.xrTableCell6.StylePriority.UseBorders = false; + this.xrTableCell6.StylePriority.UseFont = false; + this.xrTableCell6.StylePriority.UsePadding = false; + this.xrTableCell6.StylePriority.UseTextAlignment = false; + this.xrTableCell6.Text = "POSITION GESAMT"; + this.xrTableCell6.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; + this.xrTableCell6.Weight = 0.697401297092569D; + // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); // // ServiceInvoiceReport // @@ -674,20 +691,22 @@ namespace PerspektivenEV this.PageHeader}); this.DataSource = this.bindingSource1; this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung"; - this.Font = new System.Drawing.Font("Verdana", 10F); + this.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new System.Drawing.Printing.Margins(100, 95, 232, 89); + this.Margins = new DevExpress.Drawing.DXMargins(100F, 95F, 232F, 89F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; - this.Version = "17.1"; - this.Watermark.Image = ((System.Drawing.Image)(resources.GetObject("ServiceInvoiceReport.Watermark.Image"))); - this.Watermark.PageRange = "1"; + this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + xrWatermark1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrWatermark1.ImageSource")); + xrWatermark1.PageRange = "1"; + this.Watermarks.Add(xrWatermark1); ((System.ComponentModel.ISupportInitialize)(this.xrTable6)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -731,11 +750,11 @@ namespace PerspektivenEV private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; private DevExpress.XtraReports.UI.XRTableCell xrTableCell11; private DevExpress.XtraReports.UI.XRTableCell xrTableCell13; - private DevExpress.XtraReports.UI.XRTable xrTable1; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.XRTable xrTable3; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow2; private DevExpress.XtraReports.UI.XRTableCell lblUeberschrift; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell2; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell7; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell4; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell6; } } diff --git a/ReportImp/PerspektivenEV/ServiceInvoiceReport.resx b/ReportImp/PerspektivenEV/ServiceInvoiceReport.resx index 7778aa578..7a47f1795 100644 --- a/ReportImp/PerspektivenEV/ServiceInvoiceReport.resx +++ b/ReportImp/PerspektivenEV/ServiceInvoiceReport.resx @@ -117,13026 +117,7 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 - - 17, 17 - - - - - iVBORw0KGgoAAAANSUhEUgAACbEAAA20CAYAAADBfpIzAAAABGdBTUEAALGOfPtRkwAAACBjSFJNAACH - DwAAjA8AAP1SAACBQAAAfXkAAOmLAAA85QAAGcxzPIV3AAAJLWlDQ1BJQ0MgUHJvZmlsZQAASMeVlWdQ - 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oofX4vJjSz2yRSG23FiIbSST1vDwqEbPjCg9lAnBIQ/HeS9gr9thu46ndfuTr+p/te/Vl27ZoE80LdPVLWt0WetGzWjZGIJrFcmoPLxWOb9LVQu6Vbmw08oDbN77V5+iENs2268UiPKhLUPF4SqrsYDaeFCtMjneC1tFssvmo8Cbb/dpdWKrJiV2anKTh9h2qcrmo2EySwEuf/1wDT3h+OrmLk2x8hDbrKYOzWrYrAvqN2lm3cYwf1FTuy5MdmimTafPWamr6xbry0s69ddb9+nOp5/X/iOn9dZQTiOjOeVH7S4MW4ONpKyNR5RPn7K2PBp6B/NgWqqYUtrWp9OjpX/A93+sj+6fR6c8fOg9t3nYLW9HeMVBNr9HOdtudyz6h3w/yMrva3yvhtJ5vXQ6o41Pv6Z/2rBbP9W8IvSMN7Nuhaa3dGjSgp4w3Gpo/7jdxgJoPv/2Gmvfc8qDbWFbCLiNr/cQWxiatSkKsFV7sC2+r977nbe938sWv5/tmpTcpItaN+uy5Hp9pGG5fvzGNfZs7dadz7yhffYgv2rtcsze6mlrqxF/7K15s6mi8lbeG5tSI8qNnlY2fdy2nbBH+4S112lruSFr79HQnuUhthDq9Hb3n/3YdCzEZvdGdp/+vUJs5T+Mivl9Pbfeaf0/V/8Svn/5D8V8/p3OEZ/f9/HrHxkZCT9sK98Wl7/HOEwAAO8F8ffXNxJ/V7r4u9O/7/657874GHz7xX/OxO3sU1/nYYfyexUHIMqDbvH9i4MS3+g+AsC3Kv67f/w94+V8Oa53+v6Jt/vx/v0Vnyfe9m4Uf9/G1+fvzZfjIFv8vevz8fv2Km+DeF0879/X5e/dlc8DAAAAAAC8HxBiA/CuUYxDNUX7Xwij2XzW/6HXIzfF0I/UcLGgIdvPa8TWeY3ms2E4xhB882xOWXl2x/+hOG/H+XCi3ttXuljUcDar4bSHonI6Y/scsXp2ROp59Yxadj+r/7FiQD/WvEIf+/rtuuSfbtfljat1cXKjpnsoqaVdlTYNvaV5UKy1V1ULB1S9YIuq5peG8gw9gdk0MRCFy2zZhxYNQ4GWpmNhqbOqO1rvgTU/91i4LVoOZcdXt25Vbet2VTdvV1VyWxhetKLJXtt7FWu07Ql7zSZ7HVuuttcOw4UmOlXdsEmTGjfqgrYuXbawR5ckNmrmtUs04x/u1IfmLNcP39ip31m/V3MfeUlL3jyhXSMZvWLtf8buiQf9shm7H6M2k8paw/o/yI/Ie2PLFVN2L1J2f0Y1mra51Ijtm4pChCFI6He3GMJWHlbLe29t4W74cJhRiM2XsraP/yg2RKzsNeNQVtqeB++pbNTWv2X10GBBy54/pv/T9bB+9NZuXVG/SpPnrFJtk92f+T6Mq/ewFtVYgHAszFa6B+XbyysE0nw+7o0tnkZVZcfUNPWqttHa1IeJteWqZHS+qpZoCFmv6N52a7Jd07SGdZpx/XJdfO0iffTau/QjyeX6vaV9atj9tDa/clRPjOT0mr3Xo/ZeT9ubH7Hn3sNsoYdBe66L2VRo53zxjLXSGWsjnw7bdLTUlnkra+NSm/m8t3n8Q49o+NB/357Y/HMX/8Dc+dSX/QdT/gMe/wGNz/sPenzff2txe8R1Ll/nPziKwwAu/sF/vM6v06/Xg21xzwnlP4iKne/8APBuEH+v+XdXXPH34rnl4vnzfdeV823l3/n49ojvV/k9K/+zpzxIHd8nPyZe5+J74/uWHwsA/1rl3yXx90887983vux/5/e/N/t30OjoaPh7dBzU8or/Th3Px6Gv+Lssnn+3fW/F7638unxdfN3x+4u3+zrff3h4OLSFr4/PUd4e8bEAAAAAAADvV4TYALyLlH7gVrT/eYjNu1rzrJTNlofYBov5UEO2dthqpBj14hX+sbdQjDqd8n8/95yOh+By/o/B0T+y+2o/z2nb9ZRNj1q9lCpq39FRrXj6Tf1T5379xu0d+qG6JfrE1+/SVV9fpEuvX6aLGtdqRuOmEEjyMFjUW1pvFFZqGVBl6zZV2TQOMUXBp1J5oK1seMvykFMUdBqvaLuHrEoVB9dCeC1a572MVc3vD4E57/krBLEabV0YZnRAtQ3bw3CjVYkdUSW3Rudv6lJF06bQM9is+e26vG2TLq9brg/Mvkufuv4e/eLtPfq7LU/q9hePqetUVvus/Z62djpibTRiUw+ReYjNh7nMj6bDkKE+qKsH0bwHtqHiqIYLaY3mvAcQDynZPh7ACl2Dlf5R3oNWIXA1fqydzZa8iqUau3XjoSx/fTvNoNWbVi9Y7RuV7nzppP6k9wl9/sYOXXD9ck2tW6/pbf2qbrH3Wx5Q83YrC6J5xcGzsXUJb3+b+r5h/7J76FU6RxRi61Ottfmkpn5r6y2h7T1I6IHCECq08mP8/JMSPZrW2KGZdRt04fUrdOnX7tGHv3aHvnfevfqlWzbq7zv26K4nDqj/yBk9PprXG/beTnibW43HzbzdvHV84NVBe57PhCpam3s7ekhtvH2jKv/hx3iIzWosxPZvy1//7GuIftjuAba4lxgv/2FV+X4TKf4hmU/jit+Hly/79foPn8p/4AYA72bl31P+HRcHmc73w/Z3cu5+Pu8Vi9d9o3Pgmxe3Y3y/4jBIvBxvL2/z8rb3+fJ75Mf5n7nxvS/fFwC+3fy7xr9z4u8e/7u/B9j879BecWjLt58+fTpsj48r/96KA17l33vvFvH1+7WVX3fMl317efl7KQ/x+Tr/bwp//+XHn3suAAAAAACA9xNCbAAm3rn/Hm3LhXQ+ZG0KOYWeuDx24/EdD60NFrM6rayGbO2wVcrWeYzN9rZjS6EpT0B5ZQpRIK6UiPKXGrby8NorVk/aip7DGc2/74D+x7Kt+rHGxbrmn27Vh75+lz5Ut1IfbevQ1Qv7dEGiQ1OausIwkj50pIfVPLRW2bxV1S07bF3UI5r3gOahsfHwkwfPosDaeDjt7BDbeEUhqfiYqOJjyo5r6VFFW3cYxrSirVMViWjIUX/tyckdmpLYpSnJPapt2WPXtjtcV0V9l11jj6Yv7NGshT506EpdeN2d+uD1d+g/3rBa/2vzfbrlyTfVfTSlB1IFPZkv6ulCQS9l8zqeLWgkXVAuDrANpZUbsVbPpsOwoKNKa9B+P2U3zO+NR6285zv/h3kPseWzuXBP/OcO9rtN7R6F++V7Rr2IeazN9ipVFLGKzlFKJFpl0xmdGhrVG1av2v18yfbZMyrNf+6I/vO6ffpEcrUuqV+jC5s7rR265cN+jrdp+fz4vRnfdp6yNj83/OahtDjANrkhmkYhNnsWmqLgYGVyp7X1Lrsv20NPfDXJAV14w25dOH+rZjRs1Kzrluvy2YvDMKifmrtIX2xarF+7c4O+vvNxrX7ztB63dvIhRo9b+RC33vuc/1jHg35hCNb8oLLZk6F83j8oxYJ9Qrxdvc2tDaN2toPG+Gcj+hT9e4TY/AcvXuU/bPJ5/yGW/9Am3ubTc3+4881U/MOib7bi6yk/1ufPvUbny/EPzLzifb3i7XH5uvj9AMB7Rfy9V/7d5uLvyXgaf7/596CHD+Lwrq/z73Ov+FyufB7fPuV/5sR/3viyz8f3qnw+Xo57PIr3je8d9wnAvwX/fon5nx/x/1El/g6KQ20+H099v8OHD+vMGf8/54x/r8XH+X7v5r9r+3V5AM2DeT71642v25cHBwdDxcG1+H37PjFfXx5i86m3na8vV34MAAAAAADAdzJCbAAmnv97bPm/yfp8CKEp9KIWhdgKStsGD60NhtBUWkNK2fJoGMbSh6QMPVXFQR4fhtEDbOm88lmb+s9oC8Vw2pM2+1RO2jYsLX59SF/b+aL+86KB0DPW1V+9XZf/0126Yt5qXZnYrEubuzQj0aUpTT2qTvarunkgCqyF2mnrdobgUnXTjtD7WXXD1jCcpw/jORZ8OiuIZutKPbOdL6Q2vv58Zee2aQixtXaoom2TKlutmtvtGro1KblFk5PbxkJs1aF2hYBVbaJfU1r7Nb2lUxck1uiS+kX6ZNO9+sXFnbpuz5Pa9NagHk1JL1u7HLS2e6NY0OvWTkesvYat7TLpgvKpQhhKtJDKqZCJhnAdzKV1PDeqY8W0VVanlA+BKw+j+X3L5+0Epd7Yzvp39xBMi/pc83tmW0OF2+6HlJajEFtW+VzKXjOtVDqr09mcjts+b9rR3lPcpuMpzX7woL6ydJs+2bxOF8xdqSkNG+29lwfQPJgWz3+zIbZSje1n9yjRF9oyDrFNbtii2oaBqOe7Ru/5bqftsztUhT0XHmSrad6lqfN3aVrLNtXWbdbUees0a94aXVa/RlfMXaIPzr5Tn6q/Rz93b6/+z44ndOfLx7TXmuYFe3+vWLsdsulxa7zBfE4Za4tiwT4JuWHlcmesfYej5RBii57/0G52jPdeF4va0feJ9rOt0YZ/I+f+cCbmP0CPf4ju/Ic6r732mk6cOBF+eOU9MXwzderUqW+pTp48OTYf/0Dp3BBGuXi9T7/RD518GwC8F/j32Lnl/HtsaGhIR44cCd/J/j15/Pjx8L3py0ePHg0/pPf9/Hsw/j73+fg70n/ozvfht5e3p7ezT+O2d/5nmN8Tv0fHjh0L0/I/67zefPPNsE98THyv/Hz+Zx/3C8C3k/95Ev+5EH/PxN8/zrf7d47//fv1118Pf7b436MPHToUvsf8e83/nu9/Dvly/P1U/mfVRCt/PzG/Tn+vHhz2/57x9+XX79+/Xv597O/N3+crr7wSlssDauXt5nzq7XJuiA0AAAAAAOD9ghAbgHefov3PMzdWcYgtW4wGnhxWNGzlkEZCDduvEY0qU0yFXqq8hy//h98QnspKeS873suXR+ycL9h00+GMEk8f159ufVZfunOrPj5vmS7+xzt04dfv1YV1a3VJslOzkt2aVN+uinmbSwE2D67tino382lyl2oSNq3frhqr2nnbrAZUVR8PLxkFpM4OqsU1Hk4Lw1qOhdS2joXcKsrny5YrW7psulEVrWtDVTZvsmvr0uTmLZqUGNDkpp2a1LgjXFdFfXQ9U5JbNa2pVxc0bdbVyVX6wds26r9u3KHEo8+r7/hpvWzNE3r+smY7lc3rVKEYhrQ8Y+Ud2Xk7ek9sPvX8k7fnsO17PJ/TW9m03rJ743XUbtqQ7ZD2e+D7hftQjO5n2T/MFwo5Fb1sQxy88r7BvI8wP9YjiXGIzff14UnzuUwIZ3lI7v9n7ywA6ziu9S8LDXE4Kb0yvHJSbtqXYkqv3JT7yin39d/0FUMmMdoOsx3HjhkkWbJltmOHmZk5Zlt04fznN/d+8vhGsiVDrDTzNae7O7s7c86Z2dnVPZ/PbHXynBP0XteRtmlPbLO/rbzLjj+n2Q477RI7aNwsK/L+z5LPPDFtx7EX1w87ZVrLPc4K/Zjpy8y20Pk5k41tiZWUZ5dvLV/pSWxDKldbXuWVXiCy5TvJEByXWUG567txC63IjamhFfNtpOuLkWXT7ZCxk+3IcZfaG8fPtg9d3GLfb1pnEx983hZtTtr1HSmfce5JJ+sTSWtPZrPm4NBEp6W6t1s60e76pNOV4R+y20ECzAhENvydIbFBgHOeJb3hiwD1N4GZsO8J0hA4J0h1/fXX2+WXX27Tpk2zGTNm2PTp03cp/bmmN6H+qVOnerniiit82axZs2zevHnW0tJiS5cutTVr1thVV11lN9xwgz344IM+KwRBJgJSCiwpiKZ9gksErdiPiIiIeCmA+Yo5TXMZwlz2+OOP29q1a/0ciTDfMmcyf3I8Z84cu+aaazwxiuC67lU9vJsiqXffA3/SP2zxNQIBhPfn7Nmzff9cdtllNmXKFP9uC99xbHm/QQhRRiQgcgn9xX5ERETEvoDeL3o3sK+5S/MP89c999zj3y/MW3PnzvXvG2TmzJl+3po8ebJ/59x3332ePM29ksEE7NI7j78XIKitXLnS24Ft2Ihd2IJgF/M171LmZfkKoS6BY837ERERERERERERERERERERES9HRBJbRETEoAS/42Yk5ZeV7LaEdbn/tae227b01ozYZmtPb7YO2+LObLdUut2TeFLu/yFQpZIZslVH2my7k60dZo9tNWt72uyMdQ/ZV2dfa+86Z5EdNeYKO+i0y2zkmOl2WE2jHVK7yEbULLL8sibLG7PA8sY12ZAqMrCttryaK62gZq2XDEHJSdmqDIFtTIbIVlC6xJ0TcWp3JLZMdjXte6Kal8XBvmS53xbUtrhr5zl9Zrn92VZY2+ik2QqdzgUVrVZY3uZ0Wmz549osv3SRlYxrsRGlTXbY2Ln2xqq59rnJbfb3tXfa1Kc321Xdabs/kbInuzpsQ0e7tXd3eX93OL9vTaVtu/NfJpua6xR4UFmftrsiSG7Olfa4kwdS3V4eSnbas66OLYlu63b19tzrGVWZH+UVzBBT0f9w7/qMSyCxZSTljiG3OUm7nu92/evqhowFoXG7kw3uvkfdTXe6qta6vr3ormfsB1NX2GtOu9gOHjvDL/3as6TrPiKxIZAO6V9IbGRhyyWxiciWX7nW71OeN7bN8kqX+qVFi2qXWGFVi+WVzXdjZbYNr5pth9bNscPq5tmhFVPttTWX2zfnX2kVtz1mTRu77Ubnj4ecPOPctbnL2e99iV/dWO9qt2TndtcpzgGexIbnks53+DMjHGdIbG6b2pEF7cUAfUugnEAM+4D+h8B2++232znnnGNf//rX7UMf+pC9973vtWOOOaZPCc8fe+yxAxLufc973uNF9VD+wQ9+0D760Y/aJz7xCTvhhBPsS1/6kn33u9+1mpoaH4Bqa2uz2267zWdTwAZ8h7Avm2TXQLAn90RERETsC2geE5iPyBwD2emUU06xT3/6035OZn5knmS+ZP8LX/iCnXrqqZ74S/A9nNeFOLftH4R+hfSA/ydOnGhf+9rX7Ljjjut5x73vfe/zffb+97/fjj/+ePv85z9vJ598sq1atcoTs0PChCQiIiJiXyF3TuFdA1kWEi3zD0I2ssbGRjvxxBP93PXOd77TPvCBD3jRdztzGX8fXHrppXbvvff23Bu+uwYDsAvyGnph18KFC+1Pf/qTfeYzn/F2yC7mZL1LsfvCCy/0f19A0JNNuWS/OD9HRERERERERERERERERES8nBFJbBEREYMSEKkknshk3e5/nZ6slkhvtYRtdrIpK5st3UNi6/IkJ7J5IVtTZs86eaTT7NYn2q35rvVWduVj9t9T1tqbG5rskIrZNvSMaTZ07CwbXtVsI+rbbFhtmxVWLrK88hZjWVCWDi2ohcC22obUrnHbKy2/2gnLRpavsvzSTAa2knErbFj5Sp+di0xd+VWLbEh1i+1YnnJxJpNalrS2U4a1gKTWI7XuuDY45nz1Er9MZmHFAiuumGvFNXOtqK7J8msXuDobLa8yI0PKm6ywvNVGVLbYEeWN9hpn34cnttovFtxk59zxlC1b32F3JDMEtPWplG3u7rD2xDbrTm3zPkymOqw72eUJSMn2brMOd3E2oxokqk2JlD2eTNsD7uq70glb9uSjtvixh+yq556yBzZvtI1drrfctUkIVxJ+o3dCdr0US4ySEWwnEhst55LYul2/dloq2WHJjq3WtW2TdbJNdNs21z7LimLDPW7b+sQ2+2vjNfbesil29LiZVuRs7yGxBSS0vRXqgsRGtr3CCmSZX7I1v2KFDalUNrbVmfGR3RbVZpZ2zXNjI6+SrH6uH13fF9W1WnH1AiuqmGWFZbOtuGy6HVo13V5fP8O+PGO1jb35cWvckrYbnC8fdoLfu1w/pJxz053ONx0dbj9DYkulMs9AMu2eAec9pIcISNY7JLkzeWF/gUAM/YoQ4IHsIFBGFoY77rjDKisrfUDnta99rb3iFa+wV73qVb3Kq1/96hccD0Re85rXvKBM9XDuda97nb35zW+2t73tbfbud7/b/uu//su++tWv2i9/+UsrLS31hLabbrrJL9emrAh+3DpfihQQERER8VIAc5bmaIEgPKTdP/7xj/af//mfPXMj8+QRRxzh52fIBpxvbm72pDcF2/VO0X6cD/cv8DFLhpaXl3tixH/8x3/YkUceaUcffbTvr6OOOsrLG97wBk8O+clPfmLLli3zZGz1D/2vd1lERETE/oTeOcw/CP+QZdGiRfa5z33Oz1m8X/gGZ8565Stf6ecv5jTmt9GjR9uNN97o5y3JYAJ/3yjL5QMPPGAXXXSRffGLX/R/1xx++OH+PcocjV0If29g96RJk+z+++/fiQzOVn5iX9uIiIiIiIiIiIiIiIiIiIiIlyMiiS0iImLQgZ9rCa1BakJEYmO50JTxL5YhrbHQ5RZLpTf5Y7PtTjr8de3uym3uaJOTJ11ld3eZrdvQbZff8IiduuAG+/KFy+0t1fMzS06WznEyz4ZWLrShtUutqG6ZJxhBNEIK61ZZccMay6tdZZDYQsmvWmVDyldYfpm7p3SZDS1bYcMrVtjQ6uV7TmKDuBYe70RsW+7qo+5FmSUpy+fZsKr5NrS+yYrqGy2/dr47P9cKquZaSdUcO7Sm2V5RM9/ePb7ZvnDJUvtL22122X0b7Bbnj6ecb8ikttX5pyORtIRfqhP/bbF02nkvmV2msrvD0ltd+bYuS3YkfBY2srM9k0rbPYmUXd/ZZW3PPmv1K5dZ3colNvvOW+2WZ56x9V1dmWVI4amxg3RDYHPHrnP9MrHdGVIVP9DT5/Q15DWR2CBh+T6HnOgk0bHBOjY9a93bN/ulRbucDmSLYxlUiGzXre+wmpW32mfHz7XXls22ospm5/f9Q2ILRYQ2iGxDKjNEtrwqyGwZgcQ2dMLVro/WujG1wvIqlntiZPH4VVbUQIa/ha5snpeSuiYb7vqxeMwke33ddPvKzDU29qbHbM5T2+3m7WlPyCQLXne367N2SGzOUx0dnsSGj/BVIt1hXelOL93ek0lLprNLx2VJbPs7KBIGYSBCiuildgnaELypqqrymQle//rX+yAPwR0CP6FQnlvGdQMR6kcIkCHsU07dBJiQ8DwBNIJNb3/72+1Tn/qU/fjHP7axY8f6JY/InLB+/XpvAzZqK4R2RkRERAw2MF+FhALNYyyB9uc//9mTeSGxaf5lPoRkAMH3f//3f23JkiV+Xldd7LNl3qPeOP/tPXJ9mOtbSBOQwHl/0k8hKVtkCd5p9OX//M//2OrVq23Lli3+Xuqgz0S8iIiIiNhX0JzCO0Vzlt4PAudYup+56R3veIefq/jeftOb3uTnMQi5CNklf/e739ny5ct3+rtiMAGd0I2/cyDb8Q9f+Mc5vDex4Y1vfKO3jzma+Zk5mUxsZGzjH8aoDtmmrfaRiIiIiIiIiIiIiIiIiIiIiJcjIoktIiJiECHzQy0ENvI2ZSRDYmOZUChOEHUstc0Jwbit7mInHKc7/DVQ3cglxs/Cjzm5I222dLPZRfc8byc3Xm2frp1hrzrlYjtk9HQbVt5oxTWLMss71mSyY+XXLssQxqrdtnaFJ43lVbrjqmVuf6Xl16xy51a4ayAouW3ZMssvW+KXEB1asdxGuHPDa5f7bGmewFYTkNgoyxLYPImth5wmyZDWaHMncee8uP2CmmVWVLHYCkubrKS00YZXLrBhdW6/br6zZbYVVzq7qqbZYdVX2Bsa5tgxE+fZNy5famfe9ay1bUjYTduS9oRzM7S/bc43EMEgNlmSgDREKAhszqcJ599ut9/d6S5KWmJ7l23d0mHbuzP0wSec3OBum//s81a5dp394Nxz7JeXXGRnr1ll1z/5lK3vdH3h6veEtY6Eq6rTk648oY3/Eu4kF2QztLk9v5shsGVIbBkSVqfr0XZ3tM2S3Rusu329pRP0d7clUknb2NFlz7u6nnX33L212y66+g77+jmN9qbymVZS0ez8mUtiyxzvnag/M8JSpTtIbUucuLGClC/32dn8cqJsq1ZlMrKR1c+dz6t0dVUtsvyGpVY0cYUVn7nSisa7vq1ttJKqWXZQ2WX22qop9tlLFtu/Vt1jTU922P3On653PCewoz2R8Smp8Vz/eRKb81Mivd35rsN5rsP50fndedETQQmEuP96ZD8iDDIR3FHwSWQ2tg8++KBftpMlgyCOQZbojbDWm+jagQj3EUgioCQiG+UEzBT813XsQ3IjoMa17JOdiOwKp512mg8+Pfroo5EEEBER8ZIE8zFEAuYw5mf2WXLyL3/5i5/rmAuZ95gPFXyHxEYmNjLocB9gLiezJtuI/QPeMfQP2fLkZ/xfUVHh35/KYER/6T3G+03ZRSGKrF27tofERn9zf3x/RURE7A8wxzDfhO8G5hoRsth/7LHHPOHrk5/8ZM+cxRYCrt4/vHNYUnTq1Km2YcOGHsL0YAP2YOvixYs96Y55F+I3f29AzsMWSG3MzxDcWG4UEh9zMPawFemvN2iejvN1RERERERERERERERERETEywmRxBYRETGIkPlhmp9wWRg0szioO067cpadTHVlsoN1bnGyyW/TXVvNuiG2dftsU9vdtc+kkvawu++WtNmC59qt/IaH7EezVttxE2bY60ZfbAePmmzDyMBW2WIF1RnyGiSxDMHJCWQyv5Qn2ddWevJYhsSWIZWJaOavrWzrWVayuHKplVS5raszv6rFXfNCElt+LW0NgMTmyvOzOuZXu33XVkFZq5U4GV7RagdVLbSD6xfaQbXzbFjldCscfZENH3O+va5mkn1u6hL706rb7Pz7nrGrnCMfcj55xvmE7GWdSZalTPpsaJbodk52vk0R0MySBBPOtx2bLbltsztkKc+UtXelbYPrnCddPXc5aVy/1c5Ye5196/yL7VPllfbjiy+28669zm7ZuNk2ui6DaJXsTlnaL33pbhRpDWGfC9y+J7plT7EELP1OTrgu/pd2bZNbL+36Oe106t7oKt3ubuAH/07b0t7hl9jc4O59wrUx77aH7KRpK+3tVbN9dr0eElvW//uCxDaEjHquX4fUtjqhjUw/ezJbD6Etk5lNMqTC9V3FCjfeVnmB5JbnxozXp86db8hIXh3jotln1htaM8MOKb/cXls6xb5wwSIbu/IeW/lc0h5zjtriXLe1PWWdHUm/NCukPp+J0Gdi2+48t92T2NpTENrIYJjNuuOXcnXOdvfvTxBoQWiToAyiY0Ag6r777vMkNgI6kMVEHlMwS2QzyghqcZ5AEOcRjvsruj6sV0F/nVfbuk4BNTIpsKxRmJntpJNOsvPOO89uueWWnYJOYYCJwF1uUEp+iYiIiDhQ0DzE3MQcxT7bMBMb86HmRki+bJn/yMTGsqMdZAB1YE4frMSCvQH29DZXU/Zi2ar21U+8U9S2SGwst/fWt77V9xf9xHtN76+3vOUtPsvRz372M7vqqqs8qYQ6EeoM300RERER+wrMU5Buw3cDW0Rz0DPPPGPTp0+373znO/5dwzzGNznf2sxjfKtT9uEPf9jq6ur8PxzhvaN5ka3qC5F7/GIB3SZPnmyf+cxnPIEYW9iKZMw7FEL4CSecYPX19fbwww/36M/cznzMvubmA2VHRERERERERERERERERERExGBBJLFFREQMHmR/r4XMtC2V9MtWQmqCxJZmHcpEpyU7tllq+xZLbd1s6W1bLd2+zZLt7Z7IAy+KLGEPJ1nmMmHznttqo667x742bam9ueoyO2zUeXZQ6aU2snaeFVc1+WU5IYX1ZM/KEsdEJssVkcrCbGoQliDCsXQo9RVWtVhB5ULLr2521yO9ZWLLZFbbqe66lT2Z35TJC9Kaz7xWu9QKa5b4dlimtKisxYaWL7IRFW12iGv3kOomO7hqlic8HVF2sb1twlT7whUL7V/X3G4zntliNzm/kDkN3xB27k6kLNHVbSkn6e6uHZLqcn2AuKu6nZ/bN1j3lo2W3NqJ6zPLiCbN7uxK2ZL126zyxrvtxClz7djRVfbBMRX208tn2CW33WV3bu/0S7l2uus9iQ0mIp1DvNSz1dxOl+tPVw+Z2UISG5dmCIxJt08OsWwmthQZ95wFSScpp1v3Vqd/uw/kbkum/WKyG1y/r3roGft783X27urZNrSi0fmWvg1IbBDQAkLariVLMsstr0VaLa++2QtEtoy4soDMxjKj9BcEx4ws8xKS2/J7xluWyMjysnVtVlC/0ErGN9qIatevp19mbxs31U68aKmde+0Ttu6pbnt0m9n6duerLgXUnfeco0Vi60xvsw63j4QkNnytbHj7E2GgSsGZEAS27rnnHquurrYPfehDnsRGEF5LohGAVxY0kdgUmBe5ggBRf0XXsxUxQ5J7bdg2umhpUe4TQQBiwLe+9S0788wz/fKiZIgQwQBREAo7RRIB8klERETEgUI4D2XeH+4V7eapFStW2P/7f//Pk5+Y+8L5knmXDG1aTlQkNuoJA+7/DvOb5nGAPZrT2dcxov39bbPaB2qLbx+W4+b9CbmQdxSZf3h36V3Hvkhs69ats02bNvXcz3Z/6x0REfHyBHML7xTNWyCcx9hnWf41a9bYb37zG0/0Yh7j+1rf+/oHJ7x3/vGPf9hNN93ks50J1CHJxYs9v2HX5s2b/T/Meec73+n11t8T4d8O2Pbd737XZs2a5e0XpCtbZWXrza6IiIiIiIiIiIiIiIiIiIiIlxMiiS0iImLwIPt7Mz9xeyKTO4bU5H+MhmTV2elOdOwkya3t1r2Nf+2d8AQtlhG9w1Uw58mNduraW+1Lkxfam6qn2IgxF1pR2SQrrp1hwxqaraBmYQ/BCCKbz5bliWNZslpWQoLRDgLb4kwWrmxGrvwat1/ttlVOqpt7JENiY0lLEdn6ILHVrrDC8WusqH51ZulSMnRVtlmRO1dS78RdS3a3oqrFVuLqGV65yIaVt3g5qKzRRo6bYYeOmWyvr5pix1/cZL9dfoOd89DTtmhrh93YnbAHnUAqI7sZ2eqSCbfX5TzsxDluB4mNZUU9o6zT/bfFS7pru9smraPb+dadfsjJ0mc7rO76++zEaS32/rpL7Z3jJtj7ysbbT6YvsEvvfsju7Ow2fpqHxJZIuDb9urCuM2GqSbpdO5CpXHlfJLZuV5I0p0s6S2JLbHJ6bnSy2d1HtrhOV3+Xb8dZYlvcOLnmyedtzPLb7H31862kfIHz774msbl6IKvVLbS8+kYvQ+oWuPHQ5IUsaiIvMh4gNhZVSBY72ZnQVlC1vGfM+S3jAiKba6OgocmG1jbaIWVz7NWjp9uHKubYzy9bbedc+aBd+ViHPe4GvPOCH/d4ynna9a/zR3qbz8RGFrtut4dwzgd7XqRMbLSlINLuSGwf+MAHeoI7EggTBIAgTxAAUkYGgvKUcT1Bof4K9yPUS6AfYhoZ1iDNqX7q1nXcQ/sQObiOe0SeQz+OCVR99atftTPOOMOTP5577jlvJ+QOglAA+/FFGLhjn/KIiIiIAwHNzUCB8khi6x2a0xHeZaGdHOcSNfYX9E4VeIdCmPjoRz/q30X0Ee8z3o3sI7zDeG+ynOjq1as9aYI6/t36KCIiYnCBOSaXiMU8SZnmn61bt9qtt95q//rXv+y9732vzwDK+4bva94/zF98j0Nw+/nPf26NjY2eKLY7UD/t5s6Z+xOQ6+666y475ZRTvB3ojx1ailvzM/u//e1vPXlv2zb+gtsZ6MvczrtFxxEREREREREREREREREREREvV0QSW0RExOBB9rdawoGQmQiR+kxsBAgTSUt3dpu1uzMd7hjmUgfspYR1b++ybV0pe84d3tVpNvfxTXbqmlvti5c22ZsqL/UEtsKyy6ywfpYVT2yykoaFVlTd6olFJeUQi0JyUYbU5peDrM4hrom85iS/LrOcJKQlCeSl/JqFXkRgE4ktc3+GwNaTdUskNif5NSs8YYp2C6qW+qxrxe64uHKxFZcvtOKyRqdrkx1U1WoH17TaiMpmKymbayPGzrQjR19u766ZYV+dvNhOXX27zXj0ObuxO2WPOP8965y6OcXCnGQ02+aOtlo6vc08KYxlOUmxhm/9sqI43zmxqyuT8a57u6UgRbmyDe7cg05WbzKbePMT9oMZq+0dVZPtVWPPtTdVnG/vqjzXfjRnsV3ywJN2p+siSGztCYIYSZ+NzdcNUw32lGesZfrUt+02/E7PJep3CHchic2STt+ujZbuWO9JbOmE0y/ZaV2ppCc78m/zN6ZSdv1zm6xi7b32/vH4K0Nig3zWQ2JDPPlQpLT+C2Q4T2LzBDaysDVaXoNro36+K3NbpNaVVS/IjAUnZOZj2VqkhPEWkNk05iCyITtIbYy5xVZQ32rF9S12iKvnyDGz7XWnTrMPjp1hP7tkjZ1/9ZN2/fq0Pe7cybjf6vy1LZ3y5D96mwx2CbfFixDbEB/QcX3pyYr7GQoeIbsjsZFJBtIEASsRJgj2iNAGoYwAF8umKdBFdhkC9/2VY445xt/LPvcT2IeQoXrYJ/hP0Onwww/3JDcF0SiXbmxFhGNLXZ/+9KetsrLSL9dGgI0llAjUCQrcySccx8BURETEgYLmZsC8BJijIoktA3yCTRLeYSKwSQBbzev7E7RB//DelK8hQCgTG/1CH4XED4kysUGaIBObQB2yTWMgIiIiYl+A+SV3buGYOUxlzGlPPPGEz2jMEpx8lzOH8f3PPx7h3aOsyF/84hdt/Pjx9vzz/FO1Xb9nqF+yv+dmAb0WLVpkv/rVr7zO2MDfEfytoL8bsO1d73qXlZaW2kMPPeR9EQJdEfzC3AxeTBsiIiIiIiIiIiIiIiIiIiIiBhsiiS0iImLwIPs7LRsSd0Fgg0Dll6SEZMXSk51JS2/LCOylNJy2brPnnNyxNWELHllvp6241b5wcbO9sexiGzn6Qisqn2qFDXOt5NzFVnT2Iiuqd1LdmiEVlS/ukZBYxFKQGTKbCFBOyKgGIa1n+ciF7lgkNpauzEhIYOsPic1nfCtvs7yKxX750Ez2tQyBrWBcoxWOmWfDSuf7rGsHVzTaoRUL7ODyWTaybKa9qmKmvX/CPE8qq7j6Xlv41Ba/3Cc/829x0mEJS6ShhG1xstn5dqMTt01ztt3SqU7LkMqc3/Gv93G3JTvdnckOY0nPre78E87d17lbLr5rvf16wc12bN1cO+S0C+2gURc4HS6xt1RdbN+fu8wueuhpu8P1BSS27a7fRGJjuddUioAGDbn9JEuZJjICsSqjgiexZSTljsku5iqjkyHcdTm9O5z+XVstnWi3pKsDEhuhdKxZn0rZdc9vdX643943scmKy8mMtp9JbIgnr2WJbGwZA2Rmc32fIbI1W1ElApEtS2bbabwtc2MUWeGFrICFtUutoM6dr2u1kbWL7dDSJjv81On2qr9Oso+UzrU/zLrRpt290a53hj/k+uZZZz/h6a3OH53p7mz2tW4vaYhsrp8V/H4xAiIKvCAErhSQEUIS24c//GGfaUHZzxTwISgPmeKTn/ykD8JDnkB+/etf2+9+9zv7/e9/v0sJr9G9f/jDH3rKOf7Tn/7ksyL8+Mc/9lnVPvGJT9ixxx7r24UAwJaAlLLbsNU+QSoCVOj+7W9/28466yy75ZZbbMsW96wFATTsh/Ch4xiUioiIOJDQ3AyYj0Akse0APhHhQvZgIxk2ybjDHM8Wn/WGfe0D2kaXMBschOny8nKfyZR3Ff2F6D2ldymkiV/+8pe2atWqnUhsshEbNAYiIiIi9gWYozRXCRwzh+rvAc5Bxp0/f77/BudbWpmYRWJjbmM+e9/73mcnn3yyPfbYY/7e3DmLutQW55CwbH/j8ccft/POO8++/vWv98zH2IA9YQbpz33uczZ58mSfhU76hbZwHElsERERERERERERERERERERERlEEltERMQgAj/kpoyfaz05KZWw9u6uHZm8PNHKrHtrt3Vu7rTO7UkSsdl6d8M9HWbzH95gpyy5wT537hx7Q+kldvDoC21Y5XQrGd9oxecstoJzl9mQM5daQW12ac6dCGw7xC8zWrnIb/OrFnmBBMUSkV56SGw7Z2LLlf6S2PySlWWurso2K65facPGr7SSqjYrLG3KENjGzrHDKhvt8IpGO3jsLBt5+mV22KhJ9vqa6faxixba79pusnPueNxWbOqwe5Jpe9b5Y0sy5X0HES2dZoFOEdjW+y2ktrSRaS1DYvPZ0JxvPYmtO+FJZl3u3NZ0tz3v6rvXXbbgsW77f8232X9NaLFXjZnulzEdXj7dDi2/zF5bcal9c8YyO/e+p+1O1ycbXXdlSGzdrv8Slkx0WVf3dutOtLtGul1fdrqNazDRnSWxpXdBYnMC2a57myewGcuhJjOBkHYnLMjCAjPYvfqpjXb6ijvsvRMW9EFiy10edCCSvZd+r2+x/LpmL1pKNLOcaKMnsvklRt1+fnVGCquQDJEtXFrUS5bAVlLm+r1shbtmpRXVuW3dMitw7Q117Y6sbrPDy5rtiNNm2BtPm26fPXOR/a3ldpt+/2a7wbmGrHueuOg6st35ptv1O1n0ILDhPwh/fmlX9yjxhPGM7U+EASQCVwrICCGJ7YMf/KAPWkEIC4PwZEg74YQT7LTTTrO2tja/VM8jjzxiDz74oN8++uij/RKuvf/+++2+++7zbT7wwAO+jGAY5++99167/vrrraWlxaZNm2YNDQ1++TUIbWRwgwiAbsoKp6CaiB2Uvfvd77bvf//7dsEFF/hgFnaLcMAzIBJbRERExIGG5mageYl5KpLYMsAG/AHRADshrD377LP+PXLTTTfZlVde6QnLTz755AvebfsD6JPrX3TTcqK8k+gf+on3VZgFiPcoJDb6jGxBYf+E9UZERETsS/D9G373Mlfy7Y+onC3f36effrrPbMy8xRwW/i2AQHDjG/vOO+/094ggJ6FuJGwPvFjzG39fsJToxz/+ca+vbGBe5n3Ke5T350knneTnYumpvxFCO/zfzdn3youlf0RERERERERERERERERERMRgRCSxRUREDCLwo26GxNaZ6vKSSGVJTvye606TyKu7M2Xb2xO2sT1tz7jyu7vMpt/7hP2j7Qb78sUL7c1lk+zQURfa0LKpNrR+gRVOXGR5E5dY3oSlljd+mRXWQw5qyxKJXigZAtsOySWy5ddklhTNkNjC7GyU7SC3icTmy3slsWWE7GuFtcutqGa5FdZAbHLtli6w4nEL7KCy+XZkdaO9oqbRjiybZ4ecNsUO++f59tbSSfa5SQvtr2tut6mPbbKrnC/ud46DyLTNbbuTCUt0d/olQX0WMzKvpSGxQWDb7JcWZZlOn6krzb8EdzfCd3K+hDTYlUp7AtuzzuH3tadsyRPbrWztI/bZs5fYf4yaYSPOmGkHObuH1zTZ8LIr7Kixl9oXprRZw+2P2+2uj8j3AcHM/xifJbFt79xsnYltlnb9mlnGtDOzT2Y2pxkJ4cjAlyGxuWLEs+uSmesg5EGCS3a544R1J1K21cnGrN2PuQoWPvyU/e/C6+wddfN2IrH5DGqehLYPSGw1rq5s/+/oc0mWyEY2tkAyZLZmN45asuPKjbOAwLaDxLbSla/ILDHqxuiQylYrcONhqLv+kKo2O6KixY4eM8feNHamfe68Nvv70jtt5qNb7Tbn8yedDzak3bORdr5xPup2/Z/xXYZEhr9YwRUiG77dnyBAo6BMXyS2u+++u2c5UQI8BHwI/BC44piAFlkLWDLtjjvu8Mt07gky4zsT9EKP3KAQZdQNSeHhhx+2W2+91ebNm+ez3Pzwhz/0y5gSlCIYxRbSmvSVrpAFWK6ULHHLli2z9evXexu9390zwL78IYmIiIg4EAjnIAXTmaciiS2jP/M374Hm5mb/Lpg+fbrPssOy0f/4xz98Bs+6ujpbunSpPffcc/7dsj9BH+k9ov4iExuk6RNPPNFnK/2v//ovv0UgYB9//PF++41vfMNGjx5tV199tW3c6L7/svdHRERE7C/ovZD7bmCuDOcxwD8oufjii+0973mPHXnkkT0kMBFzdfyFL3zBf18z94V16jubusN6dU7X7i/Q9g033OAzRrN8M3pDLObdCaFYhDayPI8ZM8YToYH0RtBR+oZ27G/dIyIiIiIiIiIiIiIiIiIiIgYzIoktIiJiECLlSTjJbCYpfsTl99xkMu0JOF1ps01OHuk2u6XTrOmpbXbywqvthAsW2H/WTrdDxl5qJaWXW1HNfCsa32oF9VniUfVSy6tbYQUNqy2/dpmxZGgm61qu9E5i20FkywjEqAw5zQnEtVrXTpawJnLbjixsIrG1ubKAxFbbZgU1S2z4hFVW4o7zSxfakNFzrHjMLL906BFVC+zVlXPslaUz7RXjZtqrRk+xd5dPtm9NarHTV99isx5fb7c6XzzhvLbBCQQ2iEqe++WX6+zIENlS25wfWXRzqyewdVunJVJOfLazDIEMgiDC/Vudn59zVz/stmue67CJVz9s379srb1lzGwb8a+ZNrS01YY2LHey1IaWz7VDRl9m/3Vhq4259gG7qSOTia3d1cmP8yGJbXv3Vp8hjExqPSQ2p0FvJLZk2jWeJbGRGS5DfHPbZOYHfpaa3ZRMej2x/153PPWuh+0HVyyzN9XMypDYekhr+4LEJsmtx9Wtvu6FzLYToRESpB9LmeVqWUoU0lph+UorKlttRWzLV9iQ0rYMya3KjZlSd315q8/Od/j4lXZwZauNPGOmvX7sDPvSJcts9FUPWNuGpN3v3PWs8xlUL3zT3QnxDwJoyj87rhtYkdf72f23X0H/KCgj8lgIgljKxAaJjYAPgZ4w8EPgikB8RUWFz5bGMkRCZk7ILBnUH1EgSPdJN5UD9tETcgYkBoJSF154oSemfepTn/LBKQWjRPDgmCDb4Ycf7su4DvIbmSVks+xXe7m+iIiIiHgxEc59zIeAd3UksWWIBWT9ZMk3lp/+yU9+Yt/73vfsi1/8oieKQUSAbPGjH/3IJk2aZE888YSf4/cn0In3H2RrtcUyfPQDZDqIEUhpaamNHTvWv4N4b3I8YcIEv1zfQw895O/Jff+91PsrIiJi8IF5hXkrfDcIIUkLkFVy8eLFPouZvv35W4D3DhmQOeb9c9xxx9lFF13k/7GJoHZ4f+XWq3Nh2b5CaBPLNKP/V77yFf83ATbobxr05xj9+XsG/ckmzf0isMlHCLqGdoTtRERERERERERERERERERERLzcEElsERERgxCQbro92clYZDLFj71J297eaZ3ptG11pU87udWdmvf0Zjtj3R32mfPn2BurLrPDKy+3oRVXWH7lLE8gGlK/xPJrl9iQ6uWWX7XKCmvWOlntj4dULd5JPLHIS18ktsx5XQ+BScS0HoJaLdscYtMuSGwcQ2IrqV9uBRWtljdqrhWOmmUjyxfYK+oX2ZGV8+yw06fYQf84344eO82OPbPR/mf2Gjvrtkdt8bOb7eb2Dns8nfIZuFhCtCOR9jwvuF8ij3nCGITANPQmlpns9ATBZDrhyWOJLIEs6fwJga0zZbbRFeBjlgaddtfT9rsZa+19pbPt6NNm2/CxrVZS7XxYt9JntRtaudBGjplu75vYaH9pu9XWrU/6JV6pBx0g03kSW/dW60hBonPtszxoDomN0GxIYvO/4aOYE0hsWn7UH7uTHU6kJyGN2xIpO/vGu+zz582111bO7IXExnbvSWxDqpZ5yfdjiK3rR8ZDVTbjXjY7W7i07A5x4wHyox9DbmxWuvsrVjhxvixfnZEydzxmkRvHS21kwyorqnRjpdSNjYrFNmzCKhtev8IKx823g06fam+vmWU/nLnWLr53vd2wNWlPO5/Ry/Rjoov/c+LKiIMwNjopcufd4X4F/aOgDAEZgjQhcklsZDcTiU1EMQJXH/vYx3z2GwLwBHv2FOiDDqGgl3RToEhbyiAMsOwoy4yOGjXKPv/5z3vdyBRBQOqtb32rX+IIXcnERsDtXe96l/33f/+3D1RB8pAPFJBiS5tqJyIiIuLFhuYloLkpktgyYH5es2aNnXrqqfbhD3/Y28xcr2xA+IJ9iG0sPw0B48WwmX6ij9Rf+JzlQSFEsMwp70hEy2VD9OAdy7mnn37av3PVT+G7L+y7iIiIiH0F5iokd36hjHlHcxnbm2++2b773e/6uZY59k1vepN/B7G8KO8g9iEQ/+tf/7LrrrvO3ydQf29taa5TO/sLzLtkkiMLJu9JdOVvA94T/G2AYM83v/lNW7hwoc/eKd3wQy5CO3qbn3OPIyIiIiIiIiIiIiIiIiIiIv5dEUlsERERBxD8sLzjx+UdP8umPOkJghNLIZJNqqsrYdvbu21LMm3r3RUsndn87DYbc93d9rUrWu0tDVPssKrJNqxumhXXzbL82vmeTJRHxrX6Na7sKiupuNpKStdZYemqzHKNNUuy5LKM5AdSUJ0hrO0klZCO3D1VO0teZZtBjvLEOMhpnuy0g8SWydBGG5DYMtnXMgS2rEBoqnTXj220vNHzrGjsfDuseqEdWd9qh1XMsUNOv8wOHzXJ3nXBIvtu2602/u4nbc22LnsgkbBnkt220flqS6LTk7qQ9kTaOhJJJ93W5STlfOhJYH5JTkhtrsyd14/jEMi605klRD1JMJW051w9D7rzK5/bYmVLb7H/nrDAXvuvy+ywUfNtRNUaK2m4zobUr7OChittRN1yO3jcXHt79Rz72fRVtuiBjfZ0O/wpV3dXp6XJoOX060pCYtts3SmWMnVlyQ5PsGPJUHSAXIWQaY+f9T1/zelJJjGfgq8bBpYTdwK90XWD05FlNO93snZLh41dfo19uPoye2XZNCupdr7PktYymfN2ENH2TDLkM4hnZE6TFJQvz5DR/NjIjifGXp1rs25hRuqdLogry4y3zFjwJLiqlU5WWX75lV5YUrRo7FI7uGK5HdGw1obWrHJjbLmTZVY8ca0VnwkZc5EVj51uryqdZp84u8n+6cbFgvuesfu3JmyrcxGExLQYa06I4UBi68gW7e8QiIIwSG+Bml2R2JR1gTKR2AjKQ5pQXQMN4kgXBbqoQ/uhUA5RQBlvkGeeecZnWfjb3/5mH/3oR3uIDCx3SmCKLAsE2dAb/Sn/85//bHfeeWfPEqjSV/4YqP4vBgajTi9VRF/ujH83f/THnl1dc6D9QfvSgXkPRBJbBszP+IElQyEiHH300T6bDlt8Ir98+9vftssuu8w2bNjwothMG/QR7069BxG9p/QOC/e5VuQ1oPO6l+OXen8NZrwcfTtQm+P4+/cD84pA/+b2McdcwxykcxDBWKqZb2zmV77/eefoH4iwTzZkMmA2NTX5zJT9aSdsY2/RVz3XXHONJz3ztwzvB3TlbwNs4O8Dyt7//vfbH//4R7vxxht7skr3pZvK4vwcERERERERERERERERERHxckcksUVERBxA8AN08CN0dktZJvNWh8++RTavru60bU2k7Tl3+YMJszVbOq3utofsxNnL7W0Nl9kRtZNtRMN0K2yYbYXjF7hti+U3LM1kC6u70kpqrrHhZddYyZgrrWDM8gyJrW6p5dWRPW1xlmSWkR4ym8hrkiyJDcIS5CNJXmWGjJRXtcKJ20Jog6QEkSmbiS2ToS1DWtuRhW1pJosXBLbSZssb25TJsFU23w4rX+CzsL2ibKa9sXKWfei8VvvBijut4sGN1ra12x50ftiQ6rb2xHbb3t3upd35DNmahMiUcPtJ63TbRCoTsMyk50pauivlBb/yI3mGQJYhhW1JJ31Wt0dd6VUbN9t5N95tP5m0yN4/dqq94pTL7dDSVhtGNrvxN1j+hBusaOLVNnLCajvE6fvG0ln2lXObberNj9mDm5KeMNXd1WHJTieJDp+FDRJbIr3dUul2S6c63XbnjHBZzlWGaOUGhCewwWZjm0Cc/q5eiggDQLZ7yO3f7G5ofHy9/WHOMvvPM863I52+xVXO//uRxMbynxAiyZzGkqCZcZFtjz5nbHkim7uvodWG1LtyJ/luLJAdkCVt/ZggS2DNanf/WiuoWOuXFB06bqkdXLbMDnXjdGjNGnd+lRtDrq2JV1rxWW48T1xmQ6sW2KFl0+1tFVfY1y9caDUrb7Wrntpmz3U53zh/+ESGrB/q9llOlPGAkO3O/bdfoeALoqB5iN5IbASuRGIjaMU+JLaqqip79NFHPSGMIP7eBqWkl+pgq4AauhJgYtm17du39+jNknEsyUYQiiXlIDegs4Jr7It8R8DqG9/4hk2dOtUef/zxF+i6N4GpPb0vImJPsbsxN5Ax+e8yfl/qdqC/bGA+ApHElgHvAPyAnbyDILBhP/6AwIww30NiYznRZ5999gXvt/0B/IpuvDt5R7FV33EulN5AuUhw4Tuot+v7qiNiZ7yc/LQ7W18sX9DOv7vfX+r2Mb9obuoLnA/fG8yj559/vn31q1/tmWf17tH7h/fSCSecYJdcconPQsk7aFft7Oux0lddjY2NPjMnmZjRE+HvAfTnvcH+Zz/7WSsrK/N/y/SGcE4G8uG+1D8iIiIiIiIiIiIiIiIiIiLipYZIYouIiBiEgHjTbanO7da1fZt1dHR5QhTLiD7m5Kr2pF304LP2s9Zr7T3nzLZDxl1kw6unWkH9LMurn2v545utcGKbFY9fYQW1mSxXBeNWWuEZq6x49Cqf6aqw2p2DxFYPyQjCkZOAzJYhse28jGhhhUhsGenJxOYJbL2Q2CA9Ia6unsxbWQJbSGIrqmqzEifDq1psZGWjs2emX0L06NMn2dsrrrAvTVpqJ6+5x859cqs1bu2yW7a12+PbNtu29s2WTLR7Ilh3ssMT2bZ2dWQIbJbOLMuZSlt3gmBB2jx7yckLSGzZUx2phG1Kp+0pd9/dTi5/4HH71Zwl9tHKyfaG0y+1V4ydayPLFltB5Srnr2us4MybrOSs62143So7pLLVXjlqun2sepZNWHuf3fhcl62nz7pc33V1Ov26rDPVbu3prX7ble7ILCvqdE+4vVxx2llmTVQ3FnoysaX9EpmsKEq2NsbDE07ucJetcAcX3fWUfWdSqx39fxPt4NE7k9j21XKiPSS2ihU9JDZIZ32T2DKSIbC5ceEkry4rtW6s+LGw3IbUrXb3rnHjbI0VVa60YeVLbdjYVisc3WTFFcutyPm4cPwaK2hwbU1YYYX1S21oXYuNqJhlR4yebG8fe7H9Ytoym3Xv8/ZAh9kW55NO5yQSGeJGsuKRma896frCedi5b79CwRdkVyQ2CGof/OAHfcAqDPywD1HguOOOs5qaGnvqqad8PapzoNB96IUu0inUU6JyAmSbN2/21yIEzVhaFJLHe9/7XjviiCP8UkcQHdCfjBFk62E5JJYVIhvb9ddf721Vvbl+eKkCeyL2PaJfd2Aw++Kl3k/oLxuY60AksWXAXL98+XJvJ2Rl7GeOxwciVnD8/e9/3xOVN27cmL1z/0H9JaGvlC2UY/qQsvCYffULwj7vIq7jWPVyncaAoPMRERERAwXzSfhO6A1cE847mzZt8ktt/uxnP+uZb/l7gIxm+vuAvwn4Ry91dXV+2eT169f7OQ3QFpI7l70YYClRMsihN5nXlH0NAjRb3iPf+ta3PEmPpURB6Bv2ISZr/gbyT3hdRERERERERERERERERERExMsNkcQWEREx+JBOwXLxJLbOju22rbPLNqTT9rg7dVPS7OKHnrOT2q6zj05abEfVTbfC0slWUD3ThtTNt7y6Jsuva7HCuiVWWJvJuAbBiGxZxWNXWsm4FZ4kVFCzLEMwyiWx1UB2ysgLSGyVGdGxXzrSSYYYtcRn1BJRLb+6zWdYQ1i2tLB+hc+8RdY2T3SrhUTnrqeOsoVWUtFsQ8vn2cGlENgm26tPv8jeWzbZvj1pkZWuvcfmPdNh1yTM7kybPdbRbpvat1lH51ZLJDt8JrPOVJcnKG1PdNl25z+ylGU5a57AxO/6aUhrXd0U+P1u51d+JO9Mptx9CU9i2+zue8TJki1ddvo1d9mnLpxrbxx9kR11+iQ7rHS+07HF8sohYK22wjNvsOIzr7GhNStsZEWLHTV6pr23cpb977xrbObdT9ud25L2lGtri6vfZ4lLuP6EwOa025ra5mVb2pVZhxcR23yWNicsN5ruardUBxn5nPHOGFeN09fcfWYbnJ4Puf2r3aXTH223U5c5fRvm2iEnn2UHjZ5hRT19w1aSezxwgagmIpskQ2DbQWLzkiVFvlDI/ucEAlt27EBky6tZ6YmQ1FVc2WYlblwUjWuykvLFnuhYVLvUj6UCd29B7SIrrm+xYTXzbGTZFc73k+zjZ8+3fyy51VY+k7BH3QDY0MUSsWYp5yP6udv5nqVc8bEbBE72HxR8QRRMDyESmzKxibxGkIotgR8CQh//+Mc9iY1MaNSzt5BOoeSCMgL9kDTCJYton8xqLCH3zW9+0wfXIK4RYCPgpoAVJLZ3v/vd9qUvfcmam5s9EY46qUd17QtIf9Ub2oK/c9vS9eF1uj+3LFf2Fvuyrt4gH+TaEoLy8JpQhN6OdxeM7Q2qZ1f3cQ5dwsBl7n3aDgaEuu1KL87Jz/hOYzH0467uB2pD9ezu+hcb0q8v6LyuYYsdu4KuyfVTb7K3COuRXv/OJDbZuzsB+GHZsmV+OVGWhmZ+570kUgXHbL/73e/a5Zdf7skXoLf69qWEoM/QU88G/mceQShTubbhNWx7uyaib8iHvflpdz7UfWFf9Ae59+1rqP7d1S0dQv1DyT23O4TX6J7c+3TMdn/Z/1KCfLQrP+zuPOhPPfsCA9FFgJR766232r/+9S///cycq7mWfd5HCNnOWHb0qquu8tnbmNOA6lK9Ot7b8ZM7vhGOAXMppLTy8nL/3a93JVvel9KZsj/84Q+2bt0627JlS6/6aF4W1FZERERERERERERERERERETEyxmRxBYRETFo0PNzbTrliUsIWbw2JhI+A9st7oJZGzrs/627yz54SYu9auI8G1o92/Ir51he9QLzS3dWt1hh5SIrqkCW9AhZ1Aorlrlrl/jsZyzn2LPcY5Zc5LNnZQlsO5PYehdlWgtJS5msa4szZCOnQz6Zy2pWWFH9ap9NK69iueWVL/OEN7JqkaEtr6LZSiobbXjpDDt4VIbA9oGqy+x/Ji20hitvtZVPbrTHkmYbnf2bEynb2plZKnRbyonz1XbnOWVeY0lQT1xz+xnyUuZHeNJxsaRnqnu72+/yS7V2d233BDgIbJsh7LAMqbvvDnf5ufc+a99uvtbePGG2HTb6EjtozOU2omqBFVU225DKVk/IKxy/1grr1nhi37DyZjts7Fx7c/kc+8IFi+yMlXfawie32d1OkWecPltc3Z2u7USy3RPWNia32NOpDe7cRttsm2ybbbSO1Eanzyan8AazpNt2brBUu5PtWyzd2WnW0W1dTrZ3pzzZ7lkndzmjG5/otPI1D9v3L1plx4yeZUf+Y7KNdLr0TmLbC/HjY4coE59k921pbPV2Lnt/VZura7Hl17S6cdNkxVVN3rcjypr9tqS8yRMeC6sarbB+oRU1uOO6+Ta8aqa9pm6efXbSCjvn9ufs2i1pe9L53vW2z7SXThHc3uz2N1g6vc2VdnPGyf5BGPRR4DxEmIlNy4kSsIK4JhIbJDGW7oTo9thjj/mg/YsBdIagEbaHPRwj11xzjQ+0kSUOndGVgBWBKo6VOYIMc5deeqkn4FEndeCHPQlMyZchVKdE59nmBsSA6tB1oLd7kbA8vB7kHvcHqmdP7u0PsFc2q43c9tjnvPpAx+E1uXazL2IICK/dFcK6c0VgH11ERlFZ7nW52NW5fYXe2gh1yz2few57ZJue/9DvvSG8X0I98uNggvTrCzofXpNrR3iNhGtyx1tvsrcI61Fb9FUkse0gseGHd7zjHX4uR/CB3lMIy4lCaFYmtt7q21OhT0KhLBe7uh4R+romvD9i1+jNT6H/5M8QOtb50O/9wZ7cMxBQp2RX4Lx0CPXRMc9+WC7oOLwehNeE5SD3WPWHZS8X5Pol14+5yD2X2x+A497K9zX2pH7m3SeffNImTJhgxx9/vP+OJqMZ8y5/F/A+IvMx7yaytc2ePduT2GhLIoTfGntrL3VpjKs+1b99+3a77bbb7OSTT+4hrvFu0N8x6I5AxCstLfX68g9j9kafiIiIiIiIiIiIiIiIiIiIiJcTIoktIiJi8CFLYutu325bOzrtmUTCHnDFy9rNRt34gH1pzpX2xnMX2NDKWZZXMcfyapoNcpAn/zgpqljss1eVlC/xwjFEq0zWNEhmkNeW7AWJLUOWQ1h2tOee2lZfD5myhjassOLKpZY/rs1n1mJZ06L6Kz15La/Cte30QYei8Uts5Pg2O7y+2Q4fe4W94rQL7H3ll9lPpi62866/19Y9t9Ue70ra5gRLQSUyy2kmUtaRStmWtCt3foGSBFkJEhsENlbe5DdySGwsJZn2Bd3OrWSV4soOd67DZ3FjaUkyt1E/BLj17uzarWZ/XXmXve/ixXZQxXQrPmOyDS2dbsPrF1pBzUIbUrnQ6e/8ULPC+XSZDSld5DO0jRg7x44cM92OqZtnP5q1zupvesRWbEzY/a755zOtWpfTY0tym61PbbWnk5udbLKNqQ22Nb3B2pMbnE4bzBIbnSFu27nBkp0bLdXpLGQpzG3bbf3mbfZ8d8KedvU96GSN07X2+ifsmxcvs/eMusJef9p0e1VZkyd90Vf7nMQWEtnI2ucz9wVlu5TsOOn1XChuLNc6P9ctcP5eYMPKG+2gsoywP7Si0YoqG63A9QdL5xY0NFmhu3ZY1Vx7x1kt9pfld1vjY9vsQed3csQwJnz/+9ECiW2L25KNbUege19DAR9kVyQ2ZWIbTCQ2IN1DcIxd999/v11yySX2la98xWfqURY5RAQHglnHHHOMNTQ02N13372TPwYK7pEPqSdEbzoqwLavQZ1hAG9vQR2hULdkoFAdAvvoKZ/lntO2N1soY6z1du9AwH3cTz30H3WGBCXANaFwTtLbOerqTed9DdWvdvvSSZBeoW651yKygX0hLJd/cs8PNkhntv2RXFAme5kLw3GRe29fsjcI61C7jM+XEokNvRHaVl8AtojO61x/BOAHkdje/va3e9v1TmJul09OPPHEF5DYBtIW0l/syT0DAfXuL91fDKBPbn/vL1C3nt3csSdQ1te5vYHsHGidXL+nsifgPvzDs6T5LXeOwA6Jjrkm12/avlyAvUjoB0kuKAt9JeT68qUAdGV5ULJbMreS2Yzsxsy1LMfJPEzmY/5G4NsbshukMMD4yvWBfLMvoLpVp8bzhg0bbPHixZ5Ux/sR0h366m8A/R3DP3g577zzfFZm7o2IiIiIiIiIiIiIiIiIiIiI6B8iiS0iImIQgB+agx+b0+6/7HKX27qS9nQyZTd3JG3ywxvtu7NW2rvPmmOvrJ9thaVXeBJbfkNbloTW5jOgadlPSGSZTGzZZUCrtXxjlizkSWyZewdCYlMGNi/uHonqQYdhtSttWOUKKy5bagXlLC/qpH6VkxWevJYhQDXb0PpmO6SuyQ4bd4W9YexU+6+GOfabWavt3Ovvt7XPbbNHnS9YNtNTzxJJS6SS1uWkM5207emEz8TWzjknIYmN3+53IrEluzyJDSETW8pJwu27PZ99bWMq7ZfofKQzbbMe3mTfuWKFvYolWsdMs/zR05wtC+ygCcv9Mq2eBFiz3IbUr3HblX55UUiDQ8ua7OAxc+y142bYf5290H6z4Ho7/86nbc2WpN3n6n7KtbPede6GVLdtgcyGpDpse6LDOpLtTu8Muc662z1xLZ1w22Sn0zBj7+buLnu6s9MeTKbtNlfXCmfwWQ9ssB803WBvq5lhh512iR3i9D20vsWKqhf6/tmZHLaPhL72Y0XCmNoLspzq66kXElurGydNll/b5Hzf5H1LJrahZO1zkl/d7ElsQyY025Asia24dKa9umyGnXjpCjv3hifsdtfVz7qu3+bGAD5M2TYnm/3WOdlJ8MztYyiwhijgE2JXJDaCVQeCxKZAVQjKaFf6YxfLx7Es0EknnWTvec97vM4huUHBLLL4kLGNa/dWd/lSgh7olCth0FjX6VrK1Bdh/4Tndb3KJOH1+wqhfrnt7Yt2cusP25EtZMXQsrH4LryG7d7qIR1C29RGqF9ueW/tqry3c/sa0qU33XIhnXRe16gsvE9ljDX8HY7H3PsHM/qjp2xFwr7XfTrOLVfdu5PcaweC8B7aBvTHS4nEJhskudjVuV2BMbl8+fIeEpvmdhEURGojE9uUKVN6lhMdKMI+7y8Gcr2u3RMfvNSAffhTY/nFgPwa+lbH0iU8F0Ln+joPejvHfZovBgLppDZz6w7LEa7V9f2B7gshXSW5OuueXNF9ude/XCA/9AfyV1/vU6S/dR1ooCdLivIOIrPZO9/5Tk9aY66FxMYWUhvz8Qc+8AH785//bI888oi3kXcR2xAc44/e7O+PT/q6j3rl64cfftjOOecc+/KXv+zfC+jHe1LvS/0d8KMf/cgaGxv9d2aunhERERERERERERERERERERERfSOS2CIiIgYB+FE3+GE37f5L8gM0GcJSfinNZc9ssdFr77Djzpxlrx43yQ4um2qFpTP8kouFE5Z6YtiQmqV+WUeysXkiW0hgc2UFVZnzPeShLOlMMlASG3VA6AoJbAjtlFSusOEVq7wUlLdZXiVkuWVWOHGlFZy93IaM5/55Vlw52w6rnGlHnXGJHdcw3/644Ea75I5n7KqNCXswYfac8wX5szKZ1lKezNWRSli7ZUhsbMmpRTgZAhvCb+RePIHNnWA9yUSnX04U8lLaScoJWdi4nxAsGdjWu2tveHaL1V91rx1/1jy/hGjeqCusqHy+DatdZMMnON3rnO5kk6tfaUMmrHN+X21DIOtVLbPi8lY7aOx8O2LUNPvPshn2mbMX2p9bbrJL7n7S1mzptjtc/Y+4dvzyom6LTWR/66SvnbJppyySTHRZorvT6d/tlztF603uOnRkWdmbXD0tW5I28cHn7adtN9ixFzTboeWXW8nYKVZSMdOK65stn4xx9FM2+94+lR6ymWQvSWyMJdXp682S2OpbrKC2xZPWQgJbcVWrG4ctNqSh1fUB24VWVNdkReNm2KGnXWYfLp9hpy281a58LmkPtrvx4/wF8ZGR4olsaWiPg5fERrCKAFBIYnv00Uf9PS8WpDtCgIy22VdAFlLdqaeeah/5yEd2WmIO3SF/EHyDCPKLX/zCmpqaeggfgHoGgtzrFZwTWU1CYI0ytujIfVwbXq97VK5ruCcMgiK6J6xvX0N6IGp3T9ri+lAE9sO6sQnRddi3bds2vywUAUau4XrVoft1LOQe56Kv86pP+oRCORKC63uT/Q300FiQXkh/2tc14X3hvUjuWOV8LsI62B9MCG3JFYF96a9na1e2hHX0V/ryT+5xLnQ/4H6Ajv+uy4kOBPRTSGKTD/YHiU19N1Cf5V6vOkIJ60b+nbE/7AzrYr8//gyv6wuc05yXe53u76sOyvuaL3cF1ctWEiIsVxvhM707cC3zR196qZ7+1CcdQn1fjpDtsj/3GLCPn/A93y/6vguvEXSt/DoYgV78XTBx4kR7//vfb0cffbSfbyGx8X3NO4lj9r/5zW/azTff7N9DvZHY8ENfvugPcu/jGKEd6sXft956q/3lL3/xfwfoHckWQVdIbdhx+umn27XXXttTR0RERERERERERERERERERERE/xBJbBEREYMSfsnMRNrWd5vd25W2KXc8bD+dvsSOqZtmR4692BOWCivnWkF9q+U3LLW8Wshk2YxnIrEFkkti89nEAuIZMnASmxN/H3Vl66tj+dAlVlS6xIaVr7SR1Vf6jHB5Fa2WB/nozBVWdL6Tsxc5fWZbybipdtS4y+3dNbPs53Ovt0vu3mTXbjN7KGn2ZMLsqfaEbexKWHs6sxzntlSnbe7ebtvTXZ6AhhBK9vQ0d41IbPxODoHNk9jIxJaAFJbJwpZ0dSTJxObu3U5mNHcJi7I80Z2ylrsfsf+dvdzeVz3dRo6bYQXl862kusWGOx+zRKona1Ut8yS2/IlXOVln+TWrbEhFmycMsozn4WPm2qtHT7N3lV1hXzyvyU5uusYuvP0JW7Yhabc7fR6lPaff5mTaZ9rrcGUssJKRdCbbXKLbOro6bWtXl61PJD3x7Ql3/m4ni7alrfL2R+3781bbMWfOtKOrLreDnf9G1M2xgtq5TscFllfDcq87k9jY3y+ktn0tZOnzY9KNl5qFO0hs5RDaWqyossWNwx0ktvzxLVZY3+TOzbWRp0+xN//jIvvJxUvtitufs9s3mj3vnqFtzqfd5vrejZhEersnMbqR4mT/QIEyhIAPQc4QBNsG83KiCuJiBwQnMkRgi+xgGSGWCj3hhBO83gStRHCA7ACJDf2/9rWv+SXnuB+ojv4Gsnq7jjL0kn4c9yYhdnUO5J5H1IaCgRyrvX2F3DYlAwHXo58CuH35N6xf59nKTsZXeA5QHwFSzg8EXL+re9ROKL2BOtAB3ZBd2bcvIZ3wzUCge3Y3TlR/X9dwP/bie56dgfp/fyPsF8ZdSMjrzaZd2Qqwl/pU167sVV2S3fm6N+hewP0A/Q8UiS3U50CDfsAPZPohG5B80BuJjaXvWCJuoMBW/N6byBeh5ELlugf/50p4Xtf3JjovhPsRGTAmGO/hO6Yv9OW/sJ/CPhF0jvqR3H4R+irfFbi+P/eF1/V1bW/XMHdA6pHeudC1ur6/uoT+ejkBezUW8K0k9EfoP/lWkguupy69T6lrMAH91McsKTp//nz7xCc+4UlgvIf4+4Bl+/UeOvzww+3jH/+4NTc3+2/xvmxWnXuKsF7q0jH7/OOHNWvW2He+8x3/XtTfAWx5P6A774zjjz/eLrjgAnvggQd67t1bvSIiIiIiIiIiIiIiIiIiIiJeLogktoiIiEEHfiaG3EQGKZa3XPLYejtl4Rr7VP3l9o6aaXb4uMlWMHaKFdQssMKGNhtSv9QLmc48kQ2yUuWiLHmNbZaAVt3mJZM9bdckNghQIXEtlB4CW5Zs1ENiq6OeNp8BLn/MIhtamiWxQfqqbLG8qmbLn7DYCs9qtYKG+VZcMc2OKJ9ix0ycZyctvNnOu/15W70+bY84uyGWYf+W7pRfDpJw8TZLuLJ225TYbtut25PaOn1eNfMCCYykawi/tWdIbClfAIEtnWIZ0U7rSrRbp9sns9sWd+Fz7r7H3fW3bNhi56+5yb559mz7z/JpdlD5PCuoXmxFtUu8+OVYySpXRea71T4Tm8/GVrvK2bfU2z2sYrEdXNpoh4+abq8+3fXXuKn2ubOa7NdzrrGq65+0Kx7dZms3Juxhp5Yz1ba47Va3RdiH2IawvOn6RNqeZQy48tu7zK7c1GXTH91gZ1x3n31rzkp7z4TpdnT5JTas/HIrrptjxRMarXB8k9On0Ulrph9fyiS2Ojfealo9aQ0CW3H5Qr9fWNXiyzlPRj/IbAV1zTasutEOK5tt//H3C+2EyllW2nKLXflUwtx/3qftbpR0uv91uTEQSWx9A51pSwFZAn8EaGUP2Lp1q8/CQwBLwTURHAhcIdjy6U9/2s4999wewgf1Ua/q6S9yA7mhLoB9zsvvKusvuK+3AGlYb3jNQOoGXC/ZH5Buuboj0j1sm/5EQuTqRn0aB7nnwK7K2Oae51h69HW+t7Jc29gOBkhX6bQr2ziHL+V37AHhvbl1cA2+577c+g4kpB+6omMo0lPXhGVA92ATwr5sZqu5Mrxnd+A+ob/3cZ2u1f3ocyAzsQ3kPq7NFeyQ9Ha+PwLwA5nYtKSdSAn4Q/sIc39IYuutvr0RjQ3Z0xtCmyXqC0lvoDy8nm14j0Toq/xAYnd65OocykCBf/Q9IF/1hbCd0L/hvbo/d59rNeepPZ0Xco/7i/7e19d1lCOyI4T0zrUR0Tn5QdC5UHLr1TVsX07AXvky9I/8oXJt5Z/c+9hSpnKNLfYHE9AVAeh3zTXX2Ne//nX/ba0lRNln3uU9dMQRR9ixxx7rM7bde++9/j5AHdgomyV7itC38qX2n3nmGZs3b57/xkcvdET0twz/kIXtV77yFb+U6HPP8Zf2jucoIiIiIiIiIiIiIiIiIiIiImL3iCS2iIiIwYO0/8+Tsci+9aTb3rCl28avud0Tq9562rn2+sppfvnNwnIntS1WULckswRj7TIv+QhEtaoMgU1kNL9110FUy824JvGZuwIJiWuhcM7f05MxKysBia1wXJuVjFthwypWZzLA0WZdk+U1LLCC+llWXHG5HVE1xY49a7b9dMFVdtlDm+2aTWYPbE3bJueATid+OdCsT1hIcUs6aRvIxJbu8CS2biO7VjqbwWxnEpuXFJLyRDaR2MjA1p7osG2pbr+c5wbXAH6+rztlix980k6bv9w+Vj7J/mPcNBvmbM2rXWEFNcucP52fnV155Uud7StsSP2aDImt/krnh5WWV7ncXbPMiiqXOptbbUTpAjto1Cw7/LRp9obR0+0DDc321Rk32v8ue9DOvOkpW/Jkh92+KW0PbTF7rN2JM/CRTifdmSx0Dzi5oz1l12/ttuUbOj15rfamh+03i26wT1660N7UMM0OdXoOr5ji+mOm5dXPd/o0WcGZLZ4omFf3QhLbS0ec3ozT+iVuPLvxVLnIiioyIkKmzuc1sHX3VDXZcGfzKxucnDLZjjn1UvvpBYts/r2b7H7nVzLfbXP97JefdeMo5bb7Ewr4IApghhjsJDZlXJH+2hcgsbFMKMuFontIYlOgDVuOO+44mzBhgq8P4JfcuvoD/Me9uaAeyhW8Y6vAm6QvhNfoftWxq7a4prfzu0LY1p5iV/dKt7ANlYWici0hqmtybaIcstXejDnqCEU6yL+57XHMVse7kgOFsO1QH9nUm246jz/xOc8O/qZcfuA8ovp0X3h8IJGrg2ztSz/KQtt0HfuMKZH5+nqW+qoXqDx3OxCE9at99Brsy4lK71BCP0s41nmgY13bm+ha5mqR2N7xjnf0kBOwHyKFjnNJbL3VuSvpDdI5V1fplovw+lB2B66h3t781VsdKtuVLoMN0jdXZMtAoHtCya1TCM/jW71Tw2sEyjQX6pj7dE9u3fsa/a2b66QborLeoOu0xRbmlty5Tuexk/NIb37qq51/Z4Q+7A3ym3wrv1Guc4iOAedDGUyQLdILYtpvf/tbe8973uPnXd5Bmnt5F0Fse/e73+3fVWvXrvX3AHyhb21Afdi/p/aG94b76HvffffZ2WefbR/84Ae9PuiIfnz3s2UpVN4fv/zlL23dunX+mxPsqS4RERERERERERERERERERERL0dEEltERMTgQdr/Z+THYfnIB9128XPt9pupbfaB0RfZq/55nh0x5nIbWTHbhtY2+WxUPgtaTSYLm5e6Jb4M8tIOQhpLSzrJEtg8oQwSWo7suD4jueQ1Tx5y5T33hCS2nv02T1orqVxhQ8tXWXHpcn9cVN9mJRNarKB2thWWT7KRpRfZu86aYT9uvsrOuftpu7rD7LGk2YaOpHV1m6UCVho/nncmE7Yp2Wnr0522JU0WtoT7X9LLTsS1UFJIytKusmSiyxPZILF1uGMWN9zihH8b/piTWzpTdvH1t9vPL5lv7xp1oR01aponTZFlLb9mhSeoeaJa9UpPYCsYv9aGTFjr/L3ak9iGVGfPVS3xRKuhla02vGKhjRgzzw47fZYdNXq2vbF+sX34/NV24mVr7H9nXmW1bbfa9BufsLbHOuzK9WZXOYWu2m52pZMlG5M248Hnbfx199k/2q6zkxassS9PXmTHNEy3o8de4uq92GdgG1o31wrqGi2v3vXveNdHExZbwcTlGUJhtevrlzCJzS9N68YT4w6f9hDYsuchsQ0ZvzRD5KxospLaVnvFxCX2ylHT7Q1/Pd8+U3q5nX3Vg3bdpi573I0FsvtBXCTEA6XMDZH9BgV8EAVkQwx2EhttobeOsQcRIC60tbXZ73//e68zgTYJdiDo/5GPfMTGjx/fUxd1hMG6/qK366lLwT9EPg+xq3Y4p/Pa13FvdQl9le8KufULvZUNFNzPeIJU01cgHFCGXfKbbGR5LQKMkIooA5ynnDJB1/dH6A+NIbUlcD5Eb8e6h22u7Mn4GShk664Q6tmfaxGuDUX36bz2OUfd+BDheDCBPmDMhf3bmy1Ax7JZ1+ZeB3Sd+jqsd18ibJs2AH4e7CS2XUE29db+QHSiTyGx4QeR2JRtk/cU+4iWE924cWP2zgz2h/3U2d+xMFD7da4/dQ925NrA8b6wizHB88EzL2H8I/0ho/alA88NdbENEd4Xyr5Ef+rlnOaj3sZfeMy+rgtBuaQ36L7e5tKXK/DDrsYVCP0qEXKPqUNjmHqpPxfh9S820A+dpMMTTzxhFRUV9pnPfKbn/cNWRDa273rXu+wb3/iGX3pU9uq5VD1sNab2BL3Vwz4+hDz3j3/8wxPtyLrG+xE90Q1dIbGx5OmYMWPs7rvv9v6PiIiIiIiIiIiIiIiIiIiIiBgYIoktIiJiUMD/WJz5zy+d+WgyZVdvS9n5tz9u/z1xpr31lHPtqH9daCNHXW4jqhbYiPGLrbCOTFVLbCcCG0uL+uVCX0hWU5nPyMZxjoRktd5E1/VWZw+ZDdKR06WkbrUVV62wgtIlVlCxyIbWLbKD6prtoKoZPgPb2ydOt+8vWGMNtz9my7cm7L6k2fPO+M6UWSJLYkt3pSzV1W3dXR3W2d1hW7MEtu3pRE82LQTX9U5iS2WWE00mLN3d5SrudOVd1pVK9pDYnnQ3sxjL6i3tNqZ1jX254TJ7yxnn2xGjr7CiCohUqzMkturlnqyW33ClFU5YZwVnXmX541dbXv1KZ/Nyy69319StdL5gOddFVlKzxIY5XwyvXGTDx8234aPn2shxC+wV5U32tooF9sGKefaFCS32o0tX26/n3GC/X3CT/WH+DfaHpuvtjy032e9bbrSfzF1rX5282I4/a54dWz/d3lw+xY4edbGNOO0iGzb6MhtRNtNGOp8Ob1hqxfXLnay0gjqnC2Oh2o2LXglig0gYN0gv57RErQiZLJEr8QRNzkNea8hka4PEVlTXaoe75+LocbPtlX8934499UL7+/yrrfnBZ+1+N5YgLNLn7e4pI5zihsh+g4I9iIKTIQg2DVYSG0B/2SCEx5DYIHL87ne/87orgIXeCrRR/uEPf9hnYlMAizp6CyD2B7St+xVQk+xPqF2E/dAnewLdr3rD+iUDhXwS6tZfPRlXBD4Zk2qbLVnDFBDtS0Bv5bJDxwNFb/eF9eo4xEDb2dX1+FIBdNmRC+mTOxZ1/e702d15ENY3mIBOsntXuu2p3tTNuOxPG3uCsE72Ae0NNhIbdfUmIVSGHZLerusvGPfLli3zdr797W/39jOfi6CgdxUktssuu8zWr1+fvbP/kH6h7A79vZ5z+CB37PR1T2/lqmNvffliQ7rm6h9Cx7nlvUHXUA/+1LeMJLf+/tTZG6hH820uqJPy3Lb2FNSB9McGznGNdMu9jnN78l3GfbxvqZd6ENko4ZqwvZcTsL+v8bA3kF93V++L7Xf1P7oB5tQZM2bYj370I/8uYr5lHg6/rZmbP/axj/lsaCzVqWeTcRXq3x97dwfq03ikri1btnj9vvvd79rb3vY2e9WrXuXfj4h0JTvbN7/5TU90fuqpp150n0ZERERERERERERERERERET8OyCS2CIiIgYP0uYzRLHoxt3dSZvxyAb78+Lr7WM10+wNp19iR46aYiPGzLChFY02bPwyK6xfZkPqlhsENraewOYEMlkPuawXwtm+JrH1bLNENoh1EKoKq5dZUVWbFVW22LDKBXZo5Rw7smyqvevM2Xbi3FVWd+sjtmRTp93j7H6iO2VbU85+BBJbZ9pJ0rrbO6yrs906u7fb9nSX802X+1/KutMEenYEgPh9PJfEBoEtJLGluzt8VrZudw4SG5m5HnEX3uqO5z+zyX4+ZYF9aNz59oZRF9thY2d63YeEJLbaFZ64VjBhjd9630Okkv89gWyJX84VgmFJ/XIbVrfMSlw9xeWtVjiuxYaObbKDz5htR5w2w15z2hX2plHT7U2jp9nrTptkr/nXhfaaUy6w151+sb259HJ7c/lUe135FHvV2El2xOhL7bBRk2zkqMluDFxhI8pm28jKRhvp/D3S6TWsdrWVVDvdKlfZkMps5rjBTmRjzPjx80LJJbGJyKb9HhKbpKrVCmoX2YjqhXZE6Vw76p+X2lv/eYF97/wmO//ae+y29szyvJt4vlx/E3Z0m/0GAj0amwouhRjsJDaADbQZ2iI7yNzV2tpqv/rVr7zuyhSB3rKFY0hsEydO9D4A1LEnATXdR/vyJ2WAcvyJThs2bLBnnnnG++uhhx6yBx54wC/NxNJH999/f49QxvbBBx+0Rx991B5//HF/H+Q8MpBJX0HtInuifwj5UvaEdWtftg0E3EuGDGx49tlne3wgm7FVQmaMRx55xNuKHrTH/dpHlGVHx+G5vkTgWvqEpTPxKz4O25egn/bpK/Skryh/8sknfX+iYzgOXwzQHvaz7att2cy5XMGXqgMfEGQmu4rGZOgDHT/88MP+Gvpu06ZNPe1T32CF7EdPSI9k5dLzF9qG3aFQpucQwXbuw27qYdwxfvrj/97Ke0NYHt4n/9LOYCKxUQ+6SWgjfEZBeA79mTu0Da/VdbsTrsXvZNn8wx/+YG9961t75nbsF4mC429961s2adIke/755wfUBiJbetNRtvUFzvfWnsqoExuQ3vyQC9UXivwY+jL3msEE9JHt6CsJbdd1u0Nv11AWlrNP/czNPLNPP/10z/uGZ5tnmu8bvXuY0znmvcOWazTXMcdDignn+RC0lWvHnkJ1IbSl/b7qp0y+zD1PmeZ35j3meHygeQ2bmf/0XkPY573LdbzfeHb0Dg7BMTrtrb0vFfRlJ37Ax4wRxljud4TeL4jGHsL7BOG7jvu4n/cKc0Kurw80ZDtb9GOLrtdcc4393//9n182VH8XMPdK+PuALGinn3663Xrrrd5P3JtrH2VqY0+ge1Uv45Jxyz9O4fse3cLvf7YIxLbf/OY3tmbNGv98A+rYG10iIiIiIiIiIiIiIiIiIiIiXm6IJLaIiIgDh9zfct0xFBHIVdd3pa36pgftcxc22vtqZ9gby2Z4YtWw0rlWUN5sBTVLrKBhpeXVkyEsu5woBLYsiS0jre5ci4WEM5HYeiOp5UouuS0ksfm6OJet05PY6tw51y77kLiQ4ppFNryq2UY43Q89bZK9sXSyfe3yJVZ+4wO2bGOn3dMNgS3hiUUZAlvKEu3dluyEdJbwadnSqS6fQa2TZURTCUukCHRlySSpHUHFlHOgF1dXD4kNopsTlhOlLu5jOcmtTp53cp+78CpXcPHDz9gXzpxibz71THvlmMk2snS2FVdBTlvt7HQ+rmpzdi/JENXqV2SIU55stdgK6pzPs8QrSYaMxTXuniqIbe6+qpWWX7nMSspa7eCKZjusdL4dPm6WHVk2x44om2mHjbvCDh07zW2nejmkbIrT43I7qOxyO6R6lo2smmXDymbZ0PJ5zqctdlB1m5NlNrRiuRWNW24FY5ZbYekqK66EzObGBu3TL1k9RBB7KYj3IeMaUVmVzrNk7lKfcc4TCRn7rj9YMreofL4dXDbPjhg11RM/j6+aYqOXXGdXb03ao9k+3+zGTSSx7R60BzEM/QXZQXljY6P9/Oc/93qiM4EsAlcKakF6+OhHP2pnnXXWTnXsDeTT0LcEkAkQr1692ubMmWPnnXeeD+z96U9/8kQMAmnIb3/72559hKVQIaT8/e9/t5qaGps8ebIn5t1yyy0+8CkCl9qlT/dFYFl1oTuCn2mLICQBbba542VXbXKOeyAB3XnnnZ5gc+mll1pZWZn95S9/8URD+umkk07qsZt9bL7pppt8EB6gC+NSbbP1c6wDbfRHAPcQNCaQz5JT06dPt7q6OvvnP//p/f3rX//a68QWUX/QP3/84x/tb3/7m9f9wgsvtObmZrvhhht84B+yhILQamt/gLrxJ2Oc/qBvRHjQ+RC96cL16EuQfd26dTZr1iwf9D3ttNO8D8hgiO30wy9/+Uu/T1+NGzfOLrjgAm83fUMQngBw7ng4kMBejV/8xPMHgeDaa6/1c8L5559vpaWlvh8Za2EfI/Q9Nv/iF7/w504++WQrLy/3Wb0Yu9gNuYW6EfqctjQeaV86IJT31gd9QddqSx2APhssJDbqkG2I5goJutI+4xPCA2OV51iisav5hGvC830J19GfCxcu9H335je/2fsB+9lqqTh88fWvf90uueQSP+/QTlhPrj65QjvqX0Skxdx+7guc51ruQXrzhXzAOa6RL1W3JKwLPbiHe3nukFBftUc9gwXYgN7oCYE51Bs7pLfmMNk9EMh32qdeSGjMzU1NTXbuuef6ZQN5ljW38awzhhCVIbyTeRfwXcMcP3PmTLv55ps9MYY5E1tC/eifUPc9BfdSh54fjTm2HFNOWyE0NnJ9RxljgoxZ+IFvD74f6uvr7dRTT/VzhOY6hH3ebX/9619t1KhRnvzJXMNcBzGLvgrbZh/ZG3tf6sDnEAP5plm6dKlNmTLFf0fwDmWc6d0i/yIc6zuHeRxfn3nmmTZ37lxPCuM9xbcJ/T7YQH/zrDLOsJ1vHt6L73//+/08LPKwhGOysfE8kTmTMQQ0RiX7CqqLsQ8Bk29svQ/QhX2R2aQry43yHYi/uZ97e3vOIiIiIiIiIiIiIiIiIiIiIiJ6RySxRUREHDhkf1/u+ZnZ7UD1YNnDlufb7eTVd9ixDbPsTWVT7dWls+zwikYbWtFsBRWtGTIPS1kidZB4siS2hiVunyxVCKSyVushmWUJaAXVbT3EtF1JSGIrcO2JmObrqnI6OIHEVtywzApcOZJPm1UL/fKOxfWL7JAz2+zQ6gV2+Oip9uaxl9nXLm2zsqvvs8XrO+3+VMbWzYmkX+LTM88grWWzplmyy/kE4k7CuabbkumUJdx1yWSGjOazrHFPFuyl3P97EhvbLIENSZHeLZn58ZzwxWYnzzi5y1Ux7+nN9veVN9hHaifZf5xxrh0+boqNKJ/nM7Hl16yy/OqlPRnAyLLmJesDiFNkANuZLAgBK0O2yqt2/VJDlrbVbnulu36VFVQttaHu3PDqVhtR3ZSRmkZ3vMDJPBtWNdeGVs7yUlIx00qq5tiw+gU2tLbJiiobrbBioc/sNtzVM6xyhQ0tW2HFY1c6WW0l49ZYSdlqd92/D4ltZ2IgkrEHcqHPkscyrnXLXT+4filbYEXjZtsh46bbG8uusPeMvcR+PWOpzXt4g93tHi76fKMbINAPGCdhsCdX9gYKQCIEbQhMhSCoM5hJbOiNzuiJ/vKHgk8EcCHaQEYRiQ1Rth6CWWxZ7qg3Eht1qy4FkEGu37lOQS/OsUVon+DvypUr7aKLLvIBNUhQ3//+9+3LX/6yffzjH7cPfOAD9r73vc/e+973+mwW73rXu3qEDBacI0D4kY98xE444QSfWeinP/2pz34B4ailpcUH4CAG4Af0RKQj23A/1JN9dNd5ITxmn+sJVpL5aMGCBbZo0SK7/vrrPZGE+wlqco3APnWjD/sE0SESQJIi4x1+oE++8pWv+LGDfdiK/WzxxbHHHmvvfOc7PYmI4DtBXepC5G8E/RDKcm3hPGSPUDcCm5ARCDhDJCTYDHmBZQfxL2Phgx/8oG8fXdCBvkAn9tGRPuG6z372s/bVr37VfvCDH/jgP8FcyA74BoIh+oDc/gghOwSdD3WmLCynXogUV199tc2ePdumTZvmfQSZTPdxPfu6N7yfe8kEs3z5ck/mgtBAQP1//ud/7L//+7/9uKRP8MExxxzj7ScQje1kNcFuyEEsI/bnP//ZEw3p2xtvvNEvycW4V3vommsLx5L+IrRDdecit5y2IS9dddVVnlwA6RDSwI9//GPfb5/4xCd8X+vZw8Z3vOMd/hi7EfYR5j/sPvHEE/3zR3/X1tba/Pnz7fbbb/ftQJpRIFwiEkpos/TUNbngGsZEOJ7lK8bSYCCxcT86qX/ZYivPOs8XY5Il2ljOjTHKPgRAjq+44gp/DHEUAilzC+QgCBwQfHV+6tSp/hrqQjhGOM+WeYR+xA8sC/eKV7zC+4C5nnkd3/Cc0leQd8K6ehPqDLfoyvPMljnvtttu8yQM+kb9KD+oLITOQ9ZijNA+4zBsAztFTL7rrru8D6lHPlWfIfQl72N04n7ZQ53yNf5jvHNtqBv1COz3pu/+AG0xHzAf8h6U/RoHF198sSdLzZs3z+vN/Cx90Q8bAH7RWBbko9AOrmE8MTfiCwhbPAvM71/4whfsU5/6lH+XMqcxnzPHM89pruMYyZ3jWZIQwjnfOfieOT5cohY9c30q3XcF9UV4rezince8zvODXHnlld6PueBe5gXNM4D3HuOJ7x++bcaOHevneOavL37xiz3vXX1zsMV+5sPjjjvOz43f+c53PAkLAj12M954j6OXgJ60nQv0wC7OcY3K0JUt5dJ1sEO2qI/Y0g8808wL+BciFCR8xon8q28I/Itv8TFjDuE9g1B+/PHH29e+9jX/XmJep6/OOecc/35mLNOX8ptExy8maFP9LT347uT55buB9w7zbyi8l/h7gSU7+QaG8CdQF7I3dqhPgPQDzNO8J+kT/tEK7wP+flFGZv6O4b3Bcz5+/Hj/LId2UU9Yd0RERERERERERERERERERERE34gktoiIiAOH7O+4PT/nplKexAbR5tJ7n7afLr7N3lo/114x6jI7auwMO7ymxYZVLbLCykWZrFQ1y7NENrYIy4kuyWRhq1tkBfWLbUgPiW0HCQgSFUszUg+SS16TZEhabt/dD0GoyNUPYU0ErryKFl9WMn65L4fgxrn8moWWVz7XhjU02lFnLbRXVM2yN5dPs8+fu9DGrbnfljzTaY84Gzc6aXfGdyeyP2ynupyQhYHFPgmquX1zZT5vVibQwY/gWia0LxIbPmSbTrs6uTedyebmM7KlU9buSllW8ikntyXNzrv9Ifv2lEZ7b91ke1XZpXZw2VQbWjkv62dnE+S1Hr+0ZKS6eScZ4qXFCz7A35DfyBYG0cqT4WpYmnS1FbjjgpqMvwrrIAe2WmH9whdKbbOTRiuoc204nxYg1e7aysVWVLHESsrJ6rbChpautKFjV9lBY660EWOvtGHjVltxRUhiyxDwdpDABqkw5rL7uSQ2iIM7xnCWlEemPLLkeZLg8sw1lW7sjZllIypm2etr59hbxl5iX7+w0c68/gG7cXvS9/kGN44YXX74ZAMrfly5csneIqxPgeMQBEUHeyY2+aG3YBjBc8gBZL5ATwWv0F1bskdA2umNxMaxgpcEEgmkg7AtttjMOa7jHGQWgvFkfYJcQGASghRBPpHnIJtIHwllBNwQ9qUnomt1L31AsBkyGGSsVatW+UxvBAnDYD/6+XnL6ca+At3ozH6uLeH1uodrWW6JDC0/+clPPOmLwB/LruGXkNih6/EBmaogSxHoJXsXQXGIAQRzsQXSCYK92IW9Es4zviBWQXQRiQ2dADqKoKY2NYalP/ZBIGEcEGxlfJKFq7Ky0gf0CdS/7W1v832CDiIEKdjJPmWI+kt6cg9C+VFHHeXLCUhDUIQsBbkJ/xAcxT/SSX4CbBk3Iq6EPpedgGPdI7sgR5JZiP6AUPavf/3LkwxDn4T9y5ZjxiVjhYAy4xJSB8sx4m+CumzDsSc7NS6xk7En29mH2EbwvqKiwvuXLIGMQ+yiX6SPniXpgwwEulc+5Fhl2gfYyXghOw76QAogiE7/aO7CDvRX/3LMWIQMhd1cJzvV5/KHjgmAQ2Ak8w5ZwSA1YDfty0bGHs8jxyqTnqHuIbCPOuQvwHUAfx5IEhv3qS4JuqEXYx3yEOQ+SA2QOb7xjW944gzHEHfZh7BBfzCPQGpimTmIuMzBEDkg6kJwhTzEPtdyD2W6l/JPfvKTniiCvfjh6KOP9n5grqfv8AU+ItMmdXEfz0oo6JdbJlHbXENWJYhXWpZUkC80zuUfwDF9SBYsCEDY/qUvfanHFupli5/IcMhYZd7UvZrTVC9zGX36s5/9rEc/6sA2BKIW4xFSKaRK9Q3PIfsC9WqMCmpjoOCesB7ZL6EtiK2M2VNOOcXbi+7oim8hiX3+85/37zEItXfccYe/R/WyxQf4BfvVlurmHMI+pGrGEu9cyMnMxbxveGaPOOIIPz7YZ2ywz/Oe+/yE8wHPO+WaJ9hCaNVcx7cF71zeLWE/5foyPA7LgfoC5J5jqUneJdjxve99z89jvIfxRVgfQvs868w3+JvnECIUfsUHmtuxX99x2Ca72Nc5zXFs+T7i/QC5jfGGPosXL/bZwrBb30XYKEEfxht2oRO6qUzXcA/lgxHSE53Z0kfSl3c5tvOPByBI4l++f/EvPtM7A5/mji/2eb9oTLEfvm/wPXMXpDfmNgjijGX6kk4is+MAAP/0SURBVPc2vgx9qH6Xf/c3aJP2w7bwDXMS31PorW9XjSm9k/jGhnSM77gfoS7uz62zv1A9AvvUB5j/+D5ibqV9/Ctys8Y2BEPmTUjBjNW90SUiIiIiIiIiIiIiIiIiIiLi5YxIYouIiDhwyP6e2/OzbjrhCViPO6m6/gH76vwb7NW18+2wMVfYYWVz7ZDaNp/Bi0xqkKAgR3kiWzYL2xCR2MiG5oSsaBkSmwhAGfKPJ1d5EluGyBYS1yTKwhZKD3ktm4GtqHaJDW1YbsV1S/1+Yc0SG1LZ6slXQ+sX2IjaWXZIxWX2uvIpdsL5Lfb3Rbfa3Ac2251bUva8M7QjaSRHs7TbZjKmdVkq3W4p22ZJJynrcCISW8r9l96JwDZQEhvZ2AhKbE+n/JKt+PlGd3HDLQ/Zly5ptLfWXGaHl02y4eXTraRyvhV6wpoIbBnyWmFVcyCNPZJfjWTIbPk1Gf/4jG09JDYR2RDXb7VkEMsQD332PCdDIB16YT+b1c6L6zu/TGuGzJVf6cZA+VIrrFhhReUrrKRspQ0tXe0JbAj7nHvJkdgC8ePVE9gyJLYdY5jzmXEMgW1I9Uq/xZ8FENmwt3SuFZfPslfUzrHXjbvUPnfuPBu76ja7clOX7/P1brxBZIwktv4B3bEnxJ6S2ORbttRJ3QpucUwmKwLJ7BPERQQCjRC3yExFtjTIawS+aZ82FTTWvoKcBNXkX+3rmGsIDkpnEa44T+CQTB5kLIPMpgxp8gXBVwXZpT9l9C3HEsq5hnLO048I9mAvy7FBkICwxFggkE8gF7KQ6uNafIHfIbSQtYVxwbX4GPIawV70pi8Q7EHwCXYR1FUgFHtZhkvLiaKj+gHd6APZpT6ifeyVfWwhAxB4h9xBFi38BfGF+hXQ1L4Cy/hX5eiCQHgjoI9+It9xHnt0LdcQ8Cd4SgYbsgGRIU0BUuksYJP8zHmVobvAMQJkOzZBDGR8kc2PZ/CMM87wYw8fYDekD9riXvzHsqGMS8hDBMnpD2Ufwx/YASEPggfPuJ4XEf0oP/TQQ/019BnXy3b6FbIE2dlYppPnjiwysgn7GBOMFRDa11+on7FNdrENxzO+wQdkLuL5gzCErTwn6Ey/IRpfiMYgtjAfYA/9zzjgWo1J/ME12Iq/EJE8CIYz1q+77jqfpYd+ph+kp+wN7Wafc9ik/gW6JrxP57HvQJHYVAe+Rg/pxzF9C3lx9OjRnpjEnMf40vPCOIP0Rxn+hVgG0Ygl5iCwkWUKIpeyZGEboqxF2MQxY1FjlmPq1z4+wH6NW/UV52mXutRv/RHaUv9CuIIUxLOsMS3IL/Q1on38wlwEuZGsmcyd1Is+1Imd6IVA1iUzGeNGoB71O1t8zJzLtdSFPdSBsI/PmQuYMyH+0jZAj1Bn6be3CO1mX8cSXUP/QvRkTlQf4gf6EWEfgiPLdkI85XmW3dSj+UxtcQ7RdYxFSD4Qh5lzIUxCUOGdS934mvlM8zgSzvOMFz0/KtfzHj5b1IGf8T3jFEIixDyeM8iN0gs9sbsv6DrAddrHNmzRvWRSg8ikzJiMQYhTvFexneu4Ht8A3ruQAFnqmQxUvBMYW/hA87nmi9y5T/ucZ54/7LDDvB9UxrOE7czxEBBZlpVMYZCF0AMdNA+rj2Qb/tAxYD93TA4WoBt24FeNPeZQ9OUdyjzV0NDgl8f89Kc/3TO2EMabxhnvDXxHGb478sgjfRl+5hnQe0b+p2/wO9exz/jlHykwxiDK8d7mHwXIZ/Il32aMvRfDl/gGCcEx32d8i6Cz7EbwA2MHgWyMz8jSiX8BNmhs7AnC8QQ41nPB3yLoxLceemi841uO0Y+5Ep0Yx9KDfkf2VKeIiIiIiIiIiIiIiIiIiIiIlyMiiS0iIuLAIRuL4Sdyv5vKkNgedfLH1uvtI5evsZFV82zkuFl2aEWjHVy71C9xWVC13AprV3pClCex1Sy1vDrIa07q27LEp4WZbS6JrWpZnyS23ohrCEtk+uxila2WV9ZseZUtPosYBLaS+mVWVJupx2cIq271y14eOmGBHVQ5yQ4ffa59aMJM+9+FN9j0+zbYrdvMnusy295t1u22qc60pbtSzgmQ2DotmdpuXbbdOq3DutII2dggojkv4Zxu5ynYR7sksaXdVgQ2GnHbZJexTGmiq9s6UhkSG35esz1to6+5244/f669puoyp/PlVlI1ywqrMyS2jH9EYGuxosrmrDRmlvaExOauzfeSIbKJxOZ9Tp/ULvMkq7xa119esuRDX8Y5Jz3XZfdzpTZL6vLEreVOH9f/SMUKK6hcZUUVa6y4fK2TNVZY7sorXT2e7LUzOWwwyRA3BpFez/kxuxsSmx/LENcyPs2vd9LgnoXKBa7f5trh1bPtlaWT7GMTZtv/Llhni55ut4fckHnWDZTtjA63JaAiIUAj2VuE9RF4zA2EEbh7qZPYyAK2pyQ2QBlBTNXNFpIYBCGuw17dB6GLrBlnnnmmJ3yR+UmBM7YKWnIs/ymgxjkk1E/HCgZyn4Jw2tcxxAhIAhCZyAoFgUiBWPRHR/U1flEgEXCNgs8SylRO8BYSG5lYCIgrKEl2Ikgo+AThPkgYZKdh2VGyg0GyImiLnhADCIxLf8aTAr+5dnIMWQpSFMQg6qUNbMIGdMMGtjrWeZEeIHEwfln+DTIAGX8gA9Dn6EH96CTf0z5lBJI5Txn6STf0RGcCtQh6Uhf2KXiN/vQfwW2IOiwfSxYmgrcEoTWW5C9tKccGQBk2CboeUI6NZDT55z//6QOx6EjbyipC5if5BxDkJksb2YMgFEImks8l2IJgFzZgJ75B2McXnKcdjrFb8wBl8hGklM997nN+6b1LL73U2834QR+26jPZ0x/k+kJjVII/6G8C+gTUWaIQIo/IiuobbNH4Qm9ENrGvccA1+IHrdS1byrmWa0RCYJwwXuhvnj+WlSN7DnpojgDq2xCcQ9S/uT7ReaBz2PpiktjC69iX/9WH7DOfkAGL7Iz4AL8wHuRLsmDJZxzjqx/+8Id+CUnImIxPnnHGDKQbPWMi0SDqP7ayU31E3RqjapdjRGNbfTcQ4X61BZmEdwRkqdx+ApQh8gtbhDHPMqRkp8M26qJObEMn9R9zK8vyMWYE/C2hLuZA3i8QtSBSyf7Q1+wzD7BkJ/MA0NyuvlSdewvVo7oR2S0fUUZGUkhVkO1kN/Ms+5r/0ZlMdPg31JV6wnme/fBdFWZfg5ASElapX/5Wn1Iejgn8R1k4XjgOhWu5TuOROY4t9/NdxLMGARGyYl/9F0I+yi3n2cY++Y76TjrppJ5xg128D1mWl2cGUA/jgueIJbL5DoNkxj3SHZvQVfaHzwnH2pf9XKd+Yl/vBK7lGuYX/MzzyrsVsh3vXHTRXMy+QD9RLmA3x7JzsAC90Al92UpP/EvmU96hZBODJMl7l3kMn8hX+FDvBfwe+ppr5EeOOadxKf9zDiIbY03fHQjva7IvQqIlEx8kaY0d/M4c82L4kjbUDu1rDPPM8vzxLGBjOOawBRshrpKJl39MABlXkM/3BuorhLHHMwShGrI+vkMf+Rqd2MfffB8wLzM/cy/QM9jb8xkRERERERERERERERERERER0TsiiS0iIuLAIfs7LiEJv5slsT3s5FuTWuxN5y6ygoo5NqJ8nh1ctdAOql1mhRVLPImtoHqVkYUKUlqGEAXJabHl1bU6gcDmpNbt17RYZjnRpZZX7a5lCcYqCEBkGNuxTGYuaQ0JjyGteRJbaZPllS/ckYWtus2TuwrKWqy4ss2GVy+2kTVNdkTtLDuq7EL7z+qL7Uczltn5tz9pt3SYPZMy63BGJjqdue1pJylLdzoPJMiW1mmJ9HbrSLfbNr/tsG4oaRDYyMLW5a7tcr6C9JZI9pDY/I/1nriW9suFdjtJpt19OSQ26+qy7s4ua08mPYntAef05mfb7eQVt9kxZ86yI8on29Cq6VZYPc8T0jJktQx5DRJbLoFtJyJbkI3Nk95qnK/wXZZ8lhEIh1mh37KiJTF3SPZ6kdp6JJPBbUdGt8wYGOLHgjuuWpMVV0bdL3ESm8hq3odOdpDYuG+JJ+p5cfYW1DppWGmFE90zUQuRcJ6NrJ5pryi/zN5VNdW+O3mRzXxgg93lhsEzbjhtd/0fSWz9Q6i/fAO5goxQEFrQWcE1dNeWoOOuSGz4gHpUNz7jmOChwH0Q2FimkSW/PvOZz/iA2eGHH94TyFQwU8FJBfdCXfAnwU4FRUN92aece1SHAnNsIQUQACW4SvAOMhNENvQH6K/AHLoTqJOdlIckqtB+9qkDMiBBSIgzkHZoH0IYy4sRlMQH1Am5iqwh+JxgP7qJAECAEx3DYK7IA4j8JBk5cqTPPnPVVVf1BGoV5Ecv2YOoTDqL0HTJJZf47GsEM/EV9dLntK0+kI/Zl366lnHDefTlekl4XkQMrpPu2IPtEBnJnEQmIrK4QHJAV/ylccVxGNQPbQEc6xzlXEu2MZZ3JfuJ9MZGCBUEuqlbbdAuhEOIL+oLdFaGNfqTzDucU59Qp/oM22Uv/U+/EsCXX/Ad5VzPOKQckiNkCuYF+oExh+4KMsvuPQX3Yh9CvZBZyEJIUJp2yUqFjuiMXSIHYBt9Rbn6lK2eJdmMYBd+Cglrqgcb1d+0ozrxDUv/sZTZfffd5/2PrurfsF8Fyjin8Sywr2P5inoO5HKiQPdSnwg0kBhYKhKd8B0+kp/wD35HV3zEEphkjYQYQv+hI0vvMp55XkR20/XUIdvY6lmlHfpDfUI57eh55F6u47zGsXzVH+H5oC7ahMQGiUSZpyRCbpm2jHVIPmTQgliEntId4XnhmCU2+yKxaayzxWcsBfyFL3zBP7fcj53YqzohZ1RVVfmsXNzPvYyb3PEVorfyvq4NwTV6lnU9+wjlzNuQqslahZ74EkFvdGWsModB1oLwGo5X1S3b2WceQZhHELKSTZw40ZNzRSxSBj3GDX0PiRJf0f96/tmiB2VcxzGCjvQ9ZQj76i/mSOrR2NLYo1955iGvY4OeefSXL3QMQptUBihDVEZWOsh/zCmygSyfkBiZU3n28AXPHxk/meNZIhsfoDc6YgNjDv2xN9dObJO9lOM3xjz7Os99ukZ9yDGZ2TTX8T7Su5k+ZLzJDvb1HSJw3WADOtE3AvrTH1qGHNIe37r4Bn8yDvA1Y4hjthpb+Ae/y1c65jq24T5+xe/cpzHJlvcNonc1bf/tb3/z8zrvu1DXFwP4R/1G2+pj+p1vDAjMjBc9Z9is5wuB+Mj3mJYUBWypU8e7Q+51HIfPEvsQPPle5dsRv9E2/kQ3jWd8SvZHnhtIeKqX+/V90l+dIiIiIiIiIiIiIiIiIiIiIl7uiCS2iIiIA4fs77j8XO53UwkjHPGQk+MbptpRdfMsr3y2Da9qtINrWm0oGdTKlmSWkaxebQWVKy2vcmmGDJUl+njimiexNdmQWrcNSWwiTe2CxNZDYIMQF+wXNyyzAghEZGKDxObuLXF1Fpa3WpErK6lYZAfVLHd6LrHDKubY4aMvtHfWTbLvzVxkE25+yFY+32WPdJttdcZCYDN4Kk76IrFtdbI93eX8kfDkNH7zTmY5aZ7E1u3KXkBiS3rSG9IbiY1MbAR8tiYTxr9Xv9c1e/n9z9nP5l9lb62bbiNLL7PCqplWWO98Vy3CGsuG7kxi23lJ0Z1FJLYh1UjGd2EmMS9kU/P9kBGyiSnDWig7liHNkNd6FU96c+PASYbMll1ec5cEtiw5rNdzg0lCEht+pMz5NEt+g9CZkawf61dY8VmrLa+ecTvPhlXPtCMrLrfXl06yz5452y689Sm7davZ04lIYhsIQv3lG4LJLL9GgFwBQvRHd20JHu5qOVFEfmLLNWxpiy0gaMaSRJAw8AX10haEDrKnEKgkAE7gnjKEMgUrpQv7lCEKLks45h7sIKjN/sEHH+yXd6Q+MrHRF1wLgef73/++z5JCcBk96Rf1jeygf9nPtVG2aZ/ryEJCdjnakR4EcCGIQRR86qmnfAY2ssTgb8go2KwgpuxEuJ/gP/5gS6BW9nKdgo2c+8lPfuKzahCsRx+26ISu2graxzayaxBch9yAP2gDUiFtowP6K2Av/9K2AtNIOM65j/ME8SmnDsqlP+X0A/VxLW0psE1bZCcjExq2QFShL9j2NubUF4LKtM+9BILJdAeREB0J1kKmYCxDmCM70XPPPWfXXHONX/oN8gOkA2xGX+5BX+5Dd9mPXfI9x9jDdZRjj4gcXINd3Cs/cA3HXMc+YwVCZ2VlpSeYYavGHXaENg4Euk9+4TmnfvyLn9EBGxF0YZwhspvzCPvYqDJ05jgsw0b2sZf7ZXfuGJHfaA9iDuMOUhIEJvSjz2Q/++pPQf4I5xWVAZVx74EgsUkX3Yc+BPvJLsjSrTzzzEvogU8YN/iCYwiNPBP0gcYnz4H8AuGUY5YTZd7gXuzANvyKyD62OsdYlg8QytV/iO6lv7hOfRnWqWPthyI9GO+MYzLNQXhQHyGhHylHQmAfBD1IbCKcqj2NOfwFQXjy5Mme9AWoV+2w1TyBr1avXu3JTdyLX/Uc4wPGKP6GyMw4of+ll8agxpL0VxuhLb2hr/PSVXWwpR3maoic559/vl9+E/+rz+QD5gjNjbxDpBv3M740V6A79YlgQjlLu5599tme0Ed9mov1zLPPOKBd+pL2NEY4RjjHvZRzH30dzhWcp380Z3Ct6sQWjvE7zxykGcYIWQXRFb0RbEHkHyT0uY7VHwLjhiyyyiaFfugCWZQlQyHMsUQ0BCt9e2AH+qAf+mIHomPqkXAt4wfRuOQa+QnhPsaWnh/u0zhDH5G06WPmOtlB/9BXsk92hfuDDfQH40w6YgPv0ObmZvv973/v5zds13iRb/EJvqEcn/Du17cG/uQcPuU8Y45xozFFuc6Ffg/LuY66OGY511NPPdVWrly5E+E1d+zsDx9TJ+2AXF+xZDDLnjJWeH7QWfZhP35jHPOPPCBgck84/rU/UHAPenC/jvk2IhsrZF7aVt9I6C/mnR//+Me2bt0678fwfvZlZ0RERERERERERERERERERETE7hFJbBEREQcO2d+V+YnX72ZJbA84Oab8AhteNcPyqubbQXULbWTtYiuqWGx54xZbYdlyG1qzxooqM8tGaslFiD59kdg8GQjSVOWKLHkqQ2QTeU0EtgzpagdhSGVF9UutADJRRYsVVLT6ZTbRp4gMbKUtNryyzUbWLLdDKlvtyLFX2OtGn29fmzTXqq6/3Zat77B7E2bPOkPhq6VEYtvurG530uVOZklsSev0/9tuHe6SbuePlM9Ox+/ezj2ek+bZR1kSGz+Mu/8nXxvUtR4SW+bOLlfqWW89JDZ+lN+aSHkSG1m5zrrhQfv6lGX2uoorbHjZNCuqmWuFDc5nzo+Z5UMzBDaEY4nK+hL5VMuKIux7gYxYuSOTmM+s58QvjdmLhMQ2T1rzBLYdmdny6rKSLc9k3aP/+pKXEonNbbPjmj7x4xm/urFbVLEkI+XO5grn3/oVVnj2astrcD6vW2DDambZYdVX2CvGXWofrJ5i9esesutdxysTm+dAuoElYSxJ9hZhfQqyhiCI93IksQnUF/qZ49A+rhepgGU8CcYT7FVgmCAe9dMuwU2ENjkmUEnAjyAwBCOWnkQPfCkhYInfCf5BQOJeBZbZErRHaEcBednIPSxlOWPGDJ+9JyR/AfZFcAAaCxxjF8fsE4iWHyHGKZDLGIDEA7nj//7v//ySmWQIYtkr2kY/dOEadMN29EJH7CD4K/0VRA99QxnnCJBDCkAH9GNMStdw/LIPsInAPktZoguEDnRFZ+pDD/ZpC31oT8FojrGPe9Qnxx13nA+GkkmI/uGYcmzENu6D+CD7aIstNsgOgrqMA5bMg8wC+YDAKb4VMUMIbRE4VhnnGYMEalnajPFBe5Ao0Ifxx9KEtEMGJAhsjEs9u9iLrujFMeUI91MX2VKwV/az/6lPfcrbjl/oS/UtNiHUg0/V12QNwr/s40/sJkMamaEg6YTjcKBgbDIW2MoXENhqamp8Jhjsl33oqWA6go70BeMA/bEZm8jghO08b9hLNiMEm8lexzWQUXle8ZXqwW7sxF7K5Afa5rmG4HnhhRf6ZQH1TCHs67kLgT2UI7pWflL/Y++BysQm3RH0gMAGmQJd8CH20z4+ou/RDZ2YuzhmPDFmRRygPnRiDmXJSXSG6KXnFT/KLrYad2x57uhT2uI69vVe4pzKENXRX9H1GjOMF54hMn5pKT9EfSQ7mJvwjcA1PNuQe3g/QpxgbKoNPXv4BhIbBGCWQNa96i+1AWgDsvApp5zifYV+movlF8YFSx6ypCgkHNXDln5TXao3rF/g+lzklnEs0ZgA8gV9zFhliV3Ituov5gz20RfbeU7IiERmMd2P3+RPdGOrY9phjoeoouyg+BXb1Yf4hWO2tIWPJMxJjFeeb553tpDsmPOY1yU8w/QZ92gsInr2NfdxjjbpjxNPPNGTNPlu0rOH/uiMTfKhfMa53H3sZJ9MbJAR0Qu/0QZt0Q7vNt5xc+fO9RnYsIFzvIuwGT05xgfoiB3YQz8w1/Ee4x6EeQ/BB9gtsjN1UBf10FfUg6AH9SKMO+bIr33ta36u4xuQ/sMe7Je9gH3JYAQ+R3c9JyzHyzLqf/zjH71f9F6hL+QbhGPGCGX4BF/hF40xfE0fSjjG3/gtN2Oo6kSoD3+zT9vUy9zOe+60007zz5aWlWVs4fP9DXykrfYB5N7y8nI/x/M+RG/8wlbPD7pDymQJenQNxzz+Hqj+GkvqM40rsjPy3cN7m7FK+5p70Add8D3zEs8YbavvpU9ERERERERERERERERERERERP8RSWwREREHDtnfcwm5+t0sie1+J+8Yc7bPJAUh7eAJS+yg2sVWULHI8sYusuLS5Taiao0n7xRVLreiGshObeYJZxDX6pqysoPE5klrENhySGy5xDUkQxracSzyFSS2wpo2v4RoceViKypttZKyVhvqtiMr2mxk+RI7eGyTvWbsVPv4+Kl22pIrre3Z5709zzjZ7AztTDh7icd1Opu3uoPtTrrdiSQnuixF9rV0p3WmMzS0bk9Oc65xDmJVUX+AQGBz4n8gzy4hyvWd7iJ/r6sjZR3u7g53Y4bElnINd7t2RGK71Z0qXXGLfebcZnt12QwbUTHLiuubrWjiMsurJ2PaC5da9ZLNBLZLyV6bIQLi5x1lELDoyx2ZxF4oIcnN91dIZPMENtffkBfrd0hew5KM1GUJjT1ksFx5aZDY8KPfh7xW32L5dS09JDZIlCXli7OyxArKXX/VuWfhrJWWN9HdO77RSupn26F1M+yIsZfYO0svsdGLb7eVj7VHEtsAEeov3xAUh3xFhgiCWAS00F/BQbYEawk09pfEFgbeINOQVQICzWc/+1lPdMEftEXQkWA3ATP8pXL2CRITPGfZQ3T7wx/+4DOpQEyADDdq1CgfpGTZMJawYmnOH/7wh74NgqnKjILu1Ec/KHjKMf3EOQKKEEMWLFjgCSeyAd3Z0r+hz9jPFQLREI/IRkJ2KdqWTbRBcJygLGQzzhMoV7CXc2QHQ5+Q6IMvuBcbCOAi1CvhmHP4i0xsWoYT4P+wT6S3ygmmQojAZwr+05YCxfgJ3RgLChSLwIV/yabzox/9yN+P7wl00h/jxo3z+xAG8CnESAgLkJ1EMKQ+BU1pj7ZpE3spxyaWJYR8AQkDvRmjiGxiq/El6NkHlGOrSGwEYzWeaQuhbUgsIjeILEK/0A/Yj270j+ym7wjWUydjkLHH0mVstY/dEE5YhosgPEFibKc96pePIVKgD32JbxGWkITkyNJ32JLbj/0B1xOsZyk1EVrIxsQyfthL2xpf2Ec/SAf1h/SCsAHxgoxWPH8QsbCTZxAf8PzR39j8m9/8xpNGeF55bqlLy6/iW3yqZw9hnz6BbMJYmjJliidqqV/Vn7n2c6yxjLCva9T/zK8HisTG/bQP8RJ7yPI3evRoPxZoF/+zlU5sNdYYh4whlrql/8L2mV8gIv75z3/2xA/GpeY3zQcSHeNn2qMNSGb0OXbTFuMcUX/IN+yHdYX19SbUpzkKYijZr1hONOw79sM+C8+xxf+QGMlGSD0iGaEPYxHd0Jm5hMx9+FX3Uq/6nWOENli+mffVCSec0GObfIG/KYOsxDuZbF56J+t+6agxFuos5B73Bt2vukS+0j6EPJaZZW7hPYBeejYQ5mJsJ7MUmfi4R/XiN7Yg1BFbmONZspqMZIwR6sS3jAH1Mfv4BZ9QBlkIMi7PvOZ35sd//vOfPcLzzhzAu5i5n7kBAi7vN40t6iPLlsY7Nsj/9CfXMU+QnZDvIfUf85ayswHK9f6V/yhDeB44JpsoJDZl26T+sH8hBGED73nG+yGHHNLjX7ZcH9rN3M0cL7uZ53i3sSWrJ+XUybcGy9vyzGrMItSJv0M98DPCOTJb8a3B0uroT19hm0R9CLQdbEAv+gVyGARd5lHmcfocO/EH44A+x372KccvIkeSGRBfMIaY8yD5M1/je941zHP4mrp5r9A3vFf4tmPuY7ziXwS/MuYQ2mO+Qvjmpt8g/zKG+BbVc74/ob4MwTH+4h9M8J5nPmaM6JnAR9iCXTyzXMcY5xnX+Ed3Pe/9BeOJ+wFb1UXWYGUGxW+0jy4IPuRZgQjI8tA8o7KJfkcH9iMiIiIiIiIiIiIiIiIiIiIi+o9IYouIiDhwyP6ey0/FfjcJcStDYnvr6LNtWM0cyxvfaiMnLrERNYtsSFmLJ7GVQGKrXGnFZUt9Jqri6iV+qU+WsMyrae6TxJZfscKLSGwZspCrN0tWk+SS2DwZq2KhJ7INbVhuQ2uXWklVm2t/kY1w9RxUvtgOKl1kw8e12WFjFtgxtXPt9wvW2ox7HrB7OjrsKWfPcymzjV2JTCY2fk/vSllya6eltnUEJLaEpd3JRMr5IZV8AYnNFXkiW0ZSO5HYuLbDSTu53AISm6cricSWSFp3ImVbXHv8G/ubt5n9ff6V9uG6WXb02Ok2vHKuFTt/50+AxBZkqsuSqXpIVRDAnA9zRX4VQTC8L0Ney2Rpg4ClbHYZWbxDcshsSCZb29JsZja22WVJnRTUub7PypB6146TvLpMn2Z0fWmK/Of9H5DYWOZVPhwKgc2NQUhsRZXOL7XOTxOXW94Ed+2EBa4vZ9vIuul2WOml9vZxl9j/m7XWmu95zpPYGBmRxNY/hPrLN5CDIF/94he/8HorsIvu2hJ8zCWx6X75RmAfn+EX7CTLDdlQCNLjh5AgRd0KcOIv9glwf/7zn/dBTZaOg2BHFjfIIGTnIisEpAOEfZaEJAsZJC4Cc2Q7Ky0t9e0RLIVgoQAqQjsE6ugXdOEYgglBU4gUsgE/KVgnmxQAzBXOEYBftGhRTyY2+RHyDkQ9dCD4CqEJnZTtSmNEAViCh/iG6yAGkMUNf0DGgEhFtjPK2CfzEcFgSEUEaiFEoE/uGFUZfYJcffXV3r8E9mkLP9C2/EQ/IOwrGAyhgWXgyGpD4Fr9gc8gEkBUpB/YQrZAH/pt/vz5ftwQjMYG6sRu7MQ/tE9btENfMDbQA6IAWdIYn7nPHf7WcymoDFDO2IPEhm8g6tHn2Em/0B5b+olxje9ZclZjkC1kS4LmkDSwm+XoGGPYjX1kTGMM8uyzT2YT2c41EEgg9TEeGF+Ma+xV4J02IT2wT9Af/SA3Qthk2V0C2PRVaGN/oHGrsQuhiD6DMICPRVyiTfkfv4i4BxkBwgDPA5nqrrjiClu6dKknUGGv+pvMWTq+8cYb/Xn8Q1aehoYG33+MVXxMf9K22tS419iHvAN5gTGD3blQ36rPkdxjXQfo+xebxBbeQx3YgZ/ITMbzw7jCv3rWEPoC4ge+R0+eMQguzJnohB2qFwIG46ysrMyTZyAY8PzzTDEHMEdwjLCPME8w9ugD2sF22kHwAbqgF+chLEJypF7dH9bVl9A+wj5kIsiIZLXkuQ3HL9tQQnAdczlEZ/pF40OECvUfJDkysYmsC1QffY/fNU8wHzN/QK7EPupA8AH1IrQFiYbxjX8BdWkMIDxHGld7AvSgL6UjtopMQzv0NVnJGCM8J/SLxge68rxA3CGDF8Qn6gGqT6Jy9nkPYDtZRulf+llzO/u8e7CfeQBhPDAPMvew9ChLX/OOQJjXeMfynDPXQSxGWAKVuY65ij5nqVOeJ8YBzzljHRton/5ENO9hI+9m5hjuZ6wAfIK/Qv+HRD1s05ZytuhFHzOHaNzgM7bYSN8rkxe2UqZ5j/7nPcoymBMmTPBzNu825jNsZn5jCUiy+mEvcx424xf0Zq4jeybEN/pP8xtbfMo+czzPHj6nTb4ReffiVxGzsUNjVzZSHh4PNtBP2FBVVeXnGMYVgr+xH//T18xxCOOAPofABRmQbzueu6uuusq/O/C3xhY+Z6wxJ/CNwXcEhEeI2LzPIVgyX9Hf4bzGMcvH05aedd5Byt7Is/di+ZN2wmeSMQwxmbHDc6KxiI4IYwWd2fJdxjfHI4884ucK6bwn44HrdQ9bnjGeHYiz/GMB5gX6jXbpM/UbzyrfPnxTM+/ofr2XdKy6IyIiIiIiIiIiIiIiIiIiIiJ2jUhii4iIOIDI/sjsxP9sncyQ2O5z8rax59rQurmWd+ZiO2hCmw2vbrX80hYni2x42XIbWbnKisct8QQekdgg9xTUttiQ2v6R2LQEqchqIq+F0kNiK2/2bQwbv8KT2MjENrSizQ6tXWEHl7fZsDELbdjYxfb6upX2rWnX2oV3PGO3bm6359JJI//FpoSTzoQlnLH+N3q3k9jeYakOZ3EqnSGkuTK2yWTanU77VUMJQ0m6nLu63LUiH4nEpixsIrGxDClLkvosbCKxJTp9/dy7pTvlSWzXb0ra76YstnePnWJHjZtuBzm/FTtf5wUkNghjEMcyS7Y68dnQVjq/Oqle5YXjnSSHzEbmNTK6Fbk+LKpstsIq58uahc6frV44JxlSmcnUhuxEbHPbzPKZbDPl9IeX2jYni3oEsuFLmcQmApv3Acuw1rnx58ayzzJY1eT6o9kv8zqsbJETNw7LMmS/PDLUjV/qSWxDJi6w4olz7KD66XZo+ST7z7JL7ecXL7QZNz68E4lNY8iPJzcwJXuLsD4CUQSSQhAYeymQ2HL1l28gW/SHxEagsjcSG8BHlKuMLUFOMpsRpCRYDZEIXxAwUxuqHyHwyTKNECEI2K9du9YH8cheAWmBDC34Gt/RltqkHc5hB9l3yEBD4JNMY2SKImgKOUj9oSA2OqAPW85B+CBQSnvylWwF+E1tsx/azzHBPUhsP/jBDzxZTQFJgoEEcRXUV/sK6jNeIFBRDmmEDC8EOcnehL8J9k6dOtUTBQjGkomILaJygsEs64Uv8EvoJ3TTGKb8wQcf9P4lgInP0YE+QUd8ofFLnzOeCWRCsoDEBYkGUhT9gb/xu/qBfcrRgXY4T8akp556ypMBIBWdd955nlhB1hsFneUnfMOWgC5lZG9juSsIBSI5AOxAZJPAMQIoRyeR2LADe6gbGxU05rlUEBddOIceBJHJBgMBCUIH5AXGFgFldFEgV+3TFudUzha7CfLPmzfPB/rJJkO91I/P8T3EBghM8jnnCPSz5BhkCfwYIrS3N3Ae/9M+++gKsYzMScw/CpqrLfRQ/1NOxjqILIwPyBzYzXwF0UYkH2xFL40rjmkToT2uhbzFnAIxBPIcz776Fh1EqEEHkecgk0AIgZSi+gW1g4Q+YD8cB+p/+uBAkdjQgWcBIhd+JHsY/Utf6xnDBwj76AZhkiUfebZ5PrGTeqQLgk+Ym+hPsvTo2YeMwJKYHLOPsI9QH88Q5C90wM/4gPmOPkcn+oJnDRIhcw0kYN3fX1GbEKeYeyFrMB7UX9ghmzhmK+GYayGs0P+QYPATeqIzW/mM7F201dt8QBua89QGzxDPnsi6mm+oF6FO3g9kj2MJVOkT+l167yn0bFAXQEfmRuplnKAjpCbGgMYmWwRd8QeZL3m3oAf3oZ/AMQJog+cUX5I9jHmPfsZOnje9c/ApdYu8RiZP/MQzy7cM/YduzN/4mrEn39I2eiDYBcGFzJHYwRKIkOD4llCGTz176MAWfRDGHQQjiIvcG75LaEtt8GxSpv6QnfIBcxTvFEjfyoTG+KZ+9plfsBv7EXTiPARl7uOdxPsTn/HtILKTbEXYl16cQ1eu4/uG+Qq/QdzFj2R/01yHvfhb73/8rW+N888/3/ta7ci/2AywkX3ZPJiAnrzfmH/4xwLYhb3Yhn/1fmGfPmAMcx3vNb6x+CZkzDDOeBb0Tg1tld/xN98V+o7gu5B5ikyAkGf1DaN2aY99+Z1xwdy2ePHinnnjxfAp+qsv2WIL7fNNAuGTZxN/8Xwgeh8gfD+S8ZB/FIDt0ndP9OYejSMEPzPOmWt5RjUXqM80B+FDsj9C4NT7EejZoC622BkRERERERERERERERERERERsXtEEltERMSBg18f0/oksZXUz7W8iYtsxPjFNqxyoRWOa7Gi0sV2UMVKOwQSG0uLljmpbPMEKcg9Q2oaLS8rnsxGZjafTWyJX0o0r2K521/mCVl+ScraxZbvti8gsWlJSqSq1ZPYCuuWeBKbX0q0rMWGli+yI+pW2mFkZDt9gR1etsQ+ftlNdsY1T9vqzeaX7Ox00u6M2+aM7EikPTnN/6hOajUYbUhAYku5a5wbMonZUu60u19CPQjkNrKvcR8/tIdLiUJi257u8iQ2jjxdKeW0SLjjbnetqwgy3XPuzLrnu+yH582zN51+kR02brqNrHc2nUkmL5bshLQGgQ3fiLy23PJrnA9rVmflSi/5bn+HZEhtPVnTRMaqcn1XiTS7vmpyPm/yhEOyi+XXuL5z4rOOOSmAOMc9WRKbiGs7ls90UrHIlWUzuZGZLCuZbG+ZenojiGWEc7s6f2BFJDYR9cjEBoHNC5nYAhLbCPc8QGJTJja/DOyEFis4q8mKz5xnw+tm2OHVU+2tFZPs2xNn2aVX3mlPuTHAyIgktp3Rl93ojz1AW4KIvZHYCGYp8Ezwt69MbIAyAl2qk3PYSIAXIhCZgqhDgTJ8wzH7BLTZEtiFdEYgHLJG6PcQHHNO50Poes6hD4QKlkP63ve+54OZBLMV1KdP6CvaJuBJJhfaJ8AqAob8RZ30O32NXQpQqj3KIQ9AeFImNgKo+FCBawXusZsxwXn00PKqBGTJsgRZjIxeEPgIYGq8SQd0UrvoQEBdJAmE85Shj+zQOYKoZLYjqEt2GvSiT9AHQot8QxlkKsYEWbwg1hBwlj/UhoKbql+ia3S9BAIcGWwg6EHYo10FbiEgaGzQL/iJjFMQgQh4U6+gNsIytQEop58IGBOIhcRCfdRLn4hQgNC22uQc/UFGLILe4bKIapM+ULt9lQOdwwfoAZkNMqd0YTzSNn7HbvzOmKAPIK1A1gkD2P0B19Lv9A32E4CGLEF2JALjGn/Yr/6mDyACQCj5y1/+4kkGELAYO6oT26gv9IXAfliOYDMkD9qH3AQREl/TLr7Gx+iBv2Uz+kG2wk8izVGv2uAZQwS1pbaBrkfXA7WcKHXhP54zlg+mfdqVnezzfCH4gsx3zE8sIwtJAxvDdtnHLvSSfWz1bOna3sqoa9WqVZ7EyPOO/9GBtpUhCv0g2tE+8+5AkauDjiWA/mA8YYPsQFcdM15zSWz0E8+E3qeMXfzEc8E7S1A71BPWyT7ENLJrsbQv9zPm8QF1UjfjACIHhBHe4Rpf3K965dM9hXSRLzjGXuqEBAVpEP9LH4Qxwpa+Qj8yV/EuA4wv/Bnqp2eTuiEzM2fzLHE/9eJT+vmggw7yfiUrIuW808lEx/Uiq8h26UndQH1GP0oHrhG4B//x3iL7Ju8Yvod49njW0UFzD7Zp/ENugpREX8km2YNQp9phK/0Exg3Ed54jxg3t0dfMaZpfNO9oHGE3fQ4xkDk+9GdYN21xDpvRQ2NB12if87yjIJNCAuZbQu822pWgE2X4nzmRTG7Mk9Qb2ka97A82yG50JqMYPuQ7AT/jV+xizGmO4ZgsgvQx7wF8BKhHdQH5WeMPwacaB0B+oYz5FeIhxEG+EWhbfsX3+BqdeI4Y93x78wxxn/watr+vQd2yQ/qzzxiCDH/JJZf4rJci4KE7NqAvxzybkN75FlT2xT3Vl/alA2DuhDTKEq60zzhV/9Fnej/xPoaEznsY3eV/jVWOtR8RERERERERERERERERERERsXtEEltERMSBQ/b3ZX7O9btZEts9Tt4y7lwr8iS2VhtW74RMaGMXuu1yO7TySju0arUVjm7xxLaSqiU7kdjyq+fbkKp5nigF6ceToyAGVa7IENmqllleD4ltB1lNGdkkO847qV5sRSwlOn6lDRnXbPmjG21o2UI7unapHTWm0Q47ZYa9pWaR/aTlXrviyU67xxlEDhZ+rIZ05rOqJdPW3pkJZOlHcohrIrNBYGOp0R5JOXH3eb6bq2snEhu/r2dJbFpOFBIb0pESiY1sbF2WTnVaqgvptkS32cbOlD3tbl/5bLd9Y+JMe+W/zrdDymbZyPFtVjLB+ad+ufNPJlMdJDbvq5q+SWw7xJXVrvLir+2FxJbJwpYhseXXNbu2XP9kCVo+a151hoSGiMAm4hqkwVAgspVUuP53kiHIici2OxLb4BaR+fyyq4xrxqMnskH0yxD1PImtvMWGlrZaSVmrDa1eYmRt89c0tFrBmS1WPLHJimpn2CE1V9hbq6fZF6um2lnLbrHH3HDzY9ONoUhi2z1C/bELENQigw6EJQXPw2AWW4LP/SGxaT5QGxDSyJ5DAJtAGb5RkI4gGXXjJzJzke2LzBMESBU0DgPYAvXTHiIbBI4VZGdLEJ7gPEQGyGUENCEyoEdIosFmdCSwyJJVEAGwhTaoAx00BkK7AedoDz8SFCeTGgQl7KR+6kawFbvZMibYZ1yQJQ7fs+QqGaxomww42B62ldsukK/Rky33YLd8g3AfW+whAwekQuzEB+iCjtKVMsg96MQSbcrwpuCyoDoloQ7acg1b2kU45hzEDYL3EKbI7kc/oAdt4w/GA+OOfjr22GPt5JNP9tlXIODJB2pfx0C6AMppE/LY6aef7pcew9/YKXIBwj5C24wNAvK0BxmR4HFoh9pSO9JBEl6j9hFAv+B7CHwQ2dBH/g/HB32A7ZyHfEfmO8ZffxHqxH0QuQhWQ2BSO7Qr2zVH8WyLQAqpA33pK7bURb2yiTJEtgpcxz3qf44Zi5BTIHQxnpgD6WMIVGRIQg8RatCL5XMhnULmYpzQjkCdiED7ake6sA/Q80CQ2GifccP4Oemkk7zfNb/ga2xnnzKEMsirZCjiHUKfUYd0kA91LPvZx8+hfro+LMMPLAcHoYg5CdvxNc8chF6EeZg5i6xtECwGCtpEgMYMW9qWjqFuvR1zLUsIQkpBT0gw+In+YlygM74iWx2EJ94RILcelalOhKV9IQzRF3r2qQvhmLqxn3ePnjXuU93YI78PBKE+1KM+RPALYOlEnjsyIDIe0IXnHx2ZqyiDXErf8N0ApA91SjhmnEA4gQBN9j2eNfoXG3kGeM6oF+IidfOsQexhfPDMa5zxLEg/1Z9rS1iucwK+I2sWzx9zHe8SzWv0JX2rZwH76BfmXMho3AtyfaV2sR0b0ZFjwDKUzC2QpfRsadxgJ+0gLDNJ23xrsNw4mSaZY1Q/2976mmP00nUh0IHzbPEfBD7ebdiNf/G9CF2yHR15/tCXbx7u0XhT/dSluWAwgrEIuRxSKd9NzOe8r7GTvmVLnzPHQuqDqMm7TJnQ8GWun7EVkR+4RvazxUf0D+fYMs/yjyT4piaLJ+Obflfb+FnPEXMKpDDGJGT8/Q10DMeNyrCD70RIoxCc8R36oTf6M0b0zELOg+ymMbqn4wE9wrHLtyV+4P2k5wWfMUdoXoTcxrfQxRdf7NtEGJNIqAP7qjciIiIiIiIiIiIiIiIiIiIiYteIJLaIiIgDh+zvuPws73eTiR4S21tLz7OSifMs76zFVlLdYiPKWmx4+VIbOm65HVK2xg6rWmslpUutoGyxFUGUIpsXxKjq+VbspKRynpP5VlTZmCE3VbprPAkLktUKJzuIbJC1IK1BFhKBiv0dJDYyXC23womrrfhMd39Fqw0ZM9+Gj5tvr6lutdeNmmlvHz3dvn35VTbhtvV2gzPiWWeD/xkeopmzDvv44ZofxhOppC/zcOchEmXEXROKuwQRiY1QFf5hXz+Se3F1JbLis7K5+rvS3e76LtcWP6C7NrvdNpH0fLlNXWl7xFW04MHN9vnxM+zw0y+2g5zPhjlbi+tXOnshqi3PIbHtWE7ULyUaCsuK7lTmrqle4gXyYIbItiNjmicWiriWXfK1R7IELpHYwkxsZF7rS3zdZGXzy5H+O5DYWjyBLSP0w1LfFz4zXpbg5gl85U1u22xDKxf656S4ZpEV1C2x/AZ37fgWN47n2fCq2fb6yun28bLLrHrxDfaAG0jkZIEM+XInsaGf7BdC+3VewUAF1wiqQQwg+5P0RX/sIKhOGUFXMmcR1NJ98gmgTAE72iDYBWmHLFD4hKAiwTrqpX7qJGhGOUH6yspKn9lD5ATqQUfqlP8F2ZFbDijjPtrXvQS8IQtAEiPoik3YRv/QPvoQzKOPIE2RmWbNmjU+C5buz+1z6QDY0hbBdcgrECLINEW9CqayxWb5F1+gB8v4sZQc2afQEb1pK7c9QJuyV/u0HYp8xv06zz5b+pmlOSHuiFigQK90pH/IZMIyawRaISCpv/sCddOW2uF66U85+oTBT87fd999PlsPBA4IW/iEPmGc6bkhuMr+F7/4Rbviiiv8eKKe0Ha2AsdqQ+2KxAZJBPsUMMb3EAoIGFNGAJ5l4CBTkIGNwLFAXWF/qH21rf1QH7bcE/qO82S6guTAGGOsoQd6qS/YUoYfIF2SiYWsZILqVVtqVwj3eZbIrvW1r33N+xF/0gbjnGP26W98gz6QWbCbOqS7+lJtsR+OrxC6Dwn14DpILYxxyFQExyGU4HNsRR/5ALIBY4+xAaGK9qlLdqp+HYf6AbWLjvuSxMaWtnQMaAMB0guiAURAnmlIKthGWxD2sBVygIgK6AGhZty4cX6JUM03slP7mhNom2NtdY2g63UNQD+Itb///e97SMPogQ7oxdhHJ8YayxOHWX9UR3icK9JD+rFVn4TlvSEsR89cEhv+0XtIWzKWQegKSWy9tcGx+gYS89ixYz3RhXHPWNC4wx/0Be8g5pjHH3+8p07sUB9ThoS+7S96u5d9xgrvmXD5afqErcYrY5TleBkfkE+4T8+EBFAvcz+EY54zyH56B4X24kOeO+Z4yK28ryCw5eol3+W2syuoDoD/GEuQV5lbRKJlvNG36IE+HNO3LOnKM48ugPaoD1H/UoZe2IlIJ4hMkNiYT2kDYezgP/b1TmHJbrJgQtwjOyFzHXUD6sKvetZCqO3QPqByjROAXmT7wq88c4xlxpfmXuzVuMZ+CF78AwLezQL1ys7cNvcnemuLsrCcfWyGbM/cKXK43qPYxTG2QsoiGyDzCkQ9bMS33M8Wv+3KPq4Tcv0sMFbJnMvynGT7ZS4TUTAcA4w3vl/PPfdcT5BWH8se6ZRbvqfgfvqP8RTqTDk6Q5hl3ucZZWzgM8Yo+vK8ojvvZcYqcxK66NtnoMAmdNC9PGN8l/MPGdQW7eMj2mef5/VHP/qRf35pm3upQ/UgKo+IiIiIiIiIiIiIiIiIiIiI6B8iiS0iIuLAIftbLj+B+92AxHZM/SQbeX6z5Z2z2IZWNNshYxfZYWUrbdioFW5/rR1WdbWVVK4ylgn1S0PWLbT8+kYrqJ1rQytn2UHlyBwn82xYeaORtaugZpkNqVvpJa8+s2UJxszSjRkyVHH5Qk8O8mQoCFyewOaunbDG8s+6ygrPWufJXYUVTTaydK69rnS2HTt6qn2zfo6dveY+u/bZrp5lRGVXnz9Z95zkh/9+BLyyAvSj+M5C4MKddMKP5e3JbutIOZ+mkj5bG2WQ2LYkzO7anLZJtz1tx0+YYwdXTLOSCS2ZZVnLV1h+lfMPS646v/ROBnM+r3K+8US17PELJPeeHRnGMnXummTm2x6IUG9w3FudLxXxmQBrW/1SqwW1btxWLbf8ipVW4MY7feOXdoV46ZcWnW9FVfOtxI3zkZWNNrJmiRVBIvREREiHjOkmO2rsLPvAuMtt9OIb7E43OBmjIrExdnaF3Z3vDQrWIATSFOgSCFaJxMbSXwSBCAYRFCJARHCPABXZjqqqqnyQk3v2Nfwz4fRD2A/BsfQmEEVGDLaUE8wlMwkkO/QlsEUwEp0RyggEQwBjqUHqwRfci8g3apN9Au4E3lluikAdgUQFF/GNSAkEHf/whz/YDTfcsBNpRfXuCdBP92MjvsZelsQkyxoZUrAHHdRP7KMb+kAAgPAGaQr0pg/H6KoytgQnCV5DCCF4jR9lq9qSf9lCXMD2devWeaKSAoT9Rdi29tEL+yXoSL2ANlg2lgwf6IJgs/oEvdgn0E/mFIKdCjwPRC/5H3AfOtAHYRn9AeFi9erVflzJNwqmsq8+wZc8W5AVuI/6VU+oV3jMFrshsUGU47mkLuqlfgR7RSqA2AHZi6DtnmSj6g25+gGO6QcRTSCpKPgvffAFgW2eR5ZXhNyoe+VLtmEfqy328TPC+CWbmwiLPH+0wxiHQKHxCUmG/hapg3tDMofKcm3ZHcLr6QuC8TxXEBuwD114DtFLcwPzDdn5ICVAVKIOtQ/Yx36VsUXUlq6jvX1JYqOMa/AvoB2ed4R9dELfu+66y483iLuMZWW3gUBD32Iv/kcHrmGZT8i7EGCpC71lWyjoIV0GAvSFVIcfsJd2EY05/MGWsThlyhQ/bw8UA9VLtmCXgP8gl5CZinmR8YGe+BDRPiQ2CNcQ/oSw/bBu9RVEXJZ5hFwMsYaxht0hqQsCFGRXyCW6D53U56qT/gn1DtvuC1yve0L9IHaiF8to0zeME3QT4YnjT37yk37pZeYxEWLCNqlHx5yDXMScofFH31KX5j7KGH/4kXcBc4TsA9Sn54syjcdchDrkQvZyDUQ2SLuQ1HgWIDvxLKIXvtczefzxx3siO3N8WLd0UH3hs0kZYNxAfIV4w7hWvbJX45xn79e//rW3m7kOu1UvW+rWswdCPULklnOPfMg+YwayMpnKvvSlL/n2yVSG3ehGX2guoO9ZQlxEZdXRV9v7C721qzL5CHDMs8eciW16j2q8IthGGX3KcpT0z75Erm+YO6+99lpPyoRUxzNE32uM8ZyjH8vNkiGP9wJ9RD3YRt8hPF8iimFn7rM2EFAvbVBf+HyxpYw5iW9piPM87+gpv6E34xZfksWYdwr1aVwOFLKRthG+J/ADZHLNg7Sp9hG+AfnmYgljfCFIB/lsT/0TERERERERERERERERERER8XJEJLFFREQcOGR/y+35uRfCldvc7+RzkxrtVRctsiENTTaystkOHt1sQ0cttuIzltnwMWtsRNk6yy/NLnHZANGsxYbULciQ2CpmehLbwZ7IJhJbixWwRGaduyeHxOaXu/SZrRZZcalrp7zFE9oyJLYVllfnpGGN5Z3p2jxrrSuDxLbADiuba28Yc7l9tnq6/W3qUmu99TF7bHO3daYwLbUT6WzX4EfuUPpAT4UESDLBE4Qfyf0P47SLMxNu1+13uP/bnk75LdncuK7LlTsV7Y6Nabvg5qftuPGzrbhims/aVVje5uxnyVVIbG6bJYftTLIKj0VGk4TXBUJWu+z+zgSz3RPf+hRfZ/Y+9oM2XtrixrwnsS30y4Lm1y2yAtcfBWVrrKBirRurbhyS+a6WLIIsnzvPCqvnubE71w6uaLRDnT9Kqt249su9ujFetcz16yI7onS+vXfs5Xbqohvslk6z590w4VkbDCQ2BY8JDhGYIphGcIiA1L4isaFPz3MSgOPeznFM4EyEC84pOElAkuXHyEAF2YUgMwG/MAhMUIvgP1mUIEQowCcb1K7a5DwEKLJIEVzmXgXIqFcBdZZSIgMOQXey01Gf6lCdYb39RXif6qHfFFBn6c4wawsBPLYi1rC8H/0E6Q3IV6EulIVBPLb4FxJULolNgXTaoIwttnOdyHL0j9pRnf0F9yEC90soVz89/PDDdsEFF/iMROghXegL9TcZesjAwVJr0mmg+qhtQf7PLaN+AqqjRo3ywWd00XODv9CHPiHICgmH4HM4RnJ9FbbLljEK+QMiFwFb6keoG1H/0BfKekI2qL15NkOEuoXAFyyBR3YogsXoITIAgm48h5B5WPILYo2AzaHdbNX37Gt+gnxIAFrPH76UvcxFtEGbzFeQR7gWf4X1sKUtyqlT7fQG6dMXOA/JC8LWKaec0kOi49nQfImOCKTXv/71r36epG10EELddCwBupb79hWJTSK/yyfowZbnnrHMcojMZWQEwuf0H+3Ql9go+/A7zxlLXJKFCTInYw6h7Vx71S4yUKAjSwKTDSsksWmc4Q+2e0NiGyhkS2gntu8tiS3XR9rnWsYdfc28TF3YrXkG0gv9wbNG1jqeHXTDd+jFvnQNde4vQr00buhnxkt9fb1/BnkmsY/3pPoEgfDJkoK8T/UMooPqC+1lHEIK/uc//+kJXeprhP7WMwC5iGfw+uuv38mPgPrQTzZrTPYX3K972ee5YjlXvi8gp+Jz9amEZwQfoDdZtXiWZBf1SJ9QN50DIYmNvqROPef4EJ9SJlIwfof4pPqwkS3Harc/0LXhfdqnPpaOZslsCNTogT7oof6gz3nvQb7ivcM9BwroTD/LDsC+/C4wfvnWPfvss/0/BtA7FX9jG3ZiG88TWebI7gmhb38C/fh+5DmBiK65DUEnvf94D0DgnzFjRs8zDmQjtjEW2Ne4CG0fCKhTz7raoS6EY547Mr7yrYme+I9xKl9q/JItjW+x3Od0IFCbCDbxD0Z+8pOf+LlQbdE27yn2GZef//znvT/5BpYP2GouUJ06FxERERERERERERERERERERGxe0QSW0RExAFHT7iHZS/d5mEnv2q5xt41eZkVV862I6qb7eDSZisYtdAKxy61krLVXoaMW2YF1auscPwqy6trs/yahT4z1dBqsrHN8VJcMc+KKps9SY1MbJmlRFdYfr27p56MVZmMYyxBmcnE1uoJbxkS21JXp7uezFYQ2cavtoIJqyy/ts2GVTfa0a7ut4yZYj+4qNXOv/p+u/HZTnveGeDJQRDNsEnIHvT7B2wuk/QC6skVLU0qEtv2dMK2O+9CYqOYMjKxbXQK3vx8t5117aP2kfqZzuYpzheNVlDeZgUQA3sjsQ0CktjOBLh/A+mVfOf8Xeu2LLMKMbO21ZPYCsvd2Ktc48ZpdulWlrmtadyJxDayfEFAYoPo5saqG8OM5UNL59i7x06xfyy81m7uSL/sSGy0j6BXLtBRASvpzD4BNYLD0p9yAIFi5syZnhxAZhB0VVBNwUACaxBLyNZ2yy23+DoIApIVC6gNtUdbLB9FJhIySeAH6qVOfKNgOsQiLR1IkE46AdWpegcKbMwNIOJzMr1MnDjRZ7hBJ+mCjQTxIE+gF+QXiEbcp3okgG3oR7YExnsjsYkswTHCMUQCCBuQh3LJhaqzv+htTArUS38AbB8zZowPPhPsR7CbMYqebPEL/Uz2j4Hq0ReoBx1z6+N448aNfvxBnEOHcPyhj0gJX/3qV31QVeMEkc8ElWsfu0Vig0hAfRLsVlsQGskGxzKFWrJvfwNSCsu1YpfGCPqgF8+hxg6ZeiDW4L/egJ0aM9pHfzK9kHEIcpKeYepjX2ORMfrd737XP38QDVQHIh9o/OzJuAzBvRBayIA0depUT95QX0Boo4/VL+wTZIf8Es4LoV4hKNc1Oo/O+5LEJlA/fSHhmHmVYD/jBxIF9dIOdtEWbSvbDe2iD+OdZfYgX9A2deX6WG3TRq4e/QX1QjwejCS20B7m5n2ViU1gH98xFiAKk92PuY96sJst/aGxAPmQ5bLJGKi+1fOUq6/QW1kuwmvoa72HWdISchckWuxDJ3RhLkDQj/EJiYX3rezJHZ8C18yZM8d++tOfenuoS/3Nvt7BZF5k6dTeljWnPtmO0C+0NxCEOrJlDmb5QuYa5hw9C+oD9IL09Ktf/cq/PyGbq0220of60Jd9oG1uJjb1L3bTDu91/IHdEOt551AnYMt7O9cPA0XoN4Els1nOGSKS5gT1hXTjuwoyK1lrtUTugYD6iq3AvvwuMB4gSpJBkvcmdmCXBNsQiPI8b5DzGO/7G4x93hf8QwvGF8+PdGK+xdcImc/IxhsuJSvQf4wD9SW2hrb3F/KbfCcJfUndZI8TmUx+07hAOOY7kfcK/wBB9+4JuJe5h+8OiNOMSb4zaIdnhvlW31qMSb5huS5cyhyE45s6c8dMRERERERERERERERERERERETfiCS2iIiIA46en3OzJLbHnVRe/5CdMOMqO7h0uh1VNd8OKV9g+WObrLB6hRVVr7Yh5Sssb9zSLIltjSf1DKlusfzqRiuqWeCJPRmZ78qaPRkLQo9fitFJJsMapLZlfmlGSGxaUnRoZWt2OVF3fc1SY1lGf13DCisYv8wKa1tsZOUCe03FHDumcrr9pekaW/Jkuz2aMoOiQmhnp5+og4Pwx2v2droui55rejuZBdfkSm8ktq1plhRN+aUjKSMT24ZOs+ufbreGtQ/Yh+umZ0hsdc6/ZYt9drs8lhN1fu4hVSnj2U5kqyh7LX2R2GqcQGKra3L7bkxXuHFXtsptV3sS25DqDIltSG1TD4mtqHyOjShvtIOqFvvlRAtqV/sxTqbBoupWO7R0lr19zGT7W9PVdv22pBFm6S+JLQzC9BdhMIrgVm7wi4DUYCSxScJygnTYIIFERSYsSD4KYqGrgmhssYMsKpCICHxzH4FgLfen+gWClgSWx40b50lR1IMPqIu6OabOT3ziE9bQ0OCXQAv1lFC2J0EyrsdO9KAO1QcgaZAhhYwcEDkUNEQngt1HHHGED+5Bvlu7dq2/H3tVh/Rhq3LAtq9MbNiMX3VMxjuWtoM8Q/BV9w/E3vAa9OjtPtUpPQnyQop43/ve54OW9ImC0OjGMSQcSGUEO1XHrrCr8zrHFh3UFyoDPAeMQZbMY5m7UCe2CP4j+Mw1BFVVD9sQlIX1MwZEYuO5pJ9Vr0h8lDH2/+///s+TffpDZlAbu8KuruEcY5NxD3GDTDHYiO3ohx8YLxxD7mDJQUg7ufYCysK+l29EHIFMgJ165sI5iexzZD8iEyP3hUIdCPv4hO2uoPZzEeqlOY+sWDxf2Mm4g3SA3eiIboxNguyQ/CAbCIwhJBfSFUhPdN4bEpsQ1s2WerGDa9hHmFMgD5HhkTppC58zn9CvtK+26WuIifQNfRS21RdoF7sQ6dIXcs/jr95IbPS/nge2fZHYdtfenoA6JQI+FYkNUteuSGyQ/zRvgrCecF99hN/YsmSuSNXYTd/QV9jPPuSNM844w2cq0liVnvL/nkA6sWWc8Z5Af8icZFrDLsaL+oLnQfqQOQxCOPqrjvB5D7f03TnnnOOfeeqgj7FPzxXHtEUWNsjoGvMgrEfvC+zVWB8IuF51AL4TID5B2GOu5XlAH3RDH/Si7Jvf/KbvW0iEtMv9YV25+qg/GDe/+c1vekhsGte0wT7PIe88vnOwG+he6qI/Qv/uCagvlwzHnM0c9LOf/ayH8IV+9If0YyxCZGZpSYiWYfvs76k+AwXthH0G2MeusAxfQXrGJt5N2IFgk4Q+5RuI99aLRYpFT75Ja2pqvK/5hsO/6MOzhE561nnGIR3rGReog/EgX9CXoe39RVgPYKtxzDkBkiNLGPNtjW4ar+iq5wJb+H7hnZnbPwMB7fKPTu644w4/R0Aip98YfyKwaTySHZb3JvMg/Q1CW8J9fKTnMSIiIiIiIiIiIiIiIiIiIiJi14gktoiIiAOIzI/TPT8xp1KexEYI9vIHn7efNt9sb6qaba8qm2WHlM2xkuoWG3bm6kzmteplllcBIW2VFdat8WQziGgQ1iCyDama58rmO2m0vJpmTw56IYnNSQ6JzRPZKluyJDaWE22zIfWu7oZlVjB+uZWMX2rDa5qcPrPsjZWz7EsXtNr4a+61W9rN1ju9+ffzChljV+7P57nHfWF31+mH8VBEYmNJUbhskNi2pLr8kqKQ2LiG7fpus6uf2GpVq+6299dOsyJIbLXznD9brbBihfepz/YlUlVAYnvh8qIvsoj4FUpv171kBf+6sVdHFrYmy6/J9AmZ2IaUr+qTxFZYNtuGly2wEYzhateHdav9+Gb5XEhsjNe3jr7U/rzgKrtmc8I/Y12MiZdJJjbpkguVo28oAJ0hzii4xvapp57yGVkIpBP0JpBFMBldFQhGCKYT/CczA4FC6iRgS4ArVw+OOQcxiUAYQTgF0vELPqFu2mHJolmzZnmiinRHLwJj0ju3/v6C+6lHEtpNdhCysihgiE7YiZ5HHXWU30K+g9ySG6STPtTPWBAoxx+9kdjCzCDYDYnltNNO88uahf0jHXeH3Gs4loTIrXPdunV+iS9IdIxJ9FM/E8g88sgjfUYyssIoA1bYF/0F93EPbbMNddO50G7GIVn7CKziJwXDRWSB1ILOBJ8Zf0JYL8htB90hCrFMKOQJ+hp7EZEJGOsEbbWkJvqECOvfV1C/QBSEWMGcwRihP7BXJBb049mD8ETGRJEyQ/+hH3WFdgMy6ZWVlfnMU5A4ZCt109/YD9nlrLPO6lk2F38xL4XjGuwLH1An8wIgkE4mHxFn6Q+26ET/oy8EV+xmrgTogP1ILjgnHeUXbNlXmdi01dxP3djC8fr1631GLZYNhBSouZ82sAmf077GHT5nCUmyIg7kHUD76nfp1B+g48sxExt+op80ljmGxAtpE4ILdkOiZByE8z+ZkcjWpbEqyPd7gtBW6mCsMS+Vl5f3ZCRk7NMP6MIxOur9yPVh26pPdQrMjWTRfM973uN9RZ0S6kQYixMmTPBkYMYyoG6NeSTcx38DtZvruU/6sc9zjL3MR+jAs0EfYzP6oS9Li5MlC3KPnnPqUvtsGSeh3mB3mdhoi6VEWUobvwPGBvfvC3sBdTBmNEcD6oKoDEEauzXG2GpMc4zdZGxjaW35jDr2RI89RegHgf1QB/YhX0IG5RsHf+NfbMDHPEscM8/8/ve/90uJKlvv/oL0RuhTspaxRCdkYfTS2Nd4QJiredfnPuOhvdQXjuGBIvQbdVBXbn28/8n8CIlROvL8885gi+7MUWTthDiIvui1J6Bdvk95V7FUt5a6pi36jvbZRwf8x98yZH/DDu6lXe2Hz4jKIyIiIiIiIiIiIiIiIiIiIiJ2j0hii4iIOIDI/JDb8xN1OuWXFiUkuPzZDht75YP2ybNb7NVnTLKDx02zgxtabMQ5K6zorJXmlwKtYdnE1X7pxCFVy6ywYkmGfFbT6s41Z4lAZLRaZENqWI5yieVDYnPX+mVC/dKiGRKbz9QWENnY5x6/bKOTwvqlVjR+iQ11dR5SNd+Ocvq8p3a2/WHhjTb3ofX2kFN8ozOEEGvS2QGwK/fn/Nzj3qD7ertf4IfxXOmNxEYmNpHY3BmfJY4lT9c8tsnGLbvN3l9/hRVVXu78Od/ynN0sXTmkdo33LaSqDGltSQ9Z7ICS2ERay5Xern3JSobExrjNkNgW9pDYdpeJbVh5o42oWryDxFbPc7LUZw4Uie1P89fZus3d9owbDy8lEhuZVQZCYBB2pbv0yxV0RwiuEgSjDJAdZenS/8/eewDodVRn/+ruHVPTCKH8IV8IkEBCPmoMhhg+SiD0jnuVC2CwLVllq7otd1musiSrrVa9d1nuvciSjXvBXXXr+c/v3Pd5d/bqXWlX2pXkaB776PaZM2fOzJ37zrNnFnh0FIgyTD4ikFw0wcokFxOBRIqACMTyR0qDCUMEWyhN5QfBgHtZJosJTdLBHsqD9JlkJOoXRBN007PYJZ4I3lmQHrpBAEDiOmOpRSK3MJkughmCbugKiYbIX7W1ta5Lvr4B+sWTkmy3R2KTT2APllUjqh3EJED6MeFiR1CeeeTPk16cJiQ2Iqgw+Uw5EcqNXpT5yCOP9AnTu+++2+uZMuZt1x6gB8LzeZ10njTZRz+WsiRqC6QN/EI+wuQqbQdCB/aE+ETd6dl8+uzrmC02hbTw+9//3iPxkK78kLKTB/XxxS9+0SeTNWnb1ZDf0E5Gjx7tyxhSD+hEu9OENsdEuxkxYoT3LxACKHtsP0TngMrPUriUG6IYZBF8kTzoh+SLTJ5jdyIAgbhNl4LyUh4dAelCgOBZ7Ax5DvKGyA/4H3WNjpyjz6E/hdgBKB++mCfOsi8BsgP5dRaJjfqSXZQX7YNlD4nWCCGVssTtXD7MvmzP0nDcS+Q76h5dld6OoPs6an9039dIbAi2pezyB7b0t7RziNWkJUIndUP6kHghGUKkgpwYI69vR8GzalfoDpmEKIz4Jjrgj9IFIjU2YGnE1atX+zP5vEvpQ91B0qM+1cfRpkRSocwQ3CD6YG+lgV6xb8f7sl9HINurvKRD3wV5DjIZZaZ+afPoiW5sIfTR5iHganzEswLp0g5JW8eA+7dHYsPXv/KVr9jUqVP9/UGapC/9AGlxHPvM9hDrBXiGNON+AkAQZllN/Eq6sJXPqa9jiXP6eD1Heu3Ro7NAvrHegP1YB64zbtSyyfgSZaAeEfyNNsV5jRe7msQGsLn8GbIXfZmifKITW/kCvnHqqad6ZMC4DwGxzSlr3h7theyGsI+QltJWmhqD//a3vy32RfINBN3Z8m6B0A3pTb6/M8BGRPyjDyU/1Rf2IR/GWbQf7Ad5Vn0geWJjlUc+DlS+hISEhISEhISEhISEhISEhIQdI5HYEhIS9h40+//G33o/sqHZbnnoFfvtLSvsby64wg7tN8aOHFljB4+ebb0vmW3dR8yzHiOWWY9hy31JUZZc7F2WEdmIoAYBrQfktWFzXXoODecrw7mK+RmZbQhLiUYkNq65ZAQ2pBgVa8g86z1snpOB9q+YakeX32p/XzbOvnzlDBv54At224Z6e67J7PX6ZtvaWPjBvfAb9XZ/qubidm9oG/ohPP4x3I8bm6ypIZtM2GgN9laOxAZxCRLbkqdfswvn3eMktv2qxjmJDRtgS5HYOM6T2DKbxKSrPS+uZ5BS195+si2JDd9ui8TWY8g06zlkivUsn2x9ymts/1BPLCfaY9hS6zY8iJPYZtihZRPsAxePsdOnrnQS2wvBX/alSGx5oFesYwzpDPkD4gUTUEyeQaQgMgoRx5i8R2dFqEGY2BKx5Nvf/rbddNNNTgjieeWBHTS5BdgiTKZD7mDJTNLU5KEmltknuhYR4O64447is+gJaWxXSWyyA0KZRciS3kzOQeqAKMAkHvpQV+yzZYIdYh9LBDIJi156VpC+Os+2LRIbda8JbIgkJ5xwgi9pih6kgw01MZjPpyPg2fh59EMECBEQC4lqxgQmdSHdmEyHPAGJjYhFlBvddobEJmyvLKQp/2FydsKECe5n2AebKUoSdUH9UB9EEIHUpLYT1ymIy8+WtGMSm/wP0QQuJLGvfe1rPmkLmY40uxqqZybRaVdEOaSM6IWO1AXlZgshgCUFiV4mP5bPqPzUsdJU+VkKDILWpz71KU8HoZ6pb3wcYTIbYoeWjlUagvISuI7t2XYU6Ij+pE9+LFnLkqHoRV3QzyCUn3ZC5KKLL77YiU2A5/IkNrboIjsA6Yt9OkpiIw2lGeehPknnAPcTzYc+n34dXxIBQfXIOeqRdgVx6rzzznOdKINsKRsrb0lb2N61UsDu+xqJTTaNwTF1CGkEvxN5DFGdkSdEKPoZooHFfacQ59UR8BxlZAtpdOzYsa4H9UD+6IFPUhcsaU1UP5b9U3Su2CdBXEad571OlCn1maRJm5IteReTLn0tz0jiNoRQ7rz9OgKlGb/TSJPyQOTE9uilPgk90Zc+GsIXfZ36+BixrkDbHUViw67f+MY3/J0L8ZQ01PYE9Iv71LbANYkQH5M2aemY5dcpN/mji/xYdY6+kNiIzkg59Bx6xPrtDuTLnteBcmG/K664wgnniuZF/4ZQNkjo1CNLyRNtknFEnOauolRa1Jvqc86cOU7U5z2Hbdmio9oWfTLkUcZplCVOj32VN1/2joK01I7YVzvQNYT3ITaC2Izvxj4r/1C7IMIi3xj0YTsD8qMu8EUiz5Ju3D7ID1vRJomip6VEeY4847bBMWVLSEhISEhISEhISEhISEhISOgYEoktISFh70Gz/+/RzJ7fYnbbs3VWtehh+9SgsfaOi66wI4beYvsPn2Q9h0+zbiNmWvdRizMiW7VIbIs9apUvG1o9z7oNnWfdh813gcQmolprElvh/gIRSkQ2yFuZzArHs6xP9QzrUz7FDhx8i/11xXj7l1GT7FdTV9q0v9TZ2iazF+sb7dUtdbYFFlsTpch+zC/+3F/ciVDqXDuhH/URgX2fSNgBie0vQcUFf37F/jj7TvvE8PHWZ8gt1m04y69C1FsS7JVIbHtUqrMIgi2R2Ba2HYltaIHEVjnFeldMdxJbz+qF4TxR2LJIbD2HzrDDygsktpoVtuKNun2SxKb2gS6Stsqme5mI0vJ3TIp95zvfcbIVE5BMZKGzyB5MZnGeSUmIIETngjhAPqQjeyhPtrILy5qRB2QuJqyxgyZwSZ8tE6BEJLvvvvv8GdnY23wQQem3F9yPfppIhmyiiT+lhQ1Y4gsCk+pKE4dMclJfkOyIUkVZNEHK80pD9tQx27ZIbPIDyAQQCSCUsJSoSEmqO/Y18ak02wPuK3WvdBYgFrKcqCKxoRO6YQN05Rx1QhkUhSOfRkfB822lwTnKjo1ramqcoILfHXjggUX90I16YtKc9kUUL+qDZ/Ppsq9jttQPJLY//vGP3i4pK+lSv+RD2tTTcccd5xFcIPCQZldDujOJznK++AtlxQfpJ6gLfAUdKTvlxl8oD+BZ+STAhuyz1T5ExJNPPtlJbKQHIZU85Ov4OcSlUiQ2nlcesY8rD7YdBWlIP5aPnTFjhkeCo4+hHuI2Qv1AYmNyH0KLnqcdx5P4sa6xjgC9OzMSG+cE9lmOETIHEYmwJXVFmpQF+1IGkTuoQ8ijECzwMcpAGtJdwjkJx9JhV4Du+yKJTefYxwZ6H7C8I0QvIm1SZ5RddkBofyypjO+0RXKJz7UXPKf2CzEN36Zt0i5F9JYPUTf4FYQ7+mF0xz74hSAfAdoS6fCss85yn6Mc2Et9CWXjXQ6JjL4OqBz58pD2zpRR4FmE8kpvykB7gTSPHpRT7QVBX5HY4khsecR6qdw7IrFxDsIgJG78Br14Fr1UVrZxX9cWSl2nbHpW6SpNSGz4KwRt1S060d+hI+eITgeJjXLH2JEunQ10j/PkWDbmPGWk3yNSIdFLqUeVQW2JvhbiNSQ2ysMYp6sR250lTBnjoBc6QYZHr9jfWEp+ypQp3r4Bz6msKi+QLXamHmQv0gbyCUT9Ee8c3oVEYyXaGj4Rv6fULhiL0n8TPW5n7ck759lnn7X+/ft7vZG23gPYKc6PZcgh9KMzwrOxH3CM/jtjl4SEhISEhISEhISEhISEhIR9GYnElpCQsNeBn3nfajB78g2zKQ++ZP991TT7UNm1dlT5tXbA0Jus+7AJ1m1EjXUftch6XLLMo071qFxivcqWWM/Bi32/W+VC61a9wLoNne/SfVhGbHPCEwQ3J2Yt2obEJvJaj+rCfsVM61NZawdW1dgBgyfYYQOut/9vyAT771sWW+XdT9jqOrNngr6vNjTYW1vqbWtdUJz1PPMktm3Q8sM/6OhP2/5jeEhCv4mz4ZxPKjQ0WkNTC4ltY3OTEwObIhLb3CdftvNqb7NPjJxgfYaNL5LYelYvzkhsQ1h2NbPB3k5i67hk0c5KX9uTEuzMtgSJrXfwbYhsPStaSGzdhorENs2XFMVP9wvlKpLYhgf/Hj7feg2rtcMrx9sHBl5jZ0xfaSv3wkhsmqAUMYNJVCaHOpvEpkkmRDoKsb7kxYQZE5BEI7nooovsy1/+sk82MunIJB+T6SIOaNIPcsbXv/51X8qIZ709BokntQTpA5gcJJ8f/ehHPmFG2bEHaZMuE2eQh3760586qQDk0xPaOt8W0IPJQ02yaR8oLYgBLE0ZR7/QJF5MYmPy+eWXXy5OUEsAaek8YCsSGySIPIlNE73YgiVcIWPFzwPsx7mOlln13xZ0jUl8ltIiKhRlpNyUGaHOESb7L7/8cvfRnUVsJ3RTm0GPuLyAcxALlixZ4sRCyGpERiNaHRGRIHtAbMAHuQfCm9LJpxfnyxZbQmIjDaKPQBahzNQD/k79QOyBxMakNn4hH+4KxLqiO75FJDaIg/gJ9sf/2Fc7oY3Sr0AIiP2YNs0WkC56y8bcB2GRiDOQdUgnbttsyYd8iTaoJfbUZkgD2+HP5CO92Up2FqRNfrNnz/boRBBuaB/og27UC/VDfUE+VP8A0E82ANI11kk2Qf/OIrHpHPeQLvqz1DDLwEFQI210Jk3KQHtin7LRjxDdcPz48U5oQb+471f6ykNljHXYFZDWvricqIC9sYH8AiIHS4ryXpMNSBs70Dezz7vxqquu8mhspXwhTr+94BnSgoSyYsUKJ9JAsMHf9Q7Gh8ifNi+iM+9afA778LwQ66EtJDbeLaRJWeLxB1vexSxrCYEUqO3kEae9K5Cvy6exaUx+QvTuQV/6KsZHjKXiNgJIK6+v6nRHJDbaIfWt6FKyI8+zj0jHnQH1g6Cb0mSfLe9R+nhIbNQvgk4aEyCf//zntyGxqQ7i8nY1StlXNuY8dQLhmaVP0Rm/xdYqC+WiH2fsQxRNEfU7G23ZBF3nzp1rv/71r4vtiXe+/AEd8QnGpUReZSwBVP9xecGu2l5pxvukKX9BaLOMPRgL0z/TJ6Enfix7UgZ0vvnmm4t/XNBR0F8y/qOdYANsQj70s+RFvuTFNwr9q9oCW+pdtpD+up6QkJCQkJCQkJCQkJCQkJCQ0H4kEltCQsLeh2az+gazN+vM7nxhq/1p5hr7/OgJ9p6yq+zQITdYz+HjrNuoKUHmZtHYhi12Yk+PcmSZda9YYt3KFzmRrTtENoTIVZDYCpKRhRaF58J9VdkSo5zzZUgLAoGrV+UMO6Cixg6tmGwHX3yTvaP/GPvsqIl23qL7rOYvW+zBoO6LQd5obLTNQWl+qG5u4sfqwkSG/1sK0Q//BekI+GGc38iLP5T7v4XzjU3W2NzUisS2NZxvCncR1+LlkPWcJ16yvtNX2T9fMtH2G55FYqPMRGJjidZtSGwiWO2V5K+Oyt5PYutWPT3UwbRg/xm+TC4ktt7ly53ERuRBJ2cOmxHqqsZ6Dq2xXlXTnMTWp1okNghswe+Hz7U+I2baYVUT7EODxtgZtctt1YY699m9gcTGBOzuiMQmXTTppomyGOjIZBOTiM8995xPkBKlAmIIE8lMYGniSpPpCDqjP/oSDYn7mXTXpBXpons+T451DxNtEEMgb0Di0ISZJs+wB8tDEjGD5ZRA3qYq485ANontBKQfJDuWmGTSG50QTapTbvRD72uuucaXfpNusU4qr47ZthWJjTKTBzbAvkTLgcQmffJpSt/2gmdK2U9b2YJJfMr9L//yL0XSDfoxWYqO+AJRYSCPUS88o3Q6AvJTniqTdMyXjWMmciErMbEMwYRJ3fvvv98JJ9QVy+Rxj8iT0iufVqwvW/xfkdggRYk8Qb0weYsN8H3IVCyxBzlJdQKUVmdDukMMZcIYMhl+h274h0gObGMSm+qYLbaI65z0ZBvaJ5EQaV8QFiknPq22TfmZGIdsic3xcZ7FXkqHNBRxRennfawjQC/ZE/Ie7YRoU/Q5anfohq4I9fWnP/3J/ULPSbcYSje+B1CWziSxYQ98ERIH90OypH+kzcR9CFvKga3J91vf+pYTMIm4Q1+c9+EYsrHaSv46KHVueyCtfY3EFkM2lV9QPt5ntA3qjrKTtnyQfSKkQaiFCIofldK3I9BzbHn333DDDfaVr3zF86acisRGneA3xx57rI0YMcLbJc+gu9rm9kAfid6kSXrqQ0gXf6evO+aYY2zmzJl+P74RpxmXUdudhZ5Hb/nz1Vdf7RGn6IfRS4Lt0ZX3UnV1ta1du9bbSQzSUF0I0n1HJDaWZ4UYzRLqpAFUVtKI7bAz5VabVXpqu2yfeuopb1f0A+rb0InyUk/UjUhskL5iKI2d0WlngO6yA4iP0YE6oR8jEhtET9oL5aAdaXzHOcZO/fr165LlREsBHckDIdrlL37xC9cJW6sNxP0I7z2Ws1Zfx/Pygbyuu6J7rBf9m+pSvswxW/oZxiiQOPFbbMl7EV0pB2Wg3ULmx5/a0ik+n7+Hdy4kOJbwp41gE3yPfMiPc/S72I7vBCC7yLd1TsK5tnRJSEhISEhISEhISEhISEhISNgWicSWkJCw55H/TbfJrKGu2bY2mP15g9l19z5hP7xphv394Cvs3SNvsoNHj7ful0yybiNqrfuIeb5kokdVq1xi3SuWWfeypVlUtspF1qtqoRPUMvLaXOs2BKJaRmKDwCYSm0T3ZSS2Wda7YoYdXDHFjqq41Y7sf739db+r7L+umGJD73jU1tSbPRnUfTHo+yoT2JDHGuutKUhGZIuKVuJ3a0515Ofs+H79GN7yg3jLxAl5NzY32Eary0hsTY22hSVGWVY03POXcOusx5+1vtOW2SdHTbT9hxWWE62CALXYug9dZt2GLi7YqDWJDWJbRrjquCjaXcu5lnR3RbZN9+0icdlFqsuWsO3eBomN5USdxMZyuMNmWY9h053E1gMSG0veFkhs2XVIbLOtV2gnhw8Zbx8pH2N9Zy6z2zbU2cvBD6CE7U3LiTIBxeQTWxFIILFxD+ScfBqdCfRkcgxiBoQyIlgxOczkHfoxWcVE8pFHHmnveMc7XF8mtRBN5HMPE15xpCalHdtDx5qYAyxFREQMokswoUl6IiUwKcfkGRPOTDyLpIINSUdgPz7uKNAH0ghbAXuQpkhsEIRE4sAGTOaxpb4goRE5BgJgKT04F0/usW2LxKb0KTuEBYgzTNRjL9KJy670OoLYJ0mHfc6xT3q6xiQ5S0VBvmGCl/rQ5LOIBJALIYosX768mE5HdOJeyhXbXc+zjdNiX/pCVIPggb3xH2ypSGC6l/tE3tKzMeL02aIHJLY//OEPTpCAxEEZRXCgfvBP/BwyFwQl2aorIR2Z4IfggL/Q3qgL6gW90BOfwY8gvrKspmzKNu/bAmljIwhcv/zlL72dyQ8hVdG+8W9soYg0EBN4LrYn+/IfhLaDSPeOAl2pT9KkfiHSsJyxiB1qe+iHvp/5zGc8YqSWExW2p6eOAXXfERKbSDOkI//SsfyZeyAHEsXx4x//uKeDqM8kD/Wj5PnZz37WySkic5CudCUtRPkIyj8uY6xLXNb2AL33RRIbNsTfKD82ow65pj7h/PPP9yh6tDP1gaSPLTj/ve99z32UOuJ50iOtOK/2guclEKnKysrs05/+dLG9i6hC3ryXabe0S9pJXB72EdIppQd9KARk2jflIT2Vj/rm3ROT2CgbZRJUzl2F9ASyP1tIbJCfYhKbdGOfsQnthXcj/VtcTnTN9z9cBzsisTHGgcR27733FuuQ9GRTbUkPP+yoDfQsz8U6s8877brrrnMSm/xMdU2EOOofEtuQIUO8n1CZAOngr51RJzuCyiDdgc4Bttif9zPLX+JH2Ji6w96UgzLR79F+FImNNtjVoE7lZ4y/IGLRh+jdgo60MXTD9nrv0V4A5dTzMTivOu0IuF8+pWP8mboEsitbBII60e1Y6pd3CXZlbK7vBnyGtkGURWwqH+4I+OaoqKjw9ke6qjvVG/uQ6CAf3n333Z4+9Y3OKj9l0rHyZ1/XExISEhISEhISEhISEhISEhK2j0RiS0hI2PPI/7bcFE7VmTXUm70Stitf3mDly+61Y8dMsr8fOtYOqrraug+53vpcUmM9Rs20bsPmZJGphrCs6FLrNWip9Rm0OMiijABUscB6Vs+3nsPmWo/hLMOoiGwsMbrAWshUIrHNcxJbj8pZtl/FdDu07FY7atA4e3e/a+3jlTfambWrbOKfX7aHgt7PBXVZrOSt+karb6yzpsatLtmSolHRSvx+zqkSp9tEfL//mB+2TYV/Mymcj0lsttU2NtXb1kbONRnTb6+FW+evf8HOmb7CPjHyFusz9EYnsVFmSGzYUSS2jFxVsM0uksW2fVZ2z5/vmOyqXntO4rJvh8RWPr8lElvVslBPy4oktm4Ria13Va31iklsHq1tlvUeOcMOHzLOPjTgcutbu9ju2lxvfwl+sDeQ2CCKMdnEpBCTREycMcHH5CWTURBpmGResGCB3XfffT75yoQtWyay2itMZEHuYMsxz5M/wkTomjVrPCLFLbfcYpdeeqlH/mI5LSaPNWGMbkQoYSKViTOOpTf3ESWJCWXS1kRqbDtNHHIO+8STfRDniObw4x//uEic0MS6SCoQyFiOj4hbpEEeygfs7OSYdCQdkWY4x7HIYiwjBbGJSW/KLPKCJr3RlYlYIigx+RfrofQ5F08msiW/UsuJKg/KzkQqxBnqCn14ThODOwvKJruRHnqprBxLV8gbigKk+kA/dMM/0Q+iAyS34cOHu48x2d9exHmhj46lRwyOuYeys6/jGByTlsCxSCVKO05X6WiftCkzpCOiK6k9qq4RJrtZ6m3SpEkerYQ0uxrSEWIT0VGYVIdMh7/E5B3qBj8iAktMYkNHkS3i8kqwkSKxQbairhFN5NMfsR8vJ7o9kCb5ITsLdFV7hETKcqIQO4gEg27oRJnRi31IbEyo08fFQJe43vPHqj/qPiaxkSb2VHtkSz/H8rr0VfJznmfyXmmSDuWG3AXhdtCgQR5NijQgx1Bf6K36ou4oA9EuIcqyhBv1TNnl36RLHnlSDuA4lhhtnd8e8Jl9cTlRbI192SLUgdoP5BX6diKe0efhG9gAUf1BKIF0RTQ0tTX1VTGU3/bAs9xD/izlqWVo8/5I+XgvDhgwwMlu6Cl/Vj4qT6k8qbuzzz67SEwhPbbUNWWkb4fEouVEKY/SF/LHOwPpiig9dFYkNuyr+qTcavv00YrEprahcvI89aBjoLTxm5NPPrlNEht9DOMfyDmqQ9LieemobSmbtBc8JxEYP4wdO9b7OukjEhs+jm6QXSGx0dfF5WMfn9lZfToC8oolPidgM9oDY0r8iHrDt0S0okzULb7dv39/L09Hxg87C2wkO0HQhMTG+xT9EHwCf9AYhwjBvO9jEhv+JTvH5edcbIP2IP8cW/yKPEoBsirLU7OUOr6LTRUhTce8wyC788cFRFwE+Tw4VhnIC5sob95dp5xySqtob2ypM+qOY8iU1157rUcJ5jnqmzQE0laaAvvxcUJCQkJCwtsBvJF5w0k43t7bjGvxMzu6PyHhfwNiv+dXIEb1CPuc+1/bBlLjTkhISEjoYiQSW0JCwp5HftAbjp3EFkb8G+rNng0j/vnPv24XLLnLPjPiOjv8ouHW6+LRtv8lE633ZbXWbeQs6zZigXUfusR6VS61/QcutgP7LwmyyA4K+/sPXmh9quZb7xHzreeoedZj5HwjIhukoSxKW4HMFi076oSuqtm2f/k0O3zQBHtHv7H2dwPG2n9dM8OufPQlW7nJbG2TeUSrsGv1RDlr2GSNjRsz5f0zZXeP55uyCHCNTE402Mamrbaheattam6wuqYsEhuavRH0Xvb0q/bH2Wvsn4beaL2H3BDsN816Dg32gcRWhSwskqq2JbFlxy0ErJ2QYN+S5/d5Cfb25URnBJm+fRLb8HDPsGnWA7Jb5VTrWVHjPtuTpUS5Xg25s9Z6DZ9mR1aPsw9cNNLOqV1s99c12yvBD4hxoAmVHUlHockihEmc/GQUkz2KxAZRTROoTOgxcabJIibWIIexTB7RWJiwZ9kwtkxibk+Y3I33yYsITWw5Jg2EdCHKQYxhaUiIGujB5B0TYujFpB4TqGw18ajJfO5hgpKoDRDMiCBBuSmjys0xk8yc0zEiQFKBqAeZi4hPylcTneQDUYHJRPIAPM+EJ2myLzvH6XYE1Jme14SeJvjQj0g8LLWouor1Y9KQidgrrrjCI6nE5VYa+Qk9ttgKggDkIMpHOUkPkQ8wGQmpcN26da0meHleaXUU6CK9APpiR50jXeoLshLkJvSTXgj1Q/1rcp06w08vv/xyj7yiif9Y8uAc+crmOsZGse0FjkkXco/s2F4BbElDxyB/nfSfeOIJX6qLdkk5qQdEk7i0yf/6r//yyCws75nXsyuBH4rEhv3xO3RSn8ExkfHyJDYBXaWv9ik3db9s2TJf8pJJa0gtirgIkUV+TgS6mpoaL3dXA93UX0ByJVLjcccdt00kSPYpN8uJEoktJrHl67fUvuxB3bcViQ1bs6Xfg/wSk9iwMYQndGWfNo2PogekXogGPM+z+BD9KGmTB7ZlHyIzZCLqAMIsOsnPBfRDuhrkuWjRIrcDvi4bqK+XzekTbrrppiKxoyuh+lKdAezdWSQ2tYXYFyB4xXVM9D1IHbwfSVt9H+9EBDIZ72lIiJBGeCauP6C84vxLQbqQzmWXXeYkYvpY/EjtnjzZJ1orRGP0jYmPgDTUxyrfWHiGdwu2wz+xF/VM2mzxT8iVEGa6CrKFdNUxtmN5bsYW2Bl9KK/szvYTn/iEj2kYS6lt6HmgcgrkAfCb7UViwx708bfffnvRB+J0AMdKb1eQLzekL0hsvE/RB73QCeEY3SDs4veUA6huQV7PrgB5KB/yzttB16gTonYSNQw/kp3la+pbeGdpOVH1+V0J6Yye/BHBz3/+c++PpRvti3cgvoGfcR3ydtzXyQYqq5A/7ipgK/o2+Su6Y1OO0Rv9IYAyTlFkZOpDvsZWfRTHbLE9+/QLvOPwQfo7bIBNaH/YifzICzI/9/HOSkhISEhI2LNgLFJqXKbzeSm8s3ltx6/uaN+vh3v5l9HgxiCMBPii4JhRfnZPa+h+fiPnfoRjRujb3r0jtOjrIIHtJJK/vIPb28TOPrfDBzuacDvvz9/Wzsd2CKWTl/ZA/tNaugpdnX4BOQO07Gbjanx8SxB8nt/b+cUI4U/eaD+M8vP2i9NoQeny5LLf5ni3oZhx0JHgDc3St52SVzx/nJCQkJCQkEMisSUkJOx5FAasxXFr2GmsbwoSPnjD1/FrQR56q94mrnvBTq5ZbP828no7euCldkDVWOsz6lbrdUmtsWwi5LM+5YvskIFL7PABS+2Igcvs0AGLbf9+s63HgFrrPmSm9bxkTrh/vnUbSsSrIBCzRGArSJHEVj3T9q+YakcOGm9/1f86+5dhE+y3U1fY5OfesvuDTk+G8TdR2Pgor28kgsVGa254K4zh9Vm/+8bixR8ZSpDYtoYPi4zE1lAksd32/Js2aPF99qnh42y/6huC/aZZ72ELfAnWbhUssRqT2Nh2IokNAlsisbUtHSGxDa8pRmLrVTk9i8Q2dJF1h8g2NPjx0PD8sCl2ZNWN9pGLL7HzZy6xB0PbYsplbyGxQWDQJJEmLZkgYsKICTUmWiGXsZwYk5dMWhOJg+hXOxKIHQj38xzCedKCpEMkE0grkLMgAkgPtggTxwgTY+jDVgQXtpwjvQsuuMCJD5BsNEHIhBlbgB1EYottI7SXxAZ5hyW+9Cx2VR7KU3l0BPGEHs9KRwHSDlGSqAt0Qp9YP2z2diaxldINOzKZib0hNzHRjC5MkBKRDx9AR2zAOQgv1A+ECibiAfWBzmzjtMmPrUSI79FWusb7+ed3JHFaOgb56+i5r5DY1HYoN22TJYSJ+ESfIN+mvumDNKFPdKApU6bsMBLbrkB1gu4i5RDxbvr06faNb3zDdZFe8aS9SGyUW1Ba29uXPaj7UiQ20icfHROhDLIZupEGz0tXfJ19lpklcg+T/GrXPE+dIRyjP/vUHe2L8tFu1A5pf+pHAPpRT5yT7l0B8t/XSGzxMaBO9b7iGsdEQoXwLeIT9Undqf+jPlkOe+LEiU4+03NxfZXKS9A1XceX6PPxaUWFJC/qQnlSP/EypvIdwFa+yVbnY1B3vFuI4oQvym6UjS0EljgSW1cCO2FvlQH7E+UJEihkOsot/RBsn0hsezeJjbqExAa5neVZ8WH6EcqBjyHYnjEoESvjSGxKtz2ys2XmOSJ8/uxnP3M9iDIc64Zgf9o17729icRGxFgi9GI7dJavIOgtP+GPXmgfQPYC+BwSH9OGOCayGn0mS8Cqj9N4n3cj+0RsPe200zxaIW11d5U7ISEhISGhbfBOK7zXgvC7L0QyyDMI+4wyWr6uwr3511fhmI3vNodxadhAwhkyZbUNnBa+B6beZYsefcHJOtntYSwS7ZM+Xx1DJi21gTUPhGfusaUPv5DLu71oKZOjJaO9EzvSr6P6d/T+vQzUdyxdh5yfdBWaWleGj4XDll+caGMvBRl/zyvWf9qD9qPhM+1HI2a7nHPz7TZ83lp7PNz4WriHtrBt1cb676by7CSoy3z/gtDuS0l8nW2rvuBt7N8JCQkJCbsPicSWkJCw16BZA/UwkG2oa7SmhmZrDKe2hBHuS/Vmd75Zb2MfespOnLrQPjn8Wjt84GjrU3Gt9R5+qxN5nHRWNtcO7b/A3jFgqcvhAxbZQf3mWK8BM6zHkFrrdels6zlytvUYOsuXC+1ROcd6VM2zjMCWRbDqMWS+9Rwyz9M7sGKKLyX6twOut2OvnmkDVj5qS99ssPVBzefDRwsDcSeJ1WdR2JqaNoTvDYbl2eR5PCbf9kNl16D0sFtmOyYzGn2JSH6I39RcFz4S6mxLU4NHiuNcfXhgQ5B7X9liI9ass0+PGB9seJ11GzHV9h+ywEmA3coWWrfKhQXCWoHEVp0R2LJzuyqkKXLcPizbkPkKxEAnsXVkOdEg1TXWp7LWehcisXUfvti6DZ9rPYeHc0Mm2tGVN9jHB19m/eeusMca9j4SG5NDTKYymcyEEcdM3IqswQQmE2yIJte4v71CuprkR3QOMhLCPuc0EabJYiar2KILS8tpog8CE8QBllc755xzPEoSk5VMglHmeEJM4BhbCLFd2yKxMeGpyVvIOUTEYJkjgfRla7akLx06gnhCLxalA4kGYpMmDDURi6Af9fF2IrHFeoFSx5SB/CgPRAEmoVmqUr5DmdGPY/yBLWQLJoRZZhDy2zPPPOPkHiG2c5xHnDfgmoRruj9/rb2i5+J0QP46vrMvktioAyLu/epXvypGG6TstEXSVr+En+KvXR2JDZ1i36D9EQFOJDZ0Uzthn3J3FYkNIR+OsQXXIfwp4qSArvg6UWkgFUF2IzoXfsOz6ElfThrqP+gzvvOd79i4ceO8ncWkqXz/yTXIAnEf0hUg/X2NxBYDm6ufiklV+CDLbRNRCluQH7bANnp3sqQoEUm5F/Cc6pH9fF4C5/P34Ee8E3/9618X34nkg/+TLzrQR7HM9R133FFsz4LSRH+ulcpbJDbe6aRPupSDtNmn/v/zP/9zt5DY8rrSliCxMcYQ+Ul+iI60o0Rie3uQ2EaPHu2EKBExZW/qknpk3DBw4ECPLhbbuyMSI3/cFriPsSvvPd6njGNkc4R+m/bG+1aR2JS28s3nlT/uKmBXlnDHT2VX9MWmCH6Nf9O+V6xYUaynWP8YXMMPqTOIaRB2+aMX6kppU1fkhU0gtxLlef369f5cQkJCQkLC7kT+bctxdi4jnUEwe+h1s9p19XbrenOZtq7OHnwjI5H4vc0tv1dnzwYQVSmAK36uaauTTf4c5APHj7ajT5lo7znlBhsw7T4n4zinJ6TDPf5kc70/y5/zffiEUXbY6ZPt6FPH26Cp9/jv5q3izRYzZhwlKY3irW2hZFoFyT0cp5O7lIPSaMG29297Tyv4zW1f3yY9ndjmQjvg90ufIB19vk1EaRZlR8jIjPgaX8rUPT6Z+Qj/tBP5MhWlDXB/qfR1vni9VJqxlE5G11qQlZPf1ue/YPavF9XY4afdaoeeXmMHnT7DDjhjhh145kzf0hY+eO4kO7/2cV/NhxF/lsd28ivqG8GPI111T/4+0Nb5nUYYS4d/Ia/d9sxmm7quwSaEvmXS+mYX+pkJT2T9za2F41i4d+q6Jlv19JaWfqiN8neq2gkJCQkJb3skEltCQsJehGwAC+q2QPjgB+dwNggfPcQ+ueOtOrvi7rX20/Ez7YPVV9rBg0bbfoOvtT4V423/yvCxUDHHjhgwz47qP9+OunhR2F9ghw9aaAdVzrc+I2Zb95EzrOewmdazutZ6Vc6yXuF+J7FBChq62LoPX+okoCwSW60dUB4+vAeOsw8MuM5+PHGpjV3/ikdh48OcKGzQE+oattqWzW9aUxPD+aDpdpYT7czBOGkhfDohENiIwNbUwARkvZPYEEh2LCXqP9A3NtvGYOZHw1fD2AdetM+Ommh9ysZat+FT7YDqBbYfBLaB861bxYJtSGwtZKtdlURic2kPiS1sW5PYVrQisfUokNj2Gxp8tWqG9amcbT3CNUhsPUctsF4jZljvqgl2dPlY+48hY6xy8Rpb19DsPybsTSQ2SGJMOjGJxmQlE0WKeqAJXBGHOM9kEpNL2xPS0ZaJT9LnOSbEEdLR5BTCpB3XOa/8eI7z6MczmtiDNAA5ALIMy6wxaa9JMoQyM6kc207XZJf42o4isbEl8sPxxx/fajlR5aN0OwOayIv1p3wsd8XkMTbAPrF+2OTtRmLLPxvXTwwmbolW0rdvXycNoBN+AqGNesJHRHLCdzjPBDyEIqJLEdWDcuLz6C+yAeAc6cfnyD/WRfpoG59vrwC2+fLlr6PHvkhi477ly5c7YYaJb5WVvgcbUL/0ARAU8QWW9+xqoJfa0SuvvOJLGhIJjgl0CT5H2Sk3bbOrSGzkw5Y2DjkN4oPImXE61M+aNWs8Qg5kQNJBT9LCb9CVfphj9lkelSUT8TnVhdKiTqQbQL+YVNVVIP19mcRGugjnRUxU3rfddpsvaQ2hW+9GhPpEeHcRVY+IUkqDekPi+hWULtfUHlXnEICJYMVSovgMdidPEc4QCF6U7amnnvJnYihNpVsK2IR3C0R20lM9y3aUc3dEYpMdYvDOgMQGeRpd1N5lc9pPIrG9PUhskK0gRFFnCO2E9wll4hgS28UXX2z33HOPE3W7GrHuLId54oknel+ndiY9aQu0N8ale1skNt41jK+InsqYC11pI3p30x/RfokGSlTQHRGgOY898Hdscuqpp/oYCDuobdBOsA/5YBOIfV1NaE9ISEhISCgF3mb+Riu81lqOM0IZX6p/uHmV/d1JV9k7Txln7zn5JvvbE6+0bw+aYC+Ea9kXcmHsWJAM2ZiG636ucbOn93gQyGu9z5xrB58+3c6vfcyXSczyrPd7/Ku1eas/C+ntr08aa936LvVnLqx52KO5tSKxdQCtdWwPKEc0Pmvj4Y6nm0cunw5i1/NvA52daIcVbfL5m+uXr/NIfOVT7rAFj77qxK1dww7s3ZaeOp+/1tb9bSLLO34MMhYENtrawafXBH+f76Q19g87baq3l/3OnOPt4IAgtMcTr17i7cfbYUQm3QZ5/fLHuxOeN7NOWWTGXw+dbH970tV29Kmhfznlenvvydfbu0Mf8e5TbvK+gnPZtiChD3p3KDt2+tWwqd5HZX1GRrxtKVaLjRMSEhISEoREYktISNgrkP2w3PJBsnVLI6tiOhSRjQhizzQ02bKX3rBRdz9s/z1xhn1w+Bg7rN8ldsDF19hB5bfa4dWz7d1VS+zoAfPtsAvn2MH95thhZYvssOFL7IBLF1qPUSw7Ot2XXuxdsS2JrduwJSVIbDfZPwy4xk6qXWUzX6uzdUGXV4JebwSdtwSdicLWFonN4SPwlrJ1FkjWhehr/NUcW5YTbag3SGwsJ0okNpHYILdBDNwYbn2y3mzi+jfsC6OnOAmwx5BpdlD1Ajsg2MpJbCUisbWQrUocd0BIN0s7ybYS7F0ksU3dDokNX53lkdZ6Dp1hfapn2P4VM22/8nCuOtRd8OGeIyBuznSC57vKx9rXRt9sl666x56ob7INwW/wUNpde6Sj0KQiwsSRyBgCE9xMvDIBy9KeIjgwAQXxgckiCG1MFiEilHFdE0k7Et3HBBTPxRPAmpSSxM+gh44RrjMhpklkyBlMYF1yySVO2GAyjTJSZpVV5WerifTYjrKNUIrEJh3RgclFCCQQBO666y5/Jn6+q/Hss886iY1oTyIsxLbj+O1GYtse4uuQAyBJQLYhKg/kKfRiqTnKr4lf6g3fEckCv/7hD3/ohKpZs2Z5xI78BDX55H0Gkd9wjfzb8p/2ip5RHkL+OnntSyQ22ZUt0Vp+85vfePQw6pS05IfsMyGOnxJlryuXExXieoI0hw9BIIpJrmxF8oXYQRvtChKbbEzfd/LJJzuhLm6LALITfRPL4qEL/TU2w4bsY1PSoN4QfIhINkQfUlQ36kv6cMw+59RGYr27CuS1Ly4nqnOkS91yzD59lmz/+OOPW//+/X15b/wDm2hL3bKFmEifDvESUIc8r3oVSC++Jh0QgF8Q5RSiFn0qdtdYgH3qhsikK1eu9LLpOYE0JW1BJDaR56ln7MaWY9oB0eV2RyS2POjrxowZ42Qu2rzaIEK9sk0ktrcHiW3kyJH2hS98oRVxjbaCP2N7lqSn3+QPFLDF7gLte86cOe4LEMGwLTqpr5OwnKgisQmygcoq5I+7CrwzeN+cf/75/gcesqf6PfwGe3/2s5+1Sy+91P8QA1/O1xf66r2DsBQy73j8j/ah8R7pIfR35AGZmwiQ6JGQkJCQkLC7wdvW37iF1y6jh+y43oliTwf5x7NvtAPOmGXdzl5u3c9a7MQayCTLw6vL/xSpuTDGK0iG7B3pvxOy07jZ99cF+auTxxYjSl0w/VEnoShP8vcRTIHERv6QVXqdlRF6WF6RLxF9mSvPvGRAh0xany8F3ds6HelT+vns/hhhVOsSI05vR8jfFz8bn98RSj4THWxzPndN5d5++beDEmmWEqF4XNgpHgdbQnT67qglTmr625PG2IU1j/ofUuueWLaH0ve1rveOgPvbstO2ebQNnqOtsUToh8+d6H5O9DUiD548/gGbsq7Jatdu8chjJ49/0N5z6s1OZtv/jDlO6Lr2/i0e0WyHJDb0yCmnw1j/rgd6NHgbZtnU/xk53w46Y7oTVXudNdd6nzXHepy10IV2D2mPrfZ1TKS6/xkxx9NAd/oP9HcreEHy9br9ekhISEhI2DeQSGwJCQl7DxipFkarENiQpjCyhcTGb851Tc32Rrj+VH2zLXt1gw259zH7/q1z7COVV9mRF1xqh/a/wd5ROcPeWzXP3jl4gR3ab7YdeFGQgXPswCELbb9R830p0V5DiFhV64Sf3uURiW3IIiex9Ri22HoODfdWz3QS27sG3WwfHXSt/W7+7bYqfOvzUf5ac7O9GZSqC4Pq+obwcb91gzX7MqJbrcl/EMg+RhzRYLwzQYQ6PrdLktiCLpuMMM1bbCs/LBRIbPX1jU5iey7IzOe32FevmGYHDRpr3asm2cEV8+3AwYus+6AF24/Exn4isXWRdIzElkVim2H7DQm+WiCx9aha4NHYeg2fZ32GhWsV4+29ZdfZD66rsevvfdSeDi7CBzMeGk9EbU86CiaD9KwICDHyJDYmizWJCvGBiaMjjzyyOKGGaDJTk0nc2x7R/QjpMGlLumzjdJW2zsX3cw1yCxP0v/vd73z5u/vuu88nmjUBy1aTYbIZ55hc5nxsR9lGKEVik/6akMMuRGWB+EFkCWTixIkuOmaiUULkjI6KnoWgJCHdq666yn784x+7DdAlti+2YWLv7URii1Eqjfgc++QLWQJSBQQOJqGZ8EXQkbpBT/Y5B9EC/SFUQXwjWgjL7GHPVatWORkEkgflF/kghnwIO8q/ZD/u17n2CmAb+ybIXyftfY3EBij3smXLnMSmCXHSovxqi+QHEYGIfBAaS7WfXZWpU6f6Vu0ZG9Mer7vuOrvgggt8KUfKiU5xG6GP6spIbLIDbRQSG4S6uC3Sn0PAgNj79a9/3XWiDdAuIBKgH9GusCvnaEMs1wZJBtIA9UD+pCPfBuim89JT17oK+My+TGKTvTmmLrCHbA95c/z48fa9733P08Ym1C32wWfYh5AzYsQI768F0lIagtJG4vwBxDl8kXx4H4rsQ37skx/jBggsEIzVjpWO8tO2LcQkNtInXewW1zdRsi688MJi2+wKoY3T3tknH44h0hDREHuqf5OOSCKx7f0kNsoFiY1+8Utf+pL3hbKx7E09Ug9E+aRMjC3zY7kdSd6fdiRKn7YM8Zllqmln+HzsB/KzvZHEhl8y1sRmENXQV32R/IV3NuNSvRd518S+Ajim7bClvl566SUfYzP+0VicNLEN70RsQ3/L+4s/7siPMRISEhISEnYHim+ywg4jYd9tbvDf+cY8UOdkGshr3c5dY93OXuXkEpY57Lf4VScTxeSZlvQ415T9TshxIRJbTGI7/LTtkNiasuVE+b2cyG9EpYLYkyexbR+Mq7KxVSvdOoiSz7WRWBjVuuSh/Ld5rI10Oh25zHeUrW7PPdZxtDOjlnyC7XLH+Mexl93tPnPkabfaeTP+7EvQ7g2QnrF0DFkboR31q3kwI3OduciOOnWiVd++yVftIUIbX1FsiX44bM0GOyzc1+vMhX7/T8be60Q/WkVrHVp8P0Nm251B63R3FejR4MQ9yvPdUYuclNbtnNucnHfIaVOc4ApJ7cjTJhYk28cuCPv0Iz8fPi2K5BiV3/+Jy89+dpyQkJCQsG8jkdgSEhL2SvAbc0N9+BgOXwfOzwpjVz4UNofzfAA/G2TFm1tsxN2P2Q9vnm0fHXSNva/fWHtf+WR7d/kMO6psph02aK7tf/Es6zVghvUYNNN6VM+03sPm2IHD59j+lbW2/+CZtn9ZuF49z3oMCQNwX4ZxqfUYscR6DVvgJLYDyybZewaNs08PudkGrbjX7g168FHyepA3IYUFfZoa68P3+qagZJ0T2CCQtfcTfeeQDeazT20mEZgAwkhhC4mtET3qbEszf92zxfh7PJYZbWyo8x/rN9U32UshibkvbrX/N3aGHVo21npW3GqHlc+1QwcvtJ6DSiwnqqUutyOJnNZRwaaxXbP97lUznLzWvXqq9ajaMYmtx5Aa610V/Dn4fZ/g993KqIf5wa+Dnw+ptYPKbrH3V95gJ09ZZFPXPmPPhbrnry/x0HgianvSUWiiCGGSR5PMApPkTLyynCiTRUwSEW2FCWomjogupIlrJseZ/GNCimMmkToqpI8wCcVEF8I+E1O6R9dEBuB+9IAUw5JiTPpCXmHJp40bN3qZKAdEJE30x7ZS2blHE/U6LxG2R2JjMo7yM5nIPvZiEpeJT6JnoB8Rkj75yU/6pDbn2XLcXoG4wzOkzaQ9ZDXSZgKQc0RgQy/yxyZsY/2w3duRxCb9SqUTn2fLZPTMmTOd3IJNDj/8cCc/4Jciu2AH7EN9Sag36hPyDiQkCG0sL0Y0KyKJrF271iNtEckKX8F2sT7sI5yH3MFELP24zrdHlE4pH42vk+6+uJwotoe4RN3QDkiLslOX5MMxfQPHkGewTal21BlC+2OJZbYcs09+tEf6yMMOO6zYTmh/6rNoo11FYiMv8sTOLLNGX6WogvgsxBOIrt/5znf8WfSS/WgD7KMjQrkg57B8K+2Z/Kkn8kekDyBt7tF5dM63j84GuuxrJDZsK7tj33y7Ud70PXfffbfXH7aR/6mfVvvjOgQo1ZlEYF/1XaqNPvfcc3bDDTf4EoyUQXUQ1wOE8ssuu8xef53ReAaejdt1KcS6UHe8WxQ9k3KQB+Vi/EFe9Nu8H/PttDNFbR3hXU57h+iJLbEv+qELuqEXdqYtJhLb2yMSG5HAILPTH1KPlIV+kTbD+4VycUx9M47C3/CD9kp7xnvxPXoOgiQ+gF7YmS0RZtnGbYA/YNjbSGz4+xtvvOF9GyQ8bCnbojuCXzNuhXjNsv/84UCsH/v4Hmmxj6/jU+edd54/q3RIV+9Z6uvzn/+8E8sZN+yu8iYkJCQkJJRE4TXEJtttcqLQiRMe86UMnUD0x+XFCFAQyr5YucheDvfEv86x78+3QWLLlhO93tOBCPen6Y9tl8TGcqJE3/IIcGe2LCeajfrDuIl8wnMtwjFXw5gu/CsRSp3bFqQb0go6eJQ5l7DPsqmFtNsH0pGOPFNCJ9/JrmX3cxzBb1Yahbzz92yD6H7lvZ1nPItsN0DPUlaVv1BuJNazVZqF83n4fdxfSA+bul2VZiGtIrJ0ismHe6jvb4y+3ZfVhFD5uxnrC+RJ5Uka0b5LDp5PoQzFckTwzOLnJTnovmJa+TKpXFkexXJEaHUu3AeZizmpj/e93qOM9Tl9jhO7mCuCSKp7aRd8TXHv56qWhTY5y9viB8+d5O2wdV4t+reci8G1gv7y8WI5Mt2F0s/vCrK8Kbcise0fykIUtm9cusr7CMhtkNMoF/dIOC/hGr9KYJMMLTpnkP3Zci1/PSEhISFhX0QisSUkJOyV4Hfhuq1NtnlTvcHL4pglRTfV1duW8CXAwPfJcH7Ji2/YpXevs5/essD+bdRk+9uyCXbIhTdbn34TnaBGBLY+RForm2ndy2qtV+UMO7BqthN+Dho8w+/hep7E1mN4RmI7YPCt9jchzf+8fKqNuPMRezDowEJifIBBqGtobA7fVg1B6sIgO+jaXOckNieVdRmywXw2rGeIH/71/MK2QGJDn61Nm21L82arCx836AXZriHYb3N9k70cklj8aqP9ZMJCe+eQcdarbKIdXjbHDh8U7DV4gfWoiJcTzZOtSksisXVU8nbN9ndIYguSJ7GxPC4+jT/3GBzSKptrvYOfHxCeP7RsvH102Hj74/y7bMGzr0QktpZJqB1JR6FJRYSJPCaKYjABr0hskDSYaGISjYkiEVKI5MMEkialmMglOpsitDGR2x4hTS1HyrEmgzU5RVqkzT2atGNCjOgORKAYPHiwRztjQpeoL5ABVB7KF0/A5sG1+F5N2MaTrmBHJDYE3dGRa0wyYieESTWONRlKOSkf9+1IeJ60ZRsmUsmfLWlyD+lyrIk80pb9pB/Pvt1IbLEepdLhHDpLfyY6iUQEke3ss8/2yWDKj8+gKzaU72BXbEX0KdUZJCTIgUwaQ1o49thj7Ve/+pUTjyAAYQcIIky0Kk9AW2GyFNvJhmyld3sEsNVzQv46ZdyXSWzHH3+8T+6rrPif2hlpU8dqA2pDXSFqA2pfOqc+Km7z6Mq5riKxyccpN74LQWnu3LlFEhukE9rEL3/5yyKxCeFZdFMZ0Jc2zpKoEDjjJVnRJa4bwDnqD71UT2xpD+pfugLkua+R2ChzbFPsnLcxfS/9NZGKiCqJv+F/2EY2QQfq+bvf/a7V1NR4nnH9CapH0sy3Uc7feeedvmwpfSZp0/7UJsmHejnllFM8IiCEckCa8pdS/iH7IdJHJDZFYkPIj3woC+1N7V/XO0viNJUnorbGO5drtEOE+7Et91C3HCcS29uDxMa4iAiVjK2oX0TtU37AlvaEcNzVQn74GHbFv9S+EHxCfojPESVubyOxkQ99xezZs92XIf7JT1QebIw9iejI0rzx2BRQb9SR6g+SLu9AxmWUXe0Bm5Am5+iTGH/wzsvXe0JCQkJCwm4Hr93Cq5cNb7l1YWj9gfOmOsGESEg/mPyy/ddNzzj5DPLMO08ZZ7eHz4LsSw6E74Dwr78hC0QY/vVkW5HYbtiGxOZozpYD9PubWkhsf31yRmLjGZHYGFWSHvdAhmEbC9eKaeWwo/NKNxbloXTbA6UV65IXXd8m7eJO6/ui022Ce2LZEXRfrAvljUV2aFsHxjK5cWxB4jTjtOP0WtLM0tFzADLT1y+9ww4+fbodddp4O2/Gk+4zXM9L67RaoPOlruvcjtLRPbLF9qQ9ujhCO6H9zHuBCIXXZ9HVTp9hV6x60eep/D6RygoPUvYfjn3A76NNvPfUG53g1SrdqD5azmXgWOXI1++OdO8cZLqRL0S0/xk51/Y7fab3Mz8I+9Q3OuTJdOxLr/bqF74yW0lCQkJCQkIisSUkJOw1iH/8Zrd+S7Nt2cgPzIVzTeFjYfNG27p1s21tbLI3G5vtqXqzFa9vtdH3/tl+O+Mu+8xVc+2wwROs26BbrUf1bOt96RLrfclS6zZ0vvUYNMt6D5xp+w2a7gQ2kdiIxMb1bkMWRJHYFhZJbO+vmGDfuXG+XfnAE/Zw0IsBOn9d41HYgnJOHAsf703Gsp0NLk1hCE9pWkrUmQh5NjcWhvQt4hHZ2iCxNTYG3eobrKGu0eqC4q8GxVaFL6xTZt9hf3fZNOtdNtmOGDzHjtghiU2R2UqJ7ovvT9J+Kdgst5xorwKJrVfZsjZIbLXWs6LGSWwHVsyxnoPnWvdBYVs+2w4I54+omGifvHSqVa1Za6tf3Wwvhva0N5HYiGzEpDSTapp40sQtk35cP+aYY+wrX/mKffWrX/UlNYnC0hFhQhZhn6gN3/zmN33LOdJjy8Q7BIsTTzzRIzGwpNCECRN8Qh3ChcpA2Zgw1uR8PJGl41hi+7FPOvnz2yOxsY9dsIcmP5lY06Qn+zoXT+BpQnJHInuzLwKW0tJkp/RRvbAvUZ4QtK688sr/VSQ2hLKIGEEZmJSGhHPGGWd4tBz0wz6yO/uyCeQIJt05R0Qf7uUezjMhit8Tbejb3/62T8RefPHFHoEIEs0DDzxgzzzzjPsGdpKO8p2OCGCb97v8dcq5L5LY6I+WLl3qkdjwY+qG8sq/RSxQnXJddukKIX2E/OVPCDoh7Kv9S68dLSca133+PKDu8yQ28kEHyswxxF78njaLT7788ss2b948+/3vf+/5o7N0oxw8BxGINCC5Qgq+9tprfRk2bE7e1EOsi86pfqQf4D71u10FfGZfI7HJ3gL2zduZvheBvHjLLbfY97//fe/TsAeCf1DX2Ip+kSUUWTYZgijpxHkqfUT5ch3bE12JJTUhRaocauvs45tEkOL9jK+TvsqQT1PgeizSRyQ2SOyqV7aUgXetypMX3bOrQnlkO7U3tmpH3KNj2hRl1zufY5HY8APKrbIKKq+g+kwktl0DeSgf8s7bQdfwZ8YLo0eP9vErYzvVtXyAcsV+B2lM/WdXi94n2FWCbiLa4Rv4289//vNtSGyyed7e+eOuBHnde++9/r5nHKW2oTbDFtsSOY1348MPP+z9ppD3Pcb5vJ/wPb1nSZP6kJ34HuF9d9ttt/kzpeo/ISEhISFht4FXWOHVy+gXYs1VK5+zg8+YaT3OWuxL910SPg3732W+zB8Ro1jyr3Lh0y1LOzaHsXPY+OgZAkoQvqD9OCKxvffk6z2KFBHetJyoowSJzZcTPelqX8KUZ/pNu8//CJzf0PkiIVoV9zxTEI75jZ1RZ6E47UQYj4R/ebuTLqQg0oVEh7BP9CfybvkVKXtvl8pHaXE/9pHO2b0tefEnNFxD2Oec31NIlLw4TxqQ96gX7Fi4XITGIEpX+fJs0RbRQ62fz8qBvSk7xCJsGZdddpWOXqcOno3GLyTc5P/4LmVGD9WT0iR9bKwyFctdSI/0OcfzPPfly+53khM+d8asF/0cz8aC7tKtpXwZkZJ0ZBPuy/RvKbeukw5bdOK8o5AYz3Af92AjypS3E1HSKBdptPKTokI5e4V97mXZXkihkNhoF4uey55vpUMhDZH69of4FeRzlQv9HCje5v9k+RQeC8j0IE3Khy3QN68/ZaOe8+UXdn2MntmA8mGr742a7/0Jkdj+uxCBTn6ODtQpW9VrnHsrTXZVrYSEhISEfQKJxJaQkLBXgmVEG8IIGSJb9vtw+Chq2GINWza61NeF/cZmJ+MwaF8VvkyuWv+a/XbRw/bxG5baYZfOtt7DZ1ifSxfYfpctsQPCwPqA8tm2X78a2/+iKXbQoBo7uLzWDqiY6SQ2j8Q2dKF1i0lsRLIafKv9Q/Uk+8mtK2zsY8/aI0EXPtgZvDc28wN4+GgvRGGDvMZne9AYbX083jVjciYP2iCxEZGtQGKra97iUt8YbNUQztU3WGN9k4WNL4d6ZzDeBSsftX+6br7tXzbFjhw0x44YEOw1aIH1Kl9oPYistg1pbXskNkkisO2ctE1i61W2xHqU50hsQ+dYdwhs1UHKptmB5TPtkKp5TmIjGlvPshnB56faOyon2f+9aoZd/fDz9sCmZns5OCXtJvOZ9klHEU9wMZGXn1QWiY3lRInEpqgjTKxpIo3JI6K9/PrXv/YJSyaXxo0b58QyyANMzLdHIAVBfEHYZxkg0mJpUIQJU9IlssLKlSvtwQcf9IlHCDMIE3dM5Gqiii36a1Kf8sVl5RoTyjov5Pfj4+2R2DR5i21kI+0zUcdEO2QR7sFmTILKhu0VTdYhpMmkPpPF5KP8uUae3B9PfGrS8O24nGh7QFkgSqAr9Uo5mOwkCtD555/vE55MqkPoQGfsh97YS5OfnNOkKtfwd4Tr2JB9InwQBYwlRyFT9uvXz/1yzZo1TvqBhIIOSOxz7RHAFt3j4/x1yrcvktjYX7FihZPYeF6EIPk66dMuFQmJc1zrKqFNQyLA/vIj/IZ8Ra7hPvkZ53dEYmtrX/ag7ttaTlRkHkhsRMCaNm2a1wVLgl5wwQVOEsA26IE+PI9uRxxxhD+Lf7MkM30vJBXqhXzJk/4S+6MP2/w5oC2I97sC6LYvLycKVDc6xz1qL9gHAgd9BIRP2Qd/oY/DTpzHfhAciZSW15190onrmGP6Nvq6kSNH+vKLlIH01E+yT51861vfcqIbZaJvjnVD4rIAjmMdtM/zffv29fcdZaBuEfZjEpv6ApVR+50l5EXZaCe0n1gPrqMf12ljCPWKTVIktrcHiY3lwz/3uc8V+0XqmLqW3RF8gLKp3ilrewS/QPI+tSNRfuyjj/yONLXlGlvGI3tbJDaBpYch1RLZFptiO/SOx1uMTSHFMpaivwDoGdcdxyzt/qc//ckJcaRD/ZCmxtQc0y9BSqTN8Yz6HKWRkJCQkJDQlYjfNb7PYeEUIzZ+pz7+mpVOqoHE9sm+Y2xdOLcqCCS03mfN8SVGjymb5b+h+y82TRmJzd9m7SGxnT55GxIb9/j9/PF02ECsgcTW66xsycHzax934tAj4eKAaffZ5y4Yb3930lUu7z/xCvuns66zM2+50+59IyMr6Qu+WNyonAKHEGW4//HwQPWCdfb1sume3t+deLXnz/Zzf5po/ac9aHeHtBnJtBCvtgXnIQKVTb3L+tU8bIOm3mPzHn3D84AIRZmXPkcZ7vfocv1qHrTyKXfY2lcbC/YLY9KwIZ+qSSvtotqHrH/NfbbkkRey+QPuyYH7eXbtqw2eH/lWhjQfeU12aBlncq+Ea+hF5L2h89fb/4xcaB8IZafcCHb49wsm2G/GrPTr9wWlVP4M0fg1JEiakJBeCTL9sc121rg77f9eMDGkE+op2JG6+oeTrrT/HrXQyz7+nleKxCmeJT3Kh05VU1bZ72qftH8YGHwx+AA+96XL77fzZvzZLpj2kD8vKZuK/bJlKrN0QEaWmr/29YJNHvQ6EbkPQhp1ftWqZ/wa/ohfjVv2SIs+zIsEUG+T7n7J7fr9EfPssxdmZfrbE1rKhd2+F+yHn9wV2UnlahEhI7H9oXa9HXXqrd7eiHpIm6JeyFllYR8dHgo77z+vxtsQhNKTxz/oaZAW97bOq+WYrXxvxuNbvV5YwtR1j/T/9ZjVTmClTrg/K30nI/g3doHE9v1Ri5zARv3iE5BFs6/GLG+JypaVp2WbkJCQkJDQESQSW0JCwt6HMLLdujl8yGyFuJadgoRVX7fJGuo3h9Fw+Lxq2Bq+S5o8GhqDfz7elm9qtDEvbbbf3PmUfWLyajtiVI31qZ4UZIodMnSGvaNyhh01sMYO6T/JDhk0xQ4qm+qRqvpUz2lFYus5crn1GrbYelTOsQMHTbYPVU2xX0y93a5b+7zdX9fsH3b+VyYM4uu2WFNj0MXqrb4R4li9f2p07eCcHOrDR31GWuMoEybyGsK3RYMvHyoSWwMktvqt1lRXH+wWPrAbm/3j8t7wlVFx55P2HzcttcPKptg7B821oy5eYPsPhMQ238sPiU3LhLbIfJdtSViISG5sM+lOpLtwTs8pndbPJSmKk9hYUnRaRmKrCB+HkArLl1jPqmXWo3qZk9h6DMVva613VZCyaXZQxSw7rDp8TJYFmw+eZb0H1dhh5ZPsr0Mb+Oq1s2z8+r/YE6GdvBq+Jvn4dD9tbp90FJpURJjgYZIyBhPwIrFBlmHCiMkmiCJMzjIpx6TaF77wBSfzQDB58sknnTwkYbJzR8IEIlvuZ58Jcia9EPYRXYeQwyQdkWY0KY6wL9E5yhXvCxyrvDovGzDJzHmdi5/bEYlNE2rYhMlHJuiYWNPkPue4B9GkZkeE55nwIw+OSV95c8xkPtcQrnGO+xHy5HlIWJdffvnbLhKbwLHqNAbnKQ/1R/4cs08UKpb/vPHGG52wQfQh2Qe7YD/ViepSZZIt2ed8POHKpCm2hNxJ5EEmXwcOHOjkzTvuuMN9V4QFgL7otD0BbEuVLb5OuvsiiY1yE4mNZcR4nrLid5SffeqI9kaeqkvOd5XQntiSv/wDUV2oDeqY+4kQc+GFF3q0GdWpygfYltqXPbBBKRIbPkm52UcfyC8QfomyxbKSENi4X7pzn/a5H7sRSZM6ue+++4p9APnlyWrowrHOSTjmuXx9dgXIY18jscVps1UdYAv5kIRz9EEQwVnCT30ddlF/hr9ANIMkzhJ9QH4mkH58jvfu66+/buvXr3cyJgQt7B77PXlBkKNPpL2SRkzqJT3pK0hnlSUGNtFyovJd1S95kTf7ylt+3Vki27FPvnr3x+2d8+xzX6wH5yGh0QYTia11P9fVIA/lQ955O+gaPqdIbPSBEN0pg8pFPbKlj6ReRabUta4S6SAf03uN9wiCP6jPRy/et7zv6etiO8d2EPLHXQHykM0hydJf4y8isclXKCv7lIcozPQZlAF/0/tHfQfHd911l0ed01iUNBhbiMTGlgjOU6ZM8W8GUMoGCQkJCQkJXQfefyXGX+FVBHGFVUMgtkBggzw2cNp9Tn6BQPbLa1fbQWdMt/3OmOtLgy7fWCCdFEho/pW1HRIbz7Ac6aGnT91mOdHi/QUS25NBWE4Uggty0uzXbUQYtr3/vFpfXpIITkRpQyAAcc/Bp9fYR88Zb5PWNztJiXTafsNmZBoiWV1/3yb74LmT/Hn0o3y+PXOO9Tlrnu8fcto0J+GVL3zGyTY8CyHHN/5vBvZJ829PGuOkJLbnT1/v5Zn3vNk3L1llR5060UlZpM/SkCwnWbt2i9ufNNGbqFQfPmGkHX7aZDv61HE2aNpd/vv7tl+yYQwb/qUeZj36ZtDxBjvy1MlOSqpdV+9zDlmdsBM2jDvCllE/EbnG3LfZPnzuRI8Chj7YlTKzlXAe2xCVD3/Ath50LaTLxust6EFekAx/PmZN0Hm8l63PGbOzNIJNPb2zQh5B8C3s8IULxtuyZ7O6oOwNIUEITujPsrPUK0vKUsekQZrUfyY17o/vPWWszVr7VkS8CvUS0sFeF9Y86npD+mILSYz6gwz3gfNqvNzURZ+zFritfzRitpO4Mjs3eHroQ5sgT2yBTi32YT87xk+45z0n3+SkuBZSVqk21+R2hKhHfZHG0adM9GfctJFAqiNiWt/aZ7z8kNjwq1XhE1n1y33FsgfRs+xzz0Ph9M+vvbNYL5QDe/q2sI8djjhlkh1TMdfuCsqRb0uaSm8XUSCxYeP/GTm/kP8stzv+CCHWGkPBmjaHe4P1JF4jcbnCttX4mWuRjaNLnaJ3QkJCQsLbHonElpCQsFdi69bwMVyYp4eYBRELEhuEMWtCwkUmpRoabVMY777Y2GTrw723B7n+jSbre/8z9vUZt9nHrq61vxoxwd5VeZO9r2ycvWvQzXZE2QQ7tGqSHThkivWunmY9qmdmy4kOX2rdR660niNWWu9hy6xP1Xw7ZGCNfai8xn540wq75sFn/MOOD3Y+Jhhqi1xXVx+kYbNtCR/6DUG3VoPwTgc51ztRDWkhsjVmS5kGe2VR4YJuQfzeus1Btgb7hTPhq5VIbJRlzLpX7VtTbrejB99qR108ww7rP8/2GxA+5Ij+VTHHelTO8ohsCGSqHhXzi9KayEZUsNlBZkYyOztfILGxRGkm2yPBJXGbVc0KMsN6IKqDqgXBlpJ5Himwd9VM61M50/Yrn2UHVsyzg8K1nkRjqwjnBk+2I8vH2weHTrQfjF9oc57fYC8Ft3yrsdlCcylOvrRHOgpNKiJMEjFpFCNPYmOCiMmnD33oQ61IbF/60pesurraCWyks6dAOTTRWsoeOsc2nlAF7GvSTHbgXHzPjkhs2EITcxAriCwB2YYtE9ESyE/YkEk4rrdH9AwTrEoXgSyAkBbXuYZwzDPscx19uA7hkMlnlsCknNiBrcrMsSYMAdu3A4kN6Bp1GF/n+KmnnvKobAMGDHByBZOpn/rUp3xCNa43lUeEAZUREWmB8iNMHDNZzzlsC1HoF7/4hUe9YsnWZcuW2Z///Gcnfci+ILZJqf34HIiP2VKefZHEBoEGAheR2CDmUF/4HXlgA+qKtNkn/bid7KrQlto6R/tin7ap9sm5/P1cY7k6CC2UW2WkbCqzygry+4C6L7WcKKI+GRuffPLJPolPFLbf/OY3fh2Sq4h33CPfpS/DnpADicr16qvZdAf9P0Ke+T5B+0DH3Kf7uxros6+T2OQf6r/jaxzTDy9cuNCX4qaNyDbKF6EPpB+B7KE0QT5NwDHleemll2zJkiXeDvEd2Z0taeNjRGdlKVFFQqLtqp1zLBHYL5UnYOlS6lmRTMlH/o7/I7SFjrxPd1Zo1xD3aOO0Z73naT/qD9hyHp24BsmZqHW0+fjdKFDeUm09kdh2DeShfMg7bwddwy9FYqN/pt6wN34lW6tctCPqXb5GXbdHYh/KS/66jvEdhLzY4gfsM9ZA8EX8TvfQ5zPG4X1PXQHKuL2ydyXIEz2UP/5/4oknus5xf6FxAf0Gf2RAxDb+cIV60TtF5aEvmDNnjvu92j9pUT+kxTH2OP744z2iG+Tc+N2VkJCQkJCwe8B7t8T4K7yO+CIZedvr9q5TJzhpCFIPBCNGcly76b43nJgF4ebw06Y6Eci/Dpozso+/EcM+wsjaj7dDYtNSiCKx+Wi8qTWJjby69V1q7zp/nhORIPD0OT0j3kCEIj0IRNwD2YllFj989gRb8lwcTWrb8nIeEtElq18pRIib4eQk0oc8RTkRdD3wzJmeB1sIShDZSn298UZHICJB0IJgR1onzNloZ8x8yf76pLEZWeyMudaz75IiOQti0bTHG5w0JFtCWqL83ENZiTiGvtkXS4wwhg3/Mrcw/fE6z498333KOLt1fWaDrE7YyUAa1BtRyLI6meXlI5+Dz6z1MqMnaekaaXKOSGSQurKVQ7NlYFV3fw6f2V+rIErY5GK9YFfSOfTUKf48xDNIS15XIW1sP2Vdc4EM2UIay0hsU7dDYqtxgcQGOa0UiQ174aPk2+PsRa7LpJfNjiub7tHPRN4i7W59lwXfqfVoatRfZuf68F9GKMROlEd2Il8vl+sx3dPmvOrr3afcZH+qecR1iEzfgqJ+T7q9KCd+ALmL+6lPSF0EWrjxvg32zUtW+HXyYjt69cs+p+R6hvbDM1k+Le0bW2BX0vhK+WxvP9QLZSYd8uUcW2xJfaDHYafV2Of/NN4eC885Sa6QXslydBQlSGwQHWV3fY2iO2Vjq7K1lBFk5dQ4OnxVuBTRcmO8m5CQkJCwDyOR2BISEvZK+FKdYRzrw1kii0FeawxD5kIUNo/EVl9njfUNtjXcuCF8ifGhwOCZaY2l4ZZrn/6LnbP8bvuvcbX28ZHX2gcGj7L3Dhplh1ePsYMvucV6j55s3UZOtW4jZgYJHz+XLLfuo1Zbr5FrrM/Q1XZA+VI7YuBc+8ig2fbNUfPtyjXr7YmgEx+9fBDVBx0hkG3Z/Ka9teEvtqVpg21uDtKwMejP8D4aiHcqsEpdsMmW8AGaRYFj0M9ZdJLw0eD/8mHUsDl8p24KNt1qW4POfDQRWn76K/V24tz77O/LJtoR/abbQf3m2P6DFzqJDWKUS1n42CubH86Hc2G7X1m4HiQjo8217tXhw3joLOs2bLp1G15TlB5DZ2RRxSBlVc63XuWLw3NLfAuZLRHZMslHpSP6HVHwelWGD9HKGR5trWewJfZk+VCPzhbO71c+w/Yvy+qnT0UWPc/rY9j8cP90O7BsvL1z8HX26Usn27mzb7N7Xq/3ZUTr6ps9ujofje2VjoKJJT3LRI8migQmj5iEZiksIk4xacRkERN5TDoxYQQJiIkniG4Qo3YHgWF3IW/XtkhsIgdoQh/5/ve/70usfvvb33aCwo9//GMnifzsZz+zH/7wh06uIB322yuQgjoqkKrQAx2+973v+bJsRGiCtED9U1+IJvo4F0/6sd2TJLZSaCu9vA9zXzyJSjkgf0HsITLb6aef7pOhLEvFhDC+TD1KVD5N0lNuTZpKdI37eV4T3JDLICBcffXVvvwtEeFk11ikG4j3dT2GjkmHSEgsk7ovkdiI5gKBi6UyP/nJTxYJhZQf/0OOOuoorwciTJVqQ50plI92HUupcxLaD2Qclp+lndDuVM+UEzvk6x8BOs8zbS0nKlIatsVGkKJqa2udtImNIAFBZBMZg2e5H3tBZuIZouBAYkMX7E1+5E2bztdTDPRUX5J/j3QF0GVfI7F1FDzzwAMPeJ/P+1t9FcI+gp1YhpD70FVgnzpXvvIBjiHmQsqCHMfzSof2TVnwKd57q1evdrtTV/KjjoL86Dvpq4mART6qW/KD+EJ+9N/oQ/sr1VY7Q7bXtkvJd77zHX8OUjP9MNEXeQdRJgnALnG74ZhricS2ayAP5UPeeTvoGv4Jie3SSy/1ZShlW8qEj2lcgP/RjmirjO/y/tFZonEh/hZLqXMI97MdMWJEMQospFFB75bY5nFddBXIg3wRgM8MGzbMo93x7kGImsa4GZ/h3QRBlD80uPfee/0ZdJffIYx7GFOx7Cv1o/GO/I52wh8TMLagn6IfY2nStuo+ISEhISGhSxG9brTL77s/vO7+Ailnln2yXxaVilEgI3HIPP9w3mQnwUCG+WS/mU5E43nuUXSusFckoOSXE4UoA6moQyS2s1dYj7Pm20Fn1Ng7TxlnHzvnZjv9lrusasGTVrHgKTtlwoNOMkJvSEQQnSDIQIbKviAynTJkv3FDGKtZ1+iEIJF63h3SQK9Fz5lH7EJYGpKoWizjqChY5HVnOM+IJrNdlrYXPwjzCZDIIH454e+PKzwPnqXs7zxlvEdfI5oW2w8dP9Jmr32jQBjKbKHlVEkDm7HkZXtIbBCQep45z8l2rUhsQriZe/lj9H86+0ZPGx25/5RbHrCb7nvLy8Z10rtw+oP2lYqZbneIWdi1uIysR8jKiEfoxnKcLBULEQpi1L9cOM3KFz4V0tni5YFYeOWq50Ld3ePR39556k1OQJsQ9PSyBz8gXb6Mqyev8qU2PzhwuRPHII19+bJsOVEIfdgDuWj6I76c6OOvthAnVSdFElvQCZvgG+84f6nXNXVJXeCT1AN1yrKavxw21dtBVr4sTdrAR0IdcR/Lo+IjV6x6we2DQEDEF799yRInhUHMon1gU/wH+0inGOj3uxnr/RnqGeIjbQKfxcbkybmYePbx/nNszAN1RRIl6baknfmCHxd0p81CEDvsjGmuF+kRae3GUM+Q1MiHuoGg+t1Ri5yUx30QOFmulPmxLP1OQnNGYqNtfm9URmIj6uNXR99t94dz9BO0fQQiJ/phE9pr5sWhnIU+JiEhISEhoSNIJLaEhIS9Dgy0IbFBxGIony2RWeeyDYmtIftLaohsm8O9TNMxUP5zSOSOLVtt0vMv2uC7H7RfTZ9lX7lqjH2saoQdXT7KDhkyxvYbcaP1HHGr9R45w3qNXGA9Ry61HsNXWM/qlda7fLntN2iRHTVgrn1k4Bz7ytCZdunqdbYujLf5GNgYdNvEBFoYjtc3bLbNW163rc0bXSCxBe3DXV01OMcqdcEuTFpR6ozEFqzkNuPDAuEuSHYisTUHvRqbttim8OHAkqjrgo0Wb2i285c+Yv88dIq96+IaO2TAHDuoYpHtXz6vSGLbv2yuE9gyCR/igxc7kc2XuCRCWPXsjLDm5DVIgUHYQmqrDucLJLbe5UudxNa7bLE/m0hsmbRJYlMkPIhrQ6e5dKuaEu6far0qpzuB7cCyUE9lEARDXVQtsm5Dgl1HzLNeQ2vs0Mrx9tflY+1rY6bbkJUP29q3Gq0u1Lkv0cv3Y2Hypj3SUWgiC2GiiTYaQyQ2CGptkdiYhILERiS2vZ3E1lEb5e26o0hsHBMh4+tf/7pPWt9zzz0eDYJJ5jvvvNOXteQYYbKRczuS9t5XSiBPQSRQvpC32DLJqUlvfCCe0NTEo47Z7m0ktraQ9+F8WQC6QYqAUEC9QOhj8vqMM87wJaggR2nZMJGCKKN8nrKrzjlG2Oe8JlRpJ9jjn//5nz3N3//+9zZ+/PhiVCKAbiJ2SE+EfVDKbjrmvn2JxKZJbCbm8WHIVkx2UzekheCDkA3IAyICfRZRxUq1i84UljbTVhJfi4W2SJ9AP0mEGMqoOmWrYx8rBT+NfVf2wGfaIrFhA3wRO5xwwgkeie3++++3QYMGeR8d1wX7ar/sQ76k36JO6HPQT8QaRLpJOG7LZ5GuBvkmEtuOQQRKEc7IR+9wbIUvYC/6KMiOEHlUz3H9qv7lC7xPaIOKzoqQnmxOJCmiQj3yyCNeftlkZ8rAM/TX9M+QXFTP5EVZKAP5s0wv5aTd7co7s5TEbRpR+nHbzh8jtPfbbrvN7cA7l7rFnrQr2nfcxmP7qD0lEtuugTyUD3nn7aBr1AG+f8UVV3gfSP+JvRFIkpSHPpIIX6eddppNmjTJx1axT3SmxP4V+/KO/Bo/o14Yr1FXgtptjM7wiRil6pNz5Kt6f+WVVzzKGgTAuO/Te4n2Td9B5FDe3bQTntPzHK9YsaIYgVZ9Af0AaSjN7373u96XEjGSZ9XGEhISEhISdjui1w+7fPE+Fl7JkJUgzEBCggAE0SZjp2UktxPGP+pLa0K6gegCMYmRXvGLuUAw4V9/w+dJbGfOcFJRKRKb39+ckdggsEAagnzU7exlHukKAt2wNW/6NZ7lCwr9II3NetHsw+dOcqJS974L7X0nXWvzwgUncbVoF5BFloPc87kLxtsBZ8617mcu8LRnhDRIV+VBD4RyT33ZnPAG4Quiz1nj7mxFdgK6H4IOBCYifKELBDzIYtjrB9feb9c80OhLQULUmbquycbf+7I9+lr4xg7HsoWT2E64ytOA/NZ+EttU63XGPCdltUVi44tu9OpXnJSGvSBJDVz0stsRspDmAkiTPCESjX/C7BtlU5zkRfmycmfzFejNuc9dcIsT2IiKB8Hx3pAXNuK60kQfbHxfuIYPfPT44TZtXV2x7KTLPnmzhO0xl93rtsNnzgiVjF2YS0EvCeWhhNiB59miF/4hEpv0Uv3900Vz7byZz/jSs9TDylAf2K/mrqfdBkqD9EinfModtiAYCL+hTOSJjghl4hh9j5/wqNdB97MystzQ+ev9mtsrpBcD3SGx4RcisZE2dqKcRKOj7okS55HiQj2dOOcNXzmIZ0kzLq/09ePmJi/HqNWv29En3+xkMfQ5YcLDnjbX9LzqBf2/f/1DThikD4CIeXfIiOtZHruKoGNhrikmsVE26gR/pI8gYiEEVpZw/WrFHCc93nLva04mRE90ztC53wwJCQkJCf+7kUhsCQkJew8Ko2s29eEfBDKbk9icqBUEIpsT2LYUhIhk4WOxqdHqgmwKd73W3GwvhWefCuncW9dgs1970658dL39cd5y+9GNU+yzl9xoH6i4xt416Go7vOwGO6Rioh08pNYOGjbP9h++2PYbusz6lC+y/QbOtkP7T7e/6TfJ/nXweLt4yf12T/jCCt/6nsfrDQ3hwyd85DfVW33DJmto3mL1TZutrhEtupJww8cutgh2QArLifLxh834sEA4JxIb5L/mug3WyJKnwZ6vhKtPNjXZmq3NVnXXE3bMlbPs7wfV2NGDZ9vhVeFDvWK29a6Y5USq3uVzs8hsZQszGUxEtZjENteXD22JxAaJLWw5HpJFY4Oo1btiifVKkdhKCHZobQsntlXOzpYV9aVZawtR2KZZj6osEluvstkega13xaJsmdbqpdZz+BLrNnSO9aqaakdV3mIfqrrBfnbrYrvp0eftyfDVCImNOabmxmzypr3SUWhyCNFkdYz2ktiIitAVkdh2pkydibxdt0diwx5MeDIJR/QzyDltYXeVSxOIAvky2c159tlS74juy0/6sX27kNjy5VVZ4nMAHxVJh+WpILTNnj3blwC9+OKLnTjARCtkKCZLmbyGnEg5RfygzjkWsYDzIlXRThD8getEemNi9vLLL3cSE5O52Ij80U165u2et5uOuW9fjMSGzViilSXJIAjKD9ki2AEyFvlOmzbNl3Hdm6F6V3sUOEdZY3+QPfCZtkhs6p85D4mNpeXwNbZnn322+zP9tfySe+XD+DM+A6HpqquusrVr13r/T77oJ6gudL6U/uxLugrkm0hsOwZR9SDqEgUUO4nsEbcbIhfx/obwmPc5/E39FOfRj/QgxSmCkmzPPj4oEinELZ4TdqYMPIMP824RiU15qj+hTCyTTR8u7Ky9dgewMX6Rb+OCbJZIbLsG8lA+5J23g67h35DYLrvssuJyopQBoa+kj4XYRnlYCprydIZNOxvoJD+Iwfm2+uiuhPIVGGsR6ZOoivRF8hV8h34IH8f2LL9LX8j9sjO6Mg6dPHmyR44k8iLPqx9Qv8b7jfEB4/S9/f2fkJCQkPC/GLxiW71mwzsx/Mson+hSEF0g/BAhbO4LGUkH4gnPcA9LG0I06dYX8hPkqmyZS347dhRIbBz7m7ZEJDZfTrT20VYkNu7x+5uyfSdxFSKRoc+XK+bbQ0EHSD7oRPr8sse9HHOepUFZFlEEuz/UPum6xeC9zZfXqNtec9IMJBoIe9ffv8F4O5Mu5iFdN1P4h3OQl4hUBsEHYtE/nn2z6yjylZ5BIOiQtnSHRHVsea1NfXyrXyN/yDgiQCGkw7OkRX6kDYmHNA44c/Z2SGwtNoCEpSU4yb+FxJaNWQpcRE/n/OnrnTQFSY7yQ+TiXpVb5SE/dENn7DPnjrVFApRfDfXNdQhQ7z/xCicE9jpjjkdRg3TENaWnNCkfeZHmmmc22tpXwzd72Cct3QPwj6+NvsNtfuRpE+3cGU/7OXSSbtoXlA8+SPpaTtSXIw11jQ9eUPOYPR4exA6URXWADdGXNB1ZQn6se7iO/uQp4Tq3klYwuX30nHFeB/g6ZEdId1ma8Rg9ixT3u+CjRxTqAZKkysf2X3490IlsnMcGpMf2A+dNtbKFz7pPorOjoKvKj2D/T100sxh17ouVC7yeKIdsxn3aR3/IfO876TqPfgexrHrBerdjds+ufmPQj7QmsVEmIi1iL+oHAiZEQwh7tDOPXhjKTPTCb12ywomptHUvboGcme1rp7gJ2FV9ExISEhL+NyGR2BISEvYK+I/e0cBVJDZFY4OM1YrIxtKiisgGyS1ch/C2panJ3gpp8bFBtDE+IB8JctvWRpv21It22T1r7dy5a+zY0bfax8vH2gcG32DvGnCTHTF4oh1WOd0OH77Ajhi5zA4ZusgOINLVhRPsHb+/zv7h/CvslJqVNvfVrbY+6MVHxashL5Zn5LMNvSCxQWCD0LY7SGzWXJfZIyKxIXxYYLvMbmEHEhtktzrIFW/Z1nD8Rjj/TFOjPRi+DcY8/rL9dNJq+/8qa+1dA6fbUZWzbf+Kmb6cJRHBWDaUpSohrUFeI5KaoqlBYiNymJPYhtZat2GQ16YVZHo4BwFrtpOyepQvtu5li7JtJUtfJhJbJtuS2BDs6sux+pKsteF4hksPxOsm2DTUDQS2bhULrOeQZdZnxNJwb6i7wZPs6LJx9qmRE+3cBXfYole32PPBMerCFywuwa8g+EZ7paNggkjPiowQI09iY6KIiSO2TB4xuadIbF1BYtvTyNu1PSQ2iAosGarlkAB2xb6IbL47QF2Qp6B6FjGBCU+WWiLCFcdcRz/ukY5s3y4kthhxWUpN4HIN/6ZsENogZ1C/TGZDaps/f75HZjnnnHN8GVZIEkT/ovyUlTagyVPKjw8ocgvtAhuxzzmu8xzEj4suushJSBDL0As91O5i32Ab6wx0TJn2RRIbfrpkyRL77W9/ax//+MfdrrRD8sD+lJ26+elPf+qRXCDw7E2I65QyqQ3ih/KBGPn7Ac+0RWJjH5tA8CNSFmQj/BsyEe33vPPOc39hWVH5KM/hPxCEOA9ZExIAZIFnn33W+wfVT6xPjLi+APs8E5/rbJD+vkRi21lb4l+PP/649evXz9/hsW2wFX5AW4LkRpuhvpUveepdwT7CEn2QcfEx+jZsHrdrfJLlq2tqarxfLYW4XO0B7VgkNrVztuRLOfBZiC+QNbsabele6jzndlRWrmPX+B2luk4ktl0DeSgf8s7bQdfoS1heneU4IXTiV5QD4hpbysY+fSdRLVl6Nx7j7G60Zbu4vDE41xk+0BGQJ/6CbZU/7yLGLZWVle4b2Bm/pt/AZ9Sm6VsgC9LX0PcA0mJcAdGQsRhkdfma6gihj6Wvw+dYDruUPRISEhISEroc+ddPc0ORVPLLMWts/zMhkcz1ZROJzOVfWgViGoQZiDOf6DvWyVUI97WQacI7vXAvafoX5A5IbK7ODkhskFsgHrUmA8WS/X7N8ohEkvPlJ0+fYV+qWNCSRwHsc+5HY+91PSDJfLZ6uUcbYwRF+gjpIdzPFsLRpHXmZCCiVBHpbPaL2TPGii9hg95ssSV69Oy7yMv73esfs4eCmpCEttG/YK+ijiVIbKQBiY0vxuz51iDfmMRG5LdSJDblQVl+P+PPGXmqQLLjN33px31FfWJdA8hL92T6R/qedJXri/0hEGIH9GqdHgjPNXlte1otZcrs4PcGu1DfXx+9xomVEO7QGd2zfKVTLFFezY1+r0hs6AUp65YnsvpH51bPUg8ufiHbaj+Cyk+9Y1u+jhFsx687wUXsuFGriqSsH4yc6/llZWwpKXm6ftOfsCNPzSLFQVZjjog8SI99lrZl+dDfTFjrdUoZEPzrlPH3RWkHFPTlefRbGhomaUMK4/6rHmx0Hblf5cAOCI9SV7SDb49aZn3OmudEst+MWdmSR2yfnUbWN5DmT4bP8DITZZElVRHKRn1TZ2yd2BZs4xH0Tp1mHzt7nBPZvL+J/Zp/Crq1qJhdT0hISEhIAInElpCQsNeBgasiihWXFA1DdQhbTRC3SpDY+NDhx+y6+kbb0NBkrzc12yvNWUQ2Psr4q5oHNm+1VW9usWnPbbCy1Y/byTW327euW2T/NGSKvbv/zXbwBTfZAf0n2n6DptmB5bV2SEX44CqfYu8bcLN94MIr7Cfj5tsN6160h+rNwjevp8/HD39zhG4s1dkQPvRdv5bPkXgkHu/uArBIaRIbP8u7hIz4ay3/ob1AYrP6jdbQsMG2Bv02hCdeDs88Er4Npry42c5Z/Jh9YugMe2e/KXZE2XQ7oKLWiVIsBZoRpTKyFFHU4iVBOQ9BDaJat2Hh/qEtJLYew6Y7uY3lRv2eisVOYEsktvZKRGKrLhDYQp3E5MLulRAJl1i3ymDTqkXWe/iSsA33DJpg7xp0ox1zzQyruv1hu3tLqO/wtYtf+NzLXkZi0+ReIrGVXk5UE3C//OUvfSkoPR8LNsfWsjfHXS1t6YGgA3WmuuccurEF3Pt2I7EpP+WtMlHOvN21L7APWQriF77PknBE+GE5UCbkKSOkNpavY2IbW4g4I5KBzmETRb5ispZ288UvftHJW/gHeWMriCPSR7qUspuOKcO+GokNEhuEG6LjkRaT2dgZG5AuvshyYlOnTnViAlB6eZFv7A6hHPSniOpW53WPfFP1rPsA1wE+XIrERh8kchoEAaLdsEQkbZc8n376abfJz3/+c3/uqKOOsqOPPtrthY/yHCQh6guSAOlPmDDBiQSxvugoXQTpH+vNfTruCpB+isS2faheSPPaa6+14447zu1DXdMW9e6CBHbMMcfYjTfe6FHPeEb+ir9xDDi3atUq+8Mf/uBlEbGKfpB0SJd22b9/f484SXtFb57bFdCf9O3b1/tR9R9xPdMHQBCGtAlUbvLW/p4QfDQWte18XUpPQfuJxLZrIA/lQ955O+gadQN5fdSoUf5+VtuIfY1+kaXG5dv0qzyvdPcGUXmpp7iuQH4/Pu4q0Hcg5IWNGVfRD9Mff/Ob3/R+Az+J2zLC2BrCNcsWy86MkXiHDR482Em3vLPUl/Es7YPjf/u3f3OSLX1G3O/srjInJCQkJCSURFO9E0JWbzBfwg/CCAQwIqzxheJvKH4Lbg5jxrAL8abvzbc7uYSlKP/q5LFOKoF0ExLz+wD/+tuucbPvxyQ2CCpaTlTpc6/f34rENsZ6FJa7lD6tv8wzkAYC6eeHYx9w/Z1odvJNTqTSW5YtaUPOY/lQ0oU0c/6SzR6hivQpn4RjnUPXu0Lx0L3PWQucfMMSmxlJLIwpwsb1DyBPrhNdi/vPnvGs64bu0qUFjAHDWCk78LSYCdghiY0H/KEwDg7/Uocsy9keEhvp/KH2cY9uRh1SlyePf9BtQFkZubfomunXIlHWoKCvIrGhL8t2fvDcyb7EK+VGB+5Bz5Y0ySErt58r7BSPw3UnsV16h5OZjjxlgkctQ79W+mQ3B7TolqFAEosisRGdD7tSPr9PmflBlJ4fhw3js8I+QGPKgl4QN28PhpyyrskmBDufH+xJpLjTZ/3FPjJgqS8nSr39z8j5bgPKH9VegCKx/bkViU3+yp3oSX7UF/63KnyKf6lyvpO9SPuo08bblauea1mulHoOD/Msz7CUKZHbSPvD5040vnrwffLlOsK+jiG4YZ9zap9yIiJ+8b2RC10n17wzSGwF/cjznCumO8kPIh8R3/Bf7MkSr5etetmjBbIsLZECac+KDvflirlu0xZ/SkhISEhI2DESiS0hIWGvAwNaPhQkkMT4vHOyVoHEFi8rao3hjqYGa2rI/jp7c32TbQyJbAjfAW82NturYf8vYf/lMErmg+XxsL/itWabtO4tG7b6aTth8h32pdGz7YNlE+zo/jfZIReNs4MuvsUOL5to76yYaH9bfpN9ZNAY+8aYaVa26n5b+cZm/0Bg8M0Hw9agV2P4KGhs2ur6ZUP7kIkQjc47Z6DOpEIolH9w13PkNioS2IKgQSPfQfzA7qS/TeG75S1rbNxo9Y1bwgdVo3/ArQsKLd7QbCMe/It94ZLZ9r4LbrEjL55k+5eFD+jKWdadpUIhoEE4K8+iqPmSoK2WBc0IV8VobENrXLIlMGc6qSpLI9xbAYEtLSW6I8HuRRJbZbBrECeuBekVPvx6Vi7I7FgFaS2TnkOWWJ+hC61PuPfAAbfY3wy4wX4yYYld/8gztjY4BL6KTzApFdwl8412SkcRT3xpkjUGk9iJxNZi1/aQ2Jhgg8TGBFz+eYDNsTW2xd6agNwZiZ8vlZbyj0U66H7Aee2zRT/dy/btRGJTWeJ82VJeTaoiHOsepNQzmnglogfRgFhuD0Ibk/dEVINMdeyxx9qnPvUp9we1CfyBNgK5hvYBuUiTrEzcfuc73/GIItiKSV3ykD/E+Wtf0DF67YskNuqN5choXzxPOtgTG6stssW+ELAgWgClt6clTwqKwTnskG972tczPN8WiQ1SGn5GxMDTTjvNI1PRdgF5P/HEEx5d8Nvf/ra3WQgEbLEhW9Jgn3T//d//3U499VSPSIiPokesY6wn55FY79iXuwLkn0hs24fqgC3vLSLskR9kReWtdglBp6yszNsj/Td6QxxRGgiR1SDz0q4hjqmvwV9IC5szFrjmmmucFEQd8Tw+uzP6A56jP2E5XHwdvcmXffIjf0h49MN5EltXC7pt71zcVrBDbMtY8uBZkEhsuwbyUD7knbeDrlE/+Ovo0aOdzKl3Fn5GW8H2nONdO2DAAI+yS9vgeaW7N4jKG/taDF3XvV0N7Eo/Ql7aRy/eKSx3Tb+t/lDfFtonmiPtmbbP8ywtCvGffoD+hnupH4S6geBK++DdNmXKFO9zBJV7d5Q5ISEhISGhNLJlFwcter64vCSkH5YS9d+pg/A1zC/UEKUgn7D0JuQYCFA8w9KR/C5cGNm4+G/JHLaHxGatSWzc/+cgLSS2tiOR8bzeouh2Xu3TdjikpbPmO/GJ6Gw8o/sox9LnmoplPfj0GfaTW593wsyAafd7Pkj/aUFq7nfROchoEOSICpUtV7reCUToTNr6tRLSDwQj1yHc10K+aoF0lr2Kx+0lsQF/iFmOrG7i5UQh8JUksYV/IBxCFoKA2Ousuda9b7aU5b9fOMkqFjxltWu3+JwH9UO9cr/8QGOWFn3D90TYMK8BYQv7dD9rqRPPqO/Tb7nHbr43jJWC8hCoSBNboJfSdJBgkMImoMlJVSKxUV/nzYjsWFSggPxxeB57xSS2o0+Z6HXTCi0ZZsgfB1AfpMWz16x8xk64ZplHIyTyHD76vlNu8Ehn6HjEKZPcBt36LvN6EwmMNLK6FlqT2PAp6gAbSYW8WuhwX9j5yLmZb0Ey+9wF472uPH0nsWVtD9sdf81yjzRIO/2n/gucZHfB9EeDL+HTmV/j5/LvC2sedjIeNsfvWBb2H068NEqflOMy7ASC/vJXyo9tEPbxM4Q2RVnxKQJJ9Fv8qhPZILFRbtrWVSuf83szG2VelO1n7SkhISEhISGPRGJLSEjYe5CNXH1gXBcGrwy2EQhafN5B3BJ5y4VobAWBzNbYELaNTIg0w2tzqatvDhI+rcM+siU8vinIG2Fs/Fz4+rrvL4029dHXrGrZ4/abW1fYl66YYR+qHG/vGnidHXnxGHvHgKvtbwZdZR+tvNo+d8l19tuJM2zCuj97VLdnQz6vNGaR37aSb/jo8A9DD4FGSboK5IMdMnvw2czQn5/WEeyFoA/3uH0awmdC4wZratpgW8P+puY6/7h4sqnJ7gq3jH9+k333mrn2wQuvt6MuvMkOLptsvYbMsm5DIFTNC7LAiVLdKpdY94plQdgiiqoW7qsiYtj0FhmChI/A6iAQsqrCfVWLfFtq+cwkmUBg6zE02CtIz2FzrWfVbOtVEfbL5xjLukIc7Fm5yJcP7TFsuXVHhi6xntUL7YDKOXZERa29s/94+/jgcXbe7Hts9tN/sedCXbP0rdpR5jstEzA7ko4invjSRGsMJp0Sia3FrtsjsWEPJtIgKkCyYckpIU5DacbndifIl3pl0lvkAvyA+td+TDpg+3YhscX6Ux728+C8fJ3rbHWO5+LJX205h7z++utOCCNaERGqVq5caWPGjHHC0Je+9CUnAGEb/AJiBW0Dnzj88MOL5/AbhGhhkACILkI+2Jj8pTPnlL+gY3TdV0lsy5cv9+VEifikCXARDkgfG//whz/05TBfein7CTVvxz2FUnUqqMxxeeP7ZQ9s0NZyorItfnfyySc7WUBtkedp9xAxhw8fbl/+8peLxEvaL7YTgQ0yHOQNiGzUEYRckTYQdBAhIdZTeu8O4DNtkdjUN9Eu9lUSG/fLl9iyRDJL9NE+6JOwD7aSvTgPsWT69OneF6E3W+WLvXm/sxQgkfq4X+8+/I0txDaiVPKugJhL3vgK0lH9BZ6jP2FZZ7Vx8pLfcw6/hXwkEpuws3nuLPL5cSyJwbHqRW0oBtdAIrHtGshD+ZB33g66hm9DYoNYzrK09IFqG7QV+Rjl0TsL/347QfVHWZG8LboC5EHbB8ob8D4hoh1/8IFf4zNxu2ZLpDbqQ0R0xjDTpk3zpfq5X+989qkbjj/60Y/6GHTFihWt/Gx3lDUhISEhIWF74Bc2yCJfrFzkhBfINESSejicg1DDFyvXEfZ5+z0U5L1/mOMRv1gK8FP9av3e7G3Ku601iY1tnsR2Qc1jTrTJ3ooRia05JrG1JnFBdOG3/Xikxn52nJGWIKMddeqtTnY57NRJNv2xzcXIWwijJEhakMsgW3EfEdkgSmmpxoML28POaDmHYB9IdTxzxOlTnFSVfcWFcWT41/UPwE4isRE1q3UEsQyZziA7x7N+riMktgJ4NitXXUbYCvmKxAbRR09l6Wc2pD5/PGp2KNdUj5wG0SmzRVY/RHL7YuUCJ4Fdd/8mr99ixK8A0spKHcZx4V9IaTPXbvJlVvucTpS+LBoZRCtsR50Q/e5HY++3QYue9Shm1H/xlzmSClLYBGQktq+NvsMJk9uQ2ApouT+PFhKbkxrbIrG1hUKilA0iH7b814tq3G/UTiBV4f/yF5dTp/n1bmd3lMQ2tySJLS4btcgzo1e/7PmyXO17T77Brr9vU0amJP1C+yHmP3mLUJfpOt11PfgMlups8XMEG2dtIFtit9tZy/0Zouspel2nkNhyUBmxs3wLsE9ubCE+9p35vOtJezjkjFr79ZjVbld/JpRZaWT6MZOVpZuhc3VOSEhISHh7IpHYEhIS9h4URqoMYLclsSFMdASBqsVgVxHZGsPdjVtdfGlRwk1p1Mzv3CQSRu7NW0Iam8NHeZDwPW514WvxjbBd/0azrXy53sb/+U0ru+sp++XsO+w/b5xrHx0xzt43YLS960/V9v5+1faRC8rty9WjrHLRMlv2YkYM4uOMj746X54xDLH59gj5I10HJmxC4QpEJGxDcSkqIhKb/9jOfRD96jcWIrG9ZZvrggRbvRmefLqxwR4Kt819vcFOn7zK/q18nL3nwrEeha6Xk9BmZ9HYqudZt+qMxNatYpl1Kw8ftkUSWxaNzSOuVWXLXmZEtgKBzSV8TDlBa0HYJhJb2zKnhcQ2bJZvIbD1Lp9rvcuy5VyRnlXLrOcQCGwrrNvw5eHeUBehDg4om2HvLp9uHx58q33tklobdduf7Y6/bLaXGxttS/CKpuAhWbRAfKhlInRH0lEwuaNnmWBioikGE9n7Ooktxo5IbAgTc5BsmOgE2DRPGNOkmmzfXtGz25P4vvjZGOhC3ebPA57DF3SN7duFxAbIS76M5POWPkgpm+k5TfRyjX1shnCN85yDcAKZDWIVy/Wde+659vWvf90JHocddlirCGwI/kJ7YSlHJl5Z2pHIYhCE4rRjPWPomLzfriQ2TVTvDIkNO7GcKGQboo3JrhAmRMyBSPOTn/yk1XKisuXuljhvlYHyqP2xpez5e/MCZA+eaYvEJvviD5DY6KtEJlI+RNO67bbbbNCgQU5kw374Kc9RV2zxT4Q+jsg2w4YNc1Iu/QBQ+1C/prIh7Md+3FUg/xSJbftQvbClDyCK2uc//3nvg7AVvqP+gnMQeEaOHOk68EzcLqn7O++80/t4SFX4Cn2bSCgISyz//ve/tzvuuMN9gLzZIjsL9CAKJiQ29M2T2NiiO77MOwqQ794gtA+ieLLNtweua6t60jndm0hsuwbyUD7knbeDrtGHQWIbMWKEEzTxbfyMdzQ2p0z4GNEKL7zwQo8IRj+q9LtSpHd7hPtLQemor97evZ0J5at95fnkk096tMbPfe5zblv5tIQ2zbKgjG8YTwL8jfqhj9J7X35HfZHOf/zHf/i7ijGF8sJnKXdCQkJCQsKeQXjnhn8hP90ZPkUg0Hj0pTMX2nv+sMC+cclq+5+RCz26VizfGzXfjhu9yt59/sJw/3zr2TdbWnP+8yJMhfdrc4P/fO6j7PaQ2JrbR2Lji4l0Y/B89mZtciLPLU8UlvIMuh12+mSPTkYZdZ+TvdbVe2QnyFsiIkGQQS+ecQn7h58+rXjM/RLSJwIXOqnMLXpsS2JrIV+1jPd0r85Rdj8Xyk8ZO0piY7TdLhJbAPdjh8fD6WMqZruO5AEpCjJb9zMXOPkMYhNlh5j2uT+Oc1tC6EK/LK2WcpMmZbxkzetOrIIQhS9B+nPiX9gnTc5jP8p2Yc2j9kQYCvEVn5WdeZqWtLclsf3Z84/Rcn8e7YzE1iaYOcrKRNQvfFdR+LDvQafPcl/4TPVq1/HXE9bbGTNfslNmv24fGrDcfStejjPz22i8H5TuKIkNUJNEtaNeqCtF+ivapdB+SOd7IzNiKiS2zPbBxwv+7L6Ojxd8Wv6PnRGOjz75ZvvY8UM9Lde/M0lsHiwhpNfEJBveS7pBmJvzfALYNm7IyhyEaHfYH9LpP559s7cRvzM8j52oL08jPNfadp2kc0JCQkLC2xqJxJaQkLAXIRv8MmCtDwPj+rCDcCaTxqJ4BLLmulbLi4rQZvywXBcGv4ReY2QcBN5Oc/jaa9zUZA0bmuF0OZGNW98MI+bnQj4PhlvnvNVkVz3zlv3p7ifsx7NW2pfHTrF/HX6VfXzgMPvoHwbYZy8cbOfcNN6mPfCQrdva4B8cRLhCX35Tb2potkbyJRpbEVm5Og/BGgUCm/+YH2zDUL9Q1KL4hAKkPj4uIhLb1ro3bUso/MZgx+cb642f8ldvbrYhyx+171wxwz4w4Do7ouwW6zWUZUFnthDZiKJWGT6Mq5Za98rlpohsLDHao2J+YbnLWdajQGRzYYlRCGxBsohumZQmcO2jwtKhiB+3kNi6D59dmsRWtsR6VoQ6yJHYeoTnDhw81f5m8BT77LBaO3H8bTZ57Zu2dlOzvR58oS781xi8tbEpNARIoJEP7Ug6Ck1mIUxY5yebE4mttV2JxJUnscWTykysMeHMUkj33XefP4ONRVhhPxal317JP49QZ/E2lvxz8b3aj69rX4QXwPbtRmJDVKZYdC2+h62gc7F92GIP6i++l2uAc5Cr8H0IVkQ7+ta3vuUT4ESzwjcgtUFCgGhFe2HLJD8ENEgja9euLbYb5cE2zg/oGH3eLiQ2+gwRTmICCiQ2LV8Yk2UAukpf1QMCcWDhwoW+LKLKjci25EG7VCS2PU1iywtloDzUtfoEjrlWCnoOyB48kyexqR3KDzh/yimn2Lx587zt8qxsTHqQgiBe0l7/+Z//uRhtiGdFCOSY9PAjCFZXX321k1EUgYg0aeccUwZBbWV75eoMkI/s0F4SW1fqA1RfcT57ksQm8Cx6EDmSJZAh42Af2g3+gw7Y7v/8n/9jffv2tWeffbbob8LLL7/sfQltGv/ifvxE7Y5+7bjjjrPrrrvOib1C3h4dBc/ir/FyouSnPoX6ZjxCJMza2triM3tC8nnnSWzxNUTIn5PtE4lt10Aeyoe883bQNfoSSGxEqGQsKxIbfq53Franr9wbSWy6L35G+wj1hlBOXduTYHzAsuws+62IjmrP+A9tmj4dkj++zfiK7xD6AN77+Xt5XoRr3vv0X3onUWb6vj1d5oSEhISEfRFh3NHcYLyRINJULXjSCSxZRK6lTjqCLLLfGXOdMALBqc8Zs50Ig0C46XbmIr8fIXoTyxAS3cvRvNVJL/6F14rEdoOnRV5/qn20ZTnREiS2mMQFEYdlPfkSyb4aGTdlY6eWt2hGYhu+5vWIQDbZah/f1CoSG/tEYkOHHn2X+PYPSzc64YvzELVcHtvsz854fKvVrgvi17bYtMcb/PqstRvtkddayElKH0BaEpGuNYmtBbHeHBSP20ViU/kz4Vm+gtGr9HKihW/tnPAMul656jk7rmya58dzEKMgMe13JpHnIKJRBzOczEYUMMhlWV1lZCHfDyAXygnJqu/Nd9rH+15vf33SWHvnKeOdEEga+A6EMvyLSHnHlk23R0MCbseCT2bpNfk8yX+NvrMNEltsA6CtEJHYTp/seZJGnsSG/hlabOnnmurdPqs2mP31yWPcB9GZ+vz0RdPsypUv2vpQYC2PClkQ3fjS/NYlK7wOaD+QPmkX8pMiQiatSWytlxPdFplu2IZoiEefCqFrrtfTT6+92+skQxbIgTwhnaIDZLfPVS1xgifLyOLH+HNrqXMhmh7HU/2+Olv02CteNtVJZ0A2dimMg3XsARRCPviS5xn1B98MdqU/og+CRPpkOOee3ZQjsRVslaUcUNxJSEhISNiXkUhsCQkJexGyQavv+Q/iYcyK+NnmII2tJKNuEX44E5hqHo2tbrM1bdkSvr/D+fpwT11TGBs3O4nNZXNIL3wRNm0OT21t8iVGXw95PBPk/pD98nBcs6nZrnr2VRv84ON29uLV9uMbJ9pxIy63b1WNsJNGX2VXzltsdzz7or3EUqLhOZbubAgqkF791pBnq0hsLeXqHGCbbJiPbdjDEnwESLCXf1RwHx8GDRmJjb+GaWzcaA3BEETm+ku4TrkfCrdNWfeKnTVlpX2i4kY7uuwm6zNkqnUbVutEtO5OZFtg3Yi61iaJbW4rIpvIbCKx9RgyL0i4L0giskVSgsTGUqKQ2FhOtE/FXNuvLHzEli203mVLrFfZMutZsTxcW2ndR66ybiNWhHpa5MuOHjp4qn1g4K32rSsXWOXSdbby5UZ7KdTtZm8hW4OfhvoPzu+kz0Ri22PI2zUfiU0Ttgj2IKIR5KUf//jHPtEpkAa2FtjXhOLuAPlQL0x0s83rwjmdR9BN5Wb7diKxxSBfykLZVCaVURO77MfgHs6X0plzSkM2Uxps33jjDVu9erVdfvnlxWhhtBmWuaKtMLGPnYgWRhvCV1gea8qUKT4prnTivGLomLK8HSOxoacmrDsaiQ3BRrS/448/3ok4pEf6+B9pUnb6IwhBEyZMcGICyNtxT0HlUN1KhLye8XXZA59ri8Smfgjbnn766TZnzpwieStOB5tCyCUy1y9+8QuPHoktRQYkPeyI73KMv/70pz+1W265xaPooAPpkY5IbEqfdwbtX37cVcBn2kNi+/73v2833nhjK3JYV0F2li3A3kBik89BloVkSzQj6jYmsalPhwAKcURR9wT69QEDBnjEM57lfj2P/pQNghxR/lSGXdE5BiQ2yHXyTekrn8dX40hsewsovwTQJvBbJG4zeaitJxLbroE8lA955+2ga9QH74pRo0bZF7/4RfcnyoG9sbvI6PSTAwcOtAcffHCvXE6U8sm35Gsap7C/O2y+PSh/+kSWFD311FP9PY7v6D2mvoV9otoSUfWJJ55w0jV9E309dUHdINyLr0HAJfoo4y/GYfE7ivz2hvInJCQkJOxrCOOO5ixaGoSYr5XXOsEIQhpkHaJlsT3gzNl+XnLgmTOL+xCLuN6t72InWX307JucwONfWTGJrYk/e+4Aia2pDRLbtFwkssKrs+UNWliecSbLR95qfc5a4KSlx8ID/ALIfQh6QdSB4AaxCcLW5Q9nZCRGrIyi+NJgmxfOSzgmrZb8W/ZjEhvpdyaJjWt5YDf0gZzUHhJbhmzsyRW+jiA9UX+T1pn9oXa9/WjsvfaB8yZ79C7SwzcODPX9sXNutgfDo65H0JX0vN4KPsUxukDowrdWh8RHrX7dzp3xtH2uMiOS4T+kR+Q3oqP9afpjhYhxYUwf/lV6pPH1S+/wCGjUF2lsS2ITsv24fDGJDTt2iMQWyoJdiHJG3hA7qYfjJ6x1O6Fv8Vns20RYgmyVHZHHIJmVIrFl6beQ2NwXg43zkdjy4Bz1hV2zqGQZiQ3SXAuJLcuL4x+NmB3awTwv+1cr5rhPkaf8ORb5vraUD9/hmPoopc+uQPWssrKfxXDIvsnI1702+Bjt99kg3xqZ9U9tkdiy+/1EMd2EhISEhAQhkdgSEhL2PEqMUgt/xJFJAINhCZ9HmdS3kozIFvZZWrQuDJ3rwlDYJSSCbAqyOWQUtk0bGjLZ0mANjc0eTY2PhafCLY+E7d3htmVb623OWxtt8ouv2DWPPG5Vy2+3P06qtdMuucoGXT/Bpqy8y/78+mYnwTUEqa8LGgQhGlurSGzsRoe7CpJiaK9kMRWDfrJ0CWf9OkYM9oDcB4kNAhs/RPCR1kAktvrN9lpTvX9sPRmeu+ONOqtcdLf9R/UN9leDb7D9qyZa96HTrHv1dOtRPTMjnlUvsO5VS5zIxpKiLC/KkqI9KhY6kY2oYb0qZwWZ4WQ2lhgVia3b0PB8EMhsTtTKk7mSBJlj3YaEbSkS2+DFTmLrOXhpRGJbad1GLHO79qmeYUeVT7EP97vRfnHdIrv5/pfs0VDdfMQ2ho/zxrDX2Pymk9iaCNudSGx7DNglnviEnEMkqLaWEz366KOd8AExhOX3BE0qAtk7b+v2QM/mRde2B65LD5VJ56h7+YImQuN09zYSW1vpxXWVh/SQqJyl6oFrpdKS7eLnY1txHcLF/fff7wQhCDT4Cf5B26HdiHTF5DjnmTQnGhu+FecpPWPomDzfrsuJsuUYYh+EmjyJTbaNbYpwTH+0bNkyX64XohaT1yo3gh3wQ/yUcr/0Uv4n1M4HesWyPXA99h/KRX+Zrxtdj+2ge7i/reVE8St8CnJkHIkNkBd2Vjq0UXwIgtd3v/td77dEEiIt/EjtnDqESHPaaadZTU2N21X65SOxUUekvSNb7CooC31xRyKxdTUos0TAHnsDiQ1APIKIiE2oU2xF/tgNP0K3Y4891km1kHp4TnXLEqG0Z9otz+hZ7Iy/EaUKohljALVXbQHbnS0DfSrvFshE6Kr8Vc+0g2OOOcZmzpy5S3baEVSGvLQXujd+jq3srHOqr0Ri2zWQh/Ih77wddI2+BH+/9NJLPaIfbUNlElGTd9enPvUpu/jii+2ee+4pRmLrasQ2aw9UZgl1pjQQ3VPqvdPZyOcZ6wExjah2LAGKz2Br+TZbbM6SoiwhyvsOUjptXOMn7tE+42587aKLLvJ3GvVJueN8u7qsCQkJCQkJMYpv7uYGJ6sQaeqvTh7rkaAgxXx99BqPqnbB9EftwpqH7aLpj/hWApmKa7+bsd6XUex91pwiAWfMA9nSnfx+zBe0v/Fakdiy5UQhWkFc2hGJjeVEIZpBXOkX8oaAA0EnHn2wr2PS++HYB5z0BIno3SE/vrizN292H2nfHRJCX8qMLn1nPuu/43Mf16W7JD4X510KXOe38Q6R2AKKx8EWlFHlJ4oWpB2R+FT+WNCN0TaR4yAIxiQ2fsfN7sjubQH5hvFP+JdykS51x9ceumIP/lB95JrX7JP9MvIiehDljmh3IsfpeU8PMleAbEaa3IfekM+oizUhg5Nuud+JZfgbdfuvF9UUSVgtNi6Q2II/Up+Qtb55ySq/j+t5EVqO20dia0GLPfQ8+UMQg9SJPxFRjj/cp0z8qqxyIjxDHZA+S4hCHotJbG4ZltBkU/gHO6NfnsRGui12yMC+8oPQRVl4hvo+afzDEbkvsztp97359tDe5jgBD18K7lAk30lvidIulXengoQ98czemc8wM6c8OZfpkt2WRXKEOHjcpau9PPQhEDw5x31aTjTb55/IzhHyxwkJCQkJ+xYSiS0hIWHPgxFpPCoN+05iYySbjYuLP1D7D8dhKAwlB+EzEWlszkRktmxp0fAw7DKJyGxbwvVNYbC8aXMYM2fL8fDkhpDVy42N4aOzyZ4I+3ysQ2h7KOhzV12jLX3lLZv68Hq7es4Su27WUpt7+4P21F822saQ1da6Zqvb2uxZBhVbI1++XQRJ8YkmKZopXOA4ywqjZQQ2j1BH6DmR2Jq3WH3DJtu05S17K9jplXA3y6k+HvS/6YH19uMbZ9iHKq63A8tvtp5DplivqqnWvbLGulfNsZ5DF4RzkNiWWLeKxUUSW/dKkdjmWu8KSGyzsohs1bMTia1Dsi2JjaVE9xs0z0ls+5WvCMcrg61X+nKiPUYss54jFlmvoXNt/4qp9u5B4+3/Vk+yC2bcZSte3GovBscIrmmNjRA9CyS25g3BR1Iktj2JvG2J8MCSkZCTmDhn8h47MKHOlolbyDW/+c1vfDnRUraVzXcGPKcJOaWNaHIZ21NfTGoT6QKCEJGTIJ1ALILIwdJM25vgYx99uQbY7k0kNtJC/9gG6IuOr7zyij333HO+nN0jjzziNoB8wYSpSCx6Jk5H4Jy22o9R6n7ZXmAfXYh6NGTIECeFYCMICLQVtrQbCBlsiSDyhz/8wSdfRf7ZngDypEx//OMfvV1q0h2hLshjbySxqfz4D2QYIrE9/PDDXn8Cesa6ck3+SLlXrFjhy/XyPJPXpEW/RLoIZCzypdwQLYDsBuL9zgA60e5Il/6SZRchsNIGaX/4wdNPP+2+qfanMlIunkFURsCWY+7ROdkkT2JT36N2KHtAYiNqHWkD0pOeSp9jCCYQBb72ta95f8azkNmIKomPcg6hDiEc4KtLly71Ogb4LOlgBxDboytBHpD0iDhHn6R3E6QT2YJzRO8ZN26cR54DsV6draNsG6eL/fc0iU3P8v6i/eAbsc0Q9EA3iCO0S4i48hGWxKT///znP1+8V/ZF8A/8BzKu9McP5MMg9uWOgrbDuwW/JO84f+qa/Ikuh47kEeeTz5f9ndWFZ+JyKS3eObzvib7KljbPWAi9ITthP7UPpcFz2mpfOnEMeJcnEtvOIy57nLega/g4JLZLLrnEI/ppfEtZ8Dn2IaMTNax///4+rthdJDbywO70X4yt8LF777236GMa2/Fe0XtEz6nM2hc4pszxua6A8kZ/+TrHgPfktddeW/Sf2HewN/7zj//4j3bGGWfYFVdc4WMp/In3m+5RH8q99D/cx1gHkFdcfuWrbUJCQkJCQlei5W2TkXwGLHzBCTEQbiDEzHwhi8rF1xREmLyIkATZBtKak5H6LnCiz/ETHvXrpM1b30eY2yGxibjUPhLbg55/9vUYQEEKhWHDecg9HzivxglH6CPSk8B95AHR6FMXQcya5fLP/Wd6dCvScB1AlH4ptL6cjVt0TPoxiY1oXugeo+X51s/GJLa/O+mqIontwppHi+VvyTfbx16Qk6aua3CyFzZri8Qm4QxSTAsyUYFQlCFbLYbRy/gnzIlWELOoOyKi+VdVRGKTFNP09PjtlfSChJNchygHOQ4CJLaHSPjuU25ym4XRkT+b6dTkdXfcpRmJjfqExJSNplqQ3Qta7Kjnd4bEBvz58A/5f/PS2zx/og5+bfRd3jZiqNw8A7kNP/rvS5aGup/rBM+Okth4nut+Tw6yHxH3aKteptPG28jbXs/qo6A/eVHvLBN76GnT/T4it0FIJM9SaZeC9Gjv/R2B7Ca7F/PBRkGKeTZvdT+8Owh+QtumPo4tn+ntPbNrvd+fpQciO0fIHyckJCQk7FtIJLaEhIQ9iGzQuw3CCNWjmfHdxMi2cJt+MGZYnBHYGmxrGPQyNK4j7HnY51xMZvOPL5cwLGaJT5eQaFMYTjdtDult9qhUfG6GPf+A4IOHjxU+7vkQeU4SVHq6vtn+/GadPfvaVnvh9Xp7ZUN4ZlOjbdraZHUhG5Lf8QC7UKCdBOlnNsjMgzDory98MGT5owjlDp/KSGOBxNbM59kWj8S2pW6jbQofqHwgUt4ntjTY0hfesIrb19pnRt1ihw0ea/tVTrA+Zbdar8GTrXvFTOszbJH1Gb48I7GVLXQCW6/qZdajapGT2HpWzStGY9s2EtucIpGtZfnMJK0l2MiJbLNdegSb9Rw823oPmm8HlC+1AypX2f5Vt1n38hVOIuw+dJH1Hr7Q9q+eaQcOuMXeP+gm+/XNS2zcA8/bk6H68Wd4m431TI5uCv7+lpPYssa18z64I8STPEx+MdEUg0mxfZnEBrCRJm+ZuIQE8J3vfMdtwMSmJtIRJjyZeIPEBnkqtqf3iSGteGK/oyAN0iQN9nUOm7OFJMOkMZHgmPwmMgUTeyzJBKGFpd6YUGbSM57sVFoA3ZQeYLs7SGzxPW3dz3nph1AGSBOQhJjcJTLTpEmT7LLLLrN+/frZiSee6EvcMVnKpK8mUvN+3tlATyJUoRNL8LEMGTYTmUvkFc5hN0hZRBiDZALQMbYBxwjgPGWHnAiJ7dOf/rS3QaUNoQPfpJ6OO+44mzhxok/sKr043a4AtoW8AYmNZXWlm/oN9R3oRyQ2/FH1QRnj9sGWPkj+yDXs9Mtf/rJoU9KKyYGQ98gX4hJ+EZeX/c6ue3SDpIKu1B/LnlEv+B1byoj/Qbii/dGfQkjgOZUXAkIc0Qw9uc6x9JdNON9WJDb5FEQ+yF3z588vLnunsis9tgjXaRtEGKIfpz+DFACJDaG+RGIjDyIHDh482IkUqhvaO4KOpMlW+nYVyJfIW/Rz9Ln4ALqLdCJ/YxlUoiISzUtl7yrIpnE+e5LEVkoXyK8siQgh8UMf+lCxH8d2+A7k0J/85Ce+FC2+gW9CsGWJZEg80hfbqt3xHsTfFi1a5M+QZ+y/SOx7HQHP0H+de+65Rf9W3aq+2UIWrq2tdb+L8437E8CxznVUH+7nOexIHoByEp3w7LPP9iWkiUZHm6cuZ8+ebWvWrHEyK/4n3XiGNGgzSifWRfriN4nEtvOQzrHeILYJ+9QF5WE5USKx0d9hawSiNGXjvUI9MK6ApKx+dXcAf2EsgX6MaYiICdEU+xM1kXEP5EnI+xrbyc8oH8eUMW+D3QHsjK3QJQZjVdoGS4CW8h/aNf3LN7/5TR9X0r9gf/yKa2r/PIcw5p01a1ax/1QbU/sCu6vMCQkJCQkJgLcObyF+v/181aJsadAzZnjELX6/zv9GjMTHbBndQSL58LkTnZjW64w59g/nTfY0uadICGva6PeLxLbf6TOdgEM0t5IktrDP/U7iipcTrbmvGEWqSLgqCOf4PXr0ypcyEtdZ852wdP709RmprvCa1dsWEt4ptzxgR56aLSnKMxULnvLzmQ5x+vwejoT9AP5FD9JtpY/2AyBKvfPUW7clsemGAHbDqC/8Wxj3+b8BIS9s54S8E6/w8kMw/PWYjMDlo+pW+mXLwnLtqgfrvS54BhLb5DZIbKSx9tVG16n4y5jSk06+n10n4hUEqz5nzLZDT53iJLbMrtk95P9CuPG5IOTHcUZG0u/F7Esy+xP9DrtDSnrXyTe630g/hH8yEttq90+WsiUqW+FPAsL1qF5cj0z34vNhHx0hiaGzE77aSWLzBXEK+X/jkpD/6TM8Athnq5d7+/D0PV/pEKSphXwIeZK6h3z4/RHzvGxuk0L62fMisT1ph3lUtblu46J+bivyYJvt45s8A6GRNkGZiKI4//mM3JbZoaWN3htuJnocREHK8Kl+tfZouJh9KZBmZD+X7Bj9mPFh5MoWH3Cd45WCdgHYAh9AMrsAbBPpUrAVoB7wOY8y6O21pf9Qe0Uz33e0PJspnpCQkJCQkEhsCQkJexQMUKNBqhAGq61IbIxow238UMynDcJQF6paXdhzIltBOEYawsMQ2YpktnCmqSk8FaSxaWu2nGIY1jcFabTN4Q6IbPV+9GY4+3q4mom58MHBh9SGoNbGoNNGPvLCF8TGLSGVsC8CG98GjLWRttFGudsJ0qb8mKa1NBfyLaTvHzJBQnlZTtSXFOWzp7nObVDXsNW2BHtwlo+IFxoa7aGNdXbD2hfs/42dbn9VcYMdXjnODhx8ix0w+Fbbr2K69ayaaz2r51uP6sVBWE50sXWrWGBaTrS4pGhEZGtNYisQ2YYE2YbAlSSTOdZdBLah861nedgOCnYdvMj2r1webLuqsJTrQus1ZIEdMGyuHVQ+2d41eLz9x6gpNmDB/bb06TftpcJHrnM2Q91C2Gxu3hh8NGz9k3PnfXBH0KQioomvGEwC7eskNtkGQGJbtWpVKxIbE51MumniDUIFBJY777yzaFvsLFuzzdu5I1Ca+bQB5KELLrjAvvCFL/gEMgQnoudAZvr2t79tP/vZz5xYA0GBSVv04FnVvdLjmH3AdneT2GLoeekKpCPkBsh5TOgyiUnUJcr5la98xX3yE5/4hH32s5/165BuVE7VZ1cBfdGRKCksZQjBAvtARMBPaEeagGULgSVe/pJnY3twrLJznjbGhPWf/vQnX04U+9MWSZt96geCChPApEvUk13xuY4A21IOSGQQiOgfKDd6QQ6gvOjHhHRlZWWrSGyq17isqjNAfwSBi7oWiU32xJbko0hsLJtIfxSDdElDacoXlN/OQL7JFjtPnz7d6xMyED4IKeIb3/iG6/Tzn//cfv/73/vSaLQTdCFv6aI65xxtCN3ic4C67ywSG2mypV/jXgg49F/UE0J6Spt8SFsR/oYPH+7ECdkPfSHzoR/CPte6CqQNeYM+h+iX0hMd8Qf8Df2JmgmhUgTRrgS2lAjU8Z4isVEv8htAGpBc6JPoK/ET7IVgO9oP77X//M//tGuuucbbD/rwzmPpYu7nHRfrz/0sswhxi7ZMeZVX3t92FvTz55xzTlFP5Usdi9BCJCZILOSjMrOPn+TbVny8MyANPU/7uuqqq7xN8L6B6Ee755hxAm2edy4EO0i1kALJXyJ9Y0Kb9E8ktl0D+eX1BrFN2Md2cSQ2+lX6EOytJWzxfaKmisS2OyKxSXf0w7chSdLWWLr3c5/7nOtK/TMu4w8n+IMFdKOvow/W+4Mt7TLWl3Rlg66E7Kt3AccIY0q+LVhSlHeO+my2iMZKRIb83ve+5/04Yxr8in5ApGWeoW4guUL0o30BykaebZUxtkVCQkJCQkLnI7zDw798hS163uzI07IobIcXyFYZOSm8o3gd+SuJ91UpyUgoJ49/wA4/Y4pHDINkMv6eVzztFuJLaxIbJKvtk9jCuzlsskhsY5yoA9HpD7XrnUDE785cl5APX1IPBpW+XDHf9j8zW8aRKG4sXQkJR/pm4Nd7s9Xh2l+fPMYJPshHzplos1/MftNGf74a4jw4Rz78gfqYFU/ZMadWFIlX1hTGMmHD9APgvC/3eObC7ZDYwtizaEv2C2hmHqJlWUrKgg2wxX3hJmyOPtyDjnydYZfKhU87oZB7u/fNRWJzUlCWPXMNPPPbobfaaVctsMfCJcos8hlps6Uu2KL3lHXNXg5IWUefMtGGr3mzVbrYZu5jr9mXTq+ym+97zQl45MHzEu6UzugLIY3oaiJXZb6Q2SGzRZPn/ZOxd4f7apxE9v7zauzhcJH6k7+obtjXs/HzHolNUcvaQWLLP//Ta+92sh31QFuZG5TnPPlKB8qEPdaFArIUL1HPaA8HhGf+Z+R8z5N7sjwE6fektz2R2PAv2QpRHuzTNu8PSXzs7HGuD20JHyF9rsf1DPCVE8Y/6vorih7tlV+hVD+qbwm25DnazulXzbURk5b6vejQWv+dA7pRji+ePswunP6g+wr5YT90QSgFunAOv8Dm1D3+R7mxL30XfqC68n9V8BicK3U+ISEhIWGfQyKxJSQk7H0IA9XSJLZscMvnCYQtSGxbCsJq+5nUh+OMyMbfgfGvyGxNzXygho/ssIW0Vte8Jfy7KdybCee2hqf5F0IcUco2NoU0gy6bgx5bgj5IfRBIa0h9OJ+tVtoc0s0+nPiXbVeBtDELElQo7pOvNOAMZXVp2mqNDZutqTF81hQis3G+gb84onzhbj5u3goGfi48uvCVzdZ31ir7zOVT7b0VN9oRA26ww8rG2yEVNdazbJp1K59l3asXWM/hy6zbkKXheL51L28hsvXJLSlajMbWisRWiryVBGHZVohsLLvqJLaqedZjcLDxoAXWq2yJ9azA5ouse8Uc2y/Y9rCq2lBHN9lHh0ywX9y63G5+8Hl7+M1GC/8H/2yyxvpQqQ1ETiDWYEZik8d0FZjg0aSSJntjMPGVSGwtE54QM4i0BOEAGzDZyUQnk20IE29MyBEp6p577vFneB67yrak1dbEWkegeovTgjwE2YCJTuqHCVgJEUWoLyYFmXQnkpcmMqWf0tPkJ2C7O0hsbUHPyz/jY/yNidtvfetbbn8IDSLbSCAAEGWKCU58U+XrapAPE6oQjo4//ngnXaEbetKO8B/5DgQM6kSkK56NbcYxAjhPOYioBImNuiZd1QP7TPRCsMQukydPdhKInu9qUEeQuSBqQeCgnLQL9KOvQD+OIXtAfGHSXX0GOlI3sa7sq87xK6I9QWJjIh/bUcekzT5pU24IOkSgg2gRA93o0+Tv5EXe7O8MpBdAT4gQ06ZNc2KBIvhIR4R9ImBBNMUfRSxAeF5lZcs19IvTB+jb2SQ28mFJRKIYEoUL8gntHFvKn0gbv8VnIbhB0KHtqc8nLQhPsufuILGxrCnkJoh1avvoiZ/RFvAz9Lzxxhtdn64GtpQI1OPeRGKjDa1evdrJI5BysBGC38iXIGNxnciBtGWIsLQp9ER/7mGfZ/ARSNKQVrk39unY33YFRDGDYImeshuCHuiAP0IUJvIZkF8j7KOHdJHsDJReDPr40aNHO1lc9onfufgh11gOkSVa8cN8/qQZE32URyKx7RrIA8n7IfuyCfvYjr6b5XCJNKlxHWWhX6FsnKMeiKxKZD2iaZJuV0J+S5vivUKEUXwdX8DGRx11lPsYx/TN+AoRP1988cVin0z58CuOZQO2pNnV+gPyUjm0r/x5d9B2WAoY+9KWsTv7lA/b8y7j+4J64RplpV4YV7Clr+ePNYYNG2bPPvuspxvXrfLWuYSEhISEhN2D8E0b/oVAc2HNw06EgXADwQyySEz62tGIiC+D6+/fYO855Qbr1nepE0z63nynk1L4yvPnIxLbe05qx3KizVt9S/SvvznxGicfkfbHLl5kVbdvtntDohBfIIpB3oHsNm69eRQ4CFHdz1rqpCfKRvqFEaz/m4E/Ys/IMSdcs8x18SU7z5hrR516q51b+6STxciD9BH2OTdkzSb7eP85TqJ5/4lXWMg207mwZKq+LkViQ/e2lhPNdGqRoq2bM5IhRB+WUKVM3fouc8LX5yuX2JLw2UiZ+SUBGw0LOrHMJUtSYv9ufVd4viy9WIrEhlD2b12ywklT2O3sGc/aqg1ZmuhOtDPqkOPFIYH/qFruBCLqDjIdRCof3fPH7kF3/IC8IA5S7q+MvteuvT+Mp8J57Ed65PliEHTut/hVL5dIfr+fvq6oJ2V3m1q9p/u7GeuLy20Sje03E9a6L0GEI+0ng0CcfPzVLCJd9iyISGwllxONfQK01IPXBfM4YTNo0bP+nEdWCz7yuaplNj6UVWXDRvgGvolv4HvcSz0Q3ZDlRLkP3Vo8BGT6nVvQj7pjaVCv22BcVkThOe6hLtjnF1zyxxcgXqLX9MeZhZLOLaUnfc4TpY06o/7w84NOm2b/Ub3El4glL9mRcnBMH3DS+IdD2re6n/evub+NdtRxoCMakh8R5CC/fvDcSV5H5ItNpQ/b+8MDtMf3/26q24c6xL7fumSZ2wSQppfdkdOv5UJAVr8JCQkJCfsuEoktISFh70MYsPoYntE2wn4YszaH8yKxQc/iY4IPbAQCG6QzRGQ2j8xWEGK0aZlR9iGqbWzeHD4ONofnN4YzGZFNVDgitUHyqm9kiaDw1NYmawgfJEhjyLgxfJh4hKuCXvyozSdrY8ifbasxdyeDtDEL5efTU2bCLs2R4URi4y4IbJDZ/Dx/bRbuQ0/ukg0RFpp8ODx+9UNP2Y9uXWIfqbrR3tXvGjt64E32jiFTrc/gKdZt8DTrVjHbeo1Ybj2GZSQ2CGzdKzMSW+/yObZf+axtiGxEFkskth2Lk9iC7dgSaa1n5QLrXh5sNnie9ShfHOy5xM/1Kp9pB5RPtSPLJ9p7LrrGvnzZNBu8/FFb/Wq9vRycZHMQJpma6oIf1LMUFxHYNgXBczKP6SpokgtBByZ7YjAhtC+T2Ly/KNgIQDBgOUMiQ2ADTaQx4YYwCQcxABIb5BzA816/hUk02XtnED+rfU0KApHY0IGlANGNSU8m/9CPCU+IFCxvyKRtXP+C9NU5tnuaxAYoJ3pJ8DOINywdykQ6vsnEuSad4/ogegqR8eJnuwpxWdl/8MEHPX8iwolkQ32gL4KOROtiAh1iIYh9DnAc+w/6cy9kKJHYaIea4Nbk73e/+11fSpYIfXp+d4BIMBCiIJuhF/pQTsqLDyKQ0BQhT/4i32tLV/qjJUuWePuCBIffka7qGsEGP/jBD5y8p8h2ALvJh2RbHef7vfYCPdX+5I8QaSBO4YvUC8L+kUce6VtIbBCE6B94Ts9iA7ZxPUuAznNPZ5PYOE+6RPcjgh3tnEhyCHVHX0LdYVvy4RxRcSC8sZwdhBbSEjGCNJVPV4F6g8RGnwORCp3wffSL+2XawA033OB9WFdD5Y7Ljk32JIlNz2nLOfp+iH3//u//7v6D7dBDNqOuIaBCRGWpWXSn/+IaNlb/RVmIgnfqqac64Y208WP5ANtYh50FhKEzzjjDiWHkS/7yd4T6P+aYY3x5WUC+0gGgg9r5ruhCGuo/lA7HEJCJXifyDTaivesdTLRMok7yLhCJTc9rX8cAfUEise0alEecL2BfNmGfNgrxa8SIER7hjHeWyqQ+hXMQ0cvKynxMzDuOuu9qSFei5xJtjfamvhgdabsI54h8KvI2dSXwvPxWx/T38T1dDekgPTjGhkQu/e1vf+tEZNo3ZeL9RXkYJ/A+4xrjOPoqjqkL2gLHtH0izjLeoEykH5eLY9oG+SUkJCQkJOw+hDFx+BfSyv+9ICPnIJ+9MLynw7nCl6/xZi41IorP8yUHweufzr7eCTKQTD7Rd6yfgwDk7/emzf6rYUZiuy4jsZ02yf5U20YkNv54OmwgO0G+gawDiQtCEKQroqd9e9Qyj0D136MWeVQqyDakSzkU2evxkCllcV3jgoR9DvmTXO75csVcI1IVz0KUYYnRvzr5ejumYranTz5fKZ9tf33SWCf2QAYiD/TYLonttPHBHoXlRGes3wGJLUJBP3S/603zpTbRy5eEPGO6EwY/ds7NrhPLrZI+59EpI7Et87KIxOZfmc2ZZqSLQCpjyUsIQUQ4o/yU59jyWl+2FILhWePutK+F43edekuoryx97E8EPcrnKZJuEJHY3s1ysYVoWeSPX2C/P85Y6/UNoYv6gnwFIYw0//HsG+2hYAL3u5BW0Q+MwALm5Lq/OumaYv1C+IJwmdXNouAjY+3Dx19q8x57ze/3ZylksGtGYnvSn+HZVst1Yne/T8jqQjZCF3R6KCT4sb43uK4ZiWpG8Lfx9pkLp9l3gw7UgxOyQj3go9Kz29mZz/5g1ALPsy0SGwQuSHrYDZ/hF7cFj75mnz1jtJ0y/j4nYyIsf/vhc8c7gY08qHfIZtRlZq88wvg2/EsbG736ZW8jqhv0euepN9lHz76p6OPfHbXE6+a9J99QIEQGW5821fqFvCGMZZrnfLWDwK7oCkEN/yD6HMuikh/5/uPZN7se6HRs+Uz3Sa5RXvTGXz9y7ji7PzzvvyKFOmJuL67z1oiPs/pNSEhISNh3kUhsCQkJew187ArCTnNjk0djg5M331QyAAD/9ElEQVTlEj6i/Tu6IFAFWpPYmm1jM3GmGiIqWmNxmVGisonERpS2TWH/zeYttqFAZMtIbBvCE3zGsZzLxoz4VR9yqQsfRBuDEpuCDmTGF1FQoImvgTCWdr2agr7hpKfO8p1dMcgO+WhD1jGJDZtkNuIzgDMN4T4irmVR1zIyGz/yM1mUTRjxmcdd2M4XmAyJ8IMAP4Asfm2jXbT8fvvCpRPs/Rdcbu/tN8beUz3VDqmcat0HTbNuZTOs17DFhWhsi6171SLrXpktJ5qR2MJHVo7E1r06fJgPnecRxnw/R95KUpCKOcG+wV4sycrSrcGm3SrmWbdylnJdaL2HLrb9wvn9yqbaoYPG23sH3mgfG3yd/XLcYrvx4RdsbfBPyIjUZ2ND8Pm64I8FElvLUqIF5+0i0B4yf0wktlLAHpr8wkZvvvmmEycgecgGsTABRyQ2CABMWAPSUDrengvbjkJ1hAicU5oAshJLlzHpzWQfOlFn1BET7EzIMukHgYHoNtQvy2JB8JBO6EoeOma7J0hsPKNJSR1LOIfukIaI5MESokx0qqyUkX10wxYXXXSRT/SrXHk/70pAAmHpRYhq+AeiyVgmYtlCgGApM0hEIO8jHKuOOY9dILFBWITMRZpMalMHqnfqiUhsIrHxTJxmvN9ZkI74CwQYSE60E/wOHakTyA1MTjMZDyGAJSlFtOJ56kjpCOiKcJ4oUiyrJhKbhPQpO3ngp0yOi8SmZ6n3vA3UPncG0kvpQISAxAaJjjpQudVOEEhs+CNLLyoNykz9oGOcno6BbMJ9nUViQ0iPfo32RLtdv369kzmIrkVbgiBBmvgXx9gXoUwQESEUEiUIW6tdKs+uBHpTPghUEOrk99hAW/SFcHzdddc5YaKrIZvKxgB77CkSm8Cz8nP20YmlWOk3sRF+yjYmKUIKGzx4sNsYX8On5GfUPzpDOiGyJwRc/AbkSWy7orfAEqiQ2EQKi9s7+tAOiHZGmwf4YdyP5MsfH3cEpKc0lT7bq6++2pd25L2DHRHpxj5EY8ZHjz/+eKt3I0AH0oihPBKJrXOwPZuwpT0QrXTUqFHuR9SZbMxW+5DYIF5Tj4ybOsOu2wP2pp/DP+bOnetkL/o6fIH3qt73vE85ZtwJmYuxXWxn+Tr7KntcF10F5QfIj7Igypty3XHHHR4pF5IakeUoG30NfRHvNo7pbygr+/gZZaXc9AeM+3gH8MclgHLGZSMP2gbnEhISEhISdh/4vdts3gtaThNyyHS7aNpDTqrJRqDteDeF1xmjRAguRF+DjEJkLcheN973lqflb7wCiW1dkPeddK0dfGatE34umJ5FSvP3YisSG7/AZyQ2SFoHnDnbCXIQbzLS1SwnQKE3RBuIRUjPM+c5WenjZ4+1Rc8VSHSk1wa4BsHrsZDZD0ZCuhrneZCuCG2Qfsgryy87B+kLMtT/+W21k7myMta1kGkCOA9pqPdZc5ywxVKoHfnaI02EZy6sedSXBiVfItJhC5YLlY6ch+jz0XPG2SmzX83sE/SGFDQpGD1PYgN80f1s+HQnX0HOistLeqQhQpaT58I97zvpOjvz5jucNMXIPksLP2FVG7NZa9+yD58w0us2tuH+Z2G/2mJ6fU6f476CzpCWlrSqq9jvmBnJ/ItoYCJhkS7idRME/bhW+/gmL6vXgSeWkcR+P+PPTviiDrmvSGLjHhmkJPhz/Swi3i33vubEOfTHx6mDTI/MDzkPERC/+NroNfaZISv9OnbDt/CHtkhs6Ac5EpvwPF+tRFeD5LX/mTPswJAuJEXy2O9M6mWWl+P4q5b58qWtv94ConKhv9roZatfdNIatiCN3n0XeFmwIcueYseszuYXy0P7q55ye4tdW9XPzgHVaPcfOmGU+wr+pjaMoJNL0IVjbI2O2AbSLf5CnXgRI7/W+DohISEhIaEtJBJbQkLCXoN46MpAFj4Wvw/7vks4DsJwFxGJrS6cI+qUyFgtBLbGcA8hxxvCR1RGYmOvFYktHLGEKCS2huYN4e63QgphaN0cPg9ZfrMu5LI15MZ6ohs9k+xro8AgQ0fXq4m/PNoant8S0tkS0sgG5Z2KkI82Kj9bbNIUzjo5rUBWQ0Ri830nrjX6fSx76tvCXVtDAbYEQ7MkKrZ8PZxfG5K44fHn7Ze3zLVPDbzK/v7Cq+x9ZePtyKqptn/5NOs2eLoTrnoOX2I9Ry61bkPCR0r1AutRGT6iysPHLiS2PJGtem4r2Ya8lcS6B/tBXus+ONitbI71qYpIbOF6r2HhY3XEIjtw6Fw7aPBEO6r/9fbBgWPtG1dMs8GL7rMlz79pL4SKxUXxSUIHQmBratxqjU1h2wzBEh/Z9Y/Y7UGTPQiTPUwAxWByL5HYsjrARpA9mCyDnCMCiUgkTDAzsQZRgWWfWE40tqvSKWXn9kBpIfGEHPvUE9eZ7D/33HN90lsTfQj1xuQnejJBSJQqiEZM7lEmJmR5XumRh47Z7gkSG3qQDmXLA/uhI8QZljRkIl3ENZG50InJZyaeiVhGpCD5pupjZ/TKY0dpYI/LL7/cvvKVrxRJK0zwa0IWW3KNiHJPPfWUP5PXjWMEcJ5yQGL73e9+52QukUpEcuCYyV2WKWVSGxKbfKQrQZ0A6g3iEBHJ8EPaCOVW/8ExfsRyoizNxpJ8gDLm/VuQ7izDCaGFcmM7yky6siXH3//+9622trZIYiM9+UzeBpyLJ9Z3BqTNs5AqiWQGOYjyQvKhrNgAn+Qc0a/69+9vjzzyiD8jiesX0cQ7+0DX0bUzSWz4BX2A2gb5rlmzxgYOHOgEJdUZ7Up+Rr7yNciILOkJKQqiGHWJ7Io92wPqTSQ2fAl94vcSQp8Aie2aa67xNgC6UifZNM4D++5pEpt8n61AJED6a5YOhbRGnWIv6hq/FUERQiO6cZ76lz+gNzb+xje+YbNmzXLiDFD7zdthV/TnvYausp38nPzRhTEI0c6IQgVUXkRAJwm6UC+xPToK2gvpkw79OxG88D/sgy3VVjjHO6i6utqXgFY7E0hD/Y+g/URi6xxszyZssT/+Sz1CRqT+VB61UY4hWtEv0nfTx3VlGUgbveRnkKNpj/TDkNbQjX6eLe0VP4PkRjRC9SEqJ/WmuuM4bhddCeUN2NJW8r7OOIZIhvgKpDT6IsaqItRie+qA9iS/55i2z/30U7QtkcJJW6Jj8o7zTEhISEhI6HpkywyWT13jpCPITu8/8Spb8WyD/y6ejSDCu2mHQ4nwHgv/8syku19wwgtkqw//doT98cbFTpTyJArLgxKd7WPHD/UlJz9w4mWeP2QURyECV3w/0Zr+6bdVTrSD0PP96x+yr42+oxh5LCP1ZKQrSHhHnzrOfn7tnfZoeJi8ScPL0SbC2C/8i/58lY+67TX714tqnHQGWY48IF5B+DnwtFon9XDtk/1m28BFL9rdb0Tkq+YsH/YRSENu21PG2gdOuMQGTrvH7y0Ffz5CyxguW/YU3SoWPOXLLqJDS7ln2SFBRyc0TXjUl7Scsq7J7Qs57aPHD7dZazcWSE4t+gHOPRGG/VUh3S9WLvByHXLaNCddUWaW7aT8nINs9sl+M2306lecjKVf0lr0DuO38C+ErBnrNtvJ4x/wJUqJ4pWlhx2ne3rUE8u3Qhg8efyDdvuGrK6KabUk6uAQG0CcO7/2cbcBxCfSIW3SxCaUefbaN1r81//JljkdVHO//cMJlzkJ7cMnjPK6cXBPLr9WKFzDj3jm2vu32Ccvmp75X8ibOnACWLAXOv3rRbU2bM0Geyzc++MRszw/CJ2/HjrZbZONcFv7Iz4h/bj3Qydc6u1k1uObvA7xw0POqPVyIuTz4WCDQYueL9ZFpmaUbqFchU1AVj98Da8JBiGiG5EGqR90dzt6Pc3yLeeJ/nfC+Eftxvs2eNlL5rOTIB3KXbt2i/tKVqeTvXy0ZUiBTqg8I4sYR/0S4Y/6p223tDn+ae3XCQkJCQkJ20MisSUkJOxxMHDND16zz9KWa5KYxIYwbaNtXiBoSfhM5++BGoJAYoPkRsQ2hDN8ZvpSi5DXmsMneVMQj8QWPqfqwudXXchlc7M1bwkK8CUQpDmcJlocv2E3hQMW5syWa+QTjFwznTsPLQN9ysxHIVtsxQczJDU/0xxKj3J+NbsjK3+z1YeHidDFFg15gv36BiYgwl0hC6b9Xwyy9KU3rWrZPfbdy261j150hb33wmvsHWXj7SCisVXWWLfKmdZj+ELrOXKxdRs637pXz7OeVfOsT8W8FhJbkJZobHMiAtucVuStJEiwYeV861URPv4Gzbb9y8LHX8V8tym2ZQnWniPmW+8R4XxVjR058Gb7q4uuts+UX2vnTV9hNY89Z2s3bLUNhbpl2Vj3gyCNTZB2toQ6xi92/QN2R2BiJ/PJRGIrhfxkGMuarVq1yo4//ngnJDB5KDISdsEeTIBC3lm+fLlPLGMPTSAinMOuOwv04HnpRZqQzMiDaCInn3yykxGoI030i9zDBCET6vPmzfPnSEMTpUqLc/Ekp9LfE8uJoovKKcRpUR+QpZhIZ2JXSzZSJ6obCAC///3vvT5ULsqLDfP+3hWAuMDk+LHHHlskIaCjCBnUT0dJbOhOupCHIKFge8qqNEWkIKoMUfeIEJa3Y1cAu6If/kJUGyLMoQv+QrkpP3qxhWQ3bNgw9xcRAhC1lRgcS3/IN9QnJDbKS/r0QZrYxhdZQvLWW2/1cgOep+7jtihwTu10Z2zEMzwLKAv94Be+8AXXDX/ELzURT6QZyDZEuCJCHyhVVnREJ3TWdelGXp1JYiNd7QPuYcnDlStX2nnnnedENtIWiQA/ox/hGMHelBdiHkvDQqCQTXbGnu0FtqFNQ+SEXCI/QB90ROgHiUZI+6Nv7GrIjrIloK3uSRIbdUCdqp5VJ/Q19Dlf/epX3WewHcQR7Ef9cky9QpzRUqIiMuJz2BeyCVERIZCoDQDlI53Z5ttde8EzEIz+8Ic/uJ3QlbzZogfn0AkyJfZTPiqzEOvA+V3t/9WfUF8Q/SDhoBf1S3uRHTmHbkTwon/QO0i2KNUvSe9EYuscxPmC2CbsUy4IuIwlWJpS5DDsLZ9DqEci3bI0+e6INimgI1EGf/SjH3mbUx8i0iS6Yf/TTjvN+23ev4ByybdkA/we3WN7dBXIV+8w8kcXjmV7QL9MJE/6IcqEn1MuRG1b+/J9bbmXMQ7k1fhdr3LHZdwd5U1ISEhISIjBiA8yCMQWSFIQYhg9MPosvpXY2cEriss8w9udrxnSIk2+GFp+sQnv+fAv90DmIS/uJf+WX52yezJk++jD/aQJoY3n2CcS04Bp99kJ1yyzH42Y7VuOlz2fpatyZNjxOJN7GamiM3nc+abZlaueC2neb/2nPWj9pz/kkcCuWvWMLQ15owN6bWOvAPYR0pNtt7GHbtouCmPBINgIsh+kuaHz19mJVy9xklTfm2+3YfPX+nnywJ6I7AT5qCWCVmvky8yypVetfM7L2a/mQRfKPizkR4Qz0uNedJHq1JL22VI+8iNf6guSEvUSp8kxUc3uDvlJvxY/2RZKn3y5/95Q1vH3vdqSbiG9+8J5yp6vD9JG77gu2vqlk+fiZwXGaTxDnRP5DD845+bb7EcjZ7lgp1vu/kvRL8iPLcel7BYj1o96YItNXgjONWftBhtIOUP6st34e17xNPEH6q9UmqXAfaofdKN+pj++xS6e/kBLfQc/Jw/qjWV25VM819582gvpUvSV4GPDFqz3ZVNp0z8YOdt+OHyW60X9og960+Z4tgW7/h2ZkJCQkLDvIJHYEhIS9jgYWMeDax3zIaOPGUmexIZwjvvy5/g4ay0QuRqtvrnJo7QRtW1LU4NT27LPG36AD8N9iGxOYtuULcNYXxck3MOyouE2SWN9uI0lT8PHURbdiuE8kdzYsoRnpnPnoeWDmDKisZc1nFGkNT9TVBKdKBt/wQOZL2gVHuY5XeEJt1VIWr//c41obI9tbrSZT71i59eutmNGjLe/vfBKe8fA6+2gqsnWZ9gM6zF0li8P6jIkixRWJLGVEZGthcSWEdnmWI9EYmtbKuc5iY1IdhDYDimbbweWzbPenMdmQ2Zb9+GzrefQ6XZAxa327oE32v8ZNNa+c8UkG3vvk/bAG5vtleCn1C91znK4+AG+DclShIrdAU1sIUwuMfkTgwmvfY3EFk92yTYAWzFhfffddzt5iCXCmKRGmFBjko0tE/1f//rXnUTzwgsvbDOZhk3zE9kdAc9C+tHkIILPkC72Z0kp6gZ9qCv2NfGPQEiA3KKJTdKJddQ5HbPdUyS2GOiFnkzAsg+IIIdev/nNb7y8lA+flKAbpD2IfUQL0sQzZcdenaHXjoA9IDmwPJ8mYqUn+2yJ/sJyoh0hsSkS26c//WknhInER5qa+IUwRbos9afnQVeVW3oSAW3AgAFOgEIPkQBoHyIaQRSAXAQZQnWBtKWn9umPIIRQbsqMTZUmtmQLsYMIfbIn4HlNqsfQObZxfu0BzyDSGYJdHCUOXSg/wj59BYRFyBLPPsvfAGfg+Tj/OF2dUx60gc4isZGm0tW+zkMugCRGpDOWSFb/gWB38pHtyY8+b8iQIb6MMvZUWl0B6chStBACIbFhBwTflx3oi4lGCKESwmtXA70kAr69p0hsPBP7ks4hRKaDzPyrX/3K/Qg98FF0kS/Rr/Buh7zDNUiBXMcHuAcCCW3x5Zdf9vT1HmGfPAXOySc6Cp6FxMbSw0RdQi/yp37ZohdCXbOsKVHb4rKyr610QOK20F5wfyzULdEXGfvwXsU2ao/sSy+WENZy0by7sVO+z2MrcAwSiW3XQT6x/wPZJNYF4u748eN9jIOfy8dkb7a0A/p3ok6KKLa7cNNNN/m7AxKbfF/L69J+0Y8ovLyD6PMpM36mcqr8+N3uIrHR3tQnSId8XWB33jOQZXnPYGv8nC3l5N3JMfs6p3uwBVFXIe5pSWzyyZc9ISEhISFhT4G3ECNitvEbqdXbqQOvqrbSE3Q+L21B10lT6bIV+QoCDKQ1thxznuthVFcQIX+ch66Hd3P4l3Qg75AmZCGEfUZXXCvqXNxptev7paSIbU5kaDmd17dFL/SAzEOZ2aJnUadCAmywA7/P+/k2keXBPfz2m81CtJQZ2RCkxa4BUYLstk4/pFc4wf185aMf6aBraTvG5WyNlrQze3Cc11PpcZ48W+uTgXMI19u6B+i+bVA4yYZ8KBPlgeSFoAdlLdoogHvj/EqmW4Cux8Jzsh95IZSVQAEt+WR2aT9a7ucXJ9JH97h+yI/zXEcPv19KdTpadMEfYrvSrmPbttInQjaWbilXQkJCQkLC9pBIbAkJCXsPCgNsNgx2kYxsVVqcfBWE8a/243MS4Pc0FSaZmjNRRDJfXhOyT1MYgjeFIXiRxBY+/Rq3WGPDFmtu5Nlw2NgcjsMWYT+I/5Dun0UbwvbNMAxnGN824QaVCmptF6Xu45iPnyx2XMEO4Wwz/0Jkc/JcKIt/MmTW4xrEPRHYJDxb/DijDAUhGttboVwvhu0Dm5rtuoees+MnL7dPVI+zdw263g6umGgHjJplvYZDYoOMNtsjhSE9quY5CSuOxOZEtoo5TmIjGltGYNt5EpsvuRmk1LUulcqMqJfJjvX36GklzrdZfkh+oVwQAA8qn2+HlS+wgwfPs16kA1FwWHhmaG24d0q4PsH+YcgE++rl0+13M9bY4pe22MuhvjZRz6Fm8Q5IbPi0SGxMxDTWh5tKOVYnQ5M8iIgcMdBlX47EFgMbMfmHPQYNGuRRaphQY7KWrSZwsQeT+xCXiEwkEomQn8TrKKgnJlBlZ9UdkURYBpAoVNSL9NFkOgQa6o3IRIsWLfJJb57L1zu6cY50AVvyY5mqPRGJTc+yT5mxp85D+GACk8hc6KWyUn4mOtmHiIFNrr76ao/WQVl5VtvOQqm00BOizUUXXeTLzdF+4klxtSGikFx55ZXefvRcnB7HCOA8doDERlQYyBMf/ehHnVjEpDZ5qJ1C7iGCETbKt8vOLHsMSBr4PVFhIBDSHigj/sdW5YaQMm7cOPdb/E1lzJdb0HmIadTll770JY+2RzllV/kltsY26EHaAmnk6519SUeBfmo75MNSwyxfCakLfWgT7MsGEA+I0jhnzpzi8ouAZ9XmZAcQ66Vz1GNnRmIjX/p5tlyXLuQHSZTlUYkARJrYVoQC9XsiNnGdKEYQ9CDrkGZXAv1oA0QTw5fwffxBvo8t2KcvZglA2hblArJBZwOdZFcBO+wpEhv6UOZYJ+3Tp7OUb79+/ZwQih8h2Iz3BHWLbtQrRCxEZBn5GIRpyNqkRZqUla3yFTi3s/0tz9BH0D/ST2IrEYzYUtfoxPZPf/qTk3gU2RE9lC9b9OOc0u0oeEbpAtrHHXfc4X0sNsRGaoNqj9iJJVdFXM2T2ATS1LHSTyS2XQf55H2Pfemi89QLYxwI8ZCj6Ev0zqI8tAvaL0vJ33zzza3677YQ59lRSDd0x8+GDx/upHR0ww+w76GHHup2Z4xD27z44ou9T8S3aH/4RF4HfA+Jz++KnqDU89Jd/Y/O5X0AXVielTESY2r5D7bH5/WtwTHnEdoX71RI8meffbZHNaWsEOJIHyHffL0nJCQkJCTsCXT2m6gr3mykqXTZ8nXLSJ6vOUaY+d+kdxVKPy+cz76s9wzicks4LlXmjtohtmteOL+r6UnXnU1PKKWn0ttRmu25Z0fgefLM10GpMu1KfjxXyn67YrsYbaXfmXm0F7EusmlXtOuEhISEhIREYktISNh7UBjhstna3MzqnU7FYhDsS14GyQbozRlxKxxLmprCNoyS421bIvKZxH/8bspIP9a0OSRQILE187dBW0JO9RnxLTwrPRCO0YN/w5mgB1HY3vQtx9n5bcETyI5Q6j6O+RjIqGqZbdAhaBfyDVK4ki1tyhZCUxZ9TvdLZE/loYkAlhXdVNfofz1DTJeVbzbaiHuesu+OX2ofHHarHVZxix0wrMb6jJplPUZAxprpkcJ6DJnvJDYIazGBLSaxdaucHRHZciSudsoeI7FVzY/2d17/NklsQSgXS4hCXjt8cLaFxNZjeJBg6+7V06xHxa12ZOUE+7fLa+30mXfYTY+8aI8Fd8Nb3ReatwbZHOpyU7YNx43NDdZYH3yhIdS2szyp8a6DJpQQTfrEYDIskdhagH2YvIU4AWFDk4maVMc+CKQKInYwKcoEPHYWZO+dBTowYYedSRdhn3oaM2aMR/WiXqgnttSTSAlEj4NoxsQ7k7aa1I914hhfkM6ch6SwuyOx8QzlQheBc9KL80wkQ1SCVEiUFHTRBKgmO9lSbpZGZBkwJoR3Rp/tIU5P++iJjSESEe2I6FyxvaSrCCwsiUUEMz0bp8lxXB/YhcnqCy64wKP8QJSQDzLJjQ+yT51Aqrrhhhu83J2F7dmP6IMTJkzwMkFwgtiBH9JOtEU/lledO3eu1yPp4dcqI+CcrsUgghRR9UgfG0qwJYJtIe9Rbnw23/4AaW6vDG2hrWdIH1+ElEdfiA7Yn3aHoBckK5YTRa/bbrutzfqgTYrgEuupMlD3nUViA7RVbMp9XIcIQB6AY9ozZBXId5ASqVP5m0hjvAMoM9eIqENEI/rJuO12NtCfqFu0G9oAbR59RPTBDujEcrtEYiTaD77QHsg2HQXPSQTqck+S2KhDgTR0zJYIatdee63XLTpgQ7bUJ3rhW+xL5Mvcw3iAaIv0qerv5aNxvuzrvNDRsuCTU6ZMcd9SJCr0QN/Y93/2s58VlxHGh9Eh7l/QU3rtDPJ64+Ms10w0KNoidqFdiFB5+OGHu81+8IMf2OTJk72dSZ84LeyDn8Q2A4nEtusgH/TO24DzsQ74C2Tv888/3yOCUX+UQe2VeqSOWSIbUizRTXfFl9oLxhD333+/R1mDrC4SG77P+4Q2il6McYg4SQRN9EL0HhG0ny97vN8R7Oi5vM8A+QBb7eNLkDzpAykb7Ru7U0b1ORxzDf/C1+iPjjvuOI9wqD9OoA3Eee1Iv4SEhISEhISEhAgMndLwKSEhISEhIWEnkUhsCQkJew8KHzZsILFtCnuIiGxIaxJbuLMpbBvDM/zmHy7G2+0JZB4JUdaam0KqTfwwT6SFt0KyTEoyGbwp5FVvdU2NrlNdyJJlSNl3IlszExhow7N6DjpR2yS2XQG2Ceq7DZyIFoTcIaq1JrEh7LcmsWFLCWXY0tBodfVMyDUFWzRaU2O9k53qw7mtQX3Cna8N9pz+4kb746r19ukrau2IQTda78Hjbf9Rs633JfOtx1DIVa1JbH0qWpYTVVS2XuGcCGgZCW3XyGwZqSxPLIslvrcThaU9fUnUNo6Lsq0eraOzZdfj6HTYhUh2B5YtsMMHzrNDBs+z/arnW5+RC6zPiJnWu3qK9Rl8s72n4ib71o3zbeSd62zN61s9CptP6wc/dfJa0wZrbHzLGp3IlpHYPJogPp+bdOsKaBIJYXI1PynHJFgisbUAO0GEgBTExDRl10SnSBNssRMRz675/9k7D0C7imr9B0JHAQFRePgUGzz78zX1qc/nE8tT/8+u2BUpIQQIHSmhpFcSem9phPTeGyEBqSnUhN6REki/bf3nt/b5zpm77zm35d6QMp+u7L1nz6xZa83M3vvc+Zi5/nonJimuleLcXNBelNUEIEIbQXxgdTW2/oPAo4lXJr5pJ4hE2PWNb3zDJ5UhpkiPbIKoRhrXOgKO7waJDcg+AbvoX6RxD3IDpCkm0+mD2IA9+E7b0A6KBe2FD/TReDW39gK2svIOxEImviH4YIfsY+zQPqT/+c9/tvnz5xdJNnnbuEYA6cQAEhsrDzEuNfGLz0x0c60+CaESsttzzz3n7dyewDa2k4TcAoEB/7AJX7FFhDZsxGfIF/IT22L78Jfr2G/ApP6DDz5of/nLX1wffY94ol99Ef+Z1IdsSn9kqzHaQ0CXYqzYSn9LQTkIaZB5WAkH3/AbP7EHW9Tu2MsKdbRFTFoBqp+2VR+XAMWBe229EhsxxQcR2FSX7j3yyCNOFtBKWPRZxhb1IdjBNX7z/IF4A0GxOasVbQ6wdfbs2U5m0PjCPuyAhMKR/sCWoqzkRdzbE4qpYgxo53eTxKa2pHz8/AS0N4TQE044oUhMlD0as8SVMaz+RR7e/6xwx7ON5y99RGOIOhDVi/9Ia+wX0E+fZ9UlyMrYgRDLeIzxfoNgRH/V+0x2cNxcEhs6Yv9YQer888/3FbIgFBEXfSMhxFCEduxnLBKHOE6c522TzYnEtvmgnvg9AkjL149vtCfPOUix+EH/j/sYbcA4YQVCVt1k/LQl8jZhM98QELxYTVbxpV8hjE1so9/RDyBR8/xQW2nccYy/yUDclq1Bc8qSB1vidle9shHw3aOtjek7xBkCGz7yzsRHrnnP6Jpx9utf/9pJzPpuop3xVXpBXE9CQkJCQsK7B75DNv97LKF9wddK67+Otjwq2but+ZGwfUH9r9QPs+df6TohISEhYXtFIrElJCRsPSh8eXKAICaylchaTEMj2WdqyMcfr33/0HBeU14K37UNpH6eoCOcOImN7Rfr2DokI7BBoYPEBgkM0pcTv8IdEeoyS1DKBN7agqwP15mlGXRsG1AnJDbFg2sXd4Y79aNFvHw70XAlwX62U41JbPxB3olsQdh2MhxsTTD9xSAPBqeHPr/WfjfhHvv0wDG2z4W32l59RtuegybbHpdOt10GTLOd+8+0jkFYca1j3xlOZotXZevYa5qnIzs76Y0tSEXmKhG9micZgW2nfrOdGJYJJLFMWqezmYJ+tz0TzhuS2CJiWrhXz9c+0zLpNzWTPlNK50E69p1pe/Saae/pOcNlrwGzbO+B0+29/SbYvt2H2aG9h9lXrxxvf531oE159k17LjTz2tABaulm7HMb+jD9N16Jjd7CeGHIaNKnPaHJJYQJoPxkDxNCOzqJTfFRezA5PmfOHCej4DsTbsSBI5OemnwjXqz+tWjRIifRAHQwmUhcWwPaK24n9KGbSXtW4WCLRdoHGzTZyZHJPyZhmQhl0o8VeIDanzZjQhbdXOsIOOJzvJ2o9CL0A9XR1iQ2QFnslO/ETjHgCDGACVC2+WIFFSZB8ZW2oZ9yzco4X/7yl53gwOQzK+KgrzWo5ItiKYF4AbGQmBAzbMEu+gjxUwyxmVVW4rhJlyD/pZv2gsTGqjGs8CYSAT5rYpv+qD7JSkFsYRkTKoW4HqA68ueVoPu0BSuisGLSr371K18xBgIAfuMnzw7SsJXnRe/evd1nAbti29DLdb5+0pjYh8CH7yJPxX2Sa+qFPDJp0iRbuXJlkcwF0IG9iivnxDSuP49ycSCNNmOLU4gGECVpY8YfcccO7MMWJt8h2bAtHGOWsqqTc+knjT6uNKVjJ+B+W5LYdM0Yj0kZigvg3gMPPODb9rJtIvWqXamPc7UD12xxS99csmSJl43rVD/OI7alJYDQCAmL5y32EAPsoO9JIAEdc8wxxW1c4+cvdcZxiVHOpsZsVP44D3W9WyS22B7iHvd70jiHdNq/f39fsY5+S+zUj/RM0Ziir7FtMc8Y3gXEk+ccY0A6OcZtHPfnlkK6KM+2zP369Sv2P/obREVs5RwbeZZCMBo3bpw99dRTbpvqlR7ZFtso6JqjJAbxk/AOHT9+vMeBsb3//vt7vLCD9mQMks47mXczBCn5gxD72B6dAx0TiW3zQT2x3YDzfP1cs4oZ7wtIr+pj9HmNBZ2zXfXgwYP9u0vPSICO2McYqrPcPRDfVx7eE6wgybcm/R4b6Ad8zxBfCNOk6XkPEV5jDTuwjXPGIO8B9QPS4piUs5m0OL/KyN+8jjxURvlUh47xOe8dnkN8BzFm6D+KNe8WrvGbewg+81zq2rWrb6EPAVv24n/eRsVBUL1CfA64RvL5QHwtvxISEhISEpoG74v0zkjYMuBrpf4XTELCu4ns+Zf6ZUJCQsL2j0RiS0hI2CrBRyjTvsiW+yjVHwH4Q7Wk/odxXkqIy0lP+6CyDUB117chX0aCZ/Efz/2P7KxMFwJfXWW2rqrOVofbL4Z7D4Trax551f5wx132mV7D7X3nXW/79Bhh+1861fYeNNWJbB0HzrCO/afbzv2mZSu09Z3qpDatzrZn/5m22wDIbuFe/4jIFRG+iuSwekS12SFfGek/xzoMCPlcQhlJ//KEskwqpTdTIK1RH8dIZHc9Il3wDT93vXSWx6dDn0lBxhdkYrgHgW2yn3foOyGch2OIG/mJ0+4hfu8ZMMX27zPBDrl4hH3igpvtO0PG2fnTHrQZT622p9aavRnaCnIlcx71VhWEkFmggEJio61dQnuWWrx9oD7FkYkeJmViMCEkEhurjWgSlck9TSwxycTKFX369CmuMLQ9gZhoghlhMhAyEJOYkHLwH2HCjXgQF6VBWrngggts+fLlxfgy4QaxozH4+C60jaBrJiSZnNfk3IsvvuhbwkGggVyAHUwkMwmLLZxjJyvYQPaAWKJJP3xBT1wf6fGkH0fqY8UeyElMnIo4g24dqa+tSWyUwxb0qW/KbtK4zxEiS69evexLX/qS28ZEp9qCCV6OCP300ksvtYcffrhYXthcO7FL9tC+jAVWJIPQg03EB8EuhLF0xBFH+H0IXSI2xboEpeucPgBJA1IR5BPGI/rwESIKR/VBriF7nXbaaU6qg8RDTAW1P+CofgrUx3Rf4FqiPG+99ZaTCakHm6gbmxDag0lnPT8g1bVkpa58/ay8cu211zqBAt1M6Cum9EXGAOeQDZgYpy5IJ+ghtrSR2h8hnpCHRADIQ+WUH3BNflaigjzAKohst0nsZQd20ebYSDxYPW7ixIkeK/QQO/oy9QvojJ83cX2AvG1BYsuD9PieriX0afoP7QupBv+oT3WKdICv9GveF7wTePYp1vQT7JcvAtfcy6c3BxAIr7rqKvve977n9UNsIha0AX2Cc2yibbB92rRpTrbGJurDHoT68yANwXbAMR9DznWNvvga0JZbksSWz4dN6k+A+/ggP+gfEJQhlhIv7KMtsYnnCmla1Y5rCDTEklUHaVt0NGZbU/cbg9oG2xlnbBXKCqesskgfy9vKeMAPxsaECRP83Uh5gA34DDjmx10M7tPuipFAGmXoO4wt6uFZp2cbBD/IbNjFe5L3Llu1Ml415uWPzmWT6onthPh23HHH+eqGIqZrvNGvaZdEYts8xHbgH2QqvnOIOf1Jz3H6P89V2pp2ZTt5tpLlvUI7Ks6MtfhZQrrq4H6ltiAP9auPoQdb+M6kT/Nthz20vbampu9jF/dZaZItTmN/hNiGPKiP9ynEfoQtmvGJ9oWUDrGP9zTfvJDH5S/CGCrnD3XFbc25/Ir7ECCddwt68ZVvOMUdX/EP0XtOfY13EPmxjfLojusEXOfTOCe25BcUd+6Rn/v4jf/YhVAP8eHdwZHnNM8XjeuEhISEhIS2Be/Xzf9+S2gpFPetNf45+zb3E4Ty5SQhYbMR99UcUj9LSEhI2G6RSGwJCQlbLRp8gzbxUdrE7SKazlfho7iZaK4drUXb25/lLer0LVprrbbabFNVna2rq/VtRZ8JMvf1TTboniftV0Pn2j/3v90+cPGtts8lw23PXmNs934TrWP/qbbrwIyg5tJvhnUcMMt26TfTdvWtMsO93lNsp76TMwLXgGgVsr6Nk9iK0nduyF8gsUUENlY70zEjkVUiq1VKb0K0glo4F1GtvuRIbEW/gr/BV3zu0HtiRmALsdqp/yTrOJA4Zfd3HhDuDwwyKNQxMMTx0mm2FwTBENt9zrvFPnzO9fY//UfbGWPuttHLXrZH36i21VVmG2rMQnNZrUttkcRWWwfpi0mvcO0ktpogde8qiU3pTObEK7ExUcsE0o5EYmOyS6QxRJPfrEID8YDJRSbYiIkmchUfSAs/+MEPfPWlxYsX+2QY5fMTeYLaAaGPlAN5ZAercbEaDKu1QBph0g/BHia9aS/OEeyA+MMkHG2Efk3cxcinc3y3SGwAX2Uv4Ih+9TPu4xMrgP3sZz/zCWZIK4qBJvw5kk4cevbsaXfddZdPzOKrIN/z7aN4EwfannvkxYb8RC4TnxAFmVRmopuJb/oIE+EIfUP9g3usEAWJRHagC4nrj2PIkXq1nSiEDnylrRmL+Mq4RL9IbNxj+z+2vqPf5skd1M01x9h/XWMP94k7E8akCaTRr1kR5cILL/StU5noxyb8jUlFCNvrsUIhBI24nzQHigH+s0LNmWee6eRM/BSRBH8Rrokv9uA35CUm4dGhtqM9aT/OEfwGqocjafn24JrVY2hr4slKORp/2KJ2EPmHc4g/PXr0sIceesjrBOjGhjie2KE+JgHUCbjXViuxNYW4fo7Eb8yYMXb00Uf7qlfUzXhj/MtPEfaIP/1/4MCBTnai36AD//BXujWu8jFuDsgP6WLBggW+Kg8xhtyBLYwx7CIm2EWsIBUTN1ajZBUlyBsaBwK2xTbGkM06x+bYbt2Pr9G1pVdii/NiX94X0tTXAWOXZzv20X8UM+IXXyPYz5gaOXKkE13aE/HYg3iNnd26dbP/+q//8jZmfBE7+hp2QiLDZsirPBsh1fJskq+xPs6Ji557XOt+nE/gGkBgEVkXAjL1Y4veN9RPGtc8E8hHX6MfALUFwjl6JUqnfpBIbFse+MX32pFHHuk+6V1NrLXaHs88voNom9GjR3v70j+BfOTIM4/xzD3aP44f56Tpm0KgT0CMYvXQyy+/3FeFI6a0P3XT9lzznMU2vi1YYZf3W0wKb058sQFyKNus843PM5T/0AG/+KZkJVO28EUgaTP2eHZSBjvVl9Gjc4FzXRML5ec8huJAjNgOFdIn/R3f8JdxpGcQwjXvF1Y4hETI+4O+n68fUFcsgDzkp07l58h90iECQjTnPz7hexbfOTKOic+xxx7rceGbgvc5seM7gPoTEhISEhIStgds/ndz+yKyr+nPvaaBjlgSEtoKlfpU6msJCQkJ2y0SiS0hISEhwVH83oflBCuqOptA2BjO14SkV8KtFZvMpr68zvrc97T9bORC+6d+I22fc66x91w0tEhk25WtRftNs52c/MVWmrNC2jzbpe8c69BzhnW4BCJXRtzyVcgKZC/yu/QJZfrODMdZLjv3nd1ARGhDdyaFrUwHTC+t8ub1t4+wwlzHvmyPip/YHtkvElu4VyzDlqG9WXEtI+3tNDDkKcgug4Lt0bUT20Ic9xw0xfa7dIrtffFQe9/Z19hnL77Fjr19kd34wAt279+r7MUNZmtpJppMkymFbXGtjtXXmMCqDkek1tuXSZXcfEy7IJ7EoQ8xoaRrwETPjk5i0wQbsWGyUaSQJ554wgkabFNJHIgNk4vER+ccmexkohmCz+zZs51AxGSZYh2DuJOOqA3yoJ2YrFy2bJndeuutPrnIZDH1MdknAg2TyJwz+Un62Wef7SQAkWbK1Q/UF1Q/R8psaRKbyjBesIej0kQ8EJgsJh5//etfnazFxC424TsTz9hLWxAPBBIGE5BsC/vMM8/4RLN0KzY+TgvgnBjEE86kqT9whNQEyQdSE9uWsmIQqwUxViD8QK5hBRXSmIDGPkgOV1xxhU+cokOxin0FStc5fRISG5PKjEv00g60AYQO2h6Jxyn+Q+KBQMYkLe1Ev1Ys5XPsd9wX5avISIBzng/oo39/5zvf8dhjC7FHiL2OTP5D1rnhhhucXBLXVQmqC3COUA6yAZPY1EmfxG/alnrkL/2eOiEksL0lE86U0/ijPfEp7kt55G0k9ow//GaFN/oc7Ssf1bbyG2KN/GYlKYiT8kk2qH7SibNiLgGyg/ttuZ1oY4jzUD+6IFcMHTq0SOClLj1zqB/fEeKPfZBcrr/+ei+Hn4h8RCf+M3aasqUcKINNrMYGQfdHP/qR20H70/cRzhFsxU625YOIwLij/dimkvL0R1bf4fnMNUfIGhAUOEJewk61A3XjC9eKUywC/WVLk9hiYJ9sFPK6sA/SBuQwYhb3X84ZW9hIGvd/+9vfOnGKeDSG1tpcDvQZnq9s9whZmXGFfbQpY4425jlIOrZ+61vfsvPOO8+fx7QntqJDICZxX0S45pgHeXhWQpamz0BogShHPfQ34kL9nNPPsIdxqDal/0hv3F/i/hO3k/JCjkokti0H/IPYCgkdYjJtSRvr+bb33nsXn6/4yPsbQi/PN1aDpWz8/cv7kRVWGdPxMw9wJC/PL7U3eXjusAU9zzNWLCWe+nagj3FN/+Kdgn187/BugyisZ31zQb18B/B9zzcR+vfbbz973/ve532Lfq3+xjWEeVY2hVwpm2lH+h5SqU3Vd5B8Hq5Jpzzfx7zX4t8a1K9+xTU28RzlGQT5n5gxjsrVTb0S3edIGYR0pSHEj29kVpmEEE0fZtzpmY0QG54xij1bMRPDuN2FcjYlJCQkJOyo4J3T9PcYb45ykrBl0GTcK95oX8Q2xdIkmpEx1tdE1oSEZqHZfarJDAkJCQkJ2xoSiS0hIWGrRHv/kbYp/TviH4mLHkNiq60x9hOtramy6po6Y5PC1UFeCLKi1mzKG1V2wZIn7Ns3TrUPdbveDrjgRtv3kpH23t4TbI8+E6xj70nWocdk69BzakZG6zvXOvZdYDv1nmcdes/MVjRz8lpDEtvOkNiCiMTmRLbe9aVIdCuUKRHJMnESXYFM1tbiW6X2nWy79EEm+pHrnfuUfCgR3rTqWyYQ7korzZUIb6xW13HAbCfidew3xXbtM97e02+sHdB3tB140a12eM+h9qMbZtig+561BX/fZM9UZ+2xiaYK4v2VPWDrqoKwCtvG0J4Zia3WasJ5aYJzS3Zt6osncDWumJhJJLaMxKZJL66JD5OTCxcutD//+c8+qUYsEE38KUZMgjEJqK0N2eaMSV1WEGKSE33SjagddM05eZhgQ5hIZyUYSFiQNphQZZIToU6uIUoxySbyAVs0jRgxwkka0ocI+EM6R9mgPsARosm7tRIb9sQxAnFfBehnApnVgf70pz/5BCT+YxsTjkxCEgcmfmkj7n3/+9/31XpY/ePee+91YhJ6EcWbo+rSPc7jGJIPAsx9993nk/qQCmlrYkLbYwOTzrQNMWLlMOKHLUzEskWjVmtBP8DPOGZxDDlSLyQ2Jlsh5TDBTR9jLCL4i1Angg3qn4xjVluBSMZkPcQQEankp/od7UhdulYMEOLNqmJXX321b2WLj9SjPs+RvkhbcI7PkBrY9pVYtYa4hB2KDXahBxIZk+v4iw20LW2tGFAv44CVW1hJhZVzGH/UrzaUnxLVgyguCG3NM45VFSFyQRSDxEo91Km68Z9Y4zftAdEOwiukFPQI6I/7NUfVBeJ2Vx7yt9d2ooLOOcaCDcSKvse2vN/+9rfdX/oYMcZnxRxbOOd58fvf/97GjRtXXMFHcY51txaUZfwwjiBz0Mc03hiDjA2ejdhHbLCLMQhhi+cZpE4IbRAMIUjxfMZWVrikrwwbNszJwhAm2IaYsaJY4Ivsj88RAT/fLRJb3pZKgFh5++23F8cx9tCW9GPOiR39i2u2z2TMQbZpqU0tzU+MVYaj+h7Pba3WhH16xjEesF99kGcdJLCbb77Zn1WscMX4QXh/MzY03khDP8K12pfnHIQtiDvXXXedv1/oO/RrxraeORzpb7Qn8eKd2717d3vggQeKYzAG/mg86lz+cg7SSmxbDthDH2B80+Zs0c5zm/5F20JUpl1pc/U3vi3oc0cddZSv3gYpnu8fxjB9JxZiRz/gHs+E/H2+BenbPH/4Dw6++c1v+nOKumlv2p869V3DNc95SHQ8r/ieLBdT0hqLNe8zkdioB8E/6tUzlDSeB9RH/2ebU/Up/NK4ietRW0vUvyuBe+gljnw/4aPeI7QBgh2k8b6HdMv7vzHf4vrjfPG12gZgA/8xBCv1sl0phDWE9wf2EBPqp29jD/27X79+TpKl7yQkJCQkJFQG78DmfY/pjcVRkrBl0GTM36UGadKuSmiiUKv1JiQ0gmb3q9TxEhISErY7JBJbQkJCwg6L0h894j/EQ2Cr27jRaqvW+apeNXW1vmXl27W19lrIxraiD1Sb3fbsm3ba3OX27eun2Cd73GYfvPA2O6DHKNunxzjb7ZJxtnOPSdah1zQnre3Ud7516LfQdup/p3XoP8869JleIK5NdtJZJvVJbDFpbZdemfi17gcdEMdcIJEVBJ0isXXo35CE1lLZuXieEc+cZNZ3khPNXHoXiGz1SGwirmVborL16U4D5mfSd67t1GdOiE243zv40Hem7TZgju0e7u3Rf7bt0XuK7dN7nO138VB7/wXX2xF9R9iPhy2wHvc8ZZNfWW/LN9bZS6EdWKtkQ2iTjZsKq274Cmybwm82CauxQV4ptXE8ydKeUB0c48kcpTPZ1hiJjYk0JvW2ZxIbMcEnjsSFIxN2THbiL5OdbOfEZB9xYaKTI7FiwouJToQ0JrZ/85vfOAngyiuvdGIYRCImoZnsZqKdlYE4IqQxUUceSBpMxrPKFyQkCCRMrNIemnykTagTkT1f/epXfdtF9GA3fRChvfEHia/jc8CxJSQ2VhXThDpQHa0BthBv7FH/lI26pzTuM4HMqihsGUo7MMmPfbQFNmI3afRb7KVPQ2Yjnky2Q4JjNRBW41BbMKmpNrn//vtdWHWFNmELL4gnTHqiA1IhE5tMNDPpq3bhHHsQbKBd2DaLsqwEhw9MguKT/ItjxrmuOZL3qaee8i2tILFpcldkAoRz0tU+mgRmvH7xi1908gNbhjG2IbDgN1usQujDV1Z2kb+cM8HMOfkgcDHe8Zn4sUUo9TC5S2wR6ifG6i9MgP/hD39wYhVkktY8JxQHxQAiDaurQb7ReCP2iGwgXbawcg4r5LFFGFu1QVSCiIrPtClCW+Mr7c74u/vuu33rUoijEJ3oJ/j9ve99zwk9tCV9ijYmBvHYxwZiDeGMevAbxP03buvYv/ha5wC/t+R2orIvzo9OnieQdBhD+EzdxCDuh/Q7+jwxIGaQLVjRDB80pqVbz9hyiOuOET8XIMihH2Io5A/6InbpGSWbYrvIx5aQjAWe4RDJGJec/+IXv3DhHIFYgn4Iq9ivtgPYJzvkj4BflUhsihv2tBWJLV9G13E/A5zLfgg0jG2e38QEe/Lxol8hjHe2SlZfbk+ofRGAzZDP2NKW1fToe9immHIuUYx5R0JG4llHG/CsY/tZjXf85nnHeOc5B1ERoX8zfnjnQhhnZS7euRDKtMIm/Z2xzzkEF8Y7pEnykJ/3A8Rx4iyJ2wO/1Aa6h2gcJBLblgX+0SbYRr+AJA5hCp94XjB+8RNSE21A++Mr7wHaAYIXq/+xihrvJcjO9LH4W44jZGa+q3nP8M6FLAspmPHH84fvRN5hvKsR6qQe7OBa/Z1+Ha/kGqM58SUPBCy+Aejb9GP0815BqBc/5T+x4L3CdxZlEZ5veh4C9RP1ldiO+LwcWPWSsa0tVOUndiHq9xDuGJd8Owl53fm6gdo3Rr5P0iasrqbtwamPdqZ+/sMDjrzjsI9vL8jp/IcA+fgnJCQkJCS0HuG7zV9Nm//9llAJxDaOr65j2VoRbOM/io7sLH7LFKQSyt2v8//AGp2Swo2EhFaj0Dfrwnd3M/tU6nYJCQkJ2wcSiS0hISFhh0XhR0AMvvIhsW1aZzWb3jGrWWe1dZusqqba3qmusjdrauzVUObJkG3Ruhonsp276FH75pXj7fDuw+xD3UfYgReNtPdcMsb26DXZdus7yzr2mW0d+syzDn3vtJ3632U7DVhovh2oE75EYKtMYhOBzaX3jIJMt136TC1ItiIaZDLEyWztRGLjqJXSdu89riDjvf4ikS3YLvIahLUO/eYHOxZYhwH4H6RvOO8V0nsEfb1m2u4hz14DFtjeSIjLe3tOsAO7j7IPnn+dffzCa+wHN8+0i/72pE15q9oeCr/Xng5N9lr40bY+tMGG6hpbt2G9VdeyAhuTHRDXSiS2uH01+aI/RrQnin/wCEcmdzQRpXQmqHb0ldjUFvGkHKQuiBys5sSEN6sxQIZgkosYMcHFRBfxYSJMceOceLE6FZOGTFCfddZZTka6+OKLfbIcQhTCOYQ1VpyA9HbSSSf55B4TiUzMo1MTjEx4MsnIpN++++7rW0LRPpBHmHSEgAPJg4k2TWhz5DrvH+mayAXy991YiU0TopTnyLXsB9iJD7IXgYzA5DMTwZp8xDbipS25ECai2WqUmBE7JtyZQIZ8wNaY9GeEtqAd0MkENe0BeYc269SpkxPmmMRGRxwPhLbmSH20B6QD6mVVMCb32WKRPhT7hA9cxzGTbzrHZ0hsrDzFZCsECuqhPyDYQt1qJ3znGuEaQgQ20V9Z9YR2pX+xwhF+4p/6H+esnoawfSn9iTgxgUs9+IV+dFE3dVIP6SKSEX/IDhA3eUYAtWtLoDggtDmxYxIeAgAT+rKFeHBEaH+O2AWZlDbgPn7/7ne/85W48FljDz979+7t14xJ2hwSKP0CAior5Bx++OHed9CHz8QUvfiLr+iXLazSA+lPq5Cp/ThXu8d+CZzH/UBHym5JElssSsN2Vg6EmEdceM6oj6vvYw/9g/hzzvuDlfAgBUJEAooDR+zEvhhxveVAOd43ysN4glRAX6BejQPaAdtI0xiQYCv3iCNtyDOCI3GUH8gPf/jDYv/l+YbdAvVju+Ib29wYiU12cWxvEhv2lrOZI+n0T8gbWkUSm4gfcUGIB+8ZyIhsqcnYa2/Q/9XGnCO8i2hnVshjbEG6o72IK0f6Yfz843lLOmOSdwJxZuzoPcsY1zOO7xyE576edRAYedYRD8Y3Qn+g3dDLu5Y6SeMefQyiLCufQrIhtooxEo/5/LVE46AciY12iJ85kKcgXW8JElusBxIbBP5yJDbsoz22NRKbgG2sbMbKasccc4zHH3/iPoXPtDUi/7kPoRuC81/+8hd/n/IeoX/Rn3jP0Of4XmSs0ef4/uO9wn9sQL+lTWlr+huxRHf8DKOvkU5+dPI8ZXxoLLcUPM+wRc9M6tGRuhDOGT+sOsq7kNWAAfUxPtVfaV9s0fOxsfbmOp/G2IbUx/cI9RELxVVx5juD+7QNK+ZVQjn92IRtsit/n3S+Hxn/fGdTL+9S6iUGvG9Jo39zzfMEMjzEZnQnJCQkJCQkbCvgmzb+PtZ1Pn1rRXk7+bKp/3VTH/H90ndQ5HdTChISmo2oXzWB1O0SEhISth8kEltCQsJWj3b7+NzBv2rLux9+DNRWhf+vsbqqt6yuZrVZzRqrrllvVTUbbF1dtTEV+lqQp4KwItu4V9fZKZOX2Levmmif7Xu7HXLBrbZ/t5G2T6/J9t4Bc32FMbYS7dB7oe3UBxLXfCuR2ErSKHktyK69Zrjs3mt6kKm2W88pLrv3nBRkgu3Zc6Lt0Qsi2+RQn7YTzbbu3BzxbUv9PNgcjiKx7dlrjO3Z+w4nsu3SFyJbfRLbzv2Cz5DX+i0M1+HY985MekFim2c79Zxru/WZZ3v0nWv7hBjtM2Ch7dtnph14yVj74Hk32qcvvsG+f/Vo67ZwuY19aY0tDY31dIj5q0GYYmFqcVNtjW2s2mA1ddkqbGYbsqOfM8kZTX7z94OacIgmgNoL0s+RSRhNRimdCak8iY0JNE0oMcHFpM72TGITiI3ahIk7CZNiTLxB0GALIsgtECEQJruY+IK8oFUciBsxFNmFI8QwJkohtzEJinBOmsoSZ8qikyP6qYuJPtoFYaKVCVYmQSnPVqesHsWqOUwQagIP4Ee5iU/1BaVzLEdiwwdEk9f40R4rsclegJ54XHDEVtpB6ZBAWJnmtNNOK5IPRGogbpqIJFbYzX38oS/TPvhH7CCm0Z6Kv4iCnJPOfciE6CMGlKdtEPSJdEB+kZ722Wcf1w9JjlVZiCvknXy8Yh8B57rmiL+Q2CBgQSCSbfiCLepXpGErRA/ZxZE85MVf8mAfPjPGmbyl36GTsujHZvKwAhG68FurEclXRBP9lOEeW3HRPyFfQmZggnhzyC/5OBAn9LGyzeDBg31SGd/UzviKTaQpnXbCZvynbeQPgt8I/pIej0mO9AVim9dDrNCv9uZIXL/1rW/5dquQbnguYjP9lfO4XzMO9ewF3NPzOPYX0PZbmsSGPbIXu4g5R7bgZYXIP/7xj/X6IP5jh/oF19jHNoy8S2gv9GEP9iHoaynkk8pCjoPQA1EEcintSP3ESO2idsMejQHOSdM9bEfIT3nIiqz+w1Z3EDiwl3bIx1DxitNp65jExnignagb4Zx62mM70RjYqz4oxP2MNmUVJFayUxvS14kJwrjmeYoffBPEz6z2Araqn+hcsX/iiSecDARhjHEg8iHxpA3V7vhC32RM4I98I40xzrhm7MfPeT3neP7Rh0inHOWJA+9YYqK+Q11ckw9SF6Qg7CNG2I1gc9xnOBJ7jSuBdPwFm7MSW3zM19EaxO0A4pXYZA/2yUaeu9saiQ2bENoJW9lml9UX2Q6Zducdjq96t+Ir7a7vPbUR/YA2413KdwLn9B31Q8pzzbneM/Qz0vVMQGhf4og+7lE3abznIL8tWrTIyXbYis3qNy0Bq5lC/OVdhf34QZ0a9xLuYSdkd4jj+XZU3FjVEWmsz6kvIfk+QV/hO5JvCI1fYo8QW0j73GfVxPi3BmXRJX3SGYN7God67sX5uGalPMiGPAPwm7gTD4Q2wQbsYuzzH66wKiXPbHQnJCQkJCQ0CV47hVdPufcVV7XhH97oSJQ9B9476d2z2cgFmNPmxb1S/Cultwyl+uvrIq3x/tGy+imLHn5JI9KZkNBa0H/UnyRN96nNHzMJCQkJCVsHEoktISFhqwcfp+3yo6fdFG8bKO9++NCHAFWzxupq3grHN/xYV/1ORmSzTbY+/AxlOvTVUPjZcHwgZB++6hU7Z85D9qObZ9hnegyzD/z1Ftvn/JH2np5TbI/eM3w1tp37LLCOfRc6ucsJYX1mlEhsnBdEJLZKRDaR2CSs+LZHj4YktmwFtfqEtNZIYyS2PXqNchJbxz7jCluZTrVsG9E5GXmt36KCLC7Kzn3utJ17zQ92zrc9e8+xvXrOsL17TLe9L5lm+1w03g7uNsI+ddFN9vPrJ1rvO5fapBdX230bam1ViPfLId5vBlkThK1E2eoVAlu28hqkgozEVldYhW1bI7Fpoo1JHiaXdgQSm2KEf5p8UxuxDdL06dOdOPWNb3zDJytFguCcI5OAmmRnwpf7mhwjjlwjmjSMyRSUJR9plCcNXZArSKMNNJlOXUwAQji79dZbnewk25m841yCH5rQE/CJa03Kka8ciU2T1joy2dfWK7Hly2KT4i+QxjU2ixQGaY+VOliphMlZ2kAxZfIYIYbyg/gxKS1SFiQFCFhaxYe8+CiSDnEXWVH30ENZhGt0ck69lKNOVjmij0D8YfKZ2GMzor6ExOcgf0452pVVUUQYk8gO2oNJVoiMbOPJ+CVNtuKHxjE+igSCvZrM5lp9VH2QI/rxW30ZUb9EP/EmjUl6SBaQf9iejZVTaB/aUP60FMQGAehAF/Fj2zZWtqE+tTc2YQ8i+5Qu/xUv2pR75JHPakvyKB3/KU/7KhaQDERqIB8T4CKzsD0pPste9de4PfEhjgl56M9xPvlM25cjsWGTfGxrEpsEoEPPDGxmu0RWmmM1IQgZxIR+gy3EU3EknTixotlVV13lBB09Z9DXHHvKgfK0P88cfGVc0RfY0o/nFX2BcUx7MQYZI8RIorjRF7hPTMmD7aTRptjOcwSiJM96+Z9HPlYcidGWXImtErA57mOAc9IljFEItsRM/Rx7iQW2Qxhjy2W2hC3nf3sAG+lziMYOIE5s88u3CbHDvnis0uc4ch3HOt8nNaZ1Tt/lXGUpwzlpuubdQBpx0ruXvs+2xqwKyepYebKufBAUe/klxD42dyW2tJ1o2wD/NBYAfZytIllVj/coZGaeDfQl/OTItfoafiP0sXw/4qi+Rn6EfFzrPRvr4Vz6pIfnJyuw8Z3FVtiQ7NS2cWybC/x9+umnnQwKSZc6qAt79Z2k9xrpjDG25dVKbCCuV7FDKtlCuvoS8eUY64BUR59hpWLFmCM2ITyH+a3B94/KSZ8k1hdDeamXZyFjhnPl5R5bv/IdwXcV8aButQ1jXe8HYkP/ZiU23oEQ97bUMzEhISEhYRsGr5zCK6rsuyonlcH7f/O/73ZUlIs9UNwhipXN4YmKfbn4t027uA2Ff2OQUk5KaHn9lOeXR/PIRgkJTUP9kn5V+vWbkJCQkLAjIJHYEhIS3nXoY3Rz0Vw9m1vf5pbfWlDPj+IJP06ZKFjr5LXa6tetrurNcL46pK0PP7w3OmlqY12NvV1bbX+vrbXnQtllm8zGPveWdZu/wv7ftZOdyMaKbPtdONL2umSs7d5jiu3WZ47t2m++7TpggXXsN6dIWstIX9n2m74FZ59Mdu49J5ICqU1biQbZtVeQ3iKzTXYCW34ltg79S2S0piSzozHiW4HEFnSzfai2E92176Qigc3rDPnqk9gWBzuWZMdwvUufhbZHkL17z7X39phh77lgvL3nvNG27/lj7aALR9nneo6yH18z0frNf8ju/Psaezz8QnsmxPi5qhqP99pwvr4mW4GtugYiQXVovozElgnnWoUtmxz0P6iEpq2tziZbKv2Bpa0g/Rw1oaRrwERPc1ZigyyzvZLYiAVtAZicgzARxwl/IU+wKtH8+fN9C0a2ZtJKVUwCQpBhm0+RKUgjfkzKkQfRJDuThZq0VKy5h2hikXPua6JTk6TkpS3YyooVIlgNBvviyUKga+xnIi9uM03yKS958HlrIbFp4lH2I6TTNkwkYivnrMq0ZMkS38qL9iBu9FfipHgyOUkaZAT84sh9CGoQFWgHfKMs9yAqMJFMOvchehF/2lRkBq5pB+KBLuqgLOQdthajj4gIo76DT/gQ+xP7rXSdU5ZJXLYrY2US6qFu9Qvsov4f/ehH3g8gM7LtI9uY0i/Jg9+UwW7akzJaOY1r/CYPwjm61T8VN9LVf9GFUJb7THj/7Gc/c+IPE8NanQV/Ec5bA9od/xUj9QXaG8IYE/Lf//73fYxhM/7JdvxGsJv7tKvaTfHgHj4opirPNX6pT6h9KacxSjoEMkg1+I09kG3ivpoHftAP8CluY9JVDihe+PtubScal6HPIuqLbC3IinvEgeed+gb20KeIE/Zh889//nO7/vrrnSBC+aYQ1xsDf4gdYx7hnLzEiNXvrrvuOicWsdoWMaFu9Xfs4ahz4kefYKxypJ3xBR+wG1LFkCFDfOs46lB7xHHRue4BbCpHYiM+6pcc25vERkyQ2FZA/GlHYslziWcFzxTspN3UdqwqxSpMCxYs2Kzx21JQDzYiccy5hkzHKqgQx3g3QTIinoovR41RtbfalKPaXm2BcK7xxDVH8tEflJ+YoJt+Qp9itS369BVXXFEk6xLrfIywO46/2gQRSKctAP2mtSuxCVy3RVuhI35+QDba3khstAP9Kv+c5Lt27NixvpUuPuEfwrOEdwjn+B33K771eA7SVsqnPsYzBiE/ceJ7A6FvKY7ooBx5WMGVcjxf2d564sSJ/szl2UJM47i2BPjJyrm8M/lGog58oU76tezEDuxixcLOnTs7gRFQLzaov3ItVLKHdPJRBiHmcbz5jh49erRv9U3dioViw/Mc0jQ2yG/pka5K8VDdiJ4plFFeyvKtwm8Z2pm2Q6gfO4gJ33/EA4HoBkGf5ybba6MvISEhISGhHnjF+GuGd2RzvsdCnrrwXVgX3ikufCNu/ndcQnNAnJsZ92K7theou1R/qaqQ1oL+0bSZ6At6atcHWRuE8/Bd166+JWzfCH2qdlOQ8Nu0JvSrunCs07c5fbVyf01ISEhI2PaRSGwJCQnvOpr+EdQ8NFfP5ta3ueW3FpT3gY//qnBvQ/hB8I4T2WqqWI1ttdXWrglp68NvhY1WE2RjTbWtCT9G3wolmHpYtsFs4vNvW/cFK+yo22bbfwwcbR++ZIS976IR9t7uY+09fWbYXv3n2F4D51nHfrNyK5w1lJ37znXZqc+c4vnOfUmHSDbDZec+BUKbk9kmu+zSZ6rfQ3dLSGxNC3bNtJ37TQs2TMy2EA3Cymyk+falA0OeAfOtw4CFtlP/uwrEtcUh7e5wvSTYtcgJbO/tM8/26z3b9rlwou13zkg78Jxh9uEQo38ZPM1+cds863vXozbn+TedIMjWrX9HqqttdU2Nr8BWFWK/YeMa21S1NrRVTGDbEFpwU5CqIDUu/LBzqQmtW50dNbnSXpB+jpoA0jVggipPYmMiiUkuJruYWOJ8e16Jjbho0p7zmMTGkWvucw+iDpP8bPMowhCTl5qEYyJMZIp44hPhnAkzEWUoQ6yJORNmHNEVE2/IJ7IB5Zl4g2igVTpoCybWtP0foG2Z8Oae2h3J94X4Gh8bI7Eh+ASxpi1JbEDlFX/sRoi99HLkmjzUDRGEPBCb2MKS7bJ+/OMfe3sQK+JGDGkDYo4fCNf4xpH7TKLiF/cox8Q08eZa7aa2JQZcq23QS6wghDBBrNXIaAvFXzbH8ZGv+TRdc6RNmcS+4IILfIs/6pfdHCGkMdl61FFH2ezZs32imolvrRRIH8IfyhETBEKGfFFfJU3CtSZ11ReJDfeol7jgN9eQdSDlQPpZsWKFT/Cq/RCNn9aAsow3YqC4oJ82J7bEmHoh0EH+wG7aRMK12h3hnDRsx3/6BsK9OAa0LXnIrzL4TxyUH7IUK5LddtttPg4YN9iEffhNDGLkY6I2FuRffI7fkNggjFI/NmOXbMOO9iKxYa/6JnoVc2yinemPrOiDXcRazz/GjfonxA7GFXHiOQUZQbpbAsrwvFXf4hr/NK6wD5IcdZx99tlOAMEetTHxok3py4wFrbyoeHJENLbwi+cIJLYYtB3+ywaJgD2sqAWZh/oZJ+o/1M05x/YgscX2xOWxVX0B+2Q/55BsWXGN9uM5gr3y/8orr/StYMm/pYBdPC8R2UzMueYIkY0tACFRQiSjbzFe4zFPjGlHjRP82W+//dw3Yq98nDN+1ObkJU3POs5pN+nkvsY8BDbeNbQf8aFv0gexX8B2fIih/qP2ifPQb4499titksS2Pa7Ehk2xXZzTPgj+srUo7QF5iXccfY0+QTsgxEB9jzZSOxEP7tOniI/eJdwnTvQ39PDOll71M/U1xh//gcTixYt95S/6DO2hsYGNrYkpZERIoN/73ve8TuzBVvob59goW/gNwDeESGw8L/T8j6G+ku93im9elB/wPKc/s8os2/kSK2xBiC3vPbZRhewm/SqvOtGZB+lqSxDXr2viSN28x/gPFtSmGvecI3o+MC75rsOW1sY/ISEhIWE7B68GSTMQZ8+/VuJ3VkLboBjrCvLugW+c6DdEBWkKzcnHfb6O+BJrrt6EhMZAH6I/IfSt+n1q83+XJiQkJCRsvUgktoSEhHcR+hFV/8fU1oLSj63y9pXub1m0b734We0rrtXaWoPIVlv7dpACga0gNTVrQ55NtqmuytaHEm/W1dkLoejDG+ts+stv26X3rrQ/jbnLvjR4nH2050g7qPvttl+P8bZPH7YXnZYR0CISW4d+c4uyE8Q1l/llJOTx1dqyVdxcek/PyGx9ptquvkpaicTWtpKR2HbqPy3YMTmcT8wkXHfoX1j1bUCwe0Cwc0C0Clvfu2znAXcHfxfZLr3m2d695tj+vWfa+0Mc3n/haDv4r0PtoxfcZl+5aob9bvwD1vfep23Wa2tt1YY6e7W61laH+L4dZE04X19VbZuq+a/8NzmRkC1eva1olxyJLV6FzSX82hOJrb07bvzHMCZhNJGkdCapmIBkex1WOdFkkibfmPRngg0iTc+ePbdbEhuTW0yCaSKMa/zUNZN4msRigpGJxhtuuMFOPfVUnxxkojue+OaIEEeOTJBpokz38pNn5EWUzjmTaeiFRHjMMcc4yWDhwoU+MYk92EebxvZjN6K2Vh7ZL5/UBwBknMmTJzsxiAlWiCj0A+rXJCx2QpxpDxIb9miCUkeJdHPkmragfvIhkAogAzABfdFFF9lPfvITX1UIUgI2E0f5wjmx1UQ057QFE5bcR0RuEGFNbYEO7pEOiQjy2h//+Efr3bu33XHHHfbwww+7LYoHtsl22c1R17oHVEbn5IXExqosjD3ZgF0SJsR/8IMfeLtB9GALMLa5g3jAaiqQLJkwh6BBfpWP/VYcFAOO3FMe0hDKkpe4/uIXv/BnAaQ5nh2a5KbPqV2E2MfmgPyU13iTLnRDGiG++Eq9U6ZM8cloyEGsToh9cRvLftLwC580/ogDR/IipNOuxAo9pNHvSSfOtDUrxPCcnDlzpj377LNOYMFGbFPbSvCDI/bHaUpHgNKA0tDHdrSsrIcPGosINnGNL2z7hi2MXYAe1afrpqD68wLQhS0IOtnCl+ceMf+v//ovj5HGFWQonUMM4L0BSQAbJ0yYYC+//LLHqKVQvwLYgE3EXOn0CQgX99xzj68wds455zixE0IIhAxWFuJ5Rj/AJuxUf8ZO4olgO+RPyNzoox7FgrrUviCOEeAe/ZGyPHMgy6FTY4dz4gJxjLHZliQ2xSQPxQedipn0Q8Sib/HOoi8pDpCV6HfaSrQ19rQGsjGOOfXLBtIhK0PUZcxD9IGwjP2MWcYr41ljnTGLcI7omUZehGu1Df2AsuTnqPyQEXnWsdIl9U2aNMnbmBXYZCcx5nnHkWv5Qlocv7gtAEd0AN4ZRx99tNenlbpoC9qFI0S8I4880vu33rnSI3Ctvrk5UF+SfsYB3ziQ6OgjiqdspJ8TI/o971+AjtjPrRWKGf4qdsQXUiwEYraQ5NnF1pYQ1fFZz2H6Ev1F7xG9K7lHn4r7F/e5J+GeytEXIXHx/ch/FAExmm2SGX9qB/oR7xlsa20b4xPfKDyz8YHnIO2JvTwPNf6xF9IWzwa+84H6btzn1cZx7LhWTMtB9xD08f3K6nD0H+IiG/iu4ttC71fKqbx0KC0GadgjOwXOsTl+lkCI5TuRMcfqydSN78RDz0Ol8Q5jy3BIbHndCQkJCQkJDl4NDV4P4X0V/o2TOYfswX96xN8T3wzC3xbXBeGXjvLmyyW0DnEcORJjYk3cEdqAtohj3Zy4x3o3C2UU8etA/eONINjJr0Z+AXCvfL18e1X4/gqC3+hZFWRlEP5TrbVBMsp/QkLLQX/kP+zn1wL96vkgjC1Qro+W77cJCQkJCdsqEoktISHhXYR+/FT+EfRugg/f7OO3vH2l+1sW7VavK818ra7daJvqNlhV+LlQHY6s9mV1TIitt7rq8BO0Zp3V1pBeFf5XbWtqqu3Nmhp7JRRfGX7tzn1jnV25/EU7buI99o2rJtone42wQy661fa/cJi955IxtnvviUWi2c7951jHAvmrQ/95TlQTia1D/wUZIQwJ5050K249qvKzbJf+s53IhuzUe5rtzKpoRfJZeYm3DkVHXhrmC3X4vZDWb2qwaUqwaVo4huuBs8NxTjhmNnfoi9zpRLaO/e6yXfrdabv2nmt79ppp+14y2Q64eJx94KLb7UPdhtrnug+zI6+cZMdNW2aXrnjVZr2x0Z4MbfFWkNUbq2xtTZ1trKuz6nDMJkY2+TaitAnktZra0BYFElttPRJbNgEj8b8asJJ7dThv5+GmSReOTOQwEaNrwIQSpCS2ZWOVE4gvX//614vHr371q/bNb37TiQHkYUKMMtsTiAmx0QQcRyYN8TNO41ppxA8yG6uyMcnF6h1M9kI4gjShiUwmw+LJTSYvNZGpaybSmSQlr0gWTLCxhdnXvvY1J5ZdeOGFvlIaE8uakMNG+mE8ucY90tXOguzniMRlOEJEYvK2a9eu7gekOdpfwgQo2+2xXSZkAuoQKC9drQH2aHI0BjpJi3Xn24lrBEBogRQAmeX00093ogP9F7KDiFzEliOT0JwzaSnCAOkiOtFmCG0jchNkJoieEGRYsY4VS0aMGOErF8VjIrZZR+IdT0Tn/eI8LkM8ILFByoGMI6IGtmEPdjLhyzjFBlaPUhzol6zQxcqJkOywl8lyCDb4gTBxjM/qe5q85VyEDvVPJvGJI+RA+gfxZStH/JHd+A+ZKu578rUloIxig8Q6qOPNN98sxhp/2Rrs5ptv9rag3zJmIO4RG5Ha5Bc+yzcE32ljjVH8Ja6MX9qaMcg4gCQHWXX48OG+aqVs4pjvt5xLiIPGGQI4Kl3XKq8j/mmbXMYcNvAcYBxyRCA+QK658847vd9LPzpUn84bg/JKyoF0Yo3NtPGMGTOcdAHBA9voGxDAJPQ3SIU8M1jBihW0ILnEpITWQDFFB3HHFukkHfLHfffd54RSnsm02R/+8Ad/frJSIu8xBLuxEfsYPwhpf/7zn30LVAgWtAH1IXrGcA6oL/aDPs94oCzb3H75y1/2NiIW1ME5dUAAZstCCFl5HSB/3RzEfSkG9hMjQbYDyK5XXXWV/f73v3f7EOLBanYa14rzuwHqVezzwC5svPrqq53Uzep7xJfnMs83numMa8Y5451rjX/S9bxjvPP840gexj75eXbQfhAOWXUUEhfPdxFFiWscb/oFaYoVNtMnib3SyBNfyz+O+NKtWzffipoxE49x2oXxxbcFzzn0AsUlr29zgQ7ZhY9soci2j506dXJbGOfq1xyxl29GxjffBHH5rR3YiY/q5xxpJ8A1vkOY5BnMtpeMD74jeKfo+0DvT/oN7w36EH0r7le8Z3hfc+Qa4f3LSm+QE9kW/rLLLvPVRSEJyy7FUf0r7j8tAWX4Zr/22mvdD9qNduR5pGeg+hznIm0+88wzDdqT8/jZIDsB18pfCbpPOVZju/32290mxjB182yGIM97FqIv+WKojnKQbtkqkBbHD2ELfn7L8D1DH2aM0aeJg/o457QP736Ix3xTqX+AfD0JCQkJCTswoldC6TS8k8K/vDn4eoOIBClpZUiYuHKD3bJsjZ034XE7b/yj4XqTLX+rRKhq+Rsmq0vkJ8glkJba/K91BcM48FcgfKIe/KLetqyPuEGKgeQnMhf+NfzFUx6KIzZB2ELHE+ETYsKTVXb+hEfsvImP2RV3vWpzXzR7NdzD/vpEsSym2Xl9VEpvDdCjWGLjy0HoH1cuecXOnRj6R+gjtz70jk1auc7vkQd/ZGsGvo3Kfx+Rhzj2HXu3ffj4G+zQTjfZv/75EtfT5v0jYYcBfbDH+Ifs8GOH2KHHX29HHDPYxyifx8XxEQ2S6DQhISEhYTtAIrElJCQk7KjIf9n7dW34AV9na2urbE1dVfgBWuO0KIhqtbXhp311+PlaFX7OV2+wuk3rrK56vdWE8+qQf0N1lb2xaZO9VF1nq8Jv2vtCtpHPvGFnzXrA/vfKMfb5i66xj55/tR3cfbjt0/MO27X3ZOvYf6btNmiO7T5onu0+eKHtMnCedegz0zr0ZnW2+dbx0rtsl8vvto6XLbGdL2V1s7nh3gzr0CtIyAf5reOgkC8IZLgOvadbhx5TfJU3v/bV00pSIsAF6U09M301t10HzPG6EXRStpg/6CRPx35zQj7yBL2svDYgyKBZwa65ttOQBdbh0mB7uI/dLgUS3q4DFtjuQRfbqb6v50Q7oNtwO/DMa+zgM6+yz1x0o/3ouol27tylduuzq21e+MX/ePjl/3poCf9DQR2EQia9IA1VWW3NRpeaEHdnpIXW0QpsNaGES92mcAciW52LJlFEYtsSK7HFEzscudYkFMIED6vksDoBk3YjR460YcOG2dChQ52swvZnXLPaE6tEMJmjSVvp3R6Q96ecf8SOiWT81+QiK7MwgcvqaMSKlbOY2P3Sl77kZBgmMJnklHCdl/x9JkshqbAixuDBg71dIGexGoQm46gfW7Cpucj7p76ALiYVmVBnJZ5Ro0b5xB0CQQihLzChfddddznJg8lMIdaVj1lbA1sR6pOoXs6JCSQN+iqkP1b1YKUbyCWs+sEkNJPNTCaL7CDCgwhMIrwxIa1JZ7ZNY9IT8g4TwtOmTfM6II9pPIDm+C9b47ycxzpoZ0hsf/3rX53Eho0iYcSEC4hbtBfjUvHAHshetCdbB0IyOOuss3xCln4JOYvy+TiQxlET76xixUQuK9Kw2g6TzvRD+jxxjtuBNoifK7E/bQX0xX2MI/0QwsG9997rzylWCYM4xUQ05Dv8wU+OtD1+cS5/aXPS8Jk0iDCsusbEOgQoCAbTp093kgHPSRFJhNiWfJu2BuiAMPP00087QY2Y036Mxdtuu83HIkdWHWQs8uyBFEVcYqBH7dMSYH/sg9pW6fQtrfjHCmsQKLFHwjOQZwV2cj5mzBhfvQ1SBM+YvJ2tgWyRCOgmdjwnqW/p0qUeQ56fENvoH7KT9xtkCV1zHo9p+pV8RyrFUTGhb7BNHc9I/MZ/6uAcIU6smsf4iduL8nEdsT/tBdph+fLlvrqY7KOdsB8iIP7I960RjEFWiqIP8r0CsfpPf/qTE3N4ZjGmNb7jZxrPAYTnnQhFpEN45d0AkQUiI6tWoRdCJM8WEXcYTzGJB3DMt5nS4jzl+g/PeLYEZ3wQf71raQ/1T8Y/hGStTCXk24c6sE91NhfqdzHQgZ/0BbYQZrtq+i+EPuzTdyE28gzQszF+D27rIJYQ+3m+Qu6HoAqBm+8ybWGt/sN7hfcGoncJaXxLkEZe+hz3eJezoiffiejkvcXzCiJy/D5V++ooaU584zzohBzH6ou8x2hHjXnakWefjjwfWV2VVf/4jyXoAwI6Y5sQ2dtSoINvCJ6F2EQfp36OXEMaLfdOay7yMeJags2MafosvuIzsaB++jNHrunnige/jbQ6ZUJCQkJCgtDwfVM4KYBLCESQj65c/JodddNDdlDnobb/iXfYPl0m2Hu6TPTjAZ3vsE8ee7mTz1r+pgnv4Tr+OpzV89m/DLBDO91iHz/2SieVAOwomdaS93Yub112DfkJW7tNeMR+dNl8+7/LFtmvL53qhLNcCFqGqDAkGQhmvxg8y3542WL76ZA5NnTRSo9nlq1kW33/QPhOCSnEBJtmvWT2+xvvsw+eMNT2O3GMxzyTcXbAiSPtX7pNsl6zX/AVyvjykf76elsSt8rI9xm+7CHRQVo76uYH7ODOw+r1D2TfE8fZ/ifcbh8/Y4z99sYHbPzKao9/6SsN2/L2ZdfEAILcJeOXup69u0y2Tx0zyPtK8VdFfUdLqJTuKP1m1TdWCbKnINyqje5zGmdvBJneSE+5ckr3P6zn6vX82Brfayai8vXLVdJTSC+WC4eycWkulD8vrUU5XeWkaUD6hGB5cKeh3kcPCc8cxo9cd68j1+MoJCQkJCRs+0gktoSEhIQdFfkv+8I11Ki1dbW2OvwA4scCdCn+cAChqrYm3N0UrjYVSGwFsZpNfm991SZfkY0fuSzx/MC6Ghv73BvWf8nDdvyI6XbkpcPsiN632MG9Rtqe3cfYLj3G2a49Jtquvafa7v1m2a79Z1nHcEScSMbWnIMW+ApnfmSltpiMBuGtL2S1ueFeRkTbLeTdpX+OiFZGduqTiUhqum5AeIMYV8iTkeNCnoEhz6BQ76XIPOsweL7tfCmy0DoOWmi7DbrTyXCsELdn/5m+jSrbqR544XD7h/Out89ccpP995Ax9pfRC63fPY/Z2BfetCUbzR4JbfBCEP6I4n/GCD9+62qrCxLiHuLsRMKaDeEerRKR2MK1CGxOOgypSPFHPn9RqArn/nu60NjtBE06AermmskY/ajmWhP/rNjAZKkEIgCTeJBpIC4xGUbe1k4ubQ/A97z/xJNJOWLG5JgmC6+55hrfMolJdgRCVWPC5DmkGQgrkFQWLVrkKz9BUIonFIEmFOv/caRpkF8TkAjnpDEBDbmByTramrZH4r5A/8AWJlzjGHAufS21p6XAXtkc+8IRkAY5gElQ/IDIwiQ0KyCpPRRvtoYk5hyVxiokF198sa/AQjorOrGFKxOakFyYdGZMEAfGQmv8ld1xWc51zTFPYoOMIRKbSGeQ2CDnQdARiU16pIMxix5W9mJClsnZIUOGeBzwHX8R+if+SvCb1ZqYWGa1QcgMMXmRumh3jrHE9SPthVg3dtB3IVexYhGkC0gorNaEH7Qrbap2xVfONSbxV2MUsh79hJhC6MRvCBoQGvBPyPvHPcWjpUCPynFOuzHGaFPIOrQfpDbOOTIWIRnwzMZv2iRfr3TGNjYHlIl1UR6/pId7kGkgSWKPRM8KPTewmXGCvcSP8YhfLbWntcBm7OS5DGmBviG7FE/ZG8cUvyinZ1ksgGM+rtRFe/HspB7VQVyoQ/qJA/aIJCao38Q62xP4pucjbYRgG6sfqS/FPm9NkE3EjL6PDxB0IHpB+uJZzZjXcx3hnHGvsc8xfu4NGjTIV2bimcGzA320I2NeoF7qjNuK85ZCOlSedwj9hr6ifsk571r6I+f4iK+0m4ANcf3Sp/g0F+QvV4a6GAf0CZ5D2MOKvbKP/kzf1pjRd6F0cYz7+LYKfNI7VMRdSMV6h+rdEX836F0S9zN92/EdQV+FGEUseW4IipmO5aRcWzUGyjCmGe+McdpNY15tqCN9nnaGWJnvb7Ft5a5bAsrwDMQmCMP63aHvS/pcawmRlMn3wxjc0++d+J0Qx4Jr+jpHbCIvY6E19iQkJCQk7HjgbcFfBiFQzX/R7Hs9J9rBJ9xq7+kywfY4ZYbtenJJdj9phu1x0nQnnkFmKn7Z+R8JywP9CDkQkbUmvWL2gU7DXOcBnUc5UUl5kQwt+TYjb5Sf/6A3HDIC24qiT5BYPtTpBiexVLa6OQjfFeFfvoweDxV97tRbnNC150mT7f2dR9ol45b538OzOoJdJadyYC+MbPW2axc/b586bbjt03msx5mY73HSVJfdT57usmc4P+iE4U7Ee6qqRO4qxS0XhzYA9kEuW/hCrRP1Dul8m8dy11MyG9U33MZw1DXkNlZUO2X4fbYqxIhfKopHyV6Q2Ut7ETPai/I7nzLPPn7c5fZCSCv9pzGtQcvjUd++dkBeOdf+d/a2br8K+trdwfZHc83neXPmpKd9fO5y8pzyzxv/J4tTc/UmJCQkJGwbSCS2hISEhIQMhS99SGxrgrwVhB8L/FDlB+emwopgdVWbrG7T+gKBbU1GYqtaH37NMklabesKBLjXww+IF0O5R8LviLvWVtnQR562s6fead+7boJ9euAddlDPO+y93UfbXhfdYXt1H2N79hpve/efanv2n257DJhpu/SbaR37Ziuldeg1LSOUQTArkNogrfmqbD1nhvvcm2u7Dl5ku1+2OFtNre9sJ51lBLUCAa2MuH6IaqGOnWKyWkGwYWd0FPJ0YLvSQXOctNZh0FzrMCDU3T/oGRjqC+m7hrTdL53rPuzdd4q9N/h1YPD14IuG22EX3mz/0nuo/eTGKXb27KV2y6rXbf7bG215TZ2tCrF6LsTsNSY8QmPU8ueBuhDv2hBvJ7BVe4zrkdiC1FkmGYmt2glsWyuJLZ7oAaQx2QXRQPc4ck0696UHcL+1k1jbMvBXvhMfpFIciJ0m6RoTJqk5MsnIBBv6pDOuT+0W328pKKN2lT4hrku6dSRNZWJwnzTpUv72AvrjOrCLCU/q5xxwn7SYZEYfhkBCe0BqYaIW4ZyJeLUBE5dM8DLBSd6Y2JFHbEd83hTIG8cYcK5rjsQaW1pKYlN5ziW0C/HBD4gZTMozMYv/8lv9kFgQExGkmLzN60VfLKpHPsTS3pANeVA3tkOwwB8mqGlXEUS45px2Vgx0TnyIP+BIX4oRx0AgLe6DLUEcvxhca2xJr+qN6yGfdEhIy+trDlReQIfqi/Vhk1YPAsoj4Zq45d8p7Q35rbo4yh5E8USUhujZRl6VU1kJkC7lVT2Ac9L1PBKkn6Pyx/p1viWgOuWD/C5nD7K1QLZgq+yNgd2Md57xkML0XJdobOsZFx95doq0E7cRUBzKtXU+b3OgmMfl1D/K+ZV/jwlqQ8A9pJztzYHKI+jN+wq4ju1T/RxjSA9STs+2BvkSgzjw7OPdQh/iXSLiE/1MaSKLkUafLEeEUpyaKy2Np+ynbP55nNcNuKdv0Bjl2ro1kD2SfBp15M9bAsqU8w2JdXFNLBCNewnX5d5deR0JCQkJCQn1UHhF8HUGgWrIkrd8pSLIU5CHICRBVHp/p2G+ctEhJ9zkRLCDThjpK6dBDot+WRaOESL9/DLlb8IQlCj3YLj3n30X+kpbu548y0lZkEpK+iqj3put3gXvvUhDuEd9166ocVIZxKqdTl0YfJvjq5yVq6+eugbIfCzmqav21cX4j6+P7D3FY9Wh67wgC3wVsW7jH/O4Zr+wQtmKymudIHbHk+ZxJu7YCAEMOyG1/XefWX4PEo5IY5x3GrnCt9rEj8Ztr4x65epdlPwljjNDwD512khvs51C/8CGvU+a6LE9pNOt9qHjb3LhHNuyfjTH8+3bZYx9s/cMWx70ZGS00Fbh31J1WV30E5HYvL3KkNjqlytdx2mgXJrg30eFm8onob2Ip0TpRUQJpe+sUv/X7ShbAyi9Uj6lla2/ApSvNfmz1qiP+H4sRUQXnDJFoDyNSdMo9btKkm+fEkrtECOR2BISEhJ2bCQSW0JCQkJCEXzs80MeEtub4QcdRDZIbOvDjaog/EHdaoIwsaRV2Daus9p171jtxrVWW8Pmo5CwanxL0reCxpdC+aeDLF9fZZOee826L15hPx02y/7tqsl2xGVT7CP9xtnBvUbb+4Ps33us7dN7nO3Ve4Lt0Wui7dZzknXsGX5k95iSEcj6TLedCluI7jp4oe126QLbdeBC69gfUhtbec518dXUIKNBPiuQ1Dh3QloZIV2yS79ZvoLabgPCD/Zw9GtWh+sLmW5q0DW1uBqbE9j6hfQ+kNvCvV6Tbedg9+69J9pePcbaft3vsIMuHm6HXHCjHX7xTfb1S0faH4ZPtx53LrPbn33T7g6/5B8PseEPJ/yXkPyRZE2IYFWIG3FsSGILAoktiKcVSWxVnh+pKpDYWDlPP978xzm/5p3EFtqvnUls5SZvmJhhgobJGYE8khjl0jlHBxN5sY4dAfir+OE/pCCECUomvuJ4c2RCjPzNEcrHcUYXaehWXUwwIpp8i/NXQj4P1/IDoR5Ek3ekxe3KvXx+dCgd4bo5tmwuVJ/AObFQPATZJ3Aue8knPWof/NY5wrmu83ljiesoh3IxkW3xPc51zRHdrSWxYSvxUD9Bl/QrDviie/KLfqY0dCgvovsc43TplP68tDeoQ/XHUDp+YHMs+MhYYkwRI9oeIR2hjPTldXMtPcRNIE9crjVAd1wfR/nAUYjr4Bw7Yvs1hkmPyzUH6CunH33YIZAe2yromqNEPrTGnpZCsShXV2yTJJ8un7AXn+nz6iPSp3zUkY+JYoVIl5DXT16NOc7jvO0F1Utdsegedit+XG8Jm5oD2aE2wca8fZwTX9K5r3aTT2oXfJN/XHPMtxWIdZEvX5d0tQTSGUN2xyCtUr8olx/k8zUHlMEe6sFPPUMUlxjkjfPnY6Z7cdq2DuJAPOJY4B/p9EPeIeqPcR/jnP7Hfc7z7ahYIcRRsdR5JWlpbOO2istX0kO6RNfyqVxfbCmwB13yuxxIV38kX0sR28i5YsAx9iuWGPl72IPNtDN6EhISEhISyiN844V/IVANX/aWE6a0+hUEpMPOmGCnTH7eRj5ltjLk4T+avXOt2Q3Lquzs2+70cryRsrcS78jC7w7/N6Dw90RWKrv3uXds6hNrfRvKcyattCNOH+4EKEhOu5wyqwyprPw7tyzqvxYd6KFetvhkW8tdgj+QyzqcssB2CgIRj78z59/aJV8aIn7/8udQykIgO2HE8owcE/zo0HWRdTh1sa/2dsHExyMSG/821ItG9PC33H+7YIKvsgZxi+Ovbl5m80O8+Vv4M0EeCpn7/W29feisqd5OIuOMXPqW+5r50oK4FYAN7lnxpIBC+/H3fFbo+/Spw90v4kgfwWdsvH55jfePJwvyQJCB96yxr/Vd6Fug0sbIvieNt2/1nuarxxGNuCqBdEhs5094pEhi+1grV2KL2ytGMb3MbZLy0gBlE1sR94KeSnaCxu61JZpbS6V8slP3OUraEnn9Is4VUe+ihERiS0hISNixkUhsCQkJCTsqynzZkwSJ7Z3wI0YkNn6E8qN6Y7iGGOW/NGrDT2yIVCKxrV9ttRvfCb+8yVkV/rfJNlRX2eqqTfZGba29FoogKzdU2bzX37GrHn7Gzl78hP168gP2n1dPs0/0HOFEr/dfeLMd1H2EHdBrtO3Xe0y25eglo22PftNsl37Tbae+kNGmO2ls534zsm1HB87Lth3tO9c69J5tHXqGH8usqOYS8oX8EohorPCWF9IhsMVldnHiW/0yXDuRrecUz9ex/0zbdeDsIDNt9/5TbLceY223C0fYHufdYvtdcIt94IIb7GMX32j/MWiE/ezW6Xb2rHvt5keesVmvvGH3r91kT4eY8MeXv4fIK86swlYdhD9J1YVIisTGlqJs2ZqJSGzQ3TIhP1IV2khCewL/UcpfFLYQiS0/WUT9pGliTRNbEu4hMZSuvIBrJnZ0vaOAGOC7JtkkmpgjHnGelsZH5dAhPejO16U8LYXakvLSQ5rSSVO6UMknpSFKa09Qh+xTfRyxSXGJY8I9riUtBeXzOuTv5vgtnXFZ1aVzfGkuiW306NH1SGwc4/ZVeh5x/UA2SGQjgq/o40h6fK8xaUuU05evD5F9sjEP0ohLPjblyquddU4ZkTzyuslTrr7mIG+T9MgeQXZwlMhGldc191pqj3TG4Bp/Ed2XqC7u6fnEdb5eruP0ltrVXMgWxSFvbyUhr8oA2Su/uBfbTBnFhHTdi3VKhySvXzpI53xLgHpiG2SH0iVK29qATXHbygdE0Dl5dF7Jl3w5+c95fB2XJ51r9fWmENdBOennHIn9ETiPyVPKi8T6YpBe6V4lqAx6qQtb1B9lU3wvTlNdcXn6c3xvWwe+KB4x8A9/keb4Sj7aU0QolWuptBTYHbdHfMQOPd84YpPu6UjZcs8o7pE/H5emQH6V0zn6VYfu6ShbmkKcL19Gtkq/hHTVpXs65vVhn977CQkJCQkJMUpvjFonBq0Ir8ZPnzbMVwCDiPWBTrdZl+FL7bHwmoX8QR5WyOIvLRz5myNp+ssL+jKdpIT3lK79b43m23b+euAUX0kMUtMeXSYVCUoVV0YrGdkM8G4P7+Dwb1ZvtkIafrH6F8QrrQjmPp5Mfc1Y+a2oMI/wrRX+haB2xZLX7IDO2epoEM8g/0HyYlW2bhMe8fhldWSxqY8sVpDErln8ou134hiPP6u4/fbGB9y+fOwhzd3+pPmKeDuHvLt3mWI/GzzHSXDeHsH3eihjfz6p5GYpjo7a8K0TDvwH0z8astDjiH2sxHb46aNt7KpaX1UP+4k3vpDf5wOCYFPv2c86YVCkO3w8b8LjpVX8Cn9z9jrDP6TVI7F1nWMfO+5KtyEjsQUb8THYJnuLwlxDI9valoVXHvSFvpoJ5wXxOpSOoN9Llb67CocSyFPQR3nO6yHc9/TCPb+PhPQipCNE0oXzpvyK6pXuejpLyGwv5C/aEoR7/i/lcroi3xtCdeeF9Oie6y2JYsi/ZVV7OdVfTgr3XF85qK5EYktISEjY0ZFIbAkJCQk7Kopf+yVwyc+fteFkdRARq/jByUps8J/8xwokqOqQk1XBqthalG1F14QM68LvnI3h9iarDj+o1mzaYKurqu3t6hpbUxOOQQ8/YB8Keqa9XWNXPPGanTTjAfvhDVPt3/sOtU91v9EOu+Rm+1D32+zg7sNt/0uG2T7dR9n+/SfZPgOm2p59J/vqbFqhzYlmfWfazv3n2C595xirre3Sc3qQadbRtwedEtKmupAXQtpuvuLaNNutX8gXhCOENCen9ZhsHboH6THRV39DVG7X/rNs9/4zbI+gc5dLxtqu3cf5dqH7Dpxh+w2c6ivIvffiYbbf+TfaB8+73j7Z/Wb717632XevHG1dJiyySx940ia9stpWbDJ7NsTghRBCfvxDFoQ0yGp3EAU3hjhVh5//CHQ2YtmQxFbl1/zwYwtXlt3nTyjIu01ioy4mXZioiUG6JnK4F4smk4o/hMOR9Pzkjo47GogFvjfmv+LI5GBL4kRelYvbIIbqlrQUlIkn67BV4B7XSpd+pefzSldeT1tDdSHEB+Fc92RzbHe5dN1rDM0tozpaA9kWl4/1ccTH1qzEVslmrsvdbyyf4hDn0X2OzZH2Rmyn2kxHSd4ejvF9gfS8LvU3rhkzCNdxOUDZSmO2OUCf9Md2oU8CyuVrbZ3lgD58jYH+OC66Jg7YwVEEDU3053WAtrSzMVCPYiN/JHF6fB+by9mNLkkMysXtoPv5/MrXmP53C/KdoyS2fWsEtsV2IvIhb3ecrynfSI/7Qbm8uuaIPvJxbAnIL1visZPvG7F+8nJPfuYhe5R3c4GOWKfqxs58fwdxntbEZHsAPqsNFb8YfNNpNd18HFsirUG+HNfYiU16bsdEttguta3SBM43t60piw7Zwbni0taQzxpzHHWNYINENshfxUHxSUhISEhIKAf+pAcRiy0p9+1yhxO9WB2ty4gHDQISZCQnzzhZJFzVrs+OTiDh3ZcJb5/sDZQRSnjz+HVtRmJD11GXTnOiGuQu6tjjpKlOiNIqXQ1XYmsEWWURSnZQHisgzv3mpgdsvxPv8G05Dz57tv147NteP9uXfqDzCLeLMg3UCWVu6hKS1rRXzD7U6QbXuedJk+3o6RudJMOWou85eZJviVmOxFZUGWIoW/98w13FbUQP7XSTLQkVOGlLsff4h/d6If8fb1xie5zCqnmz3IYla5QfjeGgf3L2g3xSKVspjo6gC4La4LvfsvefMMrbCzLaJ04fY9NC8PjbvIO+ABmK/uF9hBmBTA+ku0F/W+9EP8hDlGfL0cVFe+P+k/WdSiQ2bME7yhF/YivhHiS/kq7mg/zSix50YwPCOencb45e8qgPSmRTfA9bJaTFupWPKJI3f78cYt3NKcO96vBPPn+sJ7axkk6V4X6l+Gk+qJyvQDoyZGMENKU31lkZmb56JLbQjxOJLSEhIWHHQiKxJSQkJCQUwcc+PyL4MQGpCtkUhB8f/JHE/8DOCeLbW4acSG34UV613mo3rbfqcKyBZFVX4yu3oYsfcJtCGX6o8AOE5cQfDyoeDJXNfafWbl31mnWbe7/96qYJ9pXeN9oR511pHzv/avvoRTfZR3qNtIMuGWr7dx9p7+s1xvbvM8kO6D/N9us3zd7Tb7rt2We67d53uu3Rb4bt2X+my259ptkufSbXE9IgrJGXI/l3D3p8lTeIbr0m2049J1jHnhNdduk1xcugb48BQe/AWeF8eqh3iu3Xa5zt33OMHdgjSPdRduCFQ+3Ac2+0D55zjX3iguvtKwNH2q9um26nTllsA+9+xCY8/6b9bV2NrQw+88cW/thEHNi21bdqDcfqEP3q2hrbWLXBNtZuCnGvCukZQQ1R3CGhuYS2yO6F9AD+RWirYnuFYxHeZqWy7QV0a9ImPzGU2Vy/bqXl00E8qbMjg0msvBAbHRWjOJatlViP6kA0AYcoX3MhXUglNFdnbFtL7WgppL9SPbJF54pTnC7kr2Nwryl/4rZoLF8llKuDc11zZMy2hMT2+uuvu04mg+PtD6UXW+NJWtXVmB8qV+4+15L8dSztCfTjD/5qErySrY35GYP7EkCZuB/F92IQa8W8NUAnZZsqrzzlbMijOXnykL95yG/p5Cg78tISG7cEYtvKIb6vPJXyxojzVwL3iQVx3ZpiAmT/1mRTU2CMi3Sj92Bz7W/K38baqFwbVtLTXMiWSvVWuo7TZVdLYyE0lV/3qUd1lAP5JEJTurcFxP5Xii/36Jd675IPIR0BlNO1zomnrqVX55WkLSA74rolSo9Rqd5K6S1FXP/m6qR83n4Q61aecv7rfh75PAkJCQkJCaU3QnifhH83Brl/tTmBbNdTpjsR6wsXTrHnQjrEE35dkY8vKYRz/5Ng4TxD/A7jPNPt9+v4C2VGOBm68Am7ePxSO2/8o75C2ZmTnrFvXrnCVy+DVHJQtDJaSXdAfFFUXA5Z3fztmP/Q97yJj2WrvgX9kLxuetbs+Glv2b5dstXODjhxZKMktkrVYB9xY5W6j5853gl57+80zL5/+RK7P6Sz2hwktt1OmuZELP5mm/1KDfYVlBZ1h/hgLwStz5x6mxPSdjtlpv3hxr95LKinXjwDqB9Cz9Clqwtbdc6y93ce6UQz4pzFoZA/LthcRPk5hTD3jT6zvW9A/oMEdNmSNz3G2E592IQI+JtdZ+3BziEnjFhRXMmNleaOH7nC/6YNSmZmuiApxSS2jx93ufdJ8lPvrBCcsyesclLSGZOftrMnPWk3P7TWY0ZsVHfTyOqjDH2BrXIvmfuKnT75Oes65SWXMyY+5WRFfMCuzGeQ01+IG/exk/zYrHbkNvdoI+qizbnPvAZ9JGvrDOQjTXkgAjIPEsc4D8oTG/QhnMc6HQUbAfqwA/3Yis3Sz9iXLu4j5CW9ZEM23lBJOv0EYuLAu1eH+D1jp05+wYU2uuNJs4dDQXQohpRDMg0xMr0N2+U1b5dTJ79U1Ds1tAsxIqb17arnqoN41iOxhfFP28gOz+//lC+fkJCQkLBtI5HYEhISEhKK0A8AfrhKYjKU/zGdC08MPzUQfijwX2tBZquusppqJlRKq0qQ1bMHqa6py1Z5C6X4YfVikCfD9UMbamzWK2/azSueth7zH7JOY+bbj66baF8bNMI+3eNmO/SC6+yg8290stgBl9xu7+sx1vbvNdH2C/Le3pNt74Ls2XuSr5S2azjfrU849p3k57reve9UJ7FlpLeMwIZ43mKeyYX0GRnhrXCvI3p7jrf3XHKH7X/xSPvghcPskAtutX847yY77IKb7LMX32RfH3i7/fKmaXbG1L/ZlQ89ZeOe/rstem2NPbqx1n+g8ePwrRCMd2pqbV0IW0h2ch9xySbrqqwqxBEC28aChNQQu8JEVshbWx3OiyS2aBKkIBXbLSRQTpMo7Yl4skbnjdVLerl7Kq/JOR0r6dkeIV/lt2KieDQ2ydsalKtD50pvDaRX0DX6WyKyI9a1pUHd5eJQKR2Us1f5Ocb3SYv9jf0vp6c5iOsS4no5tpTEppXY6IPlyFx52/N+qf5YAEfuK7/S81A+lZW0NfI6sQmfRQiIJc7LeWyfEJ9zH5QrVw6qR9JYfFoK1av2RPR8idssrj8W7rXGHukE0hXraa6+vJ2xtCfQrzqFcnUqXwylyefYB4ny5aEy+bYibywgvo51I8rT1pDe2Ke4LtlS7t7WBOxTbCvZSZokD9KaU071qD3bMy6qU/GnXglp5RDbKWmNbfJLR9mho0TX5FP8JaTHkB2tsWdrRew/EveLOI1jPm+5OJCmOLYnqEf1c5RN+TYTSK9kL/cqlWsK0qm4VKpHiPO1FJRpTnnql5QD6dLVmJ6EhISEhB0TpbdHeOeEf/mbKoQybbf5/s7DnQxFOnkR8sV/2+UaKfsm8r/txgjvzvAvpBUIKeiFLAORhb9tnjzlVV8lbZdTZnjdkEoa6I4vOC9bcZZMWeoYsvjvTiaDwAZpjS0tnwzpkJLyKzGBolr/J3t/lquGNMg/q6rMvtdzohO7IOF99byRtjSkPxbkI8df69ukQgpsDoltfTiMW1Xr9lIOm1VOZJ845hzRB/EI8hpEL8hsv73pvgIpLIu511E8aSkyHfg6N1REPcSMrVK/2G2a141tGbK+FPcNnWtVOEhO97xjTlTEXlac+/gZo+3JkIkcJROzlelEYiMfMYGE+HBIg0x21KUz7NAQK1Z2oy0lbK/69XNH2twXS6SmSq77t1Q4UhdxnhMc+sXgWb4CHuQm9LHtKUI/ob6vhTa+7aG3fA4i873Md1ZQiq+9xt9nnzpmkH302KvsU3/p73/Dp57Hg1EXj18W7Bxhhx13rf1jkE8eO8SOGTDC78tedPQbs9hXoDvsuKvtS3/q5m1binlD4PMfB463w4M+5A8DxhVIjREKFdC61PfZv/TLbAy2dp/wkNeBjF+1yY6+4U6vn/582PHX26ePGWBzHvt7PRv4D+nRMz/E/JeDQ7scd6P3lf1PHOUrICp+B3caah857jr7bo8Jdu1dL9pLG+N2j+NYel7Ub5dbfCVAb/POY1xcb2jzL593uw1f9pYT/RqLD/oSiS0hISFhx0UisSUkJCQkOOIfAPEf0vUHdwTUP2eyJC8qG+6HH3qeld8SQWpq6mx9VbVvLQqR662Q6dXqans5nLO95hPh/t821Nq4F9+2Afc+YZ3GL7QfXjfR/vPS0fbZvrfbR3sMs4MvGm4HdBtu+1040va9cJTt232ck9n27TnB9g7nu3cfb3v0yghpTkDrm0lGUIPEVl+417H3pGy1tn5Tba8BrOg23VdfYzU2VmXbKejs0H2Cdew+1va6cLgddMFtdtgFN9unL7rV/rXXCPvO5ePt90Pn2F+n329X3L/KJjz7ht23tsZWhV93z1fX2ushCG+FyL5VvclWb9po64LPG4PPVeFedZBNG6qsdlOQ6hr/6bcxBG5d+OmOsIg//w2kk9IQftEX4okUmiJrtyD8oMxWdgu3C/eyjKFt2JK00KZbCkzqxJOj6j+x5Cd+SBNIV3lNwMX3dwTEsdI1cVFs2zIm0h2L0iWtgcpJh3RjPxOxrCbCUdeSOF0im0Br7WkuYrsBdRPvxmJOev5eubzowjfFQuU4j+PAOfUpT2sgvXF51adz6moNiS2GdEqvwLV8UhmlqY1jXdzjOt/eMVQHx1jaG9gjUZ1xWoxydpUrE9+PobzKH4/5xsrlEeeTrjykn/ZglTlEq/xwLxa1C8J9SWPt1RxIB/1B9cp/+aB685Atui8/Va69oPqou1JdsiWfR2n4HAtp8oX8KpMvS161ldqLdJAvR7pE+pFYZ4xK6S0FdWAn9cY6uSY9buutHYojR/mSvwbxOZB/+XSVUyzisRe3TZxPac0FZeJy8ZF04k+9EtWbF+nJ62sM5fJQFl/VJ6SLehWnWD9psi0uV0l3c+zaGhHbrXOO+E8bqV9ovOT9VNzyMczrIr2tEdvCueqWHZXqLeeHoHL5PJXyVwJ61K85z5eXndxX32op0EF52gYdeXslus77BLiOfS5na0JCQkJCQobw/R/+hYz01fNG+QpbkIu+23OKEzv4O6C2hGyIkAY5qUBQagq8iRD+BCnhGtIJKytBdIlJbM16c0lpEeH9F/6FKAfx5cNnZAQziC5slQrxCDlj8jPNJrE4ijeyAx5DSDp+5COuBwLbx84YZwtfqHXyD0Q5SD8QAp2MNnGFk2eySJX0FlSGk2y7ziFL3nLyz04nz7b3njjexq3K0vEpK1eQyBbs+Frf+V4Pvn7vinvcR8B9z1o8ySOzpXQr018ql62gh08XTHy0uHod26Z2nfS8k8yUJ9OBbXgpGzN9mWRJ2ParG5f6ynXEB5LTxJWbnLBV8jN8p4d/qRcS254hb4dT5nv9R89Yb/t0Hmt7d2FFuBluD1uT0nd3PmWe66Q9IAPSB0qrc5VsKCH8lgj/0gevXPyak6H2PnGC68ZH+k1GxmIr2nGul3RWLDx70kov57oLASgcwj+1Xi9kKXSwpSxHCI7XL6+yj58xxvVo29gOXRd6PH46ZI73RdlLfNmKVtvuHnHMEB+rkAozZD7FIGY/vGyRxwrhHDtB0b4COGeFsw8Gv/ENG0+c8ootCWm/v/E+bxvFGDshEhKL8Survb0AttKmV979hseFPohfIo5m2/iOK7YX7QQJ8pBOt9rUJ9a6L5lNUb8rtAt6r1iStQsEW3Tsc+LEYOcdRTIbq/lRFzGi/nPidimDRGJLSEhI2LGRSGwJCQkJCY7iD4DCH9KdUFVY9cuvC39Q19HPQ4m8oCMUsaqqGqvaGH7IbkJPSOUXTRDOfdKsuso2FGRtbY29FX44vx6y8F/1PRLKL1pTbeNfWWfXrPy7XbDkCfvL5Hvt/4bOt38dMtY+cslt9v7zbrL3nXur7d9tpL2/xxj7QPcx9n4IbT3G2z59JtlefSbbnn0z2UPXvUtHye69ww/xS8bYTheP9pXW9ugVfmwG2a3nJNs16NvtkiA9xjoJ7r39JtmH+o21T/W53b428A772fVT7OQJ91j/e56yUc+tsYXhV+9DG82eCH7yo+q14Pabwdd1wTeIaWwTWlUTYhL8hdBHLOo2hdhuDD/XqrIYEbt1/IAO+VeHn3H81338V0ncFpEtBLoofh3AASHMRRIb7SHWG0eIbCqwhUB9mhxCNEGTl8YmbNTfJDsS8FeTzMQp9n9LxQT91K0JOtqqJSC/2ljnsjn2oSlR+VjyMWkvqH78Jw6IfJJ9AulNTWQCympynsnpuEycXyKfOW8pVD4uK706x6fWktikH9/juMRQHqVzju/r1q1zof5yZZoCeWJpT6CftsLeeCu3csA/PfNkWxwjhPuI4qI8uo7zKy/n3GstpEt1CDqPbZHkEac1lbcSyuWlbmwjrnreyH9E95FyyOtsiT3tCeyQD+VsxK9KcadMufYC+fz5+5XQ0vybg3L1cI1fauMtYcfmQjZjr57b5exXPoFr8iCk045xuspyzItAOerjmUOZloD8+fdLDNLivsc59clXhLo5xn7FUNmWIJ+/kg6lx1IO2E17VLJxW4HiHfeTWOL2UbvF4DpuO+XTPSFfrq1QyaY8SCvXp0iXj9zXGJMPrQE6y9kQQ/W2FpSVvYp57AdH6uCo8VTOpubYmpCQkJCwg6MuI6PMesnsHzvd7CSg3btMcyII5BYIMZA+IEpxzRFiCSQRCDYQ4Hj76m1T6b1TPzW8I+sk1a4HUglkl5aS2MrVhz+PhU/cr5w32gk1yJG9p/i2n9hLfWcXSCwQaiApNSCx6A+kQlQNf08lLv1mP+mkH/Rj86B73nbCGffZdhES2y4nF0hs+ZXYCiipzQhLTq7pPMbLQeqb+MRat7m+TQUpFKY9vj9ksRN8IHOx2hVtxe3I7NyFkNlSupXpLrZpbfgWCQfi89Mhc52M5cSf4PeEVwrbVNZu9Lz+FQaBrUh6xEau498bGbmr+9xsJbwOXRe43RC18L8Yn1AGfcT5vImsEDjB80KOEkkK0hVkNmz5zIWz/ahtSjt0XeRx//ypNxXbPbMpqPZ/M3BOvRDYWH0NnRCt6Iv/2XehdZ3yQnFLTIiC7z1xbEbQCv0UwtSwh1aXVjkL/RmbFQf0njr1ZffPV+QLfe1Xo1/xchCuqAddCAQxViL86aWzPdauI9hLnzl34uNeHqIbq7YxxyECWeZTfb/oD9+94t6ibs5JA+SJ/acetgpVW5D/28Neto+cOSmkjSraJl3ElvEi0iGAhAbZklXyIKdhK+3wkTMn+Na6rHr4q5uX2ecvnOZxpf2IBe3FSm+Mmcym8D1bOA+/ADyuly9+1VdfK7XLmEK7vFTYUjRrl4zIltnIKn/Dlr7ZgLwoJBJbQkJCwo6NRGJLSEhISKiP2jonr1mQmqrwo6Qm/BwpiG9JWfgDOz8M+KGC8MMVkhVbY24K2bLiTFCEH4VVIYcTtULeILap2qrXr3Gp3bQ+ZMxW4NlUW2Nrw49IfvSG39b2dMi6POi5a0Odjf/7Grv5mdfs0sdesHP/ttKOm73Ufjn2b/adoXfZl66ea18YMsM+1X+SfazPBDu01wR7X4/RtneQvXpyHFuQLE3X77lkjMveF4+yPbqNsN0vGmV7dR9j+/Yca+/rPdH26zPZDuw3xQ4eOMM+es0C+/Twh+zL45bbT6Yss5MXPGo973ncrln6lI15+jVb8MZ6Wxp+ZT8d7OYHJX8o4gcwP+5YdQ3CXg1/KKjdFCT8uK/e5Cuv1W0MEmKDEEDis2Fjja0JcWOVOlZvQ8f6cCyR2Aon/D4Lor8BcUBoC0RtoxXyRGIrFmxHaPJGf6DiqDSl569jKZe2I0K+a2JMcYlBmibMdE/lWiPlQDp1SCrlqwRsy7dpHtyXn5oElF8xVJYj91pjT0sh+2WPJPYlPo8nLAHHuLxAOmnkj8sof6U6dN0SUEb6hFgXR+LeGhJbrJtjHCfO5ZfqiYV7cZvn76OjOYjLtCfQT1vFBJbY3xjkLec7aSoX+6xr9ChNMZR+3dscxHryEoPrtqivKcT16Fw+l/NdcRLy5QXljdPaC7JPtiGxzbHE94X4vhDri/XontJixDpjKF8+f/66vUA9SGx3fK08jKlKPrzbkL20R/zMlj/xvbwPuoeQF8jfWE8M7qsMQj49J1sC6ZGdlUTIp6tulY/RkvZSWektB92L7yt25dJimzgqbVuG4q044E/sJ1B6fD/Oly+HqJzO2wtxvYKu43SO6vu6F5fNpym9Ocjnk75Y4nritNaCsvgif6QvP25J55x7sZCekJCQkJDQLPAfvIbDDcs3OfkD8hSEkSseNpu3zpwk8p3L/+b3IJ0gnH+971w7c/KT9rc1GaHNt+8rvH7itxDnjb6Vwk1IJayM1vhKbLxXgzSikGT+dgmB64eXLXZiC2SaT5w+2u57OyP+8AYViSUjzWVkGsqAkvpCfQH56ig/+inzlb4g5LDa1LmTHnOiEHljEhsEIJHY6pG0yoC/XbOyG3bLrsdDAcrkbZCdCPH/wZA73dddQ/sddMJIX62rXDmhlJ73MfObOHla7UY/x5/PnDrMfYFM9A/H32wrQ5r7U5eR2LJz/gnfIjp11PeXv0lr21SIU+g79vqF7r/3I/LXI7E9ZnufON5JXMQFQhtlO49c4WQlfKW/QO66bMnrdsTpI53MR+yJISumEft6CMahHwIWfYOV0SBBIRC4bly2wf8WT78QaRP9Q582X3EP/ZDTIEqSnvme2eznwQfqPGPy094/sHunUzJftcLb4aeNsF8Ome3+dR7+kP1m0FQ746rxXk7x41zbqTI2P37c5W5X/ZXY6reh94fLlnh/gBj3g8sXe1o9FDJjL/FjpTNsJGYcqY9+yGppR/aaZl1GPOh2sqXnTy8ZYfMffdXbCjW00W9vfMDzQ4CFHAZJkT5DuxA/hHO2kkXPp08b5r5MeWJd0V+RHaFAQjq8P9zwWAdb9jx5mpPieE4Rb7ULwvWIMB5pQ9n+lfNHleJU0Kv4NCCxhbZIJLaEhISEHQeJxJaQkJCQUB8Q1Wpqncimldgy0lQmxT/Oh58GCD8Q+IkBaY0tMjdV1flqYqT73+T5HREyZCS28JNr0yarWfuO1a0PP4U3hZ8oTNYUtrmkPEQ2fhS9Fo4vBi0s6/5I0LM06LkvyOIgM9aZ3f5KlV3x6FvW7a6n7aQpS+1PIxfbr26bb9+/cbZ99arJ9s+XT7DPXjHePj9kgn1u8Hj7zKCx9umBY+xTA0a7fLp/Jp/tP8q+MGiMfXHwBPv3K6bYf149zb527Qz775vn23eHLbafjXvA/jR7pZ10/xt20cr1dvXz623m+vADLbjycLBlVbDtuSAvBP995bXg9NvBl7XhnB+JNcGPqqqNVlvDz7oQiJrgb9Umq92wqUhiywIYfvxtrHUS27qqWlsTyhOHhiuxFU5CMcRjHMABKTZVuPL2yZHYiiuztRPyEzQtgferQrm87MioFAPFS/EWSG+ttAea0s09fIAYFG+ZpQlOfCtXnrRycWlrUIekHGSHbOQY26v7+XYqhzhvY763FNKbt0vXHIl5a0lssV6Be7QhwrlQKb/APfJL8nnLXcfSXiinmzRsrNRW5a6VN58/1iNwP6+jNWhMB/cas6ct6m8MqjtffyWQJ87Hebn4Kz1Oaw+gX7FSf9fzS30/tkH5GvNXOpUvBvfkr3RI4usYyhvf51x6KiGvK6+3uVB9knIgnWc/Nm1rkH9xm8eI/RdIw1f6CsK9OL7Sp3stRawLqP68UEfcn4S4fF4XIO+GDRsqtlesjzwIepQunfl64ntAMZIujqTJ7jjv9gZ8U+zycRFIV0zifBJBeZSmcuV0Ck3dLwfy58uprsbSZTtSDrFeiaD0PFSmJVJOT3Og8jG4xq+mngmS1tadkJCQkLCjobAC2OQnM1LHyXNsty7T7bhp79iHjr/J3td5VGErw+lOwIH0AdEMMhMksEOPv95JNpBJRGppDor5wknzSGwgvP9IrFAJfyHFDuxBF2S8D3a6xW5/MvtbKKAopJvmktjia75SIWD9LSg7/PRRvkUiBKXvX7HY7eXPsBBmiIOT2I67rriKVbdmkNjYSeT/LlvkJCfsYsUrCEbUm9mQQTZJICidOuU5JyzRfmyxuODFxttDZeVnCdl1sc7ajW4z/4E1K23hy+4nT3WSID76l3vtBs+b+QayuJX/qs/IhBCPDjvuatvp1IUeI8hR6kNuQ0RiO3/CY94HtWobK3FNfiUjMomYSH20P7GYFu6JoEQ//ZdukzxvyZ7MR+oi/ynD73O92AFBc2LITL2QqaRb+fkPzFlxj1hDZPtgyA/hTWQp8quNNa7Uz9CPHxCzLpzzqi0LZqCPuvAdW+hfWQyyuiGY0ncYf+j45LGXl9lOFJGdBRLb5YvdRohltBVp9VDITB1OYjv+Zh/f2Mj4Z/x8//J7bFro2NynvOzkSP2KDT5AgnOyWYj3H0Y962XwgzwC55RD18Ph4pRrpticx/7uPjPn4JELR8pRB+0CSXSnroV2CRVRlvjKV6B2H3L3m96OxAl7blq61nU3SmLz8ZJIbAkJCQk7EhKJLSEhIWFHRfzFH33l80f0WJoD5eKnb4Mi+o3mEm7Whl8/NeFHicSJVXV+CyKcr+gWsvJjiR+4/AhE3grCHwn4sfJiyPNMKPpUkMdDpqVvVdk9L662uU+9amMfe8Guuf8xG/i3Fdbj7qXWfeH9dsHsJXbOjDvDD9J5dsakuXZWkHMmzXM5d9J86z5jifWde68NXPigXbnkYbvhgVU27OHnbexTr9u0F9fawjer7e71Zg+FX8UrQ90vBhv40cWP3DVB+KGFrRDOsBv7q+pqw4+1LIbZBEUwliAER+PV7WKSYMjmEq78B7h+hCOkbStobr9JaDnKxXZ7iDc+SMpdbw9oiS9t7Tu68pOkcR0cIQq0djvRSojr2J6xOT7GZbdErFpSx9ZmDyiXv5KOLWG/QF3lJI9K6eVQKV9j5UWIKAfKiVCh80okKdJEjFF9Ipq0F6inMd+2drTUfuWvVKal+iqBNtOWzTFIhzyuNo77Rtzu+aP6BteSPCC4USd516xZY6tXr/YyoFIZQDplJOXyqXwlHdsTmuun8hHjcgQ/ztW+CO0j0mg5/cqvNttagO3YpOcWwja7lfp2Pv3dQLn4JiQkJCQkbA74WyRbJrI1I9uJQhaCNAOZCjIL2+1BCkEgmO13Ural4s6nQGib5WSQk4ff72SWjICT/77Prsu/wbItE8+c1JDEpr9bNvfNhx4IRhBeINOwHWK/WU87ISazKwPX+ZWYGiOx8edVtshEB+Sbb/Se6WQZVrr6zwvu8P9I2skyoK7aSTUZSStbia0xEpvqQyAIQT6C6EQc8COOg9tT5j8izkiAkPJC/E6eY/t2Hm2TnsiIVSqXh+rM7sX3s+tinXUNSWx7nDzZ/u+yhb7SFfm0Epufe/nMy/L6M9IRfkHIYnUyhBXNRHzKSEf8/Tv7Gzmx2/PkGb5NJVtLPhAUq01lp+qnDG151E3LfPW2jifP9Pad/2JWb9GmuvD9Gs4eDYUg0+EXpK+Lxy8rtGXIU7s+5CtIDUc01Ho7/csFU7z9iTnbWmKnSGyKA2mQMyGSMa4gZLEl6+NBNfbzN398wGYds7IZYv/ZfhP/P37slRVXYnMEBxnPbONJP8JGzkkrB+qjLehrjIXdTpnpK9Gxoh1xJBayLZY45nF56mOrT/zzdmRrWRdKZeMJffiOEFHpdD9Cu5CWtcu1ThTkOUS7MFfieWpCSdpGQrsE/bTLF7tN87F5QJc7fEwwNrxMQNb2icSWkJCQsKMjkdgSEhISdlTEX/zt+ZXfQDc/dPjplB2ZaOAP/AUeV0gN5zkhN4QwpKoopR9Pm0K59VW19sa6DfbMO+/YsjffsnveeMPufON1W/Dqqzb3hRdt5nPP2fRnnrHpTz1tM5982mYFmf3UMzb/6eds8Qsv2f0vvWYPvfK6PfzG2/b4m2/bU2s22gsbqu3VUMHrQT8kOsh04SeX/0gr1Z/ZJVsQ2Z2tglaabItFDje8FxQEcIglIWF7go+B7Rxbk4/YometkD1vsmuOTPZuLokt1p9QwtYUl9ba0tY+NKYv9aPWIx7nnOcJLfn7ukbIl7+mPOBaJJiEdwe0QWtAO8YkNunhKDIQUH+QgHy7c42ob6h/cZ8jAtALiYi8kIzWrl3r54Cj9JWD9DWWJyFDHHfagrhzrnbSdZxX+dSuahfAeaxna2iDvH3YRd/CNgRCHvbqvo7yLyEhISEhYXsCbzoILpCSIItAlEE4Z8Woo29fZQPvWeOrmd0R5PrlVXba1Of9XrY61kIngrDt4C1L1/nfOCuh9AaOUY7ENrIeeat8OSEjXEG2mfsi2w9OcLIQq18de/sjTqzj14d08E6vR2KJSGyqy/MWTzI7EEgy6Nw35Ickd1ioa85LWd3ZL5zwnVAguzV3O9G4TvSzqhv2E4cPnDisFAf/JqFcTkJy7A/1sTrchCc2OkmIUvydXN80QukKPfnrhiQ2djQRiQ37fnTZfCdTZQS/HInNCUvSWbAzQHXw92/i/d1ek7yvQZqESIY+Yuekp8J5thLZCiczdTh5rn382Kud7IYOCE9SKt3UTZnBd7/l/Yh4vDf00wGznvT0oo1BuL5p+Ub74AlDnSRG/2OVPQhieCDBDoRzytOnfnXTch8jjAFIYk7aCjrjOORJbOiHDFgiF6JR8Wko3K1PYltQnsRWdD4gnGcktnuczIVwTt8qB4rSx4gV45i27TL1VW8f94MMTkYL9bCAQD0bszyU/0Cn23wlN8p/94p7izYSN/K4miAZ6uvQPb8f6qLf3rhsk69yF7cL6WoDjmoX1UG7/PLmh51IR9vkt1FV/YnElpCQkLBjI5HYEhISEhIyFL/+M+QuNwvFSQX/N7suphXOGxXyFSRGnE6+jVWb7O3qKvt7bbYVKX+IeC78kEGeravxbT+fD7/akRdqauyVcHy5ptZXeIOktjrc50cnwh82+NEFaW19SOcH3brwm2hjqAfSGj93K0lsuyZZQJwe38+fNwb3NTstjyYzbB1oys8YLcm7vWFH9j2h7VDu+cK5rjkyCdxSElusb0fAjuZvwrYNSBxajUjfISAe+wL3ySfiEeCIDl035xslof3Q2tjTbiL9APUHta9IT4CjSE86Z8UulVVerrWal8hC6I37mvIhnEvyaXnEeRMaB3Ek/vFYV+xoq3iVMtLIpzxCfE4Z9NCucfrWBOyK+w/+qF+qLyYkJCQkJGyv4O0MweWHly2yvbpMcNIPJBC2QXwsfMJxT3/PRCD+kMZKSd/tla30RBnIMv9+/gQnv0AwaeqtX7pfIvtkJLZsG02RSorgoqzSWv8764rwuv7UqUOdXIZN2PZ4sJF7gr5FYhILJJn3n1AisTRAXWkbyb9OfNTLQFxiVTq2LyQegK9dL1+zyf1/JsiHj8+2ExWJjXq5h815UJY6IN7sGfRncSitxFYOslf+ED+R2Cau3OS+Z3ka+5YpfGcXJLuOSGyF7UTrk9im2o+GLPTV5jxPg5XYwndV+De7xz+lOoBIbF87d5Tt3HW+k9g+dtyVDVZi45z4isRWdiWyglLppiz32Krz0E43OXksi/9jHqfYRohnp096KsQtIzN+euAyuz+kPR5kZSOyNMhfZm7wOBCPL3Sb5m0HsCOzpX6/9n5W2B62ND6yuDREZh/50CH/aduy/hedDwjnWoktI3NNtB9ctsTHbJxNFxzoYwedMNJ2O2W2E+5YWS4j5WXwcUPGegoykITvnzqN1Q/ZknWWj49f3rzc5oUOyDigrfEDm7P+H6PUNzL1hW1YC6RW4vbZgcvt3pD2WJBy7SGhXY6evtHbm5Uk1S6uO7I9kdgSEhISdmwkEltCQkJCQobi13+G3GWzoD8ylEOsj3yS+LrepBb/iZgKxCDNhZ+zhR8pricryw9nfkRBTOOHH8dY+IGI8COPH0Pk5Yc2fzBAyq20xtagm4I9SHVtjdWEa9nZUAp2YX+Q+B6IrytJY3DXs9PyaDJDwvaApvrJjoDtLQaN+bO5vlJez1eBc11zZCK4rbcT3dYRx2tbQVvY3JiOrSUm5eyoZNvWYnNboym/GJ+QO0TwEJQWj1/uQ1yBmKS83M8TXhK2LdCGiNqQdmdVNJF9RHxSH8nn5R5pQPlVVgQp8iPKr/sctQKc7pOGcE4eRPUltA6KP7EkroCjyGicx/eVJw+1EULe9kBbtHWsQzarT9HftiYCXlvbsbX4lZCQkJDw7oE3QUZiW+xENIgykDsgn0A6yd4U1eGEd3mQkMCbn791QmT7QrfpThihHGQQVkMrlav8/i+9gTaTxBbS+DvsH29cEuwe5eUPPnumE2ggz3CPv8/GAgmILQ/3O3Gc58dfSFr6Oy5/v3WikdeZbQ86KxgEKS0jyEy1k6a8aqtCOvrxlyNCXo4Qbg4+4RbbqWu2nSikQAhMyu/6gwicZ+2wyElA5Uhs9b5ZCgL4W7TiRztwbGo70RKyeyV9WTsX7SuQ2FhB7MPH32B7nDLD/f+/YCckNrct5CGvn2eFIn0l6Bq7iAWErJ1OhcQ2x77Ta4r7WonExipfMYmNdopRrCuUpVxpO9d5XvaY6+/yv9tn/ylG5jN/z9cKhMSbdjqo81Bv5w8df1MmnW5wOfS4G4tpB3ca6mQv4kCZQzrdUiJLFYQ64n69W5eg+4Th3ifjfKX8eWRtIP+ppyKJLUa4xk+Iay0lsUGUYyxA8ML2Bu0YlYlBnz5n0uN24AnDPNbYSUzx97/7zLITRi61vrOftrmh0TUmNc4y1K+H/kz/wnZIbMQZXWqLfzzhRjv0+OtLbVM493YJY4fnEdvP0i6vBF3EMQb1F0lsod0TiS0hISFhx0IisSUkJCQkbHHwY76lEk+oxGk1NUy+hZ+2kMYC+JG7Jgg/BPmRyw8qEdby4gS2oGdtKMqPMn5YIvyI9p/hIV1SE6pHqmtCveE6tq2tJSEhIaEtwXOF52X8fImfNxwhGiQSW0LCtg3GZLnvpRiQPJA8eAZAfBHQw3VeX8K2g0rtL6KZCEsxeYn8HEVIE7gfk6KkQ1A53edI/4nr5z7lRDpSfQmtg2KsNlUs43aIwTXCfSSG2lN58u27NUC25SGfiAP9NiEhISEhYXsDbz9JTGJjZSJIZBBl+GrzPPyHtdHrklMISxB3Lpz394w81XW+E1cumrjc/y6aEa+y935UNNNXkAzZdqKlFatK24nG5RoDf6uFjLRPl4xY9PvZNXbzM1bcAhUZ/WSdjV1V58ehT5v9evRLtteJk9xfSGM3hvyjV5mvYLb4uWwrTkdhZS90sPoaZKJ/7H6fXfW82bCgh/Sxq2qL9YxfmZ1f96wFf+5w4hVEmd/f8Wwx/+TH19hL4acTXxjykWPmB+SdCbZr19nFOGSxrAz+Ps3qWRCr8Adyzn0hqPwKi2NYPp6lNvL7BbIibZ+R0jISG6TGjxwHiS8jLUJOIs3z1K73sv6V74rqk5IEpbGiHwRItlvt0HWesXrXzy+b7f0p08E3aI2f05fKkdiKJK4CinWFspSDJPeV80Z7PCj7i8GzSvoLPsekQWygnehDkJr27zzG+yNtmEl2TWw50kaUg2gFuU8ksZLP9UlsEMQgYsVkqRLKfB+HDNiakdjYTrTkPwS9vP9FhHL0I7YQZWVFbGRVNuwrB+zAJvoadWDrGZNLJDZQsrVkZ5zGXwFWBmO/12u8lyeOCPpYrS6L04QQu1F2+OmjnNT2t+AY/VbPCfRJJ+nF51FBF+VLbVFqj/d1GV1MYwXCvU+cYO89aUqhXa7zNi+Nn8x+njfZyoX1txMGRTv8n5z/xZOEhISEhG0ZicSWkJCQkLDFoUmI5oomVQSlMcFSVcWExUarrc4mw/jDwtrwIxxy2uoga0IxSG0S7q0JP24grrnU1GXbhBZEK65BWKNKCfM4SCmtvK1tIQkJCQltCZ4r5Z6juuaYSGwJCds+9G0E4jEucP+NN96wl156yY9aKUv3RHxBuIYgQ1rCtgnab82aNbZ69WpfgU2kMtqUdlf/4Mg1bc45fUhC+ttvv21vvvmm95eYHMVRZQSlIYDV/agfHZxLL3ryZRNaBuJIm9DGtK1Am7FSHm1O3BGu1XaQvWgT2pSy5OO+2oyj2mprgfoVNmHbO++84z5wrmeU+lPqUwkJCQkJ2xt4s0nqkacK2x6KPNXYGxCCDaSsD3S6zQk2EMi0bWNMFop1xPVmaBsSG9twYj8Eq/ecPMk+eMJQ306S1Zggn3HUNWSifUJebdG4x8kz7X2dR4X7tzhJ6I8DxzuJx+uvC99G4TDyKfNVutBPOYgv6HI5IdOLsFLXIZ1udbITBJ4Op8z3OiDYYBN5jjhmsM1+7A0n/2Q+ZnGqR0YrkGtiMmEl4P+Phixyn7L2G+4krrj9OJbXUWqj7H64DifU6V9DdRv9CHHqy+ePzbbQDP7jB1s4+tdiXfgmDIdimzdCYgP0G4h/6IDEtttJ0+zkEfe5/5mO0r8isVFnS0lsbHkqMlUlEhv9BpIV+Q7860I78soHfOUySGCZcF665h7yv5ct9nTIVr8ZNLVA+op9Lkdiq0RKzOyph6AIW8uR2Cr5r7pFYsOvxkhsKpOR2IZ7HfRTbG4JiQ1/ICY+Hgw+fuQKfx5AEHOiX5fJTvwkvgjjh3ufOfU2u3rxy14P5WUL0HimLP35wHMW2LeufMj9yLeHrtUeaiO1C8+WUrwz+xuQ2E4c2ZDE5sj149KNhISEhIRtGInElpCQkJCwxaEJhuaKJlXyIJ2JCyY0ihMXIZ0fj0zJ8kcGjrqOzzlKIKxRBeI/esI/XmVBfIfQQmbOPV9kX1tLQkJCQluC54qekUL8vOHIpHcisSUkbNvgmygmdIi0gnANUWXZsmU2ffp0mzVrli1dutReffXV4lhWGY4I31d6TiRsW6DdaNv777/fpk6danfeeac9/fTT/qynXbWqGqCttZqXrikPMerll1+2u+++25YsWeKkJ8qrX6mP6DtcII8Ic4888ohNmjTJpk2b5u8YlVE/y/cvrvNpCeVBnIhlTDgj9rT7ihUr7K677rIpU6Z47B9++GEnfRFzCGDLly/3Z8CcOXM8L6RW6QC0n/rH1gL8xfbHHnvM5s2b5/ZzDklP93Us17cSEhISEhK2fdQ6eQjiCgQWSCOQpyAB8RYvvfn4LqsvkLsWrzEnf7ESGwSVciS2+lD5AFeekX20vR9EGm27WEKpzjxQkZHwWIkt2xYSsg9+QBziSBp6JVyzzST5djp5bnYMAtkGwtFPhswvrqwlEtvop7KV2CDqkVcrfJWXUGe4T74OXRf4ESJbZscs92/SynVO/MniG/wKJ8Tt7ElP+opVlMeWKU+s879Ds3tH/ThICmSsy5YUCUMfP2O0xy/T3TyQt2hLAF9sfl0XvtPDAX1/viHbohI/aCtWlnMyVYHoVvgVEK6z1i/py3Rmn1EZafGSua+4f8QGnf1mP+mErUxHVp5/MxJXRmKjzT557JXeN4lJSXf4RvPrgFA3xLpsO9GrPe67njLdjrn+Tu8n/O1e9ihurFhG3P77qmW+rSzjgXsI5whl2ZmFY16KdheNAJVXYst8LIAycTldB4n9xwe2poXE9mJIK5HYgi+F8lKDTZC5iCtEMghhpOWhqmISG7bGJDblyZDFrRzIQ5sQq/tDYdrzxGEP+Wp4EDsh8IlkSZsQb8bTxJUbfBwU+05AsT+flG0N+s0rV3i74IPaRbFHKrULPuRXIwQisel5A2m2WSS2hISEhITtAonElpCQkJCwxcGkQnOFCRRNdOXBfdI1meZpOeGPB9n2n/WPcbpL+BVWTvzXWVXIsCn8IJJwLxRqL0lISEhoS/BcyU/oxs8bjonElpCw7SP+XoKQIiIRAknphRdesFtvvdW6dOlixxxzjN100032xBNP+D1APsrpeYEI+WdIwtYN2ou2HTp0qJ1yyil2/vnn28SJE33VLe7RN7SKla55D8Tt/NZbb9ncuXNtwIABdvnll9uTTz5ZXNELkI9zysYEKPoTZCPeEzfeeKMdffTRduKJJ7ouypBX9aY+tXkgjoo3JEVIa4MHD7azzz7bx/mf//xnP95www32+OOPe+xffPFFu+WWW+zYY48tPgcoSzvSJuRBtsa2oU+NHz/eunXrZmeddZZNmDDBnn+eqc8sFvThfD9OSEhISEjYfpCRbbrPfcn27zzCCUoQWSav3JhbKSz6ne6JGYltxsvmK2pBYtu9yxRfNQp92Vdcc37bayW2bGUkSC4ilTT3rUt9vxs00T587LW+2hkkPAlElUw4z4SVziDHQBSDGIXPEGa4ByHvqEunORnH66+r9jhAJmMFNVZzY+WmAzrn9WbX1En8IBBlq4ctsA4nz7U9T5rs9XLvsOOutWlPrHYiUjG+dbVO5rlp+Ub3AaIPBKRxq6rrk3yKQQnfJeFfhFh9ods02/3kqaGexrePrISi2gKK18F/zmmjfrNoo2y7SPw75vYnPE5kIE9WptRXijoi0C+w9xt9ZntMaANiNi/0o/UhHT+1fW05EhskLkhs9UhcAcX6C+21LFxAniKO2QqBj7gPxTgGQHRiBUJfle/k6fbR08cW+53rAsU/5OdR8jNDOC8WAg1XGKxIYouhyoPgP31bJDZ8if3379JC3sLBgV/0gS1BYiveC/1XK/ARf8oTS76ol4bEG5dV2TEjV/k2rbucNNM6dF3opMujb7ir3jaygL6r7YFpl4+dMa4Yt5IteeTbozISiS0hISFhx0YisSUkJCQkbHHw4625woSEJru4zoM0Jir4uVLvLhe1Ia0mW02ktpp8hbRIv/Jky7GFa35p8VsMgbxGenWoe2OV1W4qCNeRjraWhISEhLYEz5X8hG78vOGYSGwJCds+/HunMC75dmJca5xDXmLFJcb4F77wBR/T55xzjq/GxpaEgLz57y3OEfSlMb/tgLaivSGgffWrX7VvfOMbdskll9hrrzH1kN3PbycrApDa/JlnnrFBgwbZz3/+cyeisZobxLa4H3AO+Yl+I3D9+uuv24MPPugEqsMPP9xt4N0ByEs5JO5rCS2DxiVbgkJYHDlypP3xj3+0L3/5y/bZz37WvvjFL/r7/H//93+d9HXvvfd626xcudIJYIcddph96EMfsjPOOMNXZoMMR9uQZ2ttFwh4Q4YMse9973vepy+77DIn5wFsh5iJxH00ISEhISFhW0f2Vg7vtrrCSmNP1tkHO93iqz2xZWTf2c86ESX7GsvIHCKReNnwDwSjG5ZVOQmEFbUggl04YVlpZaoypBKV5770QYQ6vbASnEhNEHWUR/mKqHeR/akVW/kiheyCQEqpJKzq1GXq353gAzEIsswjIY1yEGjQldFpAkJd1A+RDCIQ5bEtr1N1koftHpcG+eAJwz0uEGW6TnnB66Us/kJCqudXaAfSZoUMIl/tefI0O2/iY57f7eHvywH8i1CelaYeCyfEDHIZMWRLRyeXFVCso1XI2h5iEitssaIW9WQrvo3xukuEsupiewHZmF2H3wPhX2I7+slaJwISF8iEX+w2xWNHvqKt4YRr8kNA2+2U2R7Ljx2XbadJn1Ve1ePXBTLgjcs2ua0du853Mtc1i1/OrfiVkczOnMzKd3cUV767J3TeuG2kW6K0BohuZN+8mf54e1htk5vZUAGuIxs36tclEt8c+9gxVzSxnWit90G212zZdqJZu+ZJbCDTC/LXEQqJHOJpEPoNbYVgw7zQCPQb+g8kRlbLey6ke/+uI3c2hliRkD6Nz8RP7UI+6ojbJJYiyFSwKY+MxJaRC/G58naiZdQ0SEhISEhI2NaQSGwJCQkJCVsc/EhsiTApoQmvGPl8TmQLR/8V5r/EQkpRQn6X7Jr7pXvZtf+4iX9RkZ6TYtlc3W0pCQkJCW0Jnit5skD8vOGYSGwJCds+NNZ1zreTziGxsaUgYxyCC2P8vPPOc/IKpA/l41kQ65Ck8b7tgRWqWIHr3//93+2II47wlbcgMOl9oKOg723SIEc98MAD1qlTJ/v85z9v3/zmN31VN616FevIk9hIZ3tKtrH81a9+ZZ/4xCfsxz/+sV8DlY3rFpRe7l5CQxB7tnwdPXq0t+8///M/e3sdeeSR9pvf/MY6d+5sF110kY0aNcpXW4OoBuHtzDPPdBIbzwHOITxyb2uP/UsvvWT9+/e3r33ta07GhaT56KOP+j3spm8hCQkJCQkJ2xOyN3N4vxVWrtL2i5A6kC+fe4eTZTJaSeE7PieQUk6b8qKTwHZ2Aswdvj0gvwJcv//TELEOAOFKK1Y52eeEUUWyDxLnrX8RUDjnoLz8KbYxxCsxicRCfRQrFo0udAqBRjaVUIqNo7bKiWUQcz5y3HVOwsm2Wc1WAnOyjpcJ367hXwntQDlIbmzBqHY4sveUBu0goAuy0dWLX7G9T8wIeaz2NXjJG04kbGBbK1C0LwBy0VE3LXNSGCvmQS46Z9JKJwDJvmJ8CoU4l8/0i2eCfLP3jGwVtlNmeBvQFjFpKkOmSyQ2SFwQ0iCx0VdjEpsgW+mXx458orh9JWSo+S9mNmZ9I4s/pDbIm76SoLfTVOsy4kH3R324kmAb7UU+9JLGP7qP/pjEphUGK5HYsjJCZh9xox0hhmIbK9F9+PjrbEW4je2OQkEOsontRo+8/H4nozqJ7bK7mkViw8aKJDb/J26fDHEckOw/ZQpgVbU6rkIZzmuzLWfpy6dOfsFXYcO+Dx9/gz0d0ryPFEhs1D12VZ2veki7QHg7aeRDTlJtrF3Qjx7sQRNH0vPgeQOJzVeF43kTfK9EYgP1rstlSEhISEjYppBIbAkJCQkJWxyaIGmuaEKC8xh+XfiLh/JaXY3V1YafQtXhJxErphWIZ7GwkpruI76yWijj5dBXkGIZ0gt6XTgv1NcekpCQkNCW4LmSf4bGzxuOicSWkPDuIx6jrUE8rkVIYpxyhKDyyiuv+PaOxx9/vJ1wwgk2bNgw3yISIgzQs0CEJJVPY33bBCt0TZ061b71rW/Zxz72MfvpT39qd911lxMaBdpYq+wh6kMQGxcsWOCrsEF24r3Qr18/e+yxx7xcnJfy6OFcgOx2xRVX2P/8z/84abJr1652zz33+L04Xx7S2VietsaWrq8tQRvfd999vprav/zLv7hAXGO70DFjxtikSZNs3rx5TvR6++23fXxDerv55pt9K1GeBWwxLIIbIBZ5YuLWArZEZnXA//7v//aV5iCxQc5V+3FUn95SbUo9W6quhISEhIQdHHUZWQZixynDIL5M9hWvIHZcv7zKiTj+ThIphWMAb3hW4WKrv91OmelEk0+cPrpI0qn4FvMb/A6A3JIRXCDqaOUlyEqsYObr/MZ5i2VIKw/d4s+vnFeSjMQCiW2UrwaGr/HKb+RxFE6K1wVITyxExb9ygj/EBmLOR46/1kkyxBQiFvVmv5AyxOXRQHlvh+H3OcGHdmBr0TueLJCWiFctxKCsHagHu38yZL77AeHnH4+71h4OivwLrNBWmf4MpfpyaJCYxbuYP+jyFftWma/YRzuJmDXwnjVOkiqRhmgn+kuQ0Bj4hT30jWNuf8xJXU5O6jLFPnPqMHs4ZJe9/g3EedBBOQhNrETm27+GWIrEluWP6gnnlMNGSF4ZKWuGk6XYupT+5O3jyHxT/L56Hv1glsf74BNu9XjT7z1/vToyoR7KkmfRC9U2+7E3Cu0axSucY7vImYyPstuJlkVmH/lo92sWv+irBrJKIn4Nvvstr9vh9pE/s4l2GPmU2T+cNd39p9wPL1tkr4f0zK4SZCs2YRttKlJhpj/T6+WUuYjMV+p84NnV1m/M3R5L7M2yFeLmOsKxdr2nkwdi314nT/M2ZWtdCJ9OfnMSW0Z2JN/Xzhtpu4Q82Ti41W4PfvnzKEhRf65dKMsYuuuFTTbnsb9n7ZIVcHCq8c+WwBr/kNi4J8mQ+e+ofyMhISEhYRtGIrElJCQkJGxx6I/9zZVyKKY3+HESfpxBOisQ1GLyWizF+1Xhx1O4rg1lkAYkNhHXuF/D6iThPJHYEhIStiHwXBHhQIifNxxjEhur9pQjsbGSD9uSJRJbQkugvoa0pM8of77vbi5ie8pJU4jz5Ms0p3w5UK6Sr6qjku74HuVFPBGRg2Msy5Yt8xWxFi9e7OSPV1991dMB5SGviADCc0EEp+YitjO2Dei6MWkK5cqUEyGfVu6eEJ83hnLl8mW5rtSm7Yl8XQ899JD99re/9S09IbOxYhdkRoH2hrAWtzNHVlKbOHGib9vIlpOf+9zn7LTTTvMtKZVHdXFU/1I6K3uR/1//9V99K9HLL7/cV4EDqicP0pFYz5ZAW9aFnsakKZQrE0sebA/LKmtqJ1a+mz59urcr28Wy/SttSRurjTh/5JFHbM6cObZw4UInJpKP8Q7Is379+uI19arNKsUqzrM5yOvnPL5+7rnnfDvR7373u/aVr3zFCW08x2L76MvxcwzIPumrJIB80gfy13lIr8B5Pg3krxMSEhISElqO8H4J/0L+YLUqyCy7npJt9ce2f9NfylbgghwExYR8EEkerzY7YcRyX+kJchGEMIhoRXJNAHqLb6rCSSjmOiCuQfJBWJ2p65SXiitWQaRh6010IeSh/hJJqmmo7nJSIrGVVmKDNMOvF4Q8juKJUHp3SxfgWCxXl5HLWHGMldjQzypa50/ItgWNSWygpKfUDpOe2OCEPmIBCekbfeY6MU1xIA9kIchH3ee84m0GKYw2O/qGbNUt4uzkHg7+bwbO+fN0AzRIw9fMJr9VF37DhQNkH1ZfY9U9CECQsyABnTvxcXssfObRV2hb7EQ4x577gvE/vXS2E7q83EkZeeiWZWs8Ltkvx9jejMRF+0MAhNTHSmSQzOYG5/E9rod4UPec0JBH9prm+VnpDRLgkLvf9Lz1v5tKJLl+s590u4gh/Rky5s1L33FfFXPVEftz2rC77Z/+MtAuHr/U28Rqw3dxOGS+5Ehswd+YxNYg3A2QxZ6+xLikj9KXWAXv633mO1GPuGEPAkkNUintcCgkw9Au8gcSGzbn6+QayUhsGekvW4mtRGJTHkc9Bdk94jLj8dV2xDGD7ds9J9v4VZs8bpSXbcSN+NA+9wc5PMQXAhu+/PmGJZ7fW76W0ZGRaondgFmr3B62esWPT555h9360NtOSOQ+etUuCD6y7WjXYX+zTx8zwLpPeMjv17e7/PgnBvLVs/s/0bd68UZCQkJCwraORGJLSEhISNjOEH64ZPuGZhJ+mLoUriGg1btfSKsshUkNEdvSBERCQsI2hOIzrADO85OrmtRmRSa2F/zSl77kK+8wIS6ByMaWcN/+9rd9dRcmvCmXkJCH+piEfkKaiBFxvynXNwFHCBQiXgjSSV5ICkhcn/KoDPdUh/KJrMM159QT1wF0H+gISCc/QjrH2Ab0xOVIk7DKUb4eoPzcY4UsdMbgPmVJR08M7sU2xOeI7KEcR0Adr7/+uo9hVmaiTZSH8oo515wToxjyJbZF9QHFlGv0xDaQjsRlsRd95InLAvJxP84f56GcygLy4U9sc2P2cI+jrvEXfcoDVDfXEmwir3Qo5sonoCduU/JL4nyAvLIn1ss5UN35cpWgfKtWrbKzzz7bV+j6j//4Dxs8eHA9Mhm2UVesF1sod/XVV/u2jR/4wAf8nXDUUUfZrFmzPK9sFdCjOBDDRYsW2a9//WsnsbEC3Pjx44vkOcpShyCfpRc9cRsIXCufwLV0kS4RuI9O9QGBdB1pI+qMQbrij+ATenQvXxdH0rEF0Tn1qk8J3FP8VE56hDgO0oeuWA9gBbXevXvb17/+dV8tj602IXWpHHrkP9fUwzUruL355pvFZ0Acn9gmRHaUs0F5SSdfXo9AHukRSEMEziHexWOa/LHOF1980X1kJbYvf/nLTmiDhCdd5JNQFl8BOmnnuD7FhSN5KcN98pFfwG6Nd0H2lMuPTvJTLi7DuWzTNeVi/zgnLS6XkJCQkJAg8LaQQO6AiAYhDQIMAtGI7f+mhk+uVeH+nWvM+t+zzj5/wTQnoXToOs9JWl89b6QT25zM4+SP7L3DW9rfSIWVkiC33LToafvr5FWu99Qpz1mXqX+3r12zyklbHboudDLNCdPe8vsnT3nFTp/8jF08fpktfysj9WQKK0DORDbUQ7iHDZCL9u0yxld5gpAFiaUeinoaQ9DvRLHwPs4SwmlG9oLExlaJHboucH8gsVFv4cvP/80DHcQLMs6Phiy0fTqP9TaAAPWFbtND3Nd7OzwUMt6wrMqOvn2Vb5kJEYc6Duo81AlPtEFmT/l6WofMR+K/KjjxnV6TPG6sDoaP7z1pkq/Kx0pr166osdufNJdL71nrW5BCyhMRDVsPPGGEnThiqROb1EcymwsIcSWd++dNfMz26DIp1LPI+8h+J46zn9/ysMfj9qezeq5fXhP6y0t22BmTvB5sgvj0i8GzDJJU9lVeiod/P4Uj7QEp6ju9pjhhSv2evvHdK+61bnNfsxFPZXWMDHLhvL/bL29+2AlQEAzf12W090/IWrIZQTNEK/o3+dBJDESWrOdrQLlrCfb92wWTfJyhBwLY5y6c6ePjumXVdsncV+xPo572sZptoTrD/Uco8/3LlzRKYsMmjXnKs1JaWRJbvf4UfpeEfyGPjV+1wd7X+Xavlxh+re98u3DOq75y2tJQmOcGq9t1C7E7/KL5bj99mhUXRzz0poVHSiFmmX7qi9vFx+nJs90++tz3rrjH24F2YdU5jpeEdvrlzct9zNDu+AMZjzaob3c0/kM/yo//or/+T1Quf52QkJCQsM0ikdgSEhISErYzhB8qdeEnVV78B0zTAnGNn3d5ElssCQkJCdsK8s8tzjVZKzCByyR2vJ0ohAVWY9MRYSUfVnuBjMDEd3oeJpQDk+8iM3Au0gL9RYQB0jVJz7VIAOpT3COv9KBDorIiHFFGAjhynyP5pUflKcdR9+M8KqejoDpjnbFwj3SOyk96bJ8IE8ojxGWwjXyqhzTVRzrn2IlwDUjLn8e2A9nJfYE80i/dHBUr7lMGm3g+4IvSyUfZWATZF+tXHs7zIt+ArjnKB/mDkI5uxZV7nMtmRHaqPvLoWmVlj4R09SfFCp+lE2INeQTFRYQb2RhD9pGHI0AXZdFFvaRLr/wjXfli2/NEo6agfGy/CNHnyCOP9FU2zz33XF9NDd3oBRxjvdTFSn0XXHCBb9l48MEH20c+8hHfGnTo0KHFbSkpJx3YiaAHchSruLFyJ+S5o48+2vW98847RT8B5/JTNnCUHunP39e5dOg6L+ihbCykk1/1IurjtEV8X0K6+hWQfYiulUd1SLiHDvUt0tAvHeQnnbQ4nSP3lI7IHtK5D5544gk75ZRT7Atf+IITDocPH+6rlak8ugDn2Kjy6IsR24WQD5uJjewjPR4L+TIS3ZOdnOsaEUjjvmKPLurknHzUq3PpwLe+ffvaf/3Xf/m3yqWXXuokNt1HQGwXQA++oItz6lF7xXlJw57YTtJ4R3Ff+rmvMopRXLdipjTyUUaie+TTNeAc+1QuISEhISEhQ/ae4O1QeNs4QYnVnCAoOTnq5IwwA9mDLSQP7XSTr4SVEZIm+2pPHD9xxiib+2JGaCm97Qrfc0Fcf134Hg8HiCm/GTTZdUEEQiAlse0jxBaRnCDDUM8+XcY5OeeTf7nMVygrkeQqoOgQeSJRWjhCbIFExwpM2Upiw53oVA9FPY0BfXhMHQUUSGxseclWiZCu8O3C8Su83uwrIsqfryNcs3oUK0qx1SZlfSWqcCRWB3caav9wwm2+cpZWrtNqaBAQISI2y/TNAPY9WugnEIwg0UEwwg7ai7hCqGPlMW/DE7PV+jIC1lS3FQIbK/D5F6DHMLY5iyuxwh9WYhPhUH2S/rn/Cbd7HZCh3n/CqEI8ZnhdxOuI00bZ/SHo64OOTHcU9wjy58jeU9x+kQLp2xCcsJc6qIs2gCRFHvorZKlzJj+VkdhCy2Nz1sYZiU0rfuE3q8JVWomt3LVsRjeryVF+z2CXiGzE4KDOd9iB2BT8pQ6IpQedM8f2/+ud3h7aTrTJldhCe5EfW8+a/EyR/FWyA8TxC9+64V/G46SV6zxGHU+e6f2RuKHnkM632Yc63eDCc0NxgGRIe7GSY0xirIeQQLuw1WzcLsQcX3k+UCdtwlhAN74TG9qOfnf2pJUVSWy0GXnIy/jXmuL1/I2N8vPy/SchISEhYdtCIrElJCQkJGxnYFKASYaCWJVL9gMmk7og/ISL83GdSV34+UqOyhL/NkpISEjYlsDEaDyxCjQJy4ouZ511lpMWIK2xhSjEBZHZPvWpT9kPf/hDGzdunK/ixGRrQkIe9K888YFzTdaLPEA6YMKe7WkhDqh/ck/3KRfrUx7KKY0j1+inHGlKpywEBN2LSUXSRT7yxOSB2BZ0IFwDjuRX/bIVUA7/qEd1SadsEEjXfQn6SEM3ovykYx8rKEEiQjf3pFtHQN74mnIxUSSG9EoXx9gm6lm9erUTkLAHKB/l1JbKL7tVj9LiermmXGwP+QDX2IqoHPc4YhftEJejbmzM26EYKh/X5KHdyM891ak+EuclxrJR2zEClSEPcSEPUNw4xuccdU6dcV/CR9pT8SdN5RH5QjnqopzqbwryhbHFFqJsKcrKVccff7xvN0m90sVR9VEOEhpk5eOOO84+85nP+CqcHCGkQSBi1U7FFt9im0jjXXLjjTfaN77xDScade3a1R599FGPleyiDDrUdrEO+U9ciJHyqCxH7nOMy8l+gF2Ul53c41pCexMD9HMv7gOUpT4d47hzRCf1C/JDq5pxj7II+hB0kId70gUoK/9Vn3wApCOyi/zYzzmAxHbMMcc4yZxtW2+//XZ76aWXivlVH0f5onTZJv1xfPCDMU+MlIcyxAg9ILYn1gc4cl/3BNK5Rh8gD98TxCZO45o+r3hyD3nmmWds4MCBTmL753/+ZxswYID3LYG8CDpki0B57KGdGNP4Rj7p5h7xiesD+Eg6+kjjSF7iwFF543o5V36EfOjhPueqF8T5EK4TEhISEhIaR3h3hH/5On0qfJ6zLeUhnW6xfU+c4IQZyCki92RkmQlOqvnZkFm+tSKrKfElgQ5/GxVOeGP7dS1/R81WGfvdoMn2oeNvchLJAZ3vKEmX0U5WEkEFgZgESeXwYy5vHomtDLz+CJCCIJV9+PjrvI4PH3eNk2kKJjfI76h4I0Pxdl14L4cDxKBP/2WQ+wUBqvv4+73epv/aEd754V/yLngxW4kKG/cO7QDJiHbIBJLVVI8VJCH8gSBY+k9kypvbhBtNgrL4QDtQHwQz4giJSMRG+okEW+k/EIzw4/Ndb7GrF7/i8ebrL7Ml155uZBYHSEjEjr6Ir5CWWPFNpCVITaqHcydIhXq+03Oir0oHsbIpf6kHwhT9nlXf8Ie+CVltjy5T3Cd0c1Tfp/5Dj7/e/q/HHb6dZvYlm40h+cSY6ObxuSHYNNwOO/7KsmSySsi+68L3b/iXchdOWBbicKvbRft37DrbfccuiF3E5n97TLCJr5p9//J7fHySn9XospXVsrrzgu6PHHuVx42+RJtmpLzYn4DiCcju8Uv+sTfqnJj6j8dd6+Q02iV7ZmQxk2AjcWWb3W4TVjhxNOuv5eup1C6Z/qneJl5HOIrAR7vgQ712qWd3/fEP4ZLxr3apZ0dCQkJCwnaJRGJLSEhISNjOEH5QReS0vPDTOpY4rTpIVfjx3ZSkH0kJCQnbKjRBmv2RLQOTrUyqPvvss05iY0UXiGuHHnqobyN6yCGH+PkRRxzhK+uw0svzzz/vk8xpsjUhBv1Bk/eAc4gQkCpYQefVV191Ug3kAYG+yOS+iAKQJDhXHy3XZwXSIRK89tpr3ifZao5zdMSAMACUH7sAR0gSMVFC4Bp7sB+d2M217kGEwA/0xbYylijDlp2QMMgTEyCUl2v05H3Dd3ToHgKoR6QS/KN+RHnlF/mpr1IMyZMnUMQxIR2dSlN+lSE/92UDNonYovpVRufEV20AuKYM9wB6sZlr7CberCBGe4q8JfulExuURhmdA93XNUfVCXkFkhVbW/IMA5TFPsqRF5EO/Ir1c658HAHn0o3ttD1lBe5BDCNWsgt92EQ6ZTiWIznJjti+5kD56C9/+9vf7LTTTrP//M//tJ/85Cd2yy232Msvv1y0X/5ThiPj9Prrr7f/+7//c/IaK3x985vfdCLz6aefbvfcc4/HBaAjjj3lH3jgAevevbtvJQqRje0u0RnbTpvSf/CZmArERHEkJhCciCd+UI/AOTYQmzhdQA/xlo+AOmkL6kU3fQDd2IWOuJ0ph23xOFA6OuS/QFlsxk+O9F3003+lk2O+HZUei+5zTj2I2kdlBPryySefbJ///Od9S9HbbrvNx44Q65NOjugkDvii+CsPQn2yFSEPwrny6jnHsxE/0Uc7cU95VJ/SKB/7AuSfQNsRO94ZtJPqBMT32muv9e1EP/3pT/vWoqzEJtAf4m8T2SCgm/bhfcEYoK+RXzYqL77Gzx3ZEMeBcvisMviheNBvEeqTDgllpYdrQB7FGyg9ISEhISEBNHwv8O4JEpL5IoFgcsuyNfabmx5wMsy+nUf7yk9OJOo81H542WK7cdkGz8fXb+Ht4//6eUF9sZa68K4OB8g0bCd63qQnfNvC0ye/4Ee292P7Px1ZwYrzrlNe8mO97UQL9TQG6ooF6Ii9M59420lBrNbEEbJUPn895G7k85WuM9IRK4j1Hnefr4527sTHbfZj4fsgpJW+TiqhFEPys0Vrzzkv2H/3nu0kJeIPsQ8yzydOH22dRq6wmS9n9ZV+KUTtkEPJztahVDbzEzIaq8bh5zf6zHbCHkQiVtdDsJNVuNhSFD9Y6Y8+kMWhsXYM3zrhX34pz3n8TScx0SfOG/+w/S2knTHleftitymun5hQJ/H5l26T7JzQpmyRya/37CsoqqeRANC3Yn9+cNkStx29+3ce4SQvrkk/c/KTtnhNRuSjnfRlWVQdTtA37fF3nLCFTRePX+oEqgrVV0BmO22LbWzL+c3es3xMsgpctlLccI/94LvfcvIkhKxr73oxxOpRj9sNi551GwWFQELfxzZsxNapT7xTIIvmUM/wUh8jL3USt+5zX7IfXL7YPtDpNm8bbEQgi32t70I7ccRyzycSoyO/El9cTziX75Q7a+KqYrvQHtTBkXj8b3gm0W5LQr567VLP7sze6StbOP4TEhISErYbJBJbQkJCQsJ2BX7A8PO5KeFPMkg+DZLapnBVSRKJLSEhYVsGfwDXhKqgCVUmdK+88kr7wx/+4OSF73//+7596He/+10nr/30pz+1k046yWbMmOGTwEzYavI2IQGof9GfIBs89NBDvq3g1VdfbYMGDbKrrrrKbrjhBhs5cqTNnDnTV9CBCAHoU48//rgTEiAGACb14z6GftIgHjz88MM2a9YsJ1Vec801dtlll9nll1/udaF/0aJFvmKUdFGWvh4TKLhmJSN0QeYAkA7YWnfhwoU2ZswYu/XWW500gd2saLVkyRJfDQiCAiQHfGUsQLp48MEH3V9IQthEObZfnDNnTpH4KShO8VgkDfsQgH2QIogjK2NBLLruuutcL/o5nzRpkt1///1OXBFhQqSnOHaAa3y76667PD6QREQgwRbFBj0QD4kLfgLIKbQNvowaNcpX2qI9b7rpJhs2bJhNmzbN78tH9FEfPpDGEaAf+0QQ4Qjhh7hOmDDB441fV1xxhevnGt/ZjlL2AvQj6EWP6uJIHdyjnyxbtsymTp3q5B7aBd2s3oRuVpUkdvRVkaEopzpEeiKdI22IjxB2AGn0WfohMaCPoJ+Y8Jxcvny5P1dFFqIOjrQB/f+OO+5wm+i3lMV/CGDEgzbAD/klxP2lMSgf/tBfe/bs6SQnSGWsZEW/xx7y0e6KHWn42a9fP88LEe3Xv/61/fGPf3TS0J/+9CebPHlycVzJPo6A8sTjhBNOcAIc7w1io3Eun4gxPqod6eeMH/oz8eNdRB+nzyOMvTvvvNNjpz4W91t0xvHCDurgnD5Mu82dO9f7LvrRSR+gH9N3GWOMYXRRlufRihUr/AjkI0K/IB/2r1q1yrdnZXU7dGI3Qpti/9ixY10PZCyVx2bqQKfaSeexfp1rjCKMS/rsvHnzfCyOGDHC39msSkZbnXPOOd6vFixY4P7Sz+6++24fC9QBqJ9+O3v2bM+DD9hDfQK2kEa7EDvqxQ7SGIe0Bc9efNbziGt0yl9BfgGOskOxBsQSvTwHeO6ij2f6zTff7OOC8cTzCLtpN0iV9C/6MmkC+ugfiiu+0v9pI54DPI+xFx3UQftT33333edjlfwAX8sRJ+nHPGsh/eMjdXHkXUassZd3EMKzAN16Z6jfAuqhbdXuCOeqT+kJCQkJCQkOXgnlXgshjWTepvySgTwCMYZVrVgJbeoTa/2adL7EyFf6qmwMhe+6ILy9KMvXL19/COexxOkcsYWv6Va/yVQwHLEXXbKBY/ZLqRxK7+2G4J4ElM7lp/ygvlKclL8y/F0ejrITkhDErClPrPPtGx8IhkMgxH5iU9n+1oG6m4o196kXUhA+yka28KSvIJDw1F/iONTXHcejFEOgtqKsfEU454sa/cQE4ZyYNIx3hAqOkUT+vD/Ugf0S9JMuW2hnV1nmGwt96KL90NdoO0XFy5jnoCw6iOVK93ut+81/aoJN1IPf8RhDOPdYuKGc1If0YmO9/M0EeeP+jn3EqVzcuE9MqLOSn3mQj6/puF0a048dapdyiNuFduRYsV0SEhISErY7JBJbQkJCQsJ2BX74QDNrSvIkNl3HhLVykkhsCQkJ2zryf7Rj0pQJVSZiIYpAAGLylQleJnqZkGdClslqtiqLyQ8JCXE/4JyJeibsIaOwGtPvf/97O/LII51AwxFyJKtBQYqBpMAqURBFII1BdpkyZYqTeNAFsQGiA+cI/RSiyfz5830FHnT/z//8j8t3vvMd+/a3v+0r9LDtbZcuXZysgH7ICJRFZC9HdENggdgAiYV6IUpALGLlqp/97GdO4EQv8v/+3/+zU0891fMzDrBPRBaIFhdffLEdddRRTv7EDlawggR64okn+tiB1MQ4o15ICjGBgXFIOkeuRRaBvHHJJZfYL37xC48hq2l95StfcWFLPQhG3CfeK1euLBI40IP+GOiEuMVqWqeccoqTOrRSFKQNSBWc4xNkKsY+BBhIXsSR5wHkpB/96EfuGzZAJsHfo48+2vMvXbrUiVrShQ2cK/bymSOEEAgokNTOP//8ol76CXFDaEt8P/PMMz2G+ChyUtymuiaGHCGkQNBR7NRPsJcY0j6kX3DBBd7niLXaE/vRxzl9B50QV9AH6YXYsNoS5BR87tSpk/3gBz/wPojNxAOyV48ePbxfMB6IPXoh+NC//vKXvzjBi/5FHLHtd7/7nfchiE+QYsiPb2pPhPPmQOUQ2pi2ow9DdPrrX//qpB2RaOLnOf0H0tLZZ59t//7v/27f+ta37Nxzz7ULL7zQtxP98Y9/7IQ74iv9ijvnxAwyE23JFpcQn4kT6dynPvVzhLqJLQSgiy66yMc0MaF96N8Q6YgNxGpWHIOABjEx7ufoQ6QbnZwjtBOEK0hljEP0oFt9gbqos0+fPm4DzwDIr5DEeB5Rl2xFH0fqJXaPPPKIvxvPOOMMbzv6LbrRi36uf/Ob3zhpEn0QwbCNeBEP9WPFRXUwLtQm8ot79Aeefb169bJjjz3W7f7lL3/pMfqnf/on++QnP+nthS1sBcszln7IGOD5ppjRp3kO8IzjOUAf1Ypi3EcA/QbCHH0ewhxjhH7JNwJbxBJL+jr9njHF85E2glhGzCEPqq3lp8A5McRX/OK5S7yxh/cD8SOWvC/wEaLepZde6gQ9+gk+s/X54MGDvb9Kt9qfOtEP2QziIn0ePbQNejVWGROMQ54/xIGV7WgbyhKvOCb4QF+FAIwdPAd4d0EKpn/p2Ugb8Kym/6KbZxdkXPqSxjR2Ugd9QXVwBLpPfQkJCQkJCQ5ec6XXaAnF9BKZSCQVEWRKbxPlyfJlyF8H1KsnLhOkriD59IrSXOTzF66Ltuh+lJ7zO0N8nofytkbKo16o3KaQNxw5hWhDGyBFEpD/U1+vJ20m0NGYntK9Qr0hgbS4r8hO0sKXif9bauu8DqF0H2gHlCKi/kL5OCb1iUv19RRBhlKmIhqUKyQoeywlqI4y9eTRsHB9RPfibNk59kiyNPmNz5xnkC2RkLmclIXKtQQqgxWlsnE1fIeWEPIU+0CWv6I5MbxMqKOQWfrzUt+WTH956H5T+RISEhIStjckEltCQkJCwjaJ0o+eAgoXHGrDP/wM8p9C4Ty+bo3wXxFJuC5UlZCQkLBNov4fprJrJkyZuGXSGsIKK/EwWcukO2QFiENM7pPOBHheR0ICfQLyAKQkSA+Qq9ia9rOf/ax9+ctfdkIHhBGIDhAHtLUhJCJILxBlOnfu7GQbSGFAJA9AH4WQAOEJIhlkBLa4hbwBoQFyDYJetj1EIEKgn1V4II+JLICdIjtASEMfhDvq7tu3b5Echy6OkB2++tWv2ic+8QkXCEuQl/AVUhWrhkGQ+I//+A8XiB2QGSgL8Yc4oIPVsCDraeUvjSN85Bp/SYPcgG5Wr0MPOtGDPZAvIHYQQ+L6uc99zskcxBWbIHTgG3oUO9WDXrZ2RBdlsJuxTT7qFtGIfKwspfaBtASpCdIXcSfeEDQQSGdqZ/yFDMJqTIo3kG8cIW0AyBwQZLAZ0g02QXrCH/QSQwT9pHGfPgUxEcKL9MQkE0T9BJIJRDFIWx//+Mf9iF4IJtgPQYstGEmH7EOfhZiIXegQwUSxgdzCam7YACkJwg1EIdoHO9FLH1e/YZUoVsciP4QhiFEQkOgDkCPJT1syJiC8fOlLX7J/+7d/c0IbZYYMGeKEIdoEH2WP2rIpxPkox0pmv/rVr7ydjjnmGG9fkZpivZCZWMWLmBD33/72tx4bhDFA7BgrjFH1M9oVIVa8HyAW0WchVdHfeIdoLFNG/YJ6IUYRS9qKMvRL4gfRCKHNiA3xxHb6PoQzSJXEBqBPbaVzwPsMoibjG120OW1CnOnHIjHhE+c8f7CF5wCkJ4h79GW987Ad3fgKIRU/KcuzhjGA3XrOoY/6sBkfjj/+eH/W8B5FB7qIv2xV/PGBPkg6aUonP88NCFm0H/2Eeonxxz72MfvABz5g73//+/2afo3wfMQuxhdETQh9gDaGEEa8ycc545W6qZe+Rhx5NkCOpW0Y1zwHeB7Qj/AJwVeeh7QRddF+xJrnBSvyoTf2A3CufoAtkOchfBIznufEjHHPuILEyjihLs4ZGz//+c+9DXn+8fzgeYDNqgc/iC2EWp4X+I99aid0aaVZYkA6+ujzEPjRR5ujB2ArbY69PO9ZbY28jGWeMxDvIPTRl3gOYyfn6MYX6iROjAXeRXrOohe7OcagHiSOWUJCQkJCQnPB20PC30K3qrdJZExsF+exgHLH+H6GJkgtDQtURDOz5VC5fvTxJYG0TndjaMLvZkLhyUsR9S42D/k6mqW62Rlbiebqb7YdhXYhL4OvAM7UD5qlphkZG2RpluLKiL87pVvSUrTsG7ZMP65QcWV7Nn8sJCQkJCRsnUgktoSEhISEbRINfrwULji0NYktlq3uj0AJCQkJLUT+j0pca/JaqPSHJyZbyYtw3rI/UCVsz6BPQPSBZAHpATID2w9ChDrvvPOclAPpA4II5CxIDhBkIPRAMoDIA6lAWx2CeCIfUgKrprF6kFYkgzjASk+QWlg5EAICBBvqhyRE/ZCK2BqRVXNEzhCZCp2s7KTV09AHGY3Vk1hVB7tZ8Q2bWf0IeyHBoBfyEiQGfGEVMgh0+NGtWzdflUdlIMZAwqAMRAbIGqxMpW06AbZA8hGZAaKLVrOCNAd5iBWVWIGIOOIrBDRWWMJWyDKQPzhnxR/IphAl8uQI/Ics+I//+I9O7KI9IKpQP3k5Eh/ysRoYJCbiyCpIkDMgkLACE37hIzYQe0gcEDfwEXLNWWed5fGGjAPQK5FNEM2IEbHHfggfxA+yjPQj+IxftDd9inPaDGKUnkE60gch6kAsoU0g6FCGPohe/MVm2oy2pT2plzaFoEfsIFWhS6QVBD/YxhJCDGQ6YkEfg8BETNCNTtqGvgbRhxWYiB8xgXREP6LPYz99jHPIcJBwKAdhCmIM8cNmiDqQ5ljFTW0iP5sDxQPhnNWiGDuQwbAfQpK2BFU+wMpSkK0YD9jP9pSQ7yC90X8h+zA2WNlLBDvalfIcaRf6GGQqyDu0lQhs5FU9nJMXUqqeFxAKiQ3xJF6s1EibMc5oT8hHkIIYF8QbshFjGEi/2o4VvlhtjjiL8EWbsEIj40ZjFD20F7HnWcQKZ+hnzLKqGEQsYo9e9ENugsBGefLhJwSpP//5zz62aUvuYTcrtJEHv0SW5BkmMhl2ajwI1EG8iCV1ch/fENoLEizPSJ57rAAI4RYy12GHHVYk2PKsgGCJ4AM+3nPPPcVnDv5AqOI5cMABB/h4oy2pA5vUrmwlCvmR5y3ENPoufYBnHaQ82oWV6HgeoY/6IPHpuUE7QtoiZgB/JPKP5wBxQz+xpC76A7oZbzzT6Qs8UxivIkDz/KIvUj+EX41XgG70UpY2Z8zyDKU8bU0b0fa0E88BnkHEEH0Q9CCpQToFagP0cw6xlHjS5vhIu2u1OGykz2pbWfyi3/Kc4PlM21AWorH6FHqJO+eqC/vlS0JCQkJCQqvA52JLfqY3kV+3K2XL35c0QJQY34/LNEfqo5F3ZvkCZdHMbDlQd6n+htXVvy+0wKwKKK+3KVSsd/MNKguprafaLzLb+fbxY0EaoOKNDA1vZ3GRXkH5GuRvkFABzc3XZJs0s92aqE+362VpJH9TiOPl36Qcy0glVIq3kL8v5PMVUeFGxfzNiWlCQkJCwjaJRGJLSEhISNiuoB814WdrWakuSIN7oVBzJfw/ISEhYZtExT8ghfR4IpUJVElcRvmYZBUxISEB0CdYtYitKiEisJIOZAQIMWy7xypCEIQgcECOYCKfyX6IS5CIDj30UJ/shwTAajfqdxyZ6IeYBWGKPBBZ0M2qSRBK0AsZCwIORDptHwi5APIKxAsISqwsSJ9FIAtAdGFrR4gO5INoAJENIhK+QKaDaAN5BGIZhBZWaIJw8dGPftTt4BziA6QLtiOkjjfeeMPzQ66AdMJKR5CCRGSDXIGdArFD8BW7WGUK8glxgYDBdnSTJ092fayQSPwQiBoTJ070+8QcYgXkErb+09aFGscA4gTEEgggEE2wA2ILY1nxJjaQWCCvHH744U6MwUdIGvgBGQrfIHZBTsGeBx980AknkDQg02AL8cY+9MbPEc7xkW1KIYDgIwQS+g3xpZ0pR1sSR8hjbPMHAUuEM4hGEAFpF+zFL/RiE7aQVwQy4gEhjz7FqlC0OX2R/ode6oVARUzoU/QddMpmzilDexEvVrciJqzkBakHv1nxCXtpE2KDbkiI2AlpjH6F7RAqqYM+DrkHX7EJP/CTVa9YNYy8EMAgKbGFKf4RM8WyOSAv7YpQBlIO9dKf6CeQ5ujbgPv0FQBpjr6MDZAL8Y+yrJoHmVEEO4ht9B2NJYCdxALiDv2AlbXwSVBMAXnRCckMe2gv4jVixAh/XmAb+llNjbFNfRBUiTs+MObISwyB4iK/Gbu0F0Qj4s/445q400boJfaME8YVxEfGEfkZ2zwPIOsxfmUzoO+wKh3ESNoW0hZbwNJOPIe4j370QuSEEAWpDEIlfRcSFeQ64hbrje3nWaA+iC9cK3b0Mch7kNJ49vGcok9BkuPZyLMLwiGxpS0gXdGmxBI9AsQwSGz777+/kykF+oFIbPR7SIa0Dc9n+gTPR9qBZ0wcR/o/seIZTR7aiGcdsRIhjH6CXoR6eH4QN4hpH/nIR/ydgf20NbGkfoR6IE0SS8YE+Q466CBvI8ho+AfQCyiDDsijIrsxrliVTzYTR54vtD3PUAiHIjtCxuNZhI3EHL2yndgTO8Yn8SMmEAkhrfHcpv3jvsU2spDZaBvKMHZ4HmEHumOhzalTYzYhISEhIUHgi6H01dDwuu3Be2gHeBc1EcR83BtiB4nT9oYKDdt0exfQIGPb9IOS2tSvtieEXxMuQoPu0+Zo6/6YQ4sdaKv+3Do9MrfFZickJGwVSCS2hISEhITtCvoozX4ilETpWsK7mM7khB9DWpDmHBMSEhK2RWiitBJ0X8KEd0yCEHSfNI4JCYB+wqo4rGAEWYOVgiCwQDKBsMJ9JvZFkCANshJkJ8hmMdEEEhCT+eSjHGQAyA6QNSACQBwhH8QiVmKCDAFxQfVwDomFrUG17Sir5EBgiYkJEDuoH2IBhCfIWqz8BWECW6WPsYBAToA8wkpOEFg++MEP+qpAkDq0TajGDXZRHlsgk0BkgGjCakOsBgXJBGCHCCsIZJCRI0e6j+SHAAOBDbIYerEfQoUID5ACIZRA3IJ0hA8QOyACUT/2kBdgEyQaiB34C8GE2JGPujXusRkSG+0IoUdbleIH+clD3ZwTJ460GSscQQKC6AQpBMIbutWWgLL4ePvttxdX1mKFKrYUFKEOUhdH7CY/hCa2Q4QcRftTB4QWrZpGHcSEfoJeVtTCdgiSEEZEiMJ/9NIHOae9aDf0QtijLYkJ5BbFDLvJS39iFTf00obaJlR9ULHGDvTT77kPwYVYox8iIKursRUnJBr6E7GjDspC1oKUBFEHEhBtyZii7bkPmvvMRSdxpxxlqIfxiE7GGmOJNsNeIP2QdOiftCEkNAhRtAdEJAiQEH2Ivwhk1KNY4dOYMWN8VT7GHM8AxotAPvVd+i39GjIa/ZYxSJ/jmUAsyYP9tBdliBV9hJWz8AEiE2OVcURe+Qkox5iACAp5DPIg4w/fIDpynzbDL4T2wvZFixY58QkiE/bTL9haNQbtDfGRsQn5kpW1sAH7sBt9IoxRB/7QB/GTfgD5DYIj9WlMYDc24YfiKV+4jttc/Qs/qI9xDlGT5xEx4XlG/6K9lQehDHWgC4G4BnGMLUjxAcgOjT1shNzHmOM5wLjiuctzAD/xUeOJc54bxBiyJM90YkSsGGPYQF7yyc9ly5b5s5P+SCx5ruIPuslL/ESW5cg4oA9DHv2Hf/gHH4eQlSGAAsWNfDwDeZ/Q/ieeeKKXY7wTP2yhvTinHtIhmzHusIXnEnohmpFHMeMc+7jHym7EnDHNM0cxj+3GV3yBWItv6CUm9EXS0AfU5hxJoxz1xchfJyQkJCTsWOAtEL8J8tfbLdrb0c3W3zpSRcK7jM1t9wbl26YflNSmfrV9oX57Nug+bY6trf+0lT2t16OYt2/cExIS2gOJxJaQkJCQsF0i/kAtK4UJCZhp9Y/cCxkaOSYkJCRsiyg+9xqBJlLJx2SqJlRJE5SekBD3J4gBEKQg60AAgdAEeYg+BehD5KHvqH9xZFUiSBiQgyDHQJZi9SD6HeAIcYRV1yBTQa5hxSaIESJ+kIdzdIrIwDUkGUhgkB0gNLHyFkQDgXO2O0Qv5AW2m4O0ARkDiFyAfvlBGYg6rMDDakCsIsRqRRAelEdl5ANEBlb2YYWiD33oQ75iGWQlQF6NL/JDkmClH/xk9R5WxYJAhD8A32QXaVxDlGFLP8g9xBGyEXFFHzGRfmyHTAFJh3aCIAXhRnoA+SFxQbTBBlbUYgUu9EHOAOQXMYYjZfERoiGrGLGyFqQk4k0sKYe95IPcgT+s8EUMWSUJeyG2AWyFCKK4UBfnlGElOIggELxY/WrFihVeBpsRiGZstQhpCd0QniCLoIdYoBdRu2APRB0IPSKlQKpBTxxvzlnJDfIK8YV4x7aqrOKEbUD2CthDWzImIK4wJiDJQJQiLzYQO0Q6KA+RjfaHkMQKWLQX9ZAPqJ2aAvnQix3UhW4IZWxv+bGPfcz7Iqvh0SfIh1AHK9FB0CPGkIVod3Qwlukv9HdiC0EUwhL1yG9IhaykBdGNdmUsYzvllY96ONJnISLSZ9EHCVN5Afk5J/a0GdeQjdiumL5FO9DXIKspj+rhCMlO45oV/1iFS+OaPOSnX+Kz6oQECaGLcScSGyt6xcBnCGkQwHhesfpirBd9jAvO8ZNz+i7bDBMTVink2QgBkHqJB/bTRpyrHEdE4Jz8irWAbsh69F3ijt+0FZA+gH7Fh3T6GMS0gw8+2H0mjfuyiXpEqKX/8gwlHqw2hk9ANsl+QEzpQ7QNBDKRPUknX+wDz0ARSFkNk7bNtxH9U88dwDhkxTx0I4x3xplsphwxYXxCvuNZxIqfEN24j53xcwuQzrjj+QKRlXKsVEh/5HklezmSBpkVvcSFfkufiGOLn+hXTCDMQWSEBAiRkS2meR/gl2KIr7KfYxynhISEhISE9gfvnNJ7hzdk8744W4tCfZUqan8DKkBxyEuGvFnvmpnbDbL4luKYj3t9aTreyttMSKErjevKo4V6m4mSPxX0lzJsGTSoT3YVJH+/Yv4dDE3GJY+WxameKr9Q+YJEGVR1vTLNRk5vA2kdytuzGfpzCnVZv47N0N/maKr+wv0yjtT3KSFhx0QisSUkJCQkbJeIv/3yAnzigqXVGki42ZSEbAkJCQnbGnjuSSqBiVOkEigbT9InJAhMyEOmOPDAA50kA+mMvsSkPqC/aJKeNBEhIAVANoI0AzEAcgUrRJFPIpIWpBHysAITxAEQk1cQ+idpEAgg6ZxzzjlOeIEkAWEN0hL5AGQDVhaCmANJA/shYEgnOsjLkbwqx6o9kKkOOeQQJyawElNMtACUhwCBr5RnpR62JyQ2kE3Ywg593JdebIdoRDwgSrEdH36z2hmxU16O2AhxjHNWtYJIBzEJYgcrYLFqVawbYE+vXr2cHMWWmIMHD3aiCvkAeamHGLHNKsQYtszDbtIAfkE0EUFDQDcr2GE7JCDaCiIcJDnsJD/1QOigfSFEEQdIPaxMJP2xn9RFWY7cZ1UwyDGs8gS5ixWhgPKiFyLKL37xC/vxj3/s56QJ6FYfFIg5fRVyF+Q+CDKs2Ee6QBmIlJBXiB3kPvykX3JPkH6B+/RnfKQchBdIYQAfZQux0Tn9CNINK/FBwDr33HN920j1pdj2xqB8lNFYIxbED9IQ5DH6DKtW0bfJB0mM1dAgfzHOWJENQh+A2EifJbb4wupWbOkKZDtjknRIQKzIOG3aNCeGUb9iQz4EMhIrdhFL6qI96cfSF/cB9TcITazux2pp2HDUUUe5TcSM9sIPlYUkCSGJGLJlKat+xW0qO8hPOuMJWyFeQpKjL0CWZSU25UUgRbLCFwRW2oj2pF5B+QA6sZ3Y0XcYE9hEn6A/cZ+yMVFK4DpO45z8GkcI4LlCnyWOjCf6sraqJC/xA7IJkAYJERIb24RC4iQG6oeA/DwbIJZBMmT1RuJOfdxDh9qIMipPW9Nn6LeQvOhL2MQ4jv2hHOQ2+hP9BTIbREOeFwJ58Jn2VVl84xkGUVXbj7JtK/nID6ifFdLwDXIqREP6Djo4xu2FD1xTHsIezw3eF9gPSRZ7FEOA//Rbns8i0zKGAPmwQTHBbvRTJ/2I/sTzWStEopt8xC32kfLYpDZOSEhISEhod/grNHpPF6RdoUrKVbRFDKiEEAevW8cS8mblrxNaCvpc4fvH/y2HlvTLkr7/z95/wOtVVPv/eOwNRaqgInBB8aJXvXivXrzq9fpXxL9YvqIgYkfSk5OEBEESQPRSBZIQkBZICKmknJZeCZBCiSShpALSxAZIQIRwzvzmvWavvefZz37OeU5LTpL1ebnObjNr1qxZM/sJ++OaNkGUtqNeB5H1p512dzbKHKx2edFn8fOK5fdwdLWfSnSVooVHVSKyq+PKWoC20w4/5Pypl6XmdsC/nQ5s6U72GAy7FozEZjAYDAaDwWAwGAT6ATaP+B4fWvVjq8Gg4CM8ZKd99tlHSDKQYfRjPEc+yENw0I/zGlOQAi6++GLZUpBMRRAqILgALQvhgyxYEMcoA+mJbG1aRskglEWITwgFkJHIhAXBg2382CpSyVKAOmPHjhVSCqQVtsCE+MZ97NM4z8c82bQgAbGdKCQ2yA4QEYD2i6OSGnhGdiBIIBAr2DqP7TEBerUO5SHFkJmMjD2QXiC/QILIg3pK3IAYBkkCUg8kCTLbcU27sa8hmpARCiIdBBYyQuEPtROgF30QOiAKkXEKMhNEOqD9ie3myNgyJpA/IJewFeWECRMkwxFEHm0D3zLmmtUMogv9hZwC0KtjqH1EIMHgQ7I3QX6BpAfpijLYg2AjJCOINxAWyXYEMSmG6qQNwDlkOwiAxC3bzkLGw04FdcjkhM0QbohBiJRKuqoEMpNRhy1tiUGyO0GmArHvENrgSD+ISepgj5JpsLOtiHUDsn8RT8QucQIRDwIQzxkfCKVsw0jc0T7EMnyMDuY3dpDhirhgzkD4oi5xhb+YO5BFGVeIOpDc4kx/+Jz+0RZznPiDDAT5CmJS7E/KU466GsOQvSB5Et/YD1GJrIi6NSRCWQSSJOQ4yKmsARCbqI8e1a0+13qQtth2EmKVZnCDsAroI+VYUyDo7bXXXhLn9AMdeXAP/fSXfmEPPoNURXZF5go6KaP9aw1aTgUQl5AjiUsIcsw5JVVRHv0g1s+9Sy65ROY2QjYzJVzFwG4yU+JHYpFMgsQQUN8BjnpNn+gbsUU9tpZlLqIrbz9jB2mMtRfdZNeMM7Gpb2K7mM9xtkUIgcRlbI+S2NhyFJ8whvSP8SMG4rnEusXaQpxB6mQNhZymxEfqqV7AGgSJDYIv7yzeRbrGaLnYbs5pk7nBOso4kckPEhttaxkkRtwfg8FgMBgqgTdF/LbQ6/x9RaX7eVRbrvPAe9DLjm64g+3taHN3O+Scp/6MpRylv5nahiTOImgb+Xb1PshfV4siXW1VFOtor3QEHa2/O6O9Ps7qlMdja9C2VEcsAV5fdlEBSbulFdPL+Hb+ujMQ64wlQzV9iJH0J0Jet0pAefliVFuujSg1RhDbmHtkMOzxMBKbwWAwGAwGg8Fg6DDsg+ueDT7Us03afvvtJx/4yZAEIAdAHoDMAcGBo364B5BAILFB7ILMwtZ2SgyBbEA5iAPc5zkEGYhYbCEXg/JxDNImW99BkNJMbGxfCOFFAYkAYhsZzyCNkdEIkgw2A9WX1002KEg+73nPe0QvGajydYCe02eIW5BiyN5GP8g6BGKyAn6BhEX/IHaQIY4tGbFZbUDUnwpIGBA1lMQGIYSMcpTTstTDn+iGwAYpBUITWaIoo8AeiCSQV9DFdqKQLyinUJsRwBFfQoL65S9/KcQRsqXdeuutQoJSsg7lOHKPZ/gBkhGkDrKsQXShDH5QcI196MAuykCMU3IU+nhOHY7EIUQb/A2ZB7tUhyLWjw62YCQTGz4hBiB2QRykHqANYlCJd5BXyMAUZ40qAiQ2xg/CDWQ9CC8QboDqVqh/sJNMbGSzwzdKYtP4qgaqm2PcDiQt5iUxC0mLrXaJG9rGv5DOIOdBFoXIxdxQUhF24XvIT5CTIBBBtuM5voIMCTETAhzPILuRKU/JUdihY0U8KokNUg/tkRlMSYkqse2AdiCQQmKDSMj2vxCPiP94XeGcsaIMPqRPjJ/GgpbBFs51nSHGIbFBgGL+/ehHP3Lz58+XspShPCRTMrDtvffeMq7oVZ0ag4jazrgRh9jDnIhJbNijUB/l+9waILENGTJE5irzjnmlJDZsUn2xXs4Zx0MPPVTWAkhhzBvKxyBelMTG9qqQlJVsmtenwE+szZDYmN9kYiOOGFv1iwokNuad6oaYqoRdnut4xoAwxruA9ZfxxXYlNGtZSGysKWSRJLbY5pj+oY941PUIcMRmxhhiGVn4IFZCDITMSlls0fLELWMJ0Q1/M6d1+1aFxgGgLm3zLiJDJvHO3IKIS7s67gaDwWAwdBZae6tU89ahzI59O/Ge9bKjG+5gezva3D0FXebXVhTr43yRVqq1iLJ6bVSkxdt77AjQoWIoR8f9k6x77UTcfokNZTfy6Fi7HUWr5nUSKrdTbf93rJ+K7d1542QwdBcYic1gMBgMBoPBYDC0CfbR1ZAH5ACIK5C0IAFACOBDPh//Y2KHEgIgDQDN3gWJDVIIpB8ISHEZiBpk3IEUQRaoQYMGuWXLlgmpBuIJGbgg0UAmgOCEQGRiO0PKUodMbLfccovYqYAwAREHEhtkl6FDh1YkscWAxEY2qzyJTfuXr0c/ILsoiY2+ViKxQaAicxQkGjI+QdKAxER/IJDQRzLToY9+0m9IG5BXIMnQV7Z0hBCCXvyuZAmOkK8ga0E0JOuWZmJTYE9HSGxs36okNjKc6VaogCN2QAyBZAcJCb/TDqQRiGxswQlRBWIS9mrcUJdz6tJWnvzBOfe0Dcpq39EFoYx4gRCoMcN9fAppjExsELvIxgfhRLf6AxyLSGyana4SYhIbpJff/OY3VZHY2OI2JrHFJMm2AH3aDkf6hN+JQ+YoRB9IbZBs8EVjY6MQUckwxrwh653OF+zD95q5EFIeRCj8gk854kfGHoIR5B7iUueFgnPGBzIQGa3wC+2RpQ7SED4jvjlComKsIGUR98QXGR7J8gaBiX4QM8QD7aAXMObohkxHrENkZStV7gPKMSc1VpRox1wgix9zGv+QORH9PNdYwEbmPtuJsm7gT+YmcYs89thjYjtzkzhm7SJ7G1ntiAP8g99Y43RM1R61vy3AV5DYmPftIbExvyuR2JgvSmJjblRDYiNGiFclsTGvWiKx8VxJbKyrbSWxkbmzEokNgh7ziJghPqnL+OAzxorxZg4TZ4wZW9Dqu4D4h4RJf9DL+GATulkHWMN1K2T0xsBu7SuoRGLTmNVyejQYDAaDoTJ41+WE10csQI4FZYtE6+wIlNgZ21EBadkOojU9ZfYUSTvQWfbvLlB/RD4pvUx83ez/bYoU+D+qWoac6jLo81Am1p1Ic3zdfpTagN7ktM2I7VE9bT1WAcpVW9YQwfu4JVG/pv7Nl2kFhWOC3kRyutJmKqClZxkinW1opzXdpXXyOlXah3J7En15+1szsouhdpbZWuTnpFBxHYNhz4KR2AwGg8FgMBgMBkMJ2vox1T6+GiCSQL468sgjhRwBuQAyhRIp4hhRUgAgs9FPfvITITJBfCIrFkQJyispAcLByJEjJQMS5KsTTjhBtn287LLLhBiEQCqCCANZhK0Jye5GVi10kpEH4g0EnJjEBrlg/PjxsuXdBz/4QSFSdUYmtrgeoK9xJrZqSGwQOyAKQfQikxTZm8hWBYFC+801fuHZz3/+cyHeQNrp2bOnkGvQhyhhBxIPuugr5boqExvkFfwOoQaiiI4jtigBDdIIZC0lDEFIYWtBCDmjRo2SjFgQhiAvQSSJ20Kf9k3tQC8EGG2LPkEkYktAiEgQadjWEIG8hx/Z4hGBuAUBCOIgvl+/fr3EibaJzo6S2BhLJbGpzTHUp9itmdgYp46Q2NRP6OVIn4hDxog+QNhhTjBPIfLgIzJjEZ+QcyB+0a7qwTYynxGT+IGxIjMa5DjmjWY9hDCKn5nHOh6Ac2KR8US3bidKP2mXOI5jmzWEI9kDecZ9srBhO0SjU089VcYWG5U0pD5kHWFesx79+Mc/FkKrZpVTf6hQHuAH1g2yd0Hcom2ITPocsF5Bjtt3330lZtl2EtsQ4pb5COEWkhj2c866RGyT7RH/4FtIfOpbJWvGvqoW1WZii3Vzr60ktmozsSmJjbhlHdDtRGMSG+CYz8QWk9gAY5O3KSaxMadaIrHRN8h9kMeIHfrMePB+YP4yZow344G9vIcYeyU0M1cZG2xV22mLNuNMbO0hsTGP0E1ZLWcwGAwGQ3XQd2P0jtRXScnRP9ejoOC4o19BtNeWNttavhKq0oNfWpJ2oLPs312g/oh8Uu6eIt8jrSOnugz6PJQpaEMe6LG7ANuSY4l91R6rAOWqLWuoAO/vEvFQn5b4NnlWDQrHxNeX+8kxKpO7LENLz0qhfYjaiJRHpyny13mU14n6kUonoUxvIq0Z2cUo9wFQu5JjLNnBYNijYSQ2g8FgMBgMBoPBYDB0CHyQJ5MNhB3IA7169ZLtBfnAr9ls+LCvxBFIR2TEgUQDIeGYY44RIhYZ1nSbRsoBSGwQiCCxkV2HsmxTB1EBkgTnkCE4QqBhSzi2BOScbDlkEeIehDXdmhNA6iFbGOUo01Imtpho0JXbiUJig7QDsQOiGUQJshUh3/nOd0QH24ZCiqHP3EMg6eEXtiuE1EImNtpFp7bBGEGowYcI2aqUxKY2ULYjJDbIINgMiW3ChAlCXtHxRzjHJogd+A0SGds2QpSBRAYxhb6xJSqEROJjwYIFUhailfqZvnGOLtpHrxIUOWILWbUgrECQIR4gjxAHxAwELnzKfYgrEKkgPEHEYjtE9CuwuzNJbEB9p1CfMhb57UQ7g8TGObqJf/rBtp9kQIPEA1GLuQiBjPlCDEH0w9/U0brYcPvtt8s8oT+QwyAiUY65DgkIohYkyoULF0pbgPYRbEEPcYg/8Q1jTlYzYhdSGmMESZV5xTlHxooYJ+6JK9pmDGiH2GDsGS90a7yzjkAagvRK5jQIS5ATY6IjwC7qE99srcqawlrAVr70DRKl2g7uu+8+aXufffaROUoMEa8I/ccnxBRrkfaBeYpPiR3WDYhuMYkN22Ob2gLNxNYaiU2PgPOuJrG1ZzvRzs7ERv8OO+wwyWipY0QWv+9///uy5tM2R4S40jnB+GI/WzvjF+xAsIm1ASIc8RqT2LRPgLLaV1BEYrPtRA0Gg8HQJkSvCk7zAlo6VpKdhco28C5v32+idiEyQO3hF5+el0mV72wtb6gGfrwTZ3HA/0UiRRLHxuPQtt9RWXwlqiq31SGUtqFShGL7K9dv67EQPJQCmT9KEFXWotGtiigpU02FXRQ6Zvxt8n84xgLiI8X1mUoRKj8L48SzonhFsno6pgXjmkPJPEpE9fF/4VKJ9UsdLVw1MnviNmKhnUxlVF5sDNdZs9lzgdzMynNZpDvUBYm+qP87FIkxHNS/sSSPPbSfUV8Nhj0QRmIzGAwGg8FgMBgMBkOHwEd7CC5kP4NcAOGMrRnZVhSSDBmDIBdA5kIg80DWgbjCh32IKhASeKaEHSUCsAUchBeIPe973/uEZAChBeLDaaedJoQ5SE9kaeKo52wHCLHkpz/9qZCOINpAVlGyA8QrMjZBbCIjFLZ3BxIbRDMlsUHAwUeQL6gPoYz+0i8yYnGf/nEPgWBEhjUIO9iETgWkCQhyENggeJA5SklsCuzpzExskIAgJSopjLrYhdAuZB7awm4ILxDKIBBB+kEP54wjxBF8hh8hutAX7Z+Op+pmPMj+BDmOOISYhV5IKscff7wc8Su6aROSDv445JBDJMMfGeDQo0Dvrkhii32j4B5zEiIP2aTIPgjhDHIWWcWwE0LklClTSghf1IMcyFyG9MT4QAKif8xPiEr4lnkEAQibGSNAv6ivfUYnxFQIjJDMNDsh8QuRFdsggzHuCDHOM+JQ5zWEIDKlQdbUeIBAxZF2iKvrrrtOxp9sXJDNINlSXreWhFjFVqBk65s/f76MKePLvGN+QTxCJ/ZqX5if2Lr//vtLX5mDzD9ijfWItYdr+qDzU+cvdrPGQN6i/7F/2gsjsWUkNsoDJbGRgZP+YQNjQUwRQ7qGEmscGTOOjDljxTuFuGYdYJtd7FbbySCIv5g7zIE4ExvPAXZoeWAkNoPBYDB0GLlXBZdteXv4XwQVy++M95DaX94y7/3Sd/+ORGxXkVSLtpY3BMS+zkuKkos2IlGmMZ9clklngXbQp0Sn6hHmQWfbk6JEcefNty6xtZtDXVlN31srV/l5ti5qmSIJ0LJtH9e8vnJSVYLoouR+RZTao/rykiFvfyvXOQWxztyjCLG+HYzIoLydKgH5fhsMeyaMxGYwGAwGg8FgMBgMhg4BsgFEhbq6OiFs8LEekgfkNAgCkJRqamqEcMHHfAgFkC4oAyEBAglbYEIa0A/7SsKAkMLWgxCP0AvhASIORC0IKHqEYEL2HMgHeoR0w3OIK5Ay4gxbkAvGjRsnmZ8gUnSnTGxkqIKAQyYx/EI/EPrJkb4h2mf6qPcpo9t4xmQKCCb4GZIOmccgZVGOMgrqdITEdvbZZ6eZ2KZOnSoxgfBcgR16DZGDbT+xvb6+XrYYhZjSv39/GRe2boRYBQmNuILAsmrVqpSsxBF9agNjQRmyK0EygVwE6YTtScnOxfaX1EcgNJHJCyIK9hKL2H/PPfeU2Et/HOYZCgAA//RJREFUd0USG/oQ4gr9gHPil1inv/gUwh/zFvIO5BwynC1atKhkrlAPghEEKWKD7FbEJ9uvrly5UrLm4RfGi7kKeVHjSm3QPqOXWCETIP6EJAV5ELuIY41hhHPGg208Idpxzn18AnmJOa39Qy/xQLsQ7iiLXuYbMY/NkJnYPhbyHs9YjyCdQabC54wTRCYyAEJww+8qADsgT+23336ij3WIe4jOR52TOh95xjVjT78hPWEfOtV2PbYVRmKrnImNNY4xhbzIGsq4MB7EkY6XxhnCGFGGGGTusg5q3CKA8SOTHu8h+keGPyWxKaijfQVGYjMYDAZD54F3nZfmRCpdF91vfi27ju+L+Ev5uyMQtxvaBjuifdqI28nOvR3N/neriuTHyduJGDoFieN1PNJxkBj1//5o/mcmTf43eBP/JvG/aykiBdsHyGRIAOOZb0vPdfz9qfxtJ9J4yuIn09daPGmdzpByxL8/OQtX+X87+Lrah8gnlfVWur+bIHNU5h+VkvW0kuDDOB5UKiE8S5uV+eHrMx/iuGXOiF5/mkiM8n9rFLXp78k4e12qP50PXKvd/jSSUvA8m6cqKRkujam8/UkbOf2tIimk5dM6aT+83lSyPqT2UDY5pnUFoR+dhbz+7Jo2KvhCbPWHRAyGPRlGYjMYDAaDwWAwGAwGQ4fAf5SCwAARAUICxIR3vetd7uCDD5YtBtl+jW36IGdBKDniiCOkDEQYshORDYptCZW4EJMHYhIbWZAgDkAmaA8gF0B2oQ2IJBB4INphW3fJxAYxCJ9BrIIAgp3VAn2Mg/qP/iq5A2IWZCPGAN+Tsa2zSWxkYlMSG9m80E8mNmxSO2hPCTyxDkhhkHIglMydO1cIYJCt2EqScVefQFyhHCQQJS5p/Xnz5qVkLMYVwgtkFYgk2lYMSDPTp08XshsxCrGJGNgdSGwAnRrvAJ9rNinGFx+xhSqZ7vAtxCCIkxB5qKt2Up8xxI8QghgTSIL4GuIURFVIcZrFLfY3x3issYc+0SZ1yJSHPa35Exu0H0B9hui85khbAP+zRSrrBvOOrSXZMpb1B2EeIKxF+Jq4hcDHtsNsG8m8Q5/OJwD5iVjcd999Jbsb8zpG3M/WoLZSXvvSVhiJrXImNsaa7IBkCMWuGLHNLYGYUr3Ygm7WTdYX+hdnYlNQXvsKjMRmMBgMhs4Cb4yulK4E+nmj/tPLC17+7oW3M79wu7ptRb6feo3wryH+xYVd/CLlXz4Im+O/6AW7pW7Cggp/DR2F+h8hPhDGQkXvxeU6glhP3J6ed1ZbcRt5XdX+9tN6nSExipqXcrkHWjfeMjOA3+elv9EDwv3Ssrsv6Kn2tT0SPNUSSv2pEsdqLPq8LdAxz+uGUhbrRrSMSjmK7Y0l1hfPcY75smWo+CBAH8dtxKLPVQD9j68DKsV3+5DXr9cq2Ka+UH+U2MufCPZvR8OeBiOxGQwGg8FgMBgMBoOhQ+A/pkB6IKOTbhFKJhwlVyCcIxAAIK6wvR7kNLJhkblJ/4MMH/aVOADYihTiANm4IBBdfPHFQsRRQDQoIkVBEoCQBTmGI2QCiClKTuH5hAkThGjBloNKYNrZJDbNxAaRiaw/2A4oiy4ldlCPftA2R4gakK+UdMPz2Cf0HyIVuiHtdCWJjSxqEGp0u1IE29UmbHz++edlLOI+8YyyjA3xBKFt2rRpbtCgQRI3xNT/+3//TzJgQR5Bn+rlGsIM5CKIRmRVg8Ci2f1Udwx8gn62p2VrS7bAhahE+wps21VJbOjVuQHwFYQiiGaME7EI4YetFenX5z73OXnGfATUwy5Ez7EHshd1yUaGnyHA4T+ympHFjX7EfYxjBj0Qj9gOlPFU3ygZiDLYqTrydekP8YZQBtE4ApTnHnZiG74k5mmHTHGQn7CVOc89/MAaAGGytrZWtvqMx4NY4ByQrQt97373u6XPbKWqNlKWuEa4BqoD27gPSUv1qT+1nJ63BUZiq5yJje1EeWcsXbpU+he3raAOY8OR9hgbHUMdL+KNOpRjHSezG3GEvyGx6VxRoEf7CmjbSGwGg8Fg6Cj4JQfpC0JVR4Q3rZ5D2uIXb/avrq6C/53k/2L/og1/c2c3bHZnNjzqLp61Rghj4de5/93i/6ZvxS58PWaqQ5vY9WcvM7Y6N7TxMXfCmBXuq1evFvnWmDvciLqH3P3PJ3Y2+3e8PwSf8duj9LeKXneh+bsuypyi/gvxAYHwT14e9/Kolye88CuLGEn/L12SZUnPE8mh+LZvJ8lwxDPGHL3o55czbT7mhX+NYEdKWkzGswS5Bop+y9Ef/gVPGxxpr1hfuC7VEOKSf/1Rj77Hc7gtQn1sQV+5laVInydZoPABOiBy4hMlnFaja3cH/e/I+MTjEhDFRYmDidswHtQhnohR4hUhdlm7GJ9QCj0qxci3qe8Wxpn5x7xjLjAHdU78xQt2SxuSyTO0liJTmoOWDRnQ0IG9tKF9UP34UdZVyotwUQW0vAcxG/sI+2mLfmkMB/8Gm1qElAunnQPa89L0qqiNxxM787ZKj8i+p/UMhj0URmIzGAwGg8FgMBgMBkOHwEd7CGAQsCAQQU4466yzhCgFsQJizMSJE+WcD/hs60i2JwgjEKli0hD/ITj+j8GUgQwEeQTiAtnEIDdBAFCyS0wGgJAAAQECFWS3JUuWCDkMAoQSeijLOduJkj0KwlB32E4UkgyZ2CDdkEUIwgQkCH2uRA3q0Cb9hMBDX9kik0xkbJcHASXWDSBkQBYiC9W//Mu/yHaOSjJTUKczSGxk+MK3bBWK3bSBvRyxDZ8tX75cxoXxxTbVq+PDEb0QYMj+RTxBqIHMBuGQfgJ8gF50QkKDjPWlL31JYk0JSaqbI3pVINJNmjTJffe735VMb7RB5jYdT0CdjpDYsGVnZmJDJ0eEWGSu4XvIgPgSn0L2IeYgH/JMST+U1/FQgThFX5gDkHLYupV5iTD/iWEtq6B/9EHnK/MBf0IkI6MbpCpiRetQnnLx/KY+Pmd8ICYROxrnlFMfUo5xv+WWW4RASDySaQ/C0+TJk4WoRnxDooJ0C4lW1yNsUF/TLr7iWu0i5sjsts8++7jjjjtOxoa2tX1EY0uviWGySdIGW9pCytU+AXRrDLcVuxqJTUGdriKx4WtIbPSNcrNnz5ZxZZ1kPLUcbTC23OMc3ayhixcvlj6wDvJcyzPG6P7d736XboNrmdgMBoPBsKPAB+8FG5919ZtfcbVbEtm8PUil6woya0soM3vTS27VE/+QD/9di0BggMzzm9r73IF9J7l9+81wR58+SkhE4WN9IBelb8Ud9HrEr1u8caffeId7b5/xbu8BM9y7BtS5vQbUu71qGty+/W9zH+h1vZu5pSn4qTkQEMKvOH4j+N9b/m9mbvI7Q/4aSlDgFMaeuPAh6a5d8Uf3s7Er3WfOneUO63WDO6LXte7E0UuERLjM/wSFZMOvdFVT6TcUd/NPuKYtiDIQZpZ4fSPqNrjvjFrsvnzxbHe4H+MP9LoxtHfLYiGRZGOcQ1EDILnHgT5dNPMed37dWnfJzFWS1U8ey7aJes6fongJpL6H/T81527e5ho2vVw2h6uVuZued3/0gYu+tI3kJGszs0HueRvpOzZfMnO1u6B2nbto1mohIGmZrO6eg6zfYT17yvt1/sbn/Zr8crqmFq7PBetyPC4BUZxFDqYd1h1inznAXCBGD/dz43A/Rz4zfKbMGebOIz60UqJZK0A95ZRUxnw4v/Yh0fWli+fLmndo77EyD789epmrmXSfu+7Op4VgpWSzxMQWQRnKUod2rr/rKTdg0lpv93R3WO/rZd6hf9DE+yTOmZusydXojsG6gI/u8xNXfXRYz+vF/v8aPsN9Z/RCd9mirW6j7zRzs2Q+VAIF2mpIK0Ad48l/RdLxpP/4AluPHTG9XeNpMOzOMBKbwWAwGAwGg8FgMBjaDSUD1NfXux//+MdCSiADEqQNCBt85IcQAREKMgOZsfKIyQqcxx/3IWpAXCBLFAQiSGwQTrQcR0TLc1TiCFm22CaUjG8rVqyQ+1oWm9k6EMIVhKEzzjij22wnCqEIu2644YaUxAYxQvtKWdpEIFtAjiKzFUQJSCMQO2g3BgQRSBdkoVISG6SgmFyC7s4isbFVK1mKsJU2lOxDprPrrrtOYgSS3j333CMxoXq1n5xrH7CTbT8hvUDCg3QGORHgA/XdD3/4QxlLiImQk6iHLgRwhGiDXurgW4hN6EMv5LjOJrHt7O1EVTdHHWvmD9nX6A9jTEY0ttRl/rKVJuXUHvyk9nJkPkP8YyyoCxEOWyHCXXvtteIrLaugbXyOPvrC3CT+aJ++srUo2wkrqEu7WodzSEiQUiERMVcZD8is2j+tx/hCNsPfxDokO+YEfSaOGXPiDeFc+6pQW2lT2+YeIHZZh8jEBskUnZRBAOW0vPaB7XQhUhEzkLuY+9ihY0pZJTS1FbsiiY3yCCQ2siaiu1+/fm7lypVVkdjITsmcypPY1H9kYjv55JNLSGy0zxqFzzWm0M2Ra+7zfmANHTx4sPiRvsY2c07cMqchoxmJzWAwGAw7Crwp+CX+oZ5j3AH9prj9+k3zcltynOb27R9Er8Oz7LnK/v3DvX28oOf9fca7U0bOlY//tKHS+cgybZ1X94B7x4BG95aB890RPa+XzDPyiygm9whKfwN0BmLdnNMupAxIG+8eONO9deAcL/Pc3v1neT/dJkS74Keb3VT/8xZyhWbRCb86sDFHvusCu3dHqP8hrUzxvj1qyFSJTciDb0vGgeM7Bta7dw2Y5Q7qe6tk73vYO/4fKChDy35n7PjFNnb9K+4/z62Tcd3b60a/tvn6QYvdO/vXug+fPkrKhrgkcivozgY9oDnEFW1t9FUO7X2DO7Dfre7IXmMky5LETNM/pYycc0JWKz2VM48m/29Uf2CuqI54HrdFIDvN2/BcRAzy7SUNpe1J/wIxS+75uUj5+/0F5BpIp//S83cyVmmZPQq5MfJjBhEJ0hVje0C/SUJ+xd+6PkN+jcdBRdbg/lNkXBZs+ntEIA5tCNKGAonpQe/0PlPWu/f0mSBzgZh928DGdI7sNaBOdBLXrFP8F4psnLLxTuFjmqjmnXJB7Vpfr8Hbhl0zhcCLzrfUzBNhTaQt7u83YLqUHb/2JSGkJf+Slb9pE7m26B9xM/+Pzn3hkiXil73714V3QKKf+ffu/t5/vg8njL7DrX4hENLkX2Gxvnw/fNvcwkf863dY42OyTqALH+Gf4KNG8RH3Pzh0urtw8ZMyv4PvI79HKGuqk6Dj2XfyA+7gPrfKuwZfhHdP8DX+4H2Or6c9EsYp/IsUhD7n7esqew2G7gAjsRkMBoPBYDAYDAaDoU3gw3v88R0SwNSpU4UwAhkI8hVkKD7m87EegTQAkUC3/lMdeV08o7wSCCCAXXjhhULSYBs3yCAQJeI6nCvpgXPsgRQBUQqiDKQGMsFBPFKCCmUmTJjgvv71rwtpDLJbd8jEdv7550tWMNqAqKOkP/yB0Jb6D0CImTt3rvgeQhHEJyXsUUbLQRBhK1b8wRihu6u2E2WrRTJhKXkFe/UIgQOyGXZAXoFsRn2F6qUsmdKoh01sDUpGLSWp0WcFdfAdW9keeeSRss0lWekgRlEf3wKOkErQDThCYoNMA7EPchQEKOJPQX/bQ2IjGxh1GEdIbMTwjiCxqW6Oeo7+2A+QSyEaMZ8OOOAAd/DBB0vskIkO8p1CywN0oYdYYG4Rz+973/vEb8QJWdwYW7JegThO0KPn+BaiHASkf/u3fxNSmGZiA1o+rg+YB2SJO+2009wxxxwj7c+fP198Q1lAWYhUZNQaMWKEkIYYU2KDGKMcY44NrEPc41rb4sgzdGjb3FM/QJRk/pKJjXWD8VT7OKILe/Qe15CcIOxB7CSLG/0mnnR+Aj22FbvydqJsCcyaBXmyd+/eMr9bI7HRN/zH/GBOcU4sAS0Lie373/++O+yww6Qc6wDriILxzfuedlkHWM/xJe8NCJO6DmgMMG4QNVkD8LeR2AwGg8HQ1eAtgUAaIFMLH7jfMYCP3SqNInwAhxTwxkEL3esG3e5lqXtTzcLkI34ox8dyzrnHOcQFMtbwi1bb6Zq3UiCx8TYm+xUENmwk0w+/OgNZaEeS2PxvYv+XjDzX3vW0kBsgMOHDQ4Y1utOmbnXDGh53QxufdD+66V73hXMmSoalYCfveNWFjf73FrflGnS+3bsfsnj4nfc/5ByNX2KTGId0Eshlje6NCRkFAgxZi5RAk/m8MhhnCFlkevvxTXcLIQu9QtLxcch8gEgCSYe5wzPIopAr5VdgKyQ2bCByKYsQU/wy/PWSZ0Qn/SLD32Z/T/7F3eR/g+o5J0UkNn8PPWc1bBZ7IS7pPC+WbC2gvTfVzJd4Zg2AOEWmMDJhif6mMM9icF/9RDmOZEj85bK/i2/w1QF9J8g9yqV27jHI5rj03ccEfrptqxPSFHHTY/By8VO2xpauz3khJho3vii+FiQEyODbEBPEE3H7lYvmSuyH9X1+QuysEwlkrYwAdXDfW2St0mxjoiso1YM/eVWe8S9GYh2bX+9jRebewNleT9CFbtWvMcV9yM9Xr/yrkJJTnTGSm8xR/gvS1Sv/7A7pM1ba4Z3EEdshkeo8f2uNn+cy/+rcR4dMcAt9sEH4KtFf0Bj+2+CD8viLGmQdD2vIHPf2/g1lPkI/xwP7TnH9J68Vch1+KOxDJ4M2dDy/zHj2m+HeNiCsQfiDfmNrujYlsUSczNrSlBLNib0mf8I8DMi/fwyG3Q9GYjMYDAaDwWAwGAwGQ4cAcYOsZ9/5zneElKAEqTwJQcGHez70Q/LQcwRQh/uQTHimZCC2ZST7Dtt+QtJSoomCehAGlJjCFpT9+/cXMgNZo9jSFLICdSgLiYAtLyHfQKaBwAOJjfoAggHnHGOgl0xAkH/YkpFMQNiOTsprP7Qe15CGyHwFWYg+NDQ0yDNAOepyhJAB0UxJKZAk6L/qwnb6hk7tO8QOsp5B3IKIBAFDSWzqX0DfyTQEAYjMW2z1ChGLsUMfbVCWcowlRDrKQQKChAJ4jlAe3dgNGAv8ABEQ8gr+hhQCEYZxVHs5krEPMhq62faPjEzUB5RROyir5BoITIsWLXKnnHKKkLsgBMUkNsqS0a1Xr15CSPz85z8v5BndTjQeR47cQ9A/atQo8TVxC/GJ7F70Dag9SmJjXCDPQDRUEpuWwQb1B3jssceELARJC7IY46rb4FIn7quCsRg7dqwQ3yDjQWIjJpRM017Qn5jsxXgyxpCM9t9/f3fIIYfIOQQdSDlaTm3jiA7sxRaIbsxDSFBHHHGEZDyDVAYBMB5LBfqoizAWkDrJwoffIUkRsxCytF2O1I91QJ6D+ARBiTg//fTThaDEGCpxDCHeIK1BGiSGKcd80DHVo4LruL9cI5zTV/RjN1i7dq3Mfch7uvUq84X6lI11caQuc5+xh1BFLHDOXIn9pP1tK/AZc45tWfEjRGKyH6JL9SIaZwjnZL5j7FjDiFFs12fad9ZvSGwQtpirzK0iglwMfE92OsisrAOQwpTMGscfgMgLmZUxgtjF+qxkM7WFI0JdQNwxJ5iDEMLItsecAtgNdK1lPuNvzaqmupinqg9gE2Oo846+0gZ6GCP1IXXJxMa6yXymf7/61a/E3wB70at2aF/xCaRKJbGx5rEGUl51c45dtAH0aDAYDAYDbwSEX50fOf1yd0jvm4VE8N4+tyQyXjKFHeSPEB0gIPQYHEhsfBQnMxDEhlBuvHufP+eac7IB/WhkgxAeiqBtVxJFa9f+rShkgUBie0g+0GMfWaaKSWy8Q7PfDLGyltsJaOm+oNn/FvAHyFBfu7A2ITjMd588r8HdsS1kZ8NWfI5wDqEC8kCJXR7aVlF7FVFlhXwxvS67X/i7odTOnYrEvNTu5iYhn9ztff3RIRMlZt9Ys1hIKJ88d7Y7u36ru2ndy5Ix6fs33ScxrASYffpOd+f5GGJc5Nd5RAITxK7w57TDFoJfvbBeCFnoeHvNXGkL8tzXr1rhzqnf6H5Zt8GdPmWLEEyO+dmFEgMhLoncyr7kKfMHQgy/CNf5okManxTyGMQfiEHM02pIbHKUsfT/hvB/yZJFpi8IQDp/w9wPoufMZ53Tmq1L5xhrAqQmSFeChMQW2gtt00/6AOGIX/prvWPJaoWP6APkH7LBKYlNoAZ3J0Q2dbZ56FPJk9he7/2Dr/FXWGvDehuPU37cyPbH9tDZv/D9vwf836A/bOfK+jS8bqPEEuMJgYzz3lMechcvesLPkVfc2X6cmDO0zRyizMcGjZOMheFfmoxx8u9qufbwMcCYkx2QdwBzCzLVQX2muE+PqBXi7pmNW91Z9Zsk++H/XrxI5iA2EAuQwo4+Y4ps3Rna8EhIeLJGev9wYN28de0Lvs+3JESykOXyUyPq3NkNm930Lc5dtfKv0p+DvN+wnXiD0PWpc2tlO038k9qtSG4wh/ARc5b+q48YA3SimzE6q2GrZKmj7bf6dZ6+0h+2F83WEZmRZW1V828ySrRcKrz/aIu1CwIb69Be3u8Q6npO2eT+z4/nOL/m4ZdPnDdXMvvRH3zxkSGTZF3R9yRtpfOQsfV/0/ZbNsRg2CVhJDaDwWAwGAwGg8FgMHQIfLhvbGx0P/3pT4WUUFNT4+rq6mT7PUg4ZOeBAMI5RADIRWyzx8d7wId8dOiHfK4hEHBONq3a2lrZ8hESEUQmJWvkAUGGrF0QXiB2kWELMgMZvyBBxaQEiBuQ2MgaBvGJrSQhG0A8AdhG+dhGAIkNQt1BBx0kJDZIFErQyJdHeAYhAjKNZryCxADoH+W1LGQptkuEhAVRAhIemd80G1se9JfsUGyx+tnPflZIQZBSIJLQbkyMoF88g0gBQQpSVpyZDqEspAsIJZA5ILqQ6QkyGsBGoEQQvabfZC6CUHPssccKIUpJbNhIee0jWYnI1ARxEGIPZCNigvEAsV6tQ7wwnmRgI77IxsU4AOxHaB9yDttaQtTTzHq0re2rLwB1aJdxZ/zp77Bhw8Q+tYXy2EN2J7akxXeaiU2z06mN+I920Ms1BCMIS9gD4QUCoZLYtJ6OvYK2INPgF3yPn+gX/u0I0KtEJcDcI5safoSQBdHzJz/5icwzyEtaTo/YSH2NEfpOLBHLkNiIVfwIOU37hC8U1NH+YgukIuYw40l2O7YxhRCGXXHbeo4uMv0xvtQhxmiPLYvxDT7XNrCTsrpdKRnTiHXGlcxpbBeraxJkMmxmLdF5D3RM0MV92uAeYwEBkxgkqxpjRf1KMca8JcMYmcbUFurQf40T9Vdcr1oQY5BvIbFBjmXOKWELqE+wjXYA12RfY9wgsRGX9E/7gFBPSWyMMetFnz590kxs2K6xEIO5jm8hsRETrL9s2cwarvNa60A6Jb6ZU8wRCGn0R5+rzdRBNBsj2RaZqxDZiAfGEWj/ILqxHjLneF9ATNUMm6obfQpsJg4grqkfmev0X8dI7WYdIK7wCTFIO5qJjefqF4D91CN+6CskNuwhKyjzTGMWoY72lWutazAYDAYD4O3FrxQIJlsSgRSjstXLBi93e4G0AomNrDlfvmaN+72/R87SuLzKo17411S1/1cJ7CgR/lRA6aNSEhtkBuwjs1zVJLYW2qoWqYrm7dJn2j6s53Vphp6LFj2Zbd3WzvZ4j3c11B0tt9Tx3xGd1pVET2wzsdB38nqJV83O9PMpGyW2IaYwDvzrkzGq9TeOHDpLYgaSy+G9rheSjsRtnsQGkgvGEV0/G7tSSCu0A4HliGGz3NDGx929/hn6aUcJXGRge+C5sPVt8stZ/lYC/0K7bMYq98MrG93nz5ksxMx9BsxMSWQtktjQXUae4V7oG7ZDNNL5np/3er0xEc7XehnpO6LEwAP6TpOMX+kcTwhG0l5yDoHt8hnLfR9q3WeHTxHSnBCnvK96DF7q/b50jyexAXSKXu+3fCY2xvuGP4S1VsciHqd47DgnzoixsNbg1VISG+O1YpsT0jJjiX7ittYHK//yUJItZEv0nT51UxhzbwvbckKGokxAbo54/bSLDUeffqWQ6n487Q+yrS/xhn70Mi84cu9W/7I47MwGsYN5CGnsvFnrpQ8C7xPsl/hI9DO3jh0xXQhszFvm+vBlf5f3FbqxD2HeLfUO/e9Ll0tZ0T9wprugdl3moxh+ztMOcUsmTV1D9qppcJ+57A53u9elPkKYR7Q5YulzEtfoZ70n49uD3jXyX1mK5mGVSOOiIppkC+R7vMGsXcwr5iZrWr13MOPA+qO2EiOn+fGEwIa/9+433Q2rfzSQzROyoPhZEK7T9ls2xGDYJWEkNoPBYDAYDAaDwWAwdAh8dIcARoYqyFRktIHsQYYlyAl87D/33HMls9jIkSOFkER2JEgRfOSnPgKhQEkAfARQEgDkE8hUkAcgakF+WLZsmZCkeE49BOIBhDHIDhDqyBBFhrJrrrlGCAgQBxDagqBCliBIbGT3IuMYNqEvbp8jQj0AcQYS2wc+8AHJPAc5Js7wFoO+QBBREhvbiUK+gOAHVD/AJjIW8QxSD/2EJAepjcxSEHywDZIZAqkDYiCkGAhIkC/IDgU5SMkmajvADkhVkMcgsJCBDH/FNnOObsgwlIF0B5FOCVvYiD76xbkCggj+Zbwhj5ApDYIgW0RqWfyHfvoISe64444T8hhEF7KmQSQhExPPIf8wnvQRUgpZmyBGQoyB8EIM0R624BPaoO6SJUvEd5CMjj/+eNnWFmIgzxBIexzRy5jgK92ilPEk29TixYulbYB+4gTbrrzySiHH0T/iWYl96mP1C/6jv2RigwxDP5kTF110UbqdqAJ/oF99SX22E6WPbNPJnKGfjF1boTYBfB+TeIhXYgeiH76CpMS2scwbjX+g5TlSH/s4x4eaxRBCEX1ka0f6TDnao1+Uj0Fd+kx9SKXMUXzKeoF/mX8QyrCPMsQd55CbIFQxVpAIv/zlLwsxDbKa6sSHah/xT4xhn84jyF6sP5AmEYiIzAdijzkH0Yg5Fo8H4Jx4RPcTTzwhpC/WFOyAnEZ2OO5TRm0mvvAjpLfLLrtMbCDG8DHkS2xEX35cqoWWJ4YhjGmGQNZVzT5IGYRz2tKx4B5jxfwmAx+ENuIL0TLUoR/Tp08X8h1jDAlLCVuUxXYtD9CL7yCGsj6zVhMX+BddagP+pCzjTDZACJus05DTmOdke8N/zC+EuviWdRbiJOUhXTKnmCvMb+xVKOkZsjPboDL21113nZDrGF90sw4wPuhljHjOegFxFJIZmTJ1vVIfIvQNEhtkN8aU+InJ1JTV8vgCHbRHhkLWL+qRdQ6/sk6o3VoPcI/1h7oGg8FgMCh4S/DWRfScXyvhF0vIbAXZ4AO9rhcSG2SGk0YtlI/iPNO6RZKi7OeIf0/xcV+IQtm7tgTU4bmQALRcvnwgsUFIGFH/gBAIWiaxgbi+h7SDLfl2YvhrtUXE34r6lJ4mJJEF/hVOFjt8BWGAjFXcl3Jpn0Mb+p4uR66c/A3IzuMyoVzLSMqhQCVXv+QRR7Evex6Qv975wEpGcLP/AwEIkgbkm2POmy3EE/xPTGrfuIbccW7tej9GgeACSec3S56U+4KQIi/1BWPPOc8nrN0mBLY3D5zr2Ib3g0NnuIW+IZ7pvNC2OMc2vVcN0HPiyEViU8gWFzKXYSdb5hLrZN+CmILu0kxsfmwSW8M8zMYrtim2q+iac+YQwq/S46++R3xK2x8cOl22MKSc6k/75tvmPmvE90fOkT4wHpBsIAVBwisisaX19zDEfstIbLfIeJP1stYHNf+KZjzisaskmR+zcZF7Xj9rJVsav5vtXP14QNRiW06Ia+inIGU5Z46QbfDIM6YLaVLGfdi0svHSo447us68ZoZb/mQgq8XvCcqqcM1/Cbrugde8HdPk/UI7vF/4ryGiN9GJOPeq+OGK1dsSgtl88U//yesz0rSvFLcBQQvS3ofPCCQzfPqxIRNkq1B8DaQd4Nsi1iG/fWb4dO+fhUIKg/B3l9eB7/J9oE3inIyLzFPawDaytAkRL1XuTxNSoZzL35ahbQgqVGCdOKvhUWkTW/EH48l9+sLoU5XxZBzo95HDGM8wj4884zbxnYy9wbCHwUhsBoPBYDAYDAaDwWDoMCAIQNAgQxIkHAhKED0gHiFkrkHY9g4iEOQxiBETJkxIM/AowQGB8KDkCsghEBMggkGOoD6kB8hEEJUgBUCAIOvPeeedJ1u2Qb6gHCQPyDkQFyAWQBqBKMBx0qRJQqI66qijZHtEiHiUAbQfkwmU2EJmNEg3kJ4gSpBdizpqP/XUfo60Q//YbvE973mP9H/27NmiS4kSSnqgr2R2gviBXRCMIMxBgIA8ga8gfkAyY+vHvn37CqkDcgTEMYhSkDWwm7aVSAGwA9IFOiGBQK6BgKH9Up9A7KANiCWUg8QWE7YAOhG9xm7NZsTYM7aMC+Qe9FNWiS8ImeK0LKQ6ykOogrDH9n9kqkPQQTmy8JGxCcITRDPiDDuxGb1qO6QesjOx5SPEG3yD/RB10EsMIRCgBg0aJAQXCEnEJXZAviFTl46nkm4gr0D6w4b8dqLato691oWMw9aDZOwiFtl6kH5rHcrgC/TQB0B9xp74gvRELEOyUVJde4Ft2Kjt0h5jg31kzYOQA7GLMcR+hY6v2kp9gD3z588X3+ITtm8kEyNrAGXoh5anrl6rHZxDTiSemUOQsMg+yByBJEZ8QyyDIMacZlzYopa2GFtigrlKDKAbolBMCqIPzAOIcdRjfrBuQPRkTaAt5iGCr8nuRtvMKUiqkLWwFWjfOdIe8x970AFJitgl2xfjht3MHWwnXsh0R2wRi5CkeE5cqE7s1NjhXlsBaZD1Fv+xxk6cODHNxBbr55o28A9H1oFDDz1UBDuJBwRfAsoxlrNmzUq3H4aAp9uJ6pxDL0d8j1AHYiHzg37jG8iOrN+Uwyati12Qc1nbKMvYMlZkQ4RUBpEMoU+Q7sgEx3PmLDbRX8aXTGzYrf5DP/MV4jLlmXvMQdZK1hf0se5DisQ2xg5CHGMJ6Y51lthBJ6L9BKzjxAi2EjuQItUnlFE/0k9EfaMkNsaJ7XDxq8arjg1jpXGg7RoMBoPBEMA7wf8uafa/0V7zvwlfe9Hf8sJ1E9fPyXOICEf0uiYlsZ16ZWPI3kJ9qRcJ9amLjuSDfR68/fg1BImAj+2QAPiQrkJ7kBsgLPAhvuiXTHiHZiS28+raR2LjPuWwhV/g2EL7eVvob5EtXCP80uE5/7IhuxCZeZTENueZcB/99Behb+HXUSlUX+wf6qpNHLFRbcLL4ZdlVrcItMW/CqiDv7Q/lcaBdmiXsqX9xn8qxaAsdWhD+1vJf52DkEGJfky8/3khcvSoWSLEjitX/118LfHY7Hsr4mPCH7GFvh4+rE4IMWRrOmHMCvGD2MkfL6nNvh59IMPRsSNmCqELUtaBfSe5Bj/GgbTi/cLWmjKHOCbnIqHdTGFloOuUkXOFqEYskTWJLFUQ7iCrEOvtIbHJUWxjribztXAOJ/e9zeiZv/FZ6SckIwhHwxoflXgOXQn6027535q0S4z+6Mpa995+t8g2hvSDPmC7EvKMxBb1248ZMRyT2PDXnA1/D2UYN9boeIyQ7b5WOnbEGVGQjTl1VYjtz1+yLCEjznPHnDdX5nrQT2wm9UVelXn7qyV/lvFjvLCnfuM/JANYiC1fLDnSHuc8ox9eUyhD3EusJfOBI+LtZT6RuRPSr75fThy9WOwMdUvjmJj62piVEkPMvf37TnZ3+8lCW2Kz9l/OsSSsP2ztS50eg5dKHF+0+IkwXz1i+7F7lvc/W4e+btDtQvTrP3ltRKrzOlV/4itsg+x3hF9H3jhwgfj1qKHTxK/qo4BsnmRtVomCCtyKxxOi6MfPnyfzKRTH3/F4/lPG87ylf5M1kjVvf79G1m55xW3TOkKy1nM9MRh2TxiJzWAwGAwGg8FgMBgMnQKy4kA4gCjCdpts5QnhALISW+mRGQlSFuQ2MgFBdINwRkYsyAAQGxR8yNcP+3zQh7AB6YVMNpBSIPlATIG89cMf/lDITd/+9reFqIJuSAZsIwoZCsKOEgtUH8QX3U6UTFQQ6iCw0Ka2D9GA8npNPQhxEGnYhpH2yOCkpDHKqn7KA64hpv3gBz9w++yzj/gGcoaW50h57Tu6IMaRKQoSFv3EhxAsTjzxRCFB4DP6jf/IpkSfIWMouQugNybIkNGKrHgQ9rCdcYKchk/UBs4hokC2geyGbsgfZDcC2ieOCPUAfiKzF4RByD1kyoLsAVGJ9imLXyF4UIc25s2bJwQcSETECcQQYgNSE4QiSIr4mftKiOQ+MUCGN+xFl+rHdsaU8SGDGTGH76hLGxDhyPyFDtqBBAOBCxvIIAdpEGIfRDPGAJ20gTB+SmIj5ugnBEDaR9TPWh7Qd0g2EGSIV2xiXIHajs2Ml449R/z2uc99TjKxkT2MOvitrUC/tkNfNA60XcYeMg/+gMh3/fXXyz3Kan1Ez7V/ADvZjlT9jP90HgDKo0d1cK42UAY96IBsRLY61gXGCiIRhDrIR2RdY16zbiiRijEjIyOEVWISPegltjW2FJADIZMx78iwhRAL6Kc9hH4TrxA2Ee5BTGIeKckIXymwn8xgxC4kSIiPED2JC9YR1ibmJ20yhqwr6KUPZBGDkEi/sRk/MCfUN7Ht1QL/4Q/swDcQNTULI3ajH6EfKrTFOgChdv/99xfSp9pBHYRy+G/GjBlCAsN3rK/EtOrGF9ThiO/pD2Q1CGCQL1nnIAeSLY3sinFZjvSXeINMxtqLvxhjxoj1A8Jyz549Zd4yRsQZfiULI+s6MQLhDBKbxhnAduIBkiNkPdYQxoE1hjFifdE1lDlPPLAe0gZ+YQts1icdJ9VLn2kLQqz6GxI17yVtX/2t/QNkfGM7U0h49I32IV0rCZdytKN+MRgMBoOhCLxV+IWGcI7wCyX8agvblUEyOKzPjYFkULO4JBMbyaq0norqUqTnyQdyiALUn/GIcz2nPiTb2e03AJLObUKQOaDfJHfyuPVu9KpnJSsO5WP9GWISW+XtRKkT+gOij/Qe9IGP/rdtbXanT93gjhyWkW2wBZLNSTevc6NWPSflXvSS6cps4v7cjS/Idnvfn/6MkAqwBZt6zXveDZ79tBvS+KRsN4mcX7cukKtKEAgO2A1BaOEzzvWZ8oD75HkNQrzAHrJaQV469eY1bsyqv0mWsUr+yc5DRr25m54Xst/ZjY/IEUII7ZCpiHY+dMZt0g7CVpVfuGixO6d+s5AxtI3gv2Cn+jJD8nvey4a/NbsLatdKRqIzG7dKf7nHM6kbG9phhDigL4NuDdnC8D0ZlNZ5k7BdbWbs4piFnMK4v2vALCGBMN6bfKHwLyigffVoDhmxIMYRI28dRCaoWUJywUfyawuyCAf5G3xFmypJcrcccn70ZdCiBEaEX+EQ1mp8HJHxibgqJbG9KG2G1r0+bwfXWXOhDb1XSWJbAXFDjH179BIhvUAyymeyUuhvVFHkgQ8hzTDX0cGRtaT33Of8GIXscjuUxKadrBYVyrdVTWVkYyLwY4ZPdTvRNwxcJGSjWVu2C8mIdZmy8Rghul4jxXaFGOa/RN3nF0t0Ez97958la5KQEfk3hz+W6Gh+TeKd9QGS2etqFsm4nV/7gKy5IdYypOPvwVmRlOpvEpsghbIFJ3P2jX5OnTx6gcR8Gsse1OGaWIFgppkWIXDp3It1a1vcpw3iFcIb8fvOgfWyfrL+AcpqPfrFGs78fkPNApnfE9a+IHGMLi2Lbm0PwYfDGh+T9wZtsFYv8UFP20F3bo7HUCWK+LwCKII9a/wiEbY0ni/vz6HeBvoVq1C7eRcyn5f5QU1jYMAMN7x+g9ShPyXrRnoSIxezBsMuDCOxGQwGg8FgMBgMBoOhQ+BjPB/5IQBAvIHoAyGF7TYHDx4shCm29+PjPSQkriEpUQ5CAB/4IZvlt7eM/yMbpAJIIGTnIsORZs+hPiQuSE4QryAKQIhge1AyObG9HsSCWBekAQgUkNggFUC4wG7IK0rE0T4p0QCCAUIZSBCQO+jD8uXLU+JYTHrQIzog9ymJgUxCkGC0rIr2myMkCtqB+ALRCkIe7UGWgdBDNjCEczI8kZmK7VWpl9erOukvfsc3+J2+Q7DArzxXoS+QVyB30B5+gbiDLsqqzlg/eiBbkc0LcglkOzIexaQofIdv1Y88w2bqQHaB7APRhHGkXQgtZLtjTCEXQYwhg51uWalAP9cI5/gA0gh9haiC7/AVWZAQYgXBRt1mkIxQmtWPrElKMAEcyfAGGQfiIEQYiE7c076pH4CeE3dkOoPoSB0IbWQ6i0FZ9Tvn+JF2KI8f6LNmhmsr8DGxh42qX8E95hrZ0yDkQRZjrug8Ubu0Dkfq6DW6sYuMdmxlq9mrIH5pfS2r4FpjQOOIa3wPkQ0CGGPFHIF0xNxm7CFdcoSMRJYubCZTGn1ToAt7Y0ByIwYZZ+IK4iIZ4xhntt2EOAvpC+IiZCklPUI4Iy7wD8SiOBa0HUhZbDtL9kDswkbaYC2CsIjt3GNdYctRssmxlSx9Rwd+hmjVnnFVoIetZokRSJrMEdZYzfSmtjJucQxwxN/MN8i+jB3jENtFeUhs+Fq3TiVTJSQ2yvEc31Be10iEexA+IcZBEGN9ZJ3BJspRl6PWIQ54RlY/xoV1gLHGLnzJfMWfzFfWfMaL+c/6yfwmZpmHCnRq3EN0ZX1BL2uurpn0hfWPOMMH6KZdCGwQM7X/GqPaX+7zfqNdyMX0D9/lt2+NBVCP9Qj/sfYSD5Ar8S96tZz6UKH3DQaDwWAAvBX4yM0vYH596rl++IZUAfHk0N5jUxLbd0YtTolNlCuS8Es2gFePvn2oQ9aa02+8S4gRZJiCjMBHeES2HayZIxnMDugz0R1/UYN8qIdMgV6QvcvaQ2ILoB62sCXiz8be5Q7uPU4ICJA0yL4j4m0hew/ZryB2fe3CWnevbwxb0KkCJGPRrLXusD43CfEEP71h8DLpE/UDKe42IUcgR/a8RogPefALDrIPJDNIWNQjQ1jIPJTZBLkCIsKJo5e45U82pSSLGGobfpIMPOjsM1bahwhyt7/HdpqM7b79cn33wrhAkDjhwpmyTWf4dZn8dkVke7yAMCb+d4v/K4S5jS+4w3pfL32GXHFoz+vlHs/Ersy4jqPZ//bzB/xGbJKhCf+zJSDkKbUbaxGxHfF/IIr9ZsnTQg6EfAKpo37zy5mdSZ/Cecgu9r2b16djAgFztY8JYkn10x71GQ9E51PcdilK/62hBaSs/PH/7vIHiD1klNq7f53Eep7ERhk5R18LJDa1U+3LC/YilME/U7Y6iX+2ASVGiCPmHGWjBuS85HemnEb+a3pV6g1ueELilxgzElvwjyBHYiOGWQdnbmkSvxFX8fioxGOHHxWxXs5ZA9iadN++UyV+mJtXrN4WyLS+jMZErIM4hkj8sSHjZW1lDSJDIPOAtguRZAIsirm80C+26tTtl4mvMyaukrhDQ+wj+g8Jj1jUdfWUm9el66j6gLJIfM3c+dyly2TOsoZ+4ry5sl5oWQSgq/eUh4Tgp2S0ZU9lvsdmynJU/dzAh+PWvSzjhp8Yt2tX/FHuU1Z90VlAJ2PDWoWttMlcgviNTxXYyjiJDX7+Ya8PL/fhoVNkfceHZL7TOVjyvhSnZGMYkL82GHZdGInNYDAYDAaDwWAwGAwdAh/jyYI1d+5cIQ6xPRxELwhrK1askIxBZK6C/AEBheuFCxdKJieIK5ACIGOwFZ0SO5QYAPQICQTSADrZto+sPJCgICqwhR3ZyyBokOlszZo10hbECiUIxPpoB3IZxAXIDmTggrhCXwDlY5IBR0TJERApyPYDGQvSBFASAkclVXEOOQmyDv6B/KJEE0A5bIzbQh9kLPxBO5BuIIbQP/pJn8kMxn10QiBSUgR10YkoWQShv2QSwu/YwBjkt7TDTu5h35IlS9yiRYvEL9hHGcoC2kE/OjmnLlmYyMZGPXwK4YV62EBdrU9ZFepA7oHcCHGIsYPsRT/ZshGymG4tCEkOYhJt0nbcL9rADsA9iEf4Dvsh0UAGJL7Qi99ojxjCb8QtRBMIZvhEx1P1I/iFZ5BtGHvIlNyjTS0T949z/Eh8QUbEJxCOaItnlKEs9fERuoht2mXLQjICYjvjxbhqf9sCtQdBr46VCjqJZdogi5puQwnUthjc4znCM8aOPi1dulT8SB/oF4jbVtF40b4jAN/TZ8YDcg8kPjJoEedswUrmK0hg+J5YIQY0phRqFzpVP+MJkZX1BYIa8wefcp/4Zj1ifdA1AEIShDRITmQfhKTHHGTMsB296keEcaHfEL3YppKtfJmXCIQo1iYyGtIv1qyY4IcenRsdAb7DJ/SLcaAd7EU3NjNOcZvEGM+IX9YB1hZIZ/SN8tpPHS9igtilLPNPCYgctRxt0DeNYeYeMYU9kLcgnfFcy8fjpG1CkqUO22ziS3zI2CPMV13PsQddxC3jiO3URR9gXHjONf1ljIhR+kAMEVfoZC0gc6WuL/SPctiOfdhEf9Cj/eWIPtYV+kbGR2zQdYDntE+79E1jXe3Af6wdEOGIP55ThzLUV98AHTODwWAwGMrh33kR8SBc+3eOP4PEcHiv69Pt3k4ZOV8+9odfZ5RLROrGovDvIv+Xj+5kufrixWSNmSEZpfjYz4d/yFWQzziylR5kIsgG7+w/0312+DTJpJP8S07+BgQSG4SHES2Q2EDpr89AOnrY3/zKRQ1CAtCsNBDn1JZDe98gtkBKg1xBuU+PqHWPeJW0G79RIYhcULtOCGEQA7AD0s8bvd539K9LSWwqpSS24B90QqzoM2W9EE0g+UDIgvBzYP+pQlo6uM+tib1hS0ba+siQSW7BHwORIkb2yg8kmF80PiZtQwCh7scu/730GV2I2oh+CA5ivy8HCQ2bNMOPqk1/X8hfEPqBHWxRB1kOHQjn3OtMUkfaro9bxpo4PaLXtdIeWay+M2qJ+FPiNI5tqejPfcwyblMfTUhagzPyCffjmKEKbUDmO8iPA/7C998bty7NGkXf8LMKOpTcFgh/tB9syHyWIetPOFBDfYV+2iFrko4/2fIgsUmZhMQWiEW+tO8vakSV/In9ndhRcd6qBNLeN6+6M4mJRvfBoTPcRt8Q7aT2VkJSANsRwFwl+xf6dhyJLetP90KwK+23HzMlsTHPmfv4KU+qzODPiWvWOFnntJ9B0qx/vgz+Zb2BgLjPgJnie+bk5EfCuuya5G8ab0FvmFcQliE6QcplXfuf4VNkXpWvx0VI7JFY8zrZRtRfYxr1IZn++LZH5V3AWgNpdvamF8WmYAvI3h8Nm152B/SdJtt2Mv/IcElMiW5FYrucyt+IfJq0w3ynbZ5rGUC5b41eLusAmecgsbGuZNqzPqTi22Lc5nmFrNGsIzHZM/VpDtp2a1IE7GG9IdslfWLN411FRtHwHkj87Y+pH5Mth8l893U/p3XdZ2tk7kk5/86nTGZz8H1mR+hHJbsMhl0JRmIzGAwGg8FgMBgMBkOHwAd4CAYQUMiQxnZwkDogGUAAKAKEAQggZGAiGw5bPd51110pkUBJHkUf9/nwD4kG8gvkBwhikBwgCih5KiZwIOhR6L0iKLEgblfBNXp5Hj/jntoKeIYe7uehpAWtD5kBe7VNRMsgPIO0AXkCkhj9hFgGqQpCD89VF/UgcXCP9mP/oUvtA5zTttqidTnmoTpUqIP+fB9pj3uKuC8KzrmnuigDEQViB4QiCDYQiBD6SN8h68R6VSf1uR/rQwBH/ABxUmME/0FW0ZhUookCnToWql8FO2MbgPaFZyp6j2MR0MUzLUt7MYktD8prG+0B9dCrfdW20VsEtY+yWoZjfB73Dfvj2OeYF+pQDgGqI+4XRyUoMUaMFfNZiUqUVWgdhfYJoQ3GCfIYGe3ItkWmOQinELwUWh5Qn3gjayRrEVnbyNTGWoLf6B/tc0R/bAvXkOEgtGEzQrxRNyYg0mdtE0EHEvuyLdDxUOg1NirpSu/RBv3gvo5BDJ5TXscxrzuG+oByWo9xI4ZpA+gzBdeqW6+phyhoE9IgWz+z1jH2zFnWBK1HGdqiHvp1rdPntM+9vP34mXWAsYGwSbZFdDNOrDvxeKJLfYUe9BM32kYMvccxjg31N/da8qWWRbQcx47EhcFgMBh2Z/De8ZJ+/E/Om/4hH7PLSWxzhRAhvy61Tl6Sj92CZv9+9gfIECeNCgQ2CGqQs/770uXuxvWvyraPZHzb4mXs+lfc165eIR/Y2V4OIkHfKWulzdK3X8skNp6VZJZJbOI+JAyIGRA5QtaxRveFS5aILWt9BWwhY82ND7zivjrmHiGToBubh94aZwoKgMSg24l+j+1Ea+ZK+TcPnOu+P/1p2QYS8s6Q2Y+LKMEhIBANuL584RaxCT9j17v6zXQ/m7ZF7IKwNOcZ39elz7nDh9WJDykHmeOLFy8U/6Y2lTiqSexlG1MIeRAeegxeLmQ2MooxHp+57A6x77erXxL7PnPJ7UKOoA9C+uh3q2RB4heZqk5/Y6Tn/ree/6skNghxxEyPQcvdPl1MYsOux7xAQKR/9O20sXcJKUXaS2MykYRUw7hN39osmemoR8ydX/+gjEU2vqFflK3fHMh5IRNUnTvr9hcl1h71k4H+Ma5snQqhkW0XJ97/vJAe0afEnNTuHLL+hANl1VfY0m4Sm7CZYn/7c4g4+KSSeGDv7E0vyTaMtAfBiO1hmYfBI8VInySZ+tAWNIa5OtRIbAmCXZm/MhKbZGLz8451aaJfjFiD8RPrFkIs4Evmk/o2GWzRU6q3NJMfa4D4vu8k1+CVyr+yXgv/DSMbsRAfxBNz6GS/bpMZ7nWDbhcCLgSw8C+/cr+yFCRLQ4JgC+1gL3bTB4jJrJesE6w1xNeZDY+mczZTEerTHlnRwvaZC6VOlolN7Uj6n/hA4CvTJusbfWdNYw6TEZR3WGwqun5w871pub19OdpM/2VZolvbelX6xjtD1x/WZuYq+iid2dc5wB7WFH3vMS5ks0vJzGqnn4Ohf779hMTG2H179DKJLeyEeI3tYqeR2Ax7EIzEZjAYDAaDwWAwGAyGDoEP7hACyEDEtnpstXbLLbcI+Yj/WB5/oFfhgz8ZkNgikExJZHAj4w7ELEgBEAeU2KN1+LgPSYEjZWhXyRCU04//MTmAc+rG4J7qAPocPRBPaINn2q5KXI+yEBW4hsCh5AlEbeMc6BGoTYiW1bZ4pmQIfKdECq2jR9pWwgR1te/Yg984xtBnHLVNPaJLbVWJ7wO9x7WW1ft6DmgDu/LPqattqqAn1okPITBypG1sRXhG//AF16o31qn3tA73gepX/2AbbaBf7VBwznP8pzGm9zlHT1yHI3oRva/P1F4dI72vNoO4DoJ+6ug4IWq31m8rqKc+inVwjl7aQmg7vo9ofxV6jr64DNcaj1zrs7gu4B79UXs40l/1Ez5H1Afo5KjkKMojnFNe9XNUvQjlGUMyt7ElLltHsiUuRDNtFx3ML4S6gOfXXnutbM3JNpZkAyPLGdB6HBH6gn3Upc+I6iS+OKeM1onL6z3APSTv69ZAWfRoPRXu0VbcNkf8RdtaDsT3AfexRX2rulSPllGhbcYKf8d2AOrhAy2HTnSjC3Ce9xGCLdyjDkfiAZ9yjXAN0U1tRA/ltF10xbaobo6UpT51qaNCea1H+5RTHYDy9JEyQMvFZYC2GQt14ja4p+daJw+eqW8MBoPBYIjBWyN+c6QEguZADoKkAzFMSWwQ0SBEQCqI6+X1pNfNIePV6NUvCAEBYhcEoN6T14tuCAbogsDBB3jKcv/kcQ9KOYhsbPfIVp5Zm7zz/DvX/6U+H/PJHgbRgo/yKYmtKRA45Bdpk/+d7g8QC65Z9Rchx0HOgcR12tQtko2GtrEBWxDKoutHN60R4tKbBi2RDG2+K/IcoBP9EAvwy62POrH39UIwq3NTtwbSBnZCPEBKySf+He0PZIb76JAJKTntqKHTZYs6yGmUVxIINj3guw9xDdshdHC8buUzolt9zlF9xf1hjY9KOXTTF4gcZB2CmEUb6MVGBF+cPvlh2e4VMgf9gJzFs2C3NyAo14NHaBO/kE0JUgUkOUh27+8zXu7xTMYiIUN0BOnvHR+n6GXbRTIh9ahZIuNaRCLJbAVNUo+xVPLJmwfM87G0QfoZiCv00/8m9Gfcu2ThI5K9Dp/Qt8uf8rFx2x/cB/1Y7T2wVtqFHBIk2/aVTHaML+Mg/S81RJDe4sRLdh2ImJB76BM6lcQG6VP0Nb0oZUJf/d/E5lRHYf/DdV74Q6xBdjnxqtslVoiZjw6Z6B70akLcF41fvg2uozj0NtH/QKbcUSS2SnZ2hnQUQU/ab++fbf7AeqHbt/YYslzIWmRDZO5yZG05ctgMd8JVK92vlzzj7vZOJTay/0oT/m2Q6k3WQOb4d0aHNYk1BuLmRn9P4ue1QFiWmIf06G0BXBP3g269R7KfQZbiXZDFAcj7I7vGBoR19ca7nnBnNWx2gxqfcMdfvVreBRDY6Nf7et8kWcVK+5EBHVhETJKljnnKHGCLUPql8YMALS99831h3YQgp+vfPgOmF2a4Y72AqIldr/f+f0f/Wjdh7TaxX3T5cpTnPFx7JP7FNs0EGb8ngyfDmGRQH3kRQi0S5m2JCNnUF4urejAu2Aqh/M2DFsm7Wcnb9Cm0GmzlLPghi4P+k9fK+kUcsGbe7wuGsQ9rDXWCbeEsbT5nh8GwK8NIbAaDwWAwGAwGg8Fg6BD4ME/mHLb1/MQnPuFOPvlkN2nSJCEgKFmA/yDEB3rK6od8Jb4dd9xx7sQTT3QTJ06U7GqUV6IAEtfnvpIAAKQDiAbcBzxTogLnPOdZ3oZYh/7HKi3Pc+5xDqGAo5bhiKAT4Zx6nFOP8pAluI7b0HYpz1Hr6jVCGb3GXo6Ac0RBOdrQe7Ee7mm73NN2ua/Xcduxf2Ib9IioTpX4vtbXOrHNcTucMy76nHtcEyOQYWK/63N8qUQntR+hHP1HtDxt67grqM89wH0lh2ALAqjPPcppX3TM4zYR7R9HoNeU0/J6X++hC53aN30W3wdqh+rXa8pw3l5QV0XBudqtdun9onsqes1zFaB94hnnSHyfcpxzpN+xf+Nneh6Da72Hfh2fOJb0OUfiCSIsW1OyrTEktrPPPlu22tR+UI+2tX3ANrKsPyeccII75phjZNtJMncB9GqbqoO6SrhUqN64DcA1Orinotdavq2Idcb1te28n/NluMdzyio412vVo+A8nl8817GI+6I6uAc4Ug47ONd6Wlbnvj5TcI+xRLjPXCf7JjbEevRc20S0z9yjvPYz1s9zLaPneq1Cee7RjoJ7tKH1VCf36At20r7e50hZtVPvA73mmbYdlzcYDAaDQcHbA+HNHJ/LmzohV/FhHOIWH8ohZvFxHlKWEgDy9eJ7uqUdH/OPOW+uZCiDlAH5AKJU+DXtIR/t/TsqEQgSd7zoQoasZHu2SxduKSET8KmdXw+QLPIkNrJyyS+LmMTW7N/b/kC7nxqebaP5v5cslEw0Qp6ANCA1sce/j/0ZNkJ0InsU+g/sP9X9evFTQsgBSRf9if83iT9oZi+IDJB1Gjb7d7gUoG9Bb7BfkZD8Vj4nxA4IUvT3nNoNQuqQflAH25qCJsqTvQ7yFTZBCDr+ogYhBGl57FJfYauSOCSL0cB6ybjG2CoZJetH8D8Z6SCiYQ9kBzKbMY5ZX+REEH6H+N8k/i9+XPn4Nvf9kXPct8bcJdtRnnLlbLf6iRflmVRLsnR1HNjRJCSVGck2jJBI3l4zW2IiJd35RmlXJcD/G8//xQeH9b5eCDr4BmIIfk/76X2OtfQ9ZLKaJW3gkwN/sUjigsxNZESC8MV9jpRRQgvEt48NGe8WPx2IiJkNGWK7kPQ6yY5URGKLM7FRRvoaxW6pznCdF1riiB69R7wQj0qmIh5bzyyVszu6lnveJvQSdzuGxBbaj0EbtIXQj7YKq0Pn2Zrzl/cP845MbO/tN0FiiIyJxA/nzEPWQp3vjAlkq6PPmCLES8hJ6Xpaojese/iZ7JOQSpW8lJIgYxIbFVlvPLhmzM7zc4k2eQcc0vvmNKtiQN7P2bX6m7ghmxuETsnC59uHJEbf/vvazW7sH4J96fqQ0ykmeWEOkjGTtR6fQMSduaVZ5jl1dWw46phxztwJmdjCGs46SB/wd9we6+q4dS/J+q3r3omjl0gmPMqiS0V1A56FTGwZ2RvCIO9J8WRTKKn90Pr4V+0sEsppnRjUo0/4FDtpk2ypvNvkPSa1Qz3VQ/RyxIdnN2wUMiM+fG/fiRJzEjsJYTaU9z5J4kDaLzLEYNiFYSQ2g8FgMBgMBoPBYDB0CHx0Zwu4yy67zP3Hf/yH+8Y3vuGuv/562QaQZwjQj/X64Z5t3QYNGiQZk7773e+62tpa2d5NywPKQQrIExbQg0BQUKIC15SDTECZuG7cLgLCf8gPRxXAc8pTF70ctW19rv1SfXqP8jExQ6E2o4NzbOLINeXiNvSo7VGW59oex5jYxb24jrYV31dofX3GuUrsYy2LHm1Hdes597GLeloHcB73T8tic1wWX0FSUUIe97UOR8aVZ5QDeV08oxzAVmzhGedA61OGZ1yrbvU3gk2xDTxTXdom5ain+vU+ovrQo/3W8tzHfu23tqdxhVBOoTqBtqfXbUGshyPtxnbn+6Dl1H5FkQ2qS5/ldWlZnsf9oxzEL40DQH3KxPopjxTp5Z7WidumPDoZR7J1zZ49WzI8Qqrt37+/bMGrbQLVxRGQiW306NGSie2//uu/5JytbdUWxov40Ta5F8cz1zzjqM95puVBXE7b1vbbA+rShurnqG3jH407hbZH+2qbQuvqOeX0iKCT/mt/tZz2Rc+1/1of4R4S69LnzH+dl4AjerhHrOj85Zqy6vNYL6J2UJ++U0braQzqc474Rv1DXY7aN8pqHRC3xbneU1GduiZRl3t6Py4X142fYwOiZQwGg8FgKAbvIRXgj03+XebP+DAOyUdJbHw4T0k+8nqJ64Hsmjcev7bZki0QqOYLeeKW9S8GEgQfyZv9bwoRzr00BdIOH9shzEHWgHTV88blGYlGPq7795z/2yKJrdn/O84f5M3rz7Gl8ZmwXd/ba+YKCWLi2meFhBA+0vsSsS2J0C6Zj/buXyd1fnzT3dIuyN6wgUxFJiX04ytIE0qWwA5pIhEF5/T161etCAQTyD19J0nmLuwNvxoyUJ771KmZdJ8QmiAyQC5Z+LSSEfy73x+SXxxCRBnW+JgQSChLRid8RFnKaFmxq9n/28cfIG58+aK5KYnmpFGBlCHjnoxvEdCDffgHG4mVmGTSufB2JKS76VsyEhuxoCQ29UHpbyHqhUyDxHe6Xa6Pn5NHLhS7eSblEiIkJKGfjb1LCGthLrD96DyJB8h+x46YKSQh/PSVi2ZL9jmNeXxOHH946BS32QdCkS8y6/Ctt9f/DePhfwf7Azad0xCT2MZXILGFvnGtfQ9S3ka5hDr09T/PbZB5hy/JNLfRP8DuTEceQUdpG0Gf2sF4KJmo60lspUA//mGOMh+wpUh4Fj/Pl6V+58Ry5i/568eMOCajIFm19u03Q9Yb1gJIVawpmr2MdYK4Ym5CtOI+awHjJjGQjL/4NIlfMoV9e/SSKANX+Xa0WfywBpaS2Ih14p64w0YIXwGhHy0Bv7GW05e3928Qu98weJkcD//NKnfm8n+4B70B6ExtSCTuB891HWOuCgn54kVCuMVO+qDlOWd9Y/1Z4+Vbt2xJyXP4sGFTyMQm/actv45wzbp7eK9rZc5CIjyw/1R35eq/i295LrZ4QNDGP9jEGnLTH3jHsYXycmlHyd5hPNAf6nLNOPNO4bkK+vWcuc6RMvruECSN026exEbMZCQ2/p0e+Q54/3FOPci47/RxQAwxJryzaKeMxCaS6JA/4dpg2B1gJDaDwWAwGAwGg8FgMHQIfISHfHbDDTcIIQ0555xzhAQC8UCJAnzgh5gAeeCZZ55xkydPdl/+8pfdRz/6Uffzn/9cMh9BBOA/Xut/wIY4ABEBUZIBR3RRVj/8630IBNgDuKdkAb2ORZ/pOW1xjo6YiIDEBAMtRx3KqW1A78flOcYECJ5Rjzpqgz7nGfc5ck/BM+5rOdUd11G78K/6MQbXeo+y1FNwX+srsBFdeo8jdWhTwb24Tr5Mka36nPt61Ho6pkDvI4CyCOCe6ov9lB87yqifQaxL7UCoo76lz2oD4BzRuhzz14D6xCXxoM8R7ufHWo+U55mCe1pXbWsP8nr0mqOC+9yLbdU4UvCMezzLg3LYr/W5VtFrfabl4/EFrA9s4av3KKvzXesi2gfVBXiu9lIeW9Rnq1evdt/+9rdla1AyQ86dO9f96U9/knGmLFuO6tafyJo1a9zpp5/uPvKRjwiRra6uTohtlFUbaEfjS8cTcFQ9sa84aj/0GtF6Ci3fVlAv9hFtc636Y72c6336kbdT/QjUz0heH8/i5zzjGEPLqc78cwV1iQfKAcrpmHKOUEb7yBFiNGMX39O5y7WCay0DOHIPUZ2I1qNNxk+f5eMPOzV2Y52qQ6/1GeAZtqmPOALa4n5cFvC8NZ8ZDAaDYU8H7xJ+V+hvKX+dEMBiEhukAyWxhZLUqyy8yfjIf9mirULi4YP7UUOnuQ3+Hh/peZYnjHCPj/eQqIY2PCJEBeQ7oxY7PvQLiaqZ1v271f+lnpLY0J8nsWGDvFGbXxUCyvlL/yKZsSBlfODM2ZKNiP7Qtgo6sYEjdbBlwJy/CIEJAsnXxqyWOqUIxI62kNg4cl+3yYP8AMnklHEPCJEhLh8LddAJAQ+b6DdEFrJnYa/6PvQ7IbE1PJ6S2NiSEP/rOAHVTXn00/53Ry4QshFkBzILpf4P3m0R6JKdCZPzroG3vVNIbNe6HoOWiW8goRWR2CBbEYNkMKINfHLIL+bI9ph3bQsZ3SiDXzlCrOEZJLeQxWq5xM4ZE1eJXcGPGTLrwpjQptzzdnJeicQmI9EUMmmFUQl9o672PUh5GyEjnp6HOsTPdSv+mBLwDug7zZ1dv1VsVhT/nsy1kZzQgtqBjp1JYqNvl8xc7c6re0CIWcRIXrgfP9NrMtGdX/+gu3DWPW7xhr8k8dERZP4KfQ+ZL+dufMF989dTXN/JDwhha+z6VyRTFjL10ZBR8Xvj1sl8Z01lXWacIKWNX7ctISOFmBG9ft3jXElse9U0yDoDMa6QBOnrlpPYHpD1krYO7jtesk2y1gUk8dMC8Puva3/v21/mPn/JMr8+TpK4gvTF+kVfjhl8o1v8VGhP4wVJ/ePtwj8r/Fz78BnTpO9kTqT+UUOmumtW/Nmt8QFGPCGQRSGqQdgiWx3leH8xd5mTt/u2YlKarnus68PrH5K1MmQBnSNEr5+NXenqtr4qfmQdpA3I2bRLv+gD85ItYLHttLF3yJwNPvV9afL/DvOnjM+k5Q+7H15ZL+sJ62oskN+QE0cu8mUapSx1gp3Bz/gB3UWZ2OiTktiA+I/5+pr/N6I/VxIb6xhbddO3KY8kJDZfjzKx/4G0LX/CtcGwO8BIbAaDwWAwGAwGg8Fg6BD4Dy589F+2bJkQQcjG9vnPf1628SO7GlmQ2Cb04Ycfdvfff79buXKlu/rqq933vvc9IbB95StfcaNGjZJtAPmAz4f8mDDAEVESgBIN8h/7ua9lFMX/8TYgfsZ5rL8lPZyrUA47lMigKKqvOrQeEt9TyT8DbblfZE8elI31gPw1OvN6iurlEZcp0llJR74fRcg/y+tSHTGKdMZtIUXnMbgXQ8vG4LooLjmP78XHOK4B9+Ln8XVbkK/Heb5f+TKgqJ/5ewqe0S99ntdXdB2XB/RfiT6AMpzny+V1Ab2H5IlBmzdvdhdccIH7whe+INuD9urVy02YMMHdc889sh499NBDcmQ9YuvRM888U7YeRfr27SskOEhu+fHEJhUFzyhTZHO1/Wgv4rp5u/LQshzz5eI+xjo5b+26CNynjUrPAc+K/JO3TXVwVKKgltHyWgZwrhIjvpcvgw5sAdxTnSo8y9sKitpWcB6X12fcy+sBPFcxGAwGg0Hh3ybyXTr/duCtJfea/W8pf6hEYsuTcPybSP6m+hIiBR/b+aD/1gENouNffr3S9Zz3gus/+8+uZvYzqQye/bQI5wPm/Mn1m/M399lrN7oeQ1ZJPTLNQBSSj/QQLXx7/IUYA9kEkkUZiS3JPiNv4ubXpOypN98vRDH68oHf3Ot6zX3BDZz9JzdwjtqCDU8n18Gm3nOfc5++7jEhQEBGykhgEbxNKZkq2k60fnPI+BP8Er2n/Q3uQUiADEF2IOpA7Dhz9mOBNJQ604Pz5JoD/dvo/0AGgcTy7oEzfb0/CAmEduhz6HdpJjYyGEG4gIgRgE2JXdLGdqFAQOI7p+5hIXFAeikiscXm7WiEtr3dvn+QZCD5BPJg2P6SmMCHwdJcbEq9HInNxxjxQ3znSWz4A/IKWwtq7OzTb5q709/DT7RBeQSfc00s4K+rVj4r8UDsUA+yCdmeAmnEIzGq1LZwLfeS7EiBXLNBxjCQ2AIJSfqXkNjC2IS+pfWl74helyK9l/gDwuaxI6a7Nw1e5N5Qs8B9dMhEsTeQY4KeYuTaSAxIDv5PiMNOJ7GlDVQGj2mD8WB9YEtj4jpIOFeybLhulPUECWUhTM2Xc8aScQjzrP0o+l2OjcQFuoldBLIY8Y1wzj36sdJfkCkRm5S4+akRdSlxKvVpRGLT+GU+5zP5cYzjB3CNLTGJrTwTm0LjLJGoe2jDfuYK6ya23OMVnN2w2R3Yd4r0AYLnh86YKmshPgjVozj28cOR/l+38k8S/0Ia8zYh9J+4Yv1EmCdKOuYZ4yeEr5olsv5p3MVQHzziJzzZFCFyvq5mkeiX8fe+gwAd2pgR9A+cLfpDGwt92TulHDGSvSfxRxgH7kGKhEiHTgQyGWsDR8bmTYPmyTXvBHyP38TWZFyYp0UkNuZuaK+UxCZI2qeekthou4TElqw1wS86lokO/qTKDIZdH0ZiMxgMBoPBYDAYDAZDpwCi2rXXXuu+9a1vCTntU5/6lPvRj37kzj//fHf55Ze7iy66SM5/8YtfuK9+9atS5thjj5VrCHAQFABHJbHxsT8muSja8qG/u5ACWrPDyAtdg5b8urv7fEf2ryvbak23EoOUjEV2t/nz57uBAwe6T3/600KsPemkk9wvf/lL95vf/MZdcsklsh6de+657vvf/76U+bd/+zd36qmnuvHjx7s//OEPQpYCqtOw49AWf3dkbHZUO22BxZrBYDAYYsQkNn1DcOQDtlw350lsgYRTkcSWKFFd1EcXhAsIUHzkhwAG8QCCASQAPtIj+/W7TYgFkMOUIMBHfj6084EewssRva6tksR2QzGJzQO7TxizwtvSKCQdPuKHLUKDHcGWaans2z8csUeJLGRYgyylJLa4vxABikhs/Es0lEuIAVx44UB/KINP0I0fRq16LpBEyOCjEAXZNZf4lrYgPuCrU8atcc/J05jEtr2UxJa0AYkjILFJ7KJGGDf8Orz2Qek3vu2eJDaPxO8zHgm+CCS2LBNbsDT4LbM39BffE1MQJIkzfHPKyLkSJ+G/Hng0h2118VdMAqItSECi87Vt/k9og/KuCc1BPz7rM2mdxA5tkC3u6pV/rpzJCoVekoPo44hNXUViI2MeIE6IPeIDP0Iuok0l6qmeYuTa4MRLcvB/QhwOmf14ILF5H+4MEhvb7sYkNSWvYQ+SXvs1h2tiiWtig3PmPiQg+tIVKOmKXOBXvK8S1j1IYQ/4R0cMmyWxFTKM3eZufzLEbhgvj4S8hJ/J/JWR2CrEj/gzjCV6dH3FH68bdLv4j+yStF8K6kRSYUy4TZvMDWy69O5X/fo6S3QzLkoiFbvK4jjcZy5ADiWrJyQ1iLms/QhEMPwBoYzxhWj2nrMWuX3PvjN5vlDmbp6EnLUTfLvBN8d8550Q1v3FkpmN+ir4hJjAhn/59SrxK+842vxV/XqJkdAP791kHLBdSGz+XQdZLdiaicYhBFLaPr82IrGJtpCxDz34CjuUxMa7WtYt7zfKxX3S9uk35EFspj3iGQIw46FrTWhLxzLWkRwNht0ARmIzGAwGg8FgMBgMBkOn4Pnnn5cMRhDW2MKPrEZHHXWU+9CHPuT+9V//NRXIa0cffbRka4NkUl9fL9uRaqYbRD/kQ2TTLUmBfeBvHV3ho0o6d5fxsLja9cG6oeRX1hKIbA0NDbLGsMUxaw7rD1uGsgZx/PCHPyzrEyS3H/7wh+6mm26SbZB1G1F05mGxsmdhZ4y3xZjBYDAYKiN8tOZNIW+L5lfbTmKLXzPN2+WTu5LYIIKgAxIOH87f3+dmyYoEKeKQPmOFfIZwn3sQi7hPphiO/37ahfIBPhAtwkd6/mYkNt1OtAKJzZ9ABvjamJVCluADPiQdbCm1o1Q+0OtGuY9dZCFCjj79SmkXpF32NkF+0Ixg+CqQ2F4RgkAgBpSCezxTEht16C9bkgpJJCGTxG5VcA9/HH/1PdIfyClfv3ql9BHfoDv0OyGxJduJ0gYECsYlIBn39DdCqV/RDamihMTmY6M1dPVvjlS7H2N8uPDpQFCCzEMssCVgayQ2yG8LnnIytkKW9P2kz/gwJrHhR/r+3ZGLhPxBOSWxiY9f+4foTtuS+Ay+gqw2Ye02GR/iH1IkJBKNH7UlBYq8oFfsTYglzLkRdeUktkrtJ2qSP0G/nAqy9hgn7mMrGbKOOY/MUiE72QeHTpdsf/giq1sJuTaSEw5yqpnYOpvElkPaXg7cYyx+fvlUd8qoOe6UkfNFTh41NxHOw71wX6/nirDNLMefXDHL3XqH/zedaO0alM8dfKsS+oLPIHsNa3zU7d1vupDAiM0rFm6RtUNiQZyRkZfYEvOdEQlzo78n5Qq2owXEBHOh59g7Zd2gjSN6BrKUZO4qRGZnJWjv0IEuMspBOqMN1v0HffWMjKXls75jF/Pn935A2Z73k0NuknqyRve92b2/943yzvr8iCnu/Lp1bqUv+++Xr5E1n9j+2tUrZD4BcVEkAF9gG/69/q6n3AkXzpRsjeh/v1//Ed4JR5x+tet94x1uil+vf7vBSZY21h/maMm6L8rDnEQvW4T+6MrakriL403uj1woZSYvfzB6f4T3M76RcblxeUIuXCr9571XmcT2Tzlnvv34ptXy7iMO6BNbaod1PZTRtjT7XaYjORoMuwGMxGYwGAwGg8FgMBgMhg6B/4BH9rSXXnrJ/e1vf3MPPvigmzlzpmRd+8lPfuK+8Y1vyJahxx13nDv++OMlU9vgwYPddddd526//XYhsFFf/0Ng/B8EIZHE28d1FOX/sXHXRHfsR0dsytfV667sZ2fqLtLVEf1d2X90doXenQ3WCAivL774oqwZENn++Mc/SpbHkSNHugEDBrgTTzzRffGLXxRS2//8z//IWsQWyP/3f/8nWx9v3LhR1jH8g454XdoT0FJfu9IPO8PHe9K4GgwGg2F3Av8mCh+tBc0hAxUkA7K88KEckgEf2lMSW/zK47zkupTE9paaOe71Q5a4Yy9b6cY95uTDP4SvWKY/4oTANW2LP9/aLMI129ct2Pg3IaGkH9i9oF/JVtWS2E64aqVsbcoHfIgN2BK3X3TMJNg0Z9OLKYkj63I5iU3JDJQNdpeCexAUGja9LAQI6sj2bl6HkNikn6VuBVwj+PYT582VvkNg+fpVKyqT2KJMbEpiC79Z8v8WroLERom8UTsYafO+f/hQM6qRQYwMRzWT7pM4lThI/mYmh/jBx4wnhB62GcSPkF7wV+inR0ICgtAyYPLvJctSOQnon1ImreN10xbPIJXM3vSS+J42ZLvYhkczEltiVNafIOiTewn5pUUSW9OLUib00vctqRPqJ/f0VBCPeYgV+nzNymeyGOk3zZ3VsFXsrOq3bVmRrE15lJDYhjZmJDbmyY4ksTE+2MBY4k+O1QokMI7Mr5QkthOQjUXY0pP1kTUjZDLz8Vv7gPRR7BNnZPFLBrmUQOjrLN2WxGxTEQmzSZ5RD0KVZCLzc+tDPa+RMatM4mPco/gSc+N4A6EN7CK+yPZH1jT0M6+mbw0E02BHooJjc5bFnL/MLepjz5KnwnuC+Txz63Z3t3cCpEzGeZ0vrBnVyKrZZ0rIbgbQE0tsP62TYxEfsKXuzM2v+ja8fi+ztmyXdyN6aGfw7CdlDacNtnhe4w2jftAJ/JrgbecefaMeelsSyuDnTE9YVzSOdZtX/AaBly1mZVyS8QP4WODXKOqy5ei3rlomsUJdJb9Rw0hshj0JRmIzGAwGg8FgMBgMBkNVqPQfRrlP5iLdDhQyyV//+ld33333SZa1cePGud/97nfummuuEeLaLbfcIuS1xx9/XAgjmoEthvzHo+3bRQwGg6E1sI6QiY01RbcgZh2B2AY5benSpW7SpEluzJgxsp3oFVdc4SZMmOAWLFjg1q1b5/785z+nGR8B56xr6K209hkMBoPBYDDsCGS/RMLH++yDdZaJTUlsZMshS0xKYmsJzYEMxcf4k0ax7VnYku2LF893jyb3IWGo8FE+vs7fz3/MR7gOH/MhW82RbeX4KA+hqeijPKQAthMlKxZEoGMvu0s+4KOjUvtI/llMSsv8lZHY2DISXymJDdszuzOgg3/lNmx+SchNkIcgW0Aeos18eb3WPkHegIwCcQJyVc8pG9J6PBcbvV3cExJbQpRju0gIaYK0A4pQF3KIktggO1RPYgtjUy6di9Sfvn/YBJHkY0MmuNfVLJE+Yi/EoxAH2+U3d2ZysImxFBJQv1slvomLW9c+L+Mr9YCfB9Qj5snuxpgqCWiZH3DxR0IQCXWCTXqNbPAOhTwDwY7xLSGxJUhtS044yGmiK7Qfk9jGSwYlGeOWSGxJX0G4jhHKqv8+O3yaxBL++8gZEyUjlpCJkvpFSHWWKQ/tpnb4dohDSGyhD6UktoDK7WSK2g+q4yPmHH3m2FahHjo6aEoBgr8U5d0tfc458SvbF/v1RkmYEJvwcxwL+Je179JFj8oaQPYu1oDJjzj3D4rF66Q0HNqiv8whtiFl7Ua+emG93ONZISKj9bT437sZeZLtdVlnMhJbc0JiC/3N19Zr6jMerK+UZ/2N12iEeTZ+XciEiP3M24sWP5Guky2BdjRe8vo55x5tP+Xlc5dCDGOtnOOOGjpdfFRiNxdeOKjdGlOVhDKULdHjgU20f/nCLZJRjXVF/cb90K+w5smYgoRoy/v861fdKe9LhCx4ENukXJ7Elvgna99fc5E3yGDYBWEkNoPBYDAYDAaDwWAwdBgx4Uz+Q8xrrwmRBFIJ24z+5S9/EXnuueeEZALhjfIQTSiHxP/hjHMIJLqtn8FgMFQCa4SS1vQcEhprDGsRR9Yc1iMytbHVKFkjdS3SzG3xWoMO6rE28cxgMBgMBoNhZyH6hSJ/uZZ7EYkNYtjrBt0u5BYysUFA4yN7ywgkM8gTgybdK8QfSAQQ4iCZQQDoGPIZwzQT29jizDJJJiiIXhC+lERD/+in/FTLnFGO/LPkOr3dvF36pCQ2fNUaiY17tM2WjQf0y8hoQxqfFNJSJdAf/L/sKchRt/l+Z+Q3CBaaQSfud0piq1lcTmJLOwHK/crYQWRJSWy+r6V1/GX0W1fbjiVXvMMI+iBVhIx/SraBPEgc/Nfw24SckdrLQf6CQMagj/hsvwH4cLEQzciahm/Fd8DXpR5+nbD2BfEz/uB43QNKtgllQh3GOIwz1+iSTHv963wbRduJBlBf7JM/8XVEYqvbmJLYDu49vrrtRCN7wnUpGDfi46qVz/r5MEniA8IPhDnaTHVWQKozOcnaCO1yLfeSOFQSGz58T58JORJbC0gVGRT4c8ojmoktkDDPq10r99NxS7JRQm6q2/KaxJ/Eb78Z7rerXwqkp4Sombk3jB3rFuvjEb2ulfnB+sR2l8SFzKs2QP8tnaLZ/zvaH+J1ploSW3UImeRYs1gXIO7RB95lD/qAC++fynGdIfiiCMQt/pu1+Z+yHrD2sIawdXN+fucc3CHQLmOTbkOdrOmjVv1dxj62mbLSbNM/xd/+9SRZ23j/kb3zpGRdlzmYxIGcRzoys/11J/bDYNiZMBKbwWAwGAwGg8FgMBg6DP5jl5I+IIognMfguULJIRwhiMQkEdWl5BPOS/5jmsFgMOSQXyOUlIawjuhakgf3ILHpOhOvPUXkNoPBYDAYDIYdjeyXSPhAzbXcS0hsEM7YorPHoOVCAiCrWlUktmb/7zB/4CP/dSv+6PYaAIlHP7Y/F33kz35DpW0LuO+lKbuTnYGMbJVuRzd4sTukz1jJ9Cb/WmwO2WfC+atCXPjt3duE+AUhY+9+093VK/8qOrTPIPvXY9SmECqCrbEdnIe6GYkNchx9hZDWEokNcB8C1ifPne3eOsDLwDnuE+fPds/4e3k7go7QH0hVly18VDLxQP6gTdqmrRJSVUoeeky2ElQiVUpiK0MpiQ17IIAUktjUIJCcc6A+vtCsRZxzLy7eafD9o59qL9mQ8D2Zyu7alpBVfJm8uYA4/t7N64X8A7GneHvLUJd4v9c7UjPfUee0qVvcX6VMKF/aRpZpigxYStKBKDZm1d8SsolHUiGtm1ynNnhfc46tYTvIZDvTPrdG25n+Q8oEYpGPsRISG8jFbfKQA/2CRPmJ8+bJWDOPPjh0htxDH3q1fotIlCeqPbAj9mWTjBEETfqAD/ElGeCyMgHZeRXt7vLIxib2Qbjfcv8hCCsp8A2Dl8hx4v3Py5or4+bXYDl4YSwZU2Kc+IHARPyiQ1FiQ7KezfULEcQy1g3Wml/VPShzWuKuRZTaX6obycin/SevlXhgfjBv2RY0XsfSeqpPbrTkH3/fl8FOXY/RTWz3vOEOmbNhrrSEUv1qg/zbPWmfucN6ceLoJWI/6877vf0L/E1Zd2L7Ups7DlThu83+j65HrO2nTw3E02BraItycu3fhUJ884s472DW9Hf7eDm//mGJgVCmFfJremIw7PowEpvBYDAYDAaDwWAwGDoMiB4IpA+yG5HtKJ9dTckhiGZZgygSl+E6n/lIiSUGg8HQEmICGkfWDoQ1hYxruuYoYY0y+kzXIoRrzdDGtcFgMBgMBsPORPQvKrlIr5vDNoNCYutzvesxuK2Z2LxGrwwda5537oA+EwP5Z0Cj++R5De5h/08yPvQLgSX5TcRfKEMcEepCyICMwAd4rkPJ8IGdD/SBvASJLWRiO6TPDcUktib/u8wf7vSNQpSAyAHh6dMjat0DXl0gHQT92b8Ws2vaxgZsSUkiHmqrkj4CaeIW8RXEgtZIbIA+9JnygGTxedPgBUKyq93yirQjtifQtmiHLGNh+8eFkonn0F7XiU+xU8kIwcYoE1t/SGyL20RiqzYTm15T94/e0XM3viB9QDjnHs/y1TqOQDITgsbml8V3+J4jfVaChgrAL8QC23we2DcQOiBZnnLz/RUz4FFXyIY+dokbfMI2pLrlJjrl935SFmATJK1vj14m4wTRiExQq30QabylhT3kNLkWfZx4X3Mek9gg40AsIhObxEdbSGzpg2yc2Y73nQMbJDb26TvdnRVtd1qkpxg8i8mC2BH6gXCNTiWx4XP8lycNZvVBS+3tLgg+Y+yICeYqawzX6pfMH+GccaPsBu+eI4fN8LEYiKaQtYhpYjvUiccjxNDXxqwUAqaQFYfVypqRrU/hqMJcgPwK2Zc1hmxjS31AUz6MaSmwC9vpA/bl+4AoOKfsOt+Ho8+YIrGH6DpGHwrjOLkovZ9dI7S7zQv++cIlS4Swx/w7sN9tsnVzJftjxPoQBe806tIG/hy58tmQCW/wYveWAbPdSaPCNsY81/jN6ofrzgA6af+Eq3Q857gjhs1yD/tBKBpPwFo4eHY2/yCzLfbjyViFMnl7DYbdF0ZiMxgMBoPBYDAYDAZDhwHZQ0lreQEclaAGkSQmmMRlyOD2wgsvpJmRDAaDAeg6oSi6Zo2BRLtt2zZZa/Q+wnoCMY01RklrcaY11Uc5yrBOGYnNYDAYDAZD90LuA3ZzILGxndzhyXZyEHfKtpOjQvyTJjmPb/PxXLfxhGAEqaDX5IeFIAdRK64OIAlAYqAdsmn1uWGJu3zGnUJ6COQDbC0l4UCOgyR3WO/rS7YTpXyo43+b+b8Qscj8w4d/+oRNp03dJKQwPuaHsr5q9DsNW6gH+ajv9UvcRTPvkbIgLdXcJPfYCk9JcpDS2EoyJpUAzkWkjSbxAdmHDu49TsgQbxw0331z9FLxvbYTMsFltlyxepvbr/8UyTAEeaJm0n3iL7E/IX+EvgQS25kNjwqxCx9BushIbMGXwT4Q+/UBGStIW2TgS8kZXn9UIUFGJpu/8Xl3ZM9rpB1IYpxzLyNXhL50JugrhKijhk4Xgg4kjcOH1aVbB8bt4sNACtssJD2yTGHn6FXPSoyFcqEs9aSu9z/P8HvYOnC+e7uPnR/ddK/EDn3TepTHh4zH5EfCVrGQQLHrlJGBBFoyfxKEduRUDuE6kNjQBVmTmCLW3+djZYu/J2OckNgk5rEhHn9RkvUlvfZl8AOkp48NmSAkH+bmR4dMFGJe1p+kSgLO89cBlI1JU7lr7z/ikMxh9AG/Q8SLSWzF/zYKenZLwIhKxpfYYo079cpGN+eZQJgkbomT2CuMMWWJub6T14sfewxeKuvYD26+V2IrlM/7f7vU+9WSPyfrwEK3t18D2U6XMUjnta/DX9q+2w8Yc4hYp51jRjTKuqHjFYNr9P/0ihmu543LZa2krBJx4/Jcc5/1/4TRdwmBtMfg5ULE+tnYu6TvlNE4zuqGOOCa2EUkxhNwzj3eN+t8oS9ePF90ss4zZ/tOfiBdI2N7ShF8hj+Q1PakAtf0E5+NXv286GW9ftOgkMmRbI34Tu2iWuW2Ogbm04WLnxYyGu8N1ulf1m2SGMAPofHQH/zNmEB0493EWvSJ8+am42kw7GkwEpvBYDAYDAaDwWAwGDoMCCGIAiIIBBDIIpBJOEe0nD4nYxuEESWLKLGE5/ofSDk3GAyGSmCNQTQLG+ccNeMj91lH9Hn+WkXXGu7rM12fDAaDwWAwGHY+MoKAoDkjsUEMgywF8YFMbBABhPQA5EN5OBUk57EeCDELnnHukN43C6ngzYMWuf363ea+dPF8N2vLdiEE8OEdgcDA9ZKnnauZfK8Qwtgi9Ne1a4WcoOQG7OUvH/IhsUGygIRD1riMxOb/HegP8pFe6gSCAdmEINBgCwQNMpR95aLZZbaoPUuecq7PpHWyrSoyvG6jtAuyfgYSG5nY0C0kEa+3JRJbQJP4EjLBd0YvFCICpAuypZHBiyxx2ACpDL8zHmfVbxCCWJoRzJ/jr5gklrURMmANa3zU7T1ghvgI0kN1JLZADsRPZBiiThj34H8Q14OTA1mC7Gu0QT90+1KypOEftanT4RVjM6QcYot+4p8vXTgnJdQQP4wpPrxw8ZM+tm6RDFP48OODJ6RZrIJ9wcaU8OLjh2eQ4sjep1uQ0jeIbGSPYny0DT8c7uLFj0qmLClL5rG+UyQeYpKLOpBDcpr6n3FHICyRdW3w7KeFVIgu2l3j79EObRK3lNVYS/XFinOgjbMbNosuxgrdZN9L55n3Af/dJK7egroUPCdOIPvgd2zENj81XL95z0tMvXHgPCEAPZQ8R3SMiKHgny6Ik+4GH1f0lX5f4Nc4tqNkq1jmG1uDEpP4hdjSuILwytqgc4xYf3+fm+U+Ps/iN1oH/FpIbJD57MNDp8h6Sfyyve2vl/xZYow2EGJp5TbnvnzR3HRdpS1In7ru5cHcpw9srcn6d2jvse4nY+92t659QbYxZfx1TaUPE/x99LNGol/JtawTjH+IsTD+4RyEa/oxafnD7vanmtK4Ry9+gkTG9tJkd2O9wz+sA58ZPj3N/tkywvq38bkmd+sdG2TLTtqI/T9h7TZ34qhl4jvsVv/8xi/C+CD1eVfCN8B6T7a5jwoJNWxniu9Z21jjsFnXkZXeqbxvIQwy7sw9iM1hPCM/y59yv3OeXRsMuz6MxGYwGAwGg8FgMBgMhg5DSR/yH1C9cA6RRLflUzIbpBAtwzUZk8icxPM8WU1JJhwpbzAYDEWAZMYaEq8TrDUQ2CCh6boD4jKcK1lNJV7LWHtYn4zEZjAYDAaDoXsg9+G6OZDYIIRBkOgxZJVky2FbST7mB7JPNchIUdeu+KMQNMgCo8QFMggdPqzBfXXMPe7/f9Uqd9zV90n2H83WBHmObTnJCpaRa/ib6YVUxgf8HoPvFFvZTlTIVgmJLfSJ/vl/A/q/1Bmz4k9SFlsCQS+x5cxZ7vir7xF7jve2HDl0ltgS7F3o9u07VYhS6ACxvyBITCHzVt9p4ivsr90cSHyZDQGZXYGw8w8vtz/l3IfPmCakCyFXDZwvZAPsgcB02tQt7rAzG4QERH+V+ME2k0qeUGT6m+QZ28hRD7sgjkDMCAh+yRD8Sh300m/agpwCSaSIxCbt+P5zhIACGRACSY8z7vJxs0Laww+dSk4KncvQ3CQxCWGGbVZDX28Xwgbjx3jWzH7GfXf8gxJfPH/T4EXSPzLaTVr7dyEApfYl+rmW0yb/G94fIH3Ql4P6jBNyHyS9sDXfJK97vYzTz6ZtcR87f4HEk44TWZp0nFKdEbhWIbbIeAiBE3LMPgNmpuQTxg+/ErO0T3xQBiLa4b2ul4x3SmSr5GfaJyYh5H3gzNlp/EO4w3/Uh5RUHYKv0uIJKQsCzY+urHXv63uLxAL2vXvgTPE385S4oF36RR+IEXx4ZK8xQmTCPnTJQf6CLOZ2dcT+0vkGgZCYkax9g8J6hN+OvXS5++rVq0WIXdZDxovY0vhlfcTnYX7ipyBxO5zTzmULHxVCpeogjj5+/jz3vXHr3MA5z7jP+fYYE+5jC3PlqxfWy5oR1v1Mf4y/evkG25X68qxf2EYfiE90Sh+uuTfpQ9jSsseg5d6OhUIIO6d2g/ShaH7EYH7wHoKwdYSPWd4Z6P533wfm+lsHzJa26R/tHH3GJFlbs/WnHLQnbXo/EXusYUf0usbbdYv79G/vSv2/f9/JQvbEZl2j6d/gifcKWSz4P49SP3UOwjrNenTFIoi706TPyNsG1ruP/mqBO3ncer/mPe0+e4l/h/abKesH482cg7QN0S28J+OMd97W5uClbAyMxGbY/WAkNoPBYDAYDAaDwWAwdBhK/FDiGQIggigZBIJITAZRclr8nKMCHdwzGAyGlhCvIxwVuiYp8mXisoD1BuKbZnUDlMmXMxgMBoPBYNgpSH6SpL9MmrNMbEf0ulY+joftEHPbiVYBdPIvL+pdtep598Gh0+VDOluwoRciAMSAd/avdW8d0CAf2yEJIJy/p88Ed+Gse0pJRtFH/PNrw7aXlIV4kH6cbwpWZr+2+EAfnkHEu2bFn70tM2RbSOx4vfRxjpAw9qoJZDGuIUNAuIGUBvHt/Lp1ScajoFv0J5nYZm5p9mXGi68ggpB5qzUSG+CcvrAdKZmSyN4lvvF9wg5IPhAy0Kt+gSw3YPLvS8klidJUv/8D6SNkKJsm9SFUQbgICL7MkBH9wnaidWLLyaPmRiQNPB/qQG8I7QQiBD6gzwf2u1X8hkC0a9j8UpSBLG6vsxDshqhC5jzIgEo2QThn+8S9ZEy9Dwcv8j6cIwSUvlPWSjwE2zwiBhdnoX/8CWUgArH16MF9x0tMQAxB19sH1AphC5IR94lr2qINCGyQAGWcMvUptB2EeXLiVbenRE58KHMimS9I6Fe4T4wikHpmbwp+FviYlIP89UhOGD3il+yGtIEeiFAxObN6hPjJ2ggkNmKFrI2BAIqdwUbayvoQ/EMfuCbOmV/TtzbtOSQ23yddx35d+3uZK/iFmGI9Cj7ya5KPXc28iK8k5gbMlvKMG/HL3Ax6w5iAbFzCNWUYm/6T10tcog9d6GZ9YY4wDm8eELbkZd6wHi1LSGCl+oNOBbFDBjnWGexmzVSiF3GM3rQP/n6YN6XzI6wvpXrz18yPr191p3sH7wuvFx34B/3MC2nT32P9/aYvt9IHO/HeUtwQs/LcxxyxFzJq+nXcv4+IX/TLO8b3ReLXt0F7kJzJwKZrY+afGPnrzkCYc8QOY8/WsmE8WY/Ce4y1m7UI299Qs0DGREl9rJGpT5K1O5zjiWBv6EtA+txg2E1gJDaDwWAwGAwGg8FgMHQKlOxRSZRQwnke3Ms/K7pnMBgMXQXWG83GxrnBYDAYDAZDd0T6r6PmkCEIwsAnf3qBbKN5eK9rXa/fThLCRaCXROXlw3f0G6fgn1lK1rjvOecGTbpbCGdkZoP0AOEAgfTCNffJLAVJa8rv/yr1MpKAhz/hczuEnctmrHBH9rxGyv/Hz34tH/XFvjwJJjnhkNri/wyadK87tNd1Qu6i7XcndmAP19w/rNcNYsvUNX8SskYgWwRdQW3IBEYmrI+fdqn46sOnj3KLN/wlsztpvxKwCWIB/jlp1HzZRpXsVNgC+QBCAltlsg0m2cbYkg9CFfqFhMG/bfmfP9KUtomPLqq9132455XSz4+cflkZWUnKCgIZLPVrrzEyTqdfPjkadz/OWYXk39SBVIEP6PNHTr9cfIYc/fPfyj2eobskTjoRtI9AtmEbRgiXbGsI2U9JgHv3D5m/GNN/GzxOtmwkXgIJsDrgb/x3+9POHf9/dZIxDRLYuwbMSIkjtAGZkQxWbK+q4xS5LUHpvOE5MfCzK2e6o3qOlq186cPhvW8UX4YtbccmEq7Vz/hc/RwQ9ObbZAyf9oWO63ehjO0H/Lz5zMCr3Bb/INSN66l9KnmE+2kbzRkJ8ueXT3Uf8n14P7b7foS+3ODbuzG1X+71vN69v9dNMmc+9vNL3dxNz4f5VUZi2z1B/+jvE/7PFQs3ueMvahD/QARlLSKeiCsEkiRkpYN7j3OfPWeyZK2rilQcOZExps71dz3lPjZkvLRDvNIOc4T1hoxjjNPpN94hc4k51WJ2Pv8Mvev92nVB7Tp3/MWNsn008yzoxv5AJNU1nnlDH25d+3z5/GihLdYh5jakTeY1JC2OtINvIELiw+tW/FHIZS1lYFNk7YZtgyHdsvahE7Ka+kXeTb7djw6Z6AZNvM+t8YGu74OW3CNotUD7gL2sYdeteMp9fPB48bnGDSJ2+/WJedjzxuWSbbHUJ0Xz2mDYvWEkNoPBYDAYDAaDwWAwGAwGg8FgMBgMBoNhF0D2nT0QUyAz8YGcbUUf98IHez6a6wfwuHzpx/D8h/GM7KIkCjKmkfGGTELDGh9zQxsfF+Ga+w/7RiiHDeTcLuEA+AuuIQ9gE7qwD1tLMwZVQrCFrDu0Qf/UlqGJLdjE9dTEFnRjC9QatUWP6OM+BAsyCmHL015KyAJZ4QJktmITOlZuc+7CxU+6nlMfcieMWeG+ftUKd2bDY2782pdEN20F3S31M/iIPj7phX5SVzJdRYj7wTljhH71KyQT6oRyvj1Ocv3hEnvoM9nhaAvhHGJW5reW7W0b8rqycWW8Vnlj/m/RU67nlA3iPzIz4cNx616Svqld1SO0RxvEAn2b7/8QJ6fevMZ9bcxKd8Lou3wbj0pWPcYxi4GifnOv9L6SUnS82B5XfanCvbyUxVtkawyex/Ma0djO7Ax+zOxTySPcy9oI9dClcxzb8rbnr/WexnUYk7zu3Rf0kXmq68dqH5g3rXtZ4uj7N93nvnbVXSK9pzwka8ICH3Ml4y1O8v5qzVnJc+oQ+4zPTetfkrWO7GbELnOF7GLMHeKiZN5Xgi9AGWKX9Zh5wfo1LunDqTff7064aqXMP9ZX9DNvKIcdWdy1DmJrzqYX3PD6DWIrayP66QO+WeHbLdeb6S5yUXYvrOOP+RcOhELxy9UrxTf6btK1g/imvwJRkLc/d13UcEeRbP2JzfSXNQP7dDxZ8+LxxOaqxtNg2M1hJDaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDYRcEH7v5TM5HcoTzjn6Lpz66IABASODjO8QHFYgc3Oc55ShfqU21D5IbJJBS+yp/pFedSCVbsINriCKxLS0h9hXSur+wsdROtQmygdoD+QDhHHvK+xpQlGmcO2oX9Ti2bFOA2kHfqV+ciSmzXR9rvVi4V1i93Sj3Wwy1IfYhRDwdVx3TwvFpMeVUBuriT+IGnehnjDhqDPMcdW3tu46XCnpaE/WzgJMWGuWR2o+U+kF927J/W1Cf6lfb833RY164X2pLHi3btSsj9hlxS4zGcaXzn3jW2BJftXN3AeoyB2hH54fOEdrABmxBe7UtaB+wragPqh/hWbH+ovHNxh39RXMOnfG8E994aRsCCZP66pe8fu7r+6D1NnZMvGKD+p3+Yys2q93YHI+nwbCnw0hsBoPBYDAYDAaDwWAwGAwGg8FgMBgMBsOuiOYmL9uda3o1iGzx15aP8lnZ7OM5OhO9KunH/kT0eXqvJVAW2xL7yE6TNhbqcxl/vM+uqYuoLaF8KhXtLIVuqRnKqK+8FJQtRYE+MQ5diaTPo2NqSyjeMnw5tacZ+kWVdkmftR7n0CTyKLJB6/m2RDhHX/K4U0C7cR/ic5A8F7sTX4lfk2fx/TyqtLNZ/EF91ZO0oedynUi1iO2TMYt9WCBNr0TXOTsq9oMylKWO6s/7ItFTAS2qF2CD1yl2ef26fiCvYbO2GwtlMzuK9bds164NfKZ+S84L+6tlSses5fHIQQoneuTItUd8P9Uf2qhOf1K+rL7e94eSa8pxHiNcl7andRT5a6D3vKRtBz0qrSGUifSopHNdr8v1F0PrdA1K28WuRLRdKeCPTbwT1deIwbBnw0hsBoPBYDAYDAaDwWAwGAwGg8FgMBgMBsMuCs30owl/2pv5J49YD2ex1vx1hvKP8FpWN0CMUVlP9cjs3Hkf/7UfHe2LolN15eIhjZdYOilmdhwqkT1K75f0kRvJMb4uvQgouFURWlYk79sq/arlM0R9aElHeUVB/naFYun9VHJtxc+Yv3rck4BPUr+oMyLorTZl9NNKVaDNugXl8yPuB3/z+vS6Yjs8qDILooLSKkXIx1t7oBpaa0vRGW22B0WtYkqhNVWbWD7OBsPuACOxGQwGg8FgMBgMBoPBYDAYDAaDwWAwGAy7IPjWjZCHpigPV0eg39G1jUpSiiYXMmAFaBm1L18nf10JlFEiR5FUi/bWyyOvp5IEtE4y0PL5PlZCXCaWaqBldUx0XHY0tE09Fo1vRVQsUErqiHUVSYrcjbLnOfAs9l/sx/iZXqtUQv65Xuf1lKHCg/ztomJcq/58OyqVngfs/uSZlghP6ouWJEPwVaqvvECCLH61SDVSjkxPDMoqGbFaSaEZNEtutoxYT6F0kFBWpi8nKaKLkvtdjuKxjFF4v6hgIYrH2WDY1WEkNoPBYDAYDAaDwWAwGAwGg8FgMBgMBoNhT0D+43iFj+UlZIt2IiYoVGim8yDKm3ZAQx1HCXFjJ9sau6ujhJIixPoLkTaeHFuA2Neqwp2DbmpWhMpEF7W7pfHv/v3raiRkoZwTqp0zZf4ru1GKVh6Xoa3lFe2Z89XVCf6KCc0tI/FvJ6OyrdF4tsdxVULVF9rRxW0bDLsyjMRmMBgMBoPBYDAYDAaDwWAwGAwGg8FgMOzSUBKASstonYiQ6Ml/aE+vKzwvQGgrKV8lMpX5ernrtP3kfnrdElRHpCeHVv2j7aTttayvItL6oHW7ytHRdttZv0qUdC9Gvv2KBXOotlyKXP9aqd/6vMgjp1/6Emes0udxmbagI3Vj5HSU2ZYI92XLyOi6sOyehqTfqT8qoMLzstsVyikKy8Y3c9f5x6C6WG5tPEufVz8/tF5p/cqotlzrqGRj4X1uVduldkDVl7Wdttt5/TYYdicYic1gMBgMBoPBYDAYDAaDwWAwGAwGg8Fg2KXRWR/DO/ejevoRP5EdjvY2vNMM3kPR5f7u3LguQxX2t6t7Ob3lzST9Kn/QPnSWnj0eVcZbt/V3Bfs72d7OU1edv1ttr/MMyqE1+6qzv2poP7qsPwZD18JIbAaDwWAwGAwGg8FgMBgMBoPBYDAYDAbDHoD8N+3yb9yd+zFd9Ze3s4Ow0xo2tAm7+Ti1u3u5iuV6Opn8YtixKB/QboIKcdXJ9u6M7rfYXpcZ1No8be15G6H96JK+GAxdDyOxGQwGg8FgMBgMBoPBYDAYDAaDwWAwGAy7APLfpeNv1UWiqHR/T0db/dLsmkTyqLa+odR31fu9c/zbZj25CnqZ11F0b0egkj2tkWKyOqFcZT2GGLGfYlFUul81okpFevLX5Teqg1arJC2jclzFz9quN0N+nc3q+nttU5TJTkZsSl50HqbIHrSCUCfWVVU1g6Gbw0hsBoPBYDAYDAaDwWAwGAwGg8FgMBgMBsNugkofse0jdzFa8lceRmLrKMp9161RMLDFcdHdxj9HiimElgnlupf93Rfqp0r+6pAfo8pV6aFQOxvUavljZ6Fjekvjt0O2UVllJ0Kbzx8LUbW9mY8Mht0JRmIzGAwGg8FgMBgMBoPBYDAYDAaDwWAwGLoV9CN+TtIP20X3c/dalByq/mi+a6Oki3Gf5ViFn1p9bggo9U/sakFFf6u0FaX1ytor0V0k1aKonp5vj87zqHRfoc/jcv7Yqp/yElDe/zzydfScPiCGUsT+KhB1uDo9vo6lTShoR6QDSO0o0puTxN7Y7LR6GahTAG1Lj6kEVNZXJcr05qVldLj9qlFkm0r7UWp7ke5EooKF/d1xjjAYqoKR2AwGg8FgMBgMBoPBYDAYDAaDwWAwGAyGbgX9AJ2gtQ/M8jz6aN2e+nvAR+yyLuoNObbgvxStPTcElPqn68OrtfFInpcY0lL5lpDoSZHoLrsfQ8u0BK2v5QqOJc9jcC+7T7GKpgiS8iWFVEemx9BO5J3f+oB0D6idFeytcNujk2OmckMVEMdu9ba0uZlOQSf7qgR5P6hkKOzvznGEwVARRmIzGAwGg8FgMBgMBoPBYDAYDAaDwWAwGLop9NuyfmcuktcSKXqGgPz1jkXlj+o7C7FfitA2P3WffnUnVIo3vV9J2o8oxhJFed15aREFhYrqaLGiZ6ClZwp9rmWLBMTXOu917pdBC+ZQdJvrFnXtiUgcof6K/dOSgPx1EcqeRxf6rEgyVLfuFOkoEpC/jlHpfhFiPUWSR9E9RaVnsb685FF0r6uRt6mSdBSqR+MzL6XttB4vBsPOhpHYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDIZdBPpBuiUxVAf1V8sf/atBdWSSPQ3V+lHLVVu+MpJxKFAU6y94XIyqC7aMjqipVE91xlIGuVkel0Xl9V7+/h6NyBmxfypJHpXuK8qeF1RoqX5HUdBci2hreaB1WqvbVr0xqmmjI/o7A63Z11HE+iuJvacMuwqMxGYwGAwGg8FgMBgMBoPBYDAYDAaDwWAwdEc0Q8jZ3oq8GqTplXB0XBeVS0RJPjsINBWTw3YMij/WZ+3jByTY5T3nXk7kn8m9QqBgB/pu10cYg1KXxTHNeXzNmJSPW0tobvbapYGsXtZeke4iaQ258tic1vPHJuacjxxto60xUuSHlkTa02vOEaI42CQ+aRGUC2Wzc+2DP6bPDKl/SnyNqP9jKXjWZl9qWwjniF+R8jrjIea8YMizOMCGRGI9qqvwGffahtQEsTfWx3nuWtqM0ST1w99i8CR72pJ+baMcpXODMsXlOoZEb2wXczZtL7mnwnVT5X6nKHVABtFTEJPMaf09IO+7cu/G/qik3mDY0TASm8FgMBgMBoPBYDAYDAaDwWAwGAwGg8HQzcDHZMhU+vm5JaGcStFzFS2zIz5U0wZtvujlT17+6OV5LxDFQvt8zO8qW5QsUA616yUvf/OCXbM3veTqN78iMnvTi+4v/h5246sSPVTuGoN3W+RJEhqjxAE+fiERziEQ8qzMxW30OcXjttDLeNPO3xOhPWhfMh/ExuJ4EajCvCQHdKgkt9sE1YGt1Urcpgo8mOra1/kR+kzdWG97+rA7Q8dH/RT7qxqhfjU+jdvJxyxH5kwas15StKKc+Fbd2KOkXeaAzgfWZtrTOVjWRhWAIkUdBB35OR7r13IxtH5LiPVrP1Q/bdFGoY8Kkc2BzgTtxr7WscTPzyXHFte7KpFvhzZ0TNUfFWOmADxvry0GQ2fCSGwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGQzcCH5L58Ayx4M9eIIFVEkhYKvF96sV1OYecxQduPnp3LZrkozkf0S+Zucod0ucGd3Df8e7jp10stkj7zdvTj/ABnU8mKNfZJH6FvLbAO+ybV93pDuw7yb27/yy314B6kX36TXWH97rezdqyXUgGZLhJ7ZRsOUFn9rE/f23AJ0qcCQg+YtwhVzztZb73/5Wr/+7ObHjUndWw1U3d6tzD3snEKMQLqcufvGPj6+S8tBhtZfGHvgd8w7dtdu7G9a9KW7R5m29vrZ9glAkxiHX5TEVeV3RD26F8uB3iif487oW4gkgS9FVGpjLYiU+o29pcLxKd+/RT246TOsUkQsAVPQ02hv5Sj/pPeKEv+H9PRn58iJFnvai/OTJWzyTnLQn18Cd6Yr0gvU5OKMNYEAvMBeYE8Tqs/hGZK8yZJ/0z4kXWUEHQBWSs0RWxGTkgxCn1dJxZ/8auYz486oY1PibtMCfu3hb6yLtHYwQFuTCqgMxf9H2F1zVq1XMlc3y1NwLfZfMu54sYyc30mWQUC+Qv/Mqcw2b6cGbDY76tv7uZW5rFRzwPpTP/ZOBe0f2OA1tpV8eR+USfsRM/4OuzGzbL9QPeBPzk3ZT4AqhtsRSDYcYXjOljXvDvr5b82Q1tfNzLY+76B15z87wB2JC994O+Qn8bDN0ERmIzGAwGg8FgMBgMBoPBYDAYDAaDwWAwGLoR+MAM4eBnl89wJ41a6L4zanGpjA73Thy5yJ042h9HL5FjXIZn1EV4xvH7I+e4S2aulg/sXYsm+WDOh/Pz6h5we9U0uDfVzHeH97pWiAcQKkrIYYLKH+vbDRqIvtZzik3XrHzGfaDXje5dA+q8XQvdGwcuCMeaxe5tAxuF2DblkYTME9spugLxJ1NrpIDWgG/wJaSfC2rXus+MmObe22e8O6DfFLdv/9tEDup7q5AHe95wh1vjgx8SjZAu8o6t4GjN4kQdCDIQZa6/6yn3s7Er3WG9IFHeIuO6b9+p7l39ZrqDfPv/ftrFQgAJ5I6w3V+p+nISCc+JBepwDlnmqJ6j3WE9r3Of+umvhLgi8d0CqBfaaRK/jL9ji/vhlfXu5FHzS+ZwKsz3WHLPmd/Uv+fxF4TUEpPYSpDcx/4Qz9ulH5CWIJge4efnR06/XHy/JyNzXyAprnrin+6nV8zya+hi9+3Ry+So63J+3c3LT66odff+4QXRo2OejynAc2Jp2VPOnX7jHTIXmBM6P5grzJljh091ly/cIvFN7JQMNRex+HYYZ9b7R314X7vyKffjsSt8rP7Ovd/rOrBvmH/v7j/D7ddvmrR3aO+x7rPDp8kaydwoayNCTJCkHcpSZ+L9z7vPnzPZt3Gz2I1u5D19Jop+fEfWS/pLvEostgJaIlZ5L270J4Mn3is+OrjPrV53qY8+NmS8G1H3kHvE95m+l+svHoPOgI7jnM3/cIMmr3EfHzzB9/nmdCzV1+/pM8F9oO9N4qfaLa8U+FptLLaTdniX3ef/DJpynzus97WyxuGDfRJ/s94xBp8dPkXGk5jBH2G9Mxi6L4zEZjAYDAaDwWAwGAwGg8FgMBgMBoPBYDB0I/Ahmw/OfPCHVPXWgXPcW2rmuTcPnOvP5+VkjpQJMkeuKYtwTpk3JuXe3f82IWHwkb1rEUhskGEgE9D26wctdIf2uV4yxvABHnKYHOQvCB/rs+uOIPrwj8LmQE6CJHDv3517b59bUt9AZHt/71uE6IS/D+15vftQzzGudnNpJjb58C/GFZPYDBli33CO37073bdGL5cYJDZfP2ix+B95y8D5QnJE3tG/zn1w6HQ3etWzQtIoRNIAh9BCGAPGiNgmY9UXL17o9u03I23rjT7+ZG74tnoMXi73IcFkpEqhf0W2+1vN0F90fP2RmBXZnpKDyGi1l48hdENmK81kRt1SnYC64V6T9PGshs3ugH6T3DsGNIoPdP6+pYa5nJ/P4Rq/UZ7sgRwh78zZ9KK0nZJ28g37eSDZrCSjVegHpKD6Pzl3YL9bZQ2BFMTasydDxwb/4E/WAtYH1grih3X27TWzo3EJY1N6HeSg3hNku2JiJeiVlSRBiC3uE7dkLTty2AwZU4kD3xYiugbNF5It+plDzKUtXhVRm9krJ4KQlS2QFMn29alB1wqBSueCiNfHUecfzxCuIVwdf/EcyQgX4jle97K41mvKPOjL/uCmNUKgwh9vGrwozGkfnyG2Q7v0BwLdOfWbhUAp8y+2X48pwvsEguj4tS/59WFGOlfQ+faauTIm2K19Y6w+NaJO5ieZzgSiN/i8q8B87nnjcplH9PN1g25P/RzszWzkPn7C17yXId2VkvqCn1MkfuE58cIaSYbTdwysl7igz4zx/l4fOrlmTvNs7wEz3JcvmuuWPBXWLfSmJEQOZT43GHYejMRmMBgMBoPBYDAYDAaDwWAwGAwGg8FgMHQj8D0ZIgnECQgyfKRWopoSAvhozwfx1w1a6noMvtP1GLJcPozz4ZxnUs7X48iHcs75uE3moB1PYpvnegxa5A7tfcMOI7GVfKBvelU+/EOCGDTpXvEJfuODf83sZ9wd28J2bI96Wfy0czfe9Qe3/jklrm0XXRXt6hyDdytkLgmZrIjlU0bOdXv3nyUkGSW2HNB3mjv2srvc4cMC+UJIKAmxAyIbWaky8k+ezFFKolGSCxmHDul9sxA4hDCS6HvXgFmSmejA/lOFJATBDbIiWyvKOPsYUZ0ZMhIJ9ykHWQfiF3160D/60sVzhRTH/IMUh75AEgGhfqYz06V2o+uc+o2SqQmbsTWd68zfgrmvc5r+4U/ax39ktyohseVAm/QS+yDbMD/Z0vC/L4XUN0f07DdguhCL9mTo2DD38RXbNBI7EJJ6DF4hcVo2LrnrvQbO9nHWKBnP8iS2bPzDOZkDGTuITxCOiFkhkvkYPcLPjc9cepcQw9DLGs+YM96sZWTwSklgUXwJ/BrLM4iaxCbxwrsCQpwQngbUCtmJvpHBK5DnFvoygXhFG2T51GyFxFWqOwHXtAEBi7kAWUrmnbeTdxd2H3f1Gvfx8+e5fQbMlLhl7aXMQb7d4XUbJQ4zmxOJwCXxes2KP4s/eb/hA47YiO6vXPN7ybJIH5Qkhr+OPmOKW+MbKCH7dSFYg9imGjte7/tJX7ETv7De4ed9+09L1yee67uo1w3LxNdCnhZkYxqQbT9MvBzU9xaJF8aMvuKHQXP+6IY0PukGz37afXf8g+ITHQ/WX4hsrF2Mp/hD/R2cYzB0CxiJzWAwGAwGg8FgMBgMBoPBYDAYDAaDwWDoRuB7MsSGS2aucr+qX+/Or1sn23KqXFC7zg2v3yAELEgIkA74qP+x8xe4YY2PybPzax9I6oW6nP+69vduwh0bksw6XYlsO9ER9Q8IcQH7IOXF24nKQf6CziQXFJM5nvTy8cHjhSDCx/8+Ux6Qe9gJcQC/QDZBdhTpYXeFcgjx7eiVzwlhBbLFWwbMdR8ZMkkIKRC+IEyRKQry4A/GrZV4ZnwgwBx/4WwZHyGZ+TFEpRC0RHcghylhCyLMjetfE0IORCJiDgINbTEfGja9LFnSkLu9UVN+/1d3wbh5Yp+oa/at+JN4i0RpIyEwEhN3Prnd3bbVucvu/ocbMOdPQrSDHNdjyCohohzR65qUxBZrqQhfiLhcvOFv7sJZ98m8Pq/uoTB3Y/Fzl6PM4+T6rIatrte854U89frBy4QE07D5pRISW2ZD8BVryl1PviKkrEt9HyC8kPkLf71u8GL3uiHLhWTDeOzJCH7z8z4hsTHmkAyVXHba1C1uRN2GbDwS4frc2vXZml271l00a7Xb9LftYc0ThLEIbWQks2NHzBTiE/qJWzKaEacQjhgPMqJdtfKv7l+HTE6IS/Mlo+S4dS8JqUnsFYnGvfmfoh9y7pG9xgihifnBtrXXr3hC5hxto595cevaFyQjmMxB38abBy2SeLhuxVPSRoirQKSSNqJMbwMm3+djMNRjTnzyvAZ37YpnRC99YJ7f7ZUMmPx7t3/fye5tNXOlr6wLELKITdWfdSD4ipgmgybbZQaS5xzRMWDSWvER7dMGc2/Mij+5T48I5DzeOZC72NY1zfjGPC9Bbn1P224fAoktzCPG5zPDp0tcMDd1/WFNu3Xt8+Jryr2hhu2s57v39Z3gxq//RzKeGTKTQmZAYuFjQyakRNaDe493Fy5+UvTSPiR1BELcaq/sixfPl/VBiGwDZnh71sl6Kf6W7IycGAzdB0ZiMxgMBoPBYDAYDAaDwWAwGAwGg8FgMBi6EfimzKd2PuxDslHhwzNH7vOxeqOX9/UeJwQaPlCzxRwZxfh4na+D8HEcUkYgC7QMtQHh47+eV1MXYgBlaZMP+B0lsVGGdtWG2Jbi7+85Mod7VT7+r/M3DukzVsgokH8mrH1BfCnlhNxAvUxKCU0B3IltiX2DVLapGJRVaSvaWi9uqy312oMm3wC+gGDyn+c2uHcMCNsL7tfvNtnij9iIt85jfIiNb4y+Q0gqgeByq5v+SIhZxhCbpXzUAXyOnk3+AdsMkvUPYgdkDUiKbHHIXEG/jpESFhGJRVDokCyOsPdHV9a6w3pfLyQjSHYIdvY4Y7V706Al7sie1wiRpC0kNsphT36utyTMaXw1YM5fgg0182Q70OVPhsx36IyF2MZvEFt+esUsyYhINqi9+00P2b38fIAI22PwUiE5MWZ7MsRnjH1zU0pig0DFGgvRjGvW2HhtjccmvmZc0zgXxRGJzY8Lz0eufFbITMQt4wGBDUIW8clEoiznjN/0rc0pIYmx//pVd4otweYc/BpLvEOc+vfTfuN+NnalW+YbpHwc/zpXsYV2T5+6QeYPMcFcrJl0n8yh0IcQS+E8rKt3bXPuvX1v9nPAzz0vx5w3263x93nfaF8pjx8gm/1q6TNCqOO99bYB89xJoxZLzIW5GOacwPsf+2m7ZvK9gWw56HYhqJ2/9C9SB53aBvXxP9kFPz1ipmyjDTmTsWPM6F+JfkHuGkUdAGN+6pWN7viLGmSsWA+wCTu3e934gT7hG571mbJexhxfEFtkcaO/sRnaP2pS76JFT0q8iP+8T36z5GkZU9qQ/mQVpM9r/flRQ6elvxM+O3yaxIT420hshm4II7EZDAaDwWAwGAwGg8FgMBgMBoPBYDAYDN0MfFfmYzcfmjkifKTmmmeQK8iwc2jvsenHaTLO8GGfD9daJ66P8BG98jdrPmi/Js+ph56YmMG1kgbCx/9EuFGitIMktlRfIHxQnv7yAR+dsS1CphBE9ZPzVHdzyKg0fYtz7+03QXxFtqD89otFpDWg5iD0K7blueRY2aZgS+hJQKyPsioBMXkuq6/QzGBxXb2uhHz5auu1G14pevEtW4KyjR6Ekr3717nTp24SwkVJLPo/nONTCG6QVCD0QNbpPeUhib/YD6nNTa+JHogxEG3e3X+WkMrYNo92yL7EWClZh3oIdUrazyELg9Aml9gAOeX9fcaKfbIdoz9CQCETG/GtJDbaawuwQ21qTXQusJXpYWc2JJmvApkJP8TjqqLEI8gxP7xilntvn/HiWyGy4TOvA7IPJLYD+u18EluZ/Qny112F0EaYe8xpIbH1uTVZN+pc7dbXJFaZ6/G4qMTjVRJjSQeSg0eTENNOvfl+0UvsMldWeOW0S10tzzm6GZvvjVsnBDYIY5AO2S6TZ6ozQ9iulHhZ84fnpC3WKcqiL7aNI/ZSBlLa+3rfJO8V5uFJoxamc5ZYoqy2xbzoO3l9SqxjXSVjHLEWyoeyoXyYG8yRb45eKv2FQPn+Pje7WVsCoa/E/uYmKU8GN8ijlEXItMZ7JJQP0DYYE2yauaVJ5qfaRHa0PDmsK4Bv7338eWlLY0T9rcAG7mE/85jtlPEzmSqJM9atrHxEekz8/aOb7pY+0TfmMMR1/BS3EdAk7RMzZG7E36xTELnJwifrFCQ2DvLXYOgeMBKbwWAwGAwGg8FgMBgMBoPBYDAYDAaDwdANEX+8Bul1c9iejg/5fNwnYw4ftNkmDrIBz1pDnrBFNh79sI4OiBFXLNwkJDSE7fIuqF3rljwdSEN8oKd8qqVEXZ7ENq/Nmdior7bc6225csEm336ydV+yNSoEKT7Qqy3lH/EzPRAnbnrMBbJFzWLJerPS3yPzEFlpIA4gkA+kX4l/+Bvbgl8gv+EL2TIw8Q9bQV5/11NiE/5Rsgj1S1zjoTqxm/Zol35QB9JBKI8/VAK4j07K0Qb1OEJSwZv5dhT4hTLalvaTe0U+6zjCloP077JFW8XXjD8EjTnPBF/iAewl7tRw6mDb5y5dJhmgELI64Ru1MybxMQ8gYqz0DZFdTOuQ+W2rv48vlXQj7UT+TJpMkb+OwTNsHnvnH9zZDZvdkMYn3UDfkcGzn3ZfvGadn393+v4tbTeJrWp4Q4gbiCzn1z8YiEwQX/re4qY+EuJC+6h+CgjjwfNxdz4ihBZsZ+thtiT+7LUbA5HN96E7kNhAS+PR1Yj9xrjH24lCNsuTXysay/34WXKtY6PxrhkEIUSePO5BmdMF1TyaZE6NXf+KjBNzCnuuW/HHaC4n8S3rVxbrPIt16rM80MMa/dEhE1JydJ7EJodEuP/Jc2cLURkiFoQs1lRZ4wWlpFzO6AMkM2ynD5BCiUniuhShv5DiIOthD/P74iVPCtlO+xvHOkcsJIa/evVqX75RYvsgP0c2+wc8C2WL+99RoBu7gm0e/kZqX2hYwCnCWJ88br34j/6RqXL2xm3B14KYxBZIhieMvsO9Y2AgvuFv1py4fIbwHsavFy/6g/iONiCx4n/G2khshu4II7EZDAaDwWAwGAwGg8FgMBgMBoPBYDAYDN0Q2cfr7EOzXLeZxFb8wT7Wz8du6pIJi6w1kAYgGbx1AFtBNgoRiS04IRz857l1bty6lzPCl5dEUYLs4/mI+pZJbBmJKesjBAAINwuewZY7Zes0bNlL7Ai2cI0tnzyvwY1ft03IAEJaigB5ABIKhDMy1imZCsIR5B/VwfaQCFltjuh1jfQrIJB/0HHznY8IsQOSAfXwBb6BJMH5Owc2SFYrbP3UiDohXuhYxK7Rc3SecsE496GeY4QgA7Gg543LhXwRxm+7t1+pEME3XEFiGF6/QUhbkJeOOP1q94vfzYxINfFYBwIEflmw8Vl3VM/R0g7COfdKSXOdhSyeiEnIFvj98F7XZwSXhFyW+iY5oX+QqyAbMkaMD8TA2I9ZvZCZaFjjo5J1iXaod83KZzJCV9M/fGFvjYiPOYm70r5mJJvKoD/4GFINupUQCPmGuQc5pCtIbDFBB7vRTfamo4eEzGAQdDQDYyDtEQXlY4kOnlAG+/EbMQiBEyIbMf16r2/ffpN3PIlNOojNFaTS87L7nYPY3/hoakJiU9IYJLaSeSNEoFIbMh0RuJmIjkXD5pdSYi1ryy/qt8gcECRKtBoxTB0ybzH/sYfx73nDHVKHGG2XH0R56AfxxRp9eJ8bJKaZg6eMnJvpb8rIx5wR76x5xOJeNQ3uhNF3ybxPTPdQe9Afzug7c+fIYTPEftbPE8askHp5hPn9mGxvSn/xVf3mlyuud9oOMf6bxc/Iuk496tdueaWM7FeKrH6wNX+dIH/dCtLiUR29xq8QSvXdtN+A6W72ppfDXBYEO7Uq5Xk/Q2DF5/Tvbt/ZbM0JURAQ3l/yHq57yL2tZq5kXCTzHe95qcO6yEH+GgzdA0ZiMxgMBoPBYDAYDAaDwWAwGAwGg8FgMBi6IfiwHD4uZx+y5bq5c0hsAH18xubj+NUr/yxbjfHBn8wwbxkwWwQSG1lcIBwo6eDg3uMlE5kS2QJ5RhGR2OoeapHEFvrDn2Ajz7CF7ELv73WTkEbEFtodMEdseXv/BrkHaQlb3t9nvG9nQ0q0EHWCJiEzDK/bKKQ8tlPrMWi5kDPeMHCREDTePHCu2KdtvLfvzUKIC8hIAPQVwgB+fkPNAmn7zYMWSJ1Qf57oow3IbQd5m4beukrGI9AEAqFMM4JBplj9gnMfGTIp7QtbnZIxh35k3vR+8ZW4hlDDNnAQaiDP4RsIhWQYKiHVKJpDm7QF8UbJJgjn3ONZWi+cdBDoCdvYQVT57PBAIoEgdeLoJUKQEn/kyROceIEkdtO6V2S8IBtC7qj1HcyTT5LiMlZka4OggR//+9LlKZGMFhBiCnv0Gj1I2na1gKwkZLhAwGM8iAvGvKtJbCrExpmNW4VwSbxB6sE/2BL7JyDzVQDXXiQI6curUu/MhkACJC52GoktM9IjsVNR9rxrkTVVmomNOIY8NGtLuE9caSxpPFUyU4iSaYGMHHutX+dY04gfMhXSFnNAkChLqyXrPvPqKxfNFntYi3Reyboq4yonEXL+jKD8TQ7MDdZzMr1J5jkfD6wxVyzcIjal8eULU5451bhxm8TgGwYv8WVnuaGNj8sWy5SjTKI+OgFN0g7ENdZv1lAIufShpJgH5WLS1v4+Tjd4Q+hrKJvvF/aF9XXG5ibRi29ZL8mYyfuAfpbXi6CGqzF5o9qITFV5m/TvG2NWSgwEIuO0tH8BoY7U93+wP2zfepuMP/X6T14rMaFrZGZuUxovP75ptXvroEAo/tiQ8bJOCVEuvw4bDN0ARmIzGAwGg8FgMBgMBoPBYDAYDAaDwWAwGLoh+LAcPi5nH7LlOiEztE5io175h/P0g7XXwydsiDFkr2KLOohAEAsgOUGUIOsXBLFz6je64y5sFFKAkrbe2+cWycgWSBdxO+0gsTUFsg51Rq96Vtp5W81895YBc+X8yxd7W+o2uvO8Po7YAtHpHf3rhESEvZPvf1aIIeGzfAAf9i+ZeY876vQxktWLspCjOJL5CAIcxD0yG5Gt7aOnXSo2CLx/IAXgH7YLhdgBwY9MZof3utZ966pl7jtXLZVMWF++aL57b9+JQvqgrxAz2MLuJu8fbMIn9C/4PtveccLaF1JyHERBthaE3Ead4JvgV/oBueEzI6aJbspjNxl1gv4CJCQ2ns/asl3IJmx9iXDOvbQdxi+cdBDoCRmdyLqGn/AH5ImTkvgMI18Ql83NEkvTtzZLbCn5hC1k8+QT/Ecc3f6Uk3GF0IUfydoEaYMx5IgNxBwCcQOiDM+wL+23h5DFlNGTotxGBW2j59z6h6VvXUViU9BfSCcbvROOGDZL5imx9vWrVgiRD99UGj7ux8/QhQD6EGe6woedRmJLG8aPlX1JEbWpSFRNa9edhVRXQoaavsXJGsQ4Q6YiMxs+h4AEYYvYJG6VOBmQ9LnEMPVDWB+pF7ZbDts8kiGLORnWU4+kbta/sO7T9ndHLxHSE2vZEX6OpaQk9AembEE8K7AhgBL4ENvRu9wvCIedGUjCEKTIdPmIn7Al8eVPOKc9Mskx/4gdSGxDZj8u6yWgTFrHg3MdL3zHtrxkr2Tusn6TFVCfAy3HOotu2qCtUhJbhviacVvnu3lI75vFt6yZvMuwLYxR5gMF9YsEFN1rCZnvs3VfJLnPX+ygz/8ydKb4gPhi/WccpFQomtblfcQ4zdj8Wro+9hi8XNby3lMekrWO2JH3qyCQLe/wzlASJmOqZD58LfZVjBODYefASGwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGQzdE+vE6+eAef8zmQ3W1JLaW9PBR/O5tzh09eKIQF/iQfviwOve7B5uFGMFHfwS9fHCf8ohzh/xijnvzADKjNcrWmXx0Dx/EQWiTD/QQZGISG0QxtsITEkHzq5kdTaE2ttz7d+eOGjpNyEtkjvnAmbPd2HWvStsQGtCJPdg22dty5NBZKUnh88MnCgEnkDkC8AV1HvVy/R+cEH9eV7NICGM3eWM2+vtbk+cIxCfsEDQHshnEgEtnrnKfP2eyG9r4mJvvC0EYwCbao/+cr/GdOW3qFiEBknmMPvzvJQvFbpD2N/ERuvFrzykbhMwBKYXtUiEP0j8ZR1+BI22wdaVmU4NMo1nbgj+zEciQkdjYgu/AvvlMbIFgl9nUWcgyzUG0S0kkjRvFF5VIJAB7yCxWUq9+g4xhVi/4zoetu3XtC25v8fdSIWCNfigQcciQduJotjC9VrYxRSD7HH9RvZA47vNxhk5iJfS/CKGtPChPPeoPr39I5gy2djaJLSbCEAOMNfOJ7HSQXt7Xd4IQrFLSk0dRX7gX38d3CPfQeUbDozudxNaSKCpdx/c6A6k+vz4Sx5qJjXkD+fVnU7cKqfecuodlPCDWXr5wq2vY9HJKoCQGimak+oJYxveDJt2bxg9r+YO+EnMgRta/EAesGWGb3rCNLeRg1lWJO9aBnEOKfET72KlrF2vB2Q2b3VFDpkp8sb4cfcYUWevUnjQe/YEzbIFQpmsS6x7Z1fR9kLaZVUuFvp/ZELYNZt2DnAYhFZ1pPQ/Khe2CQ3yyTtZteU3GJfi3KK6ybVHxDT7Cx6eNvUvWH9oorldqY3tRVLdUZymJmT5hI++mH9y0Jn1faIWwinv4eGTcmJ8njyRLnq83GIJwyMj4meHTJbOfvivRz3r0vxcvkvnNuPJuJXNn6ueE8GgwdCcYic1gMBgMBoPBYDAYDAaDwWAwGAwGg8Fg6Ibg83L4xBw+uKfX1ZLYku/TlfUEIoOSqCBdkd1s7jPhIzhEHT62o49zjty/YvU2IS7ox/OJa0MGtIxUkJE0AoltTkJiGxuR2P4p5aWOP8cePs6zNRof56lDxrPGxBbq0D7COSQF9F+18q/ycZ7+U378um0lpB4FH/Qh4NE/thKFMMC2gJq5BjvQyzH4yiPJDsdz+kd7CAQKyiKhbPAr1/Th1JvucXsPuM29adA8aQ9SQVY2RiBbQAQh0xykQPUpWzxiM/Yo2QGCEaQunkN2gCyiNhdzEQL9gTbmb3zWfajnGNmyEOF8gb/Hs7gPnYOQAWjmFjKqjReCBuN5Tt2DEm/YXNieNwR7NIObxvXpN94hfk/r+finz+iCQMT4Uxb//WjBdollSDiyBe7A+aJDBf+93T/DB5DjIB0F0mNmT5aYiHsphSRxVLiHLcQO7Wt2v84jsQVbsnab3D/8AVLg0WdMkn7gTzIAEm/Ep9YpgVcA8SjT470Wkx29H4ktSEJdQmKrCt5ub4drerVc/LoQhPP4vkr0DB1FPmgHMn+FTIWsG/v1nyJZr3oMWSWEKGLtrTVe/DgQZ8QgmR2PGjrdneXnrpLRUl0enDeL/0P8sK6xZuP3HoPJqFYcP5mObF0ldoll5hYZ3MjIyLokPpCG5CJCqW+YO6eMnOve13ucrOWsuaz/ENGIgW+OXurW+ODQtQ7EGbs4oyfEypHDZrg3Dpwn8wBSMetZOqcYG7VJjl6bF+YOfkrJaT7+IAHSd22P8pT7v0VPuP37Tg7ryIAGIRDiO4lk1Z/qDnGBDnwZ1pGl0gbzhTWzbL6IvzLbyoVn+pxjqNZ+hHUf+8gyx7bU9I1sf2zpzZwsb4J2X5P7+JbseCeNgow8SeLxdYNulyPj+PFz57hBjU+4Wb6zX7p4vqyHyMeH3OyWPBXWrQ53wWDoQhiJzWAwGAwGg8FgMBgMBoPBYDAYDAaDwWDohpBv63LWJH/T6+b2ktgCOIcAgGzdHohdEBD27TfDDW18XHQIQUA+nMcknqzdT51bm5JpIKqVkIz8Gefcq0hia3pZjnKekA50+zfKQ0IiM5Bm9RECQYrgD+5DEPvo+YuE0EE2H7ZGhKABxG7p/D/lw//MLU1CFMBuPurP2fRiprvpH14SUozXn99iTdSEUw/aD37RexzRBbniugdeE9KLtNNvupu96SVpPy4bEDLyQHZZ7DsCsYqsdYwFYwLhgP4/4Jv72JAJ0keefXTIRPegvxfILsEXmc4YwUbG7ClvACSR6Y84N2NrOOcez0LdoKdzEEhsZAk7qPeElMRGLDA24vMw8qV+9qf0iTGFEEZcEzfENX4Nce3t9OOFDuIUQgukNAhGZO6DXASpCEIOREUEghHX+I8xQS+Ej4O8j2sm/T4lSZYDnxST2Gg/kNgeSEhsizuZxFY6HsylPlMeENIPthPrZKzDz8GfpeUFkWsDcnq9H+mDktjIiLWjSWyYiP34v0gY89aEcugo6247kY13lont4L7jU9IYc1TjibEgpvAdwjPWUebrsoQwFMYn6A26AxmN+IWIBAFSSGw9r5LYZ62IO5OdhnrMIV1XhfzUe7wQRslMKONLhRJWa+m484SY/9bo5bIO0o/XD16WzovvTP+LW+OfK+FL7Vcd1FftxOWpN69x7+hf6940aInMN9ZtYoh5QDkdRz3qHK+Z/YyU71GzROKvfvMr8oxyASGjIwQ9iHrMMXxNhjjeFZC9KFsk+Igsm4ybvh9LSWyUyvrCFW0zn2iz6Iiofdr/apB/l1Af/+MnCIRkU2MsPzd8sviF9kprlI4fwJbNXvrN/Yt7W81c12PQ7UJko59h7Zsla8U7GZeahe7fL1+TEsJD/0v1GQzdCUZiMxgMBoPBYDAYDAaDwWAwGAwGg8FgMBi6IfQDexl5oLna7UQDMj0ZICbwsZwsahAJ+NANyWzlC+WZWtJzf4JuiAA/G7tSPrxDGKLdUnJAOdkikNji7URDJrZw/qrYcsODTUKiQScZZu5OMgFlJIpgSyz095RxD0gfIGR8/ao75UM94HlAIFVN1W0BaxZLeSVNlJNMAuLzMAZhHOgnhBEIHPSbbF5kD6NvD3m5zg8MpAwIJtikGYZiMohmyNI2IGT8ZsnTaYY7fPaf59a55f7+cVffJ/oCeWmaq9v0T+mP+A5EikptDuAebUOOwZ/Ywjn3isp3HAmJbWuzkAbxA2OqJLZgd2p9if3YVonElpJ7fLxQG99DAoK0AYkNMg7+IVsZGf2uXfGMjDH+Z9tRCG8fGTpZxp758iYfBwf0neYm3v9CRDaKyR3ZmOdBDDBm9IlxgYjSuduJhrbpLvrYZpftYCHMYf83fZwr2bTiGJY9yHSGR00yHhA/iVPmBf7YUSQ27RvtsZYhzKFqhe1/ORIvzEWJj85Ec8iYBQn1wz2vlC1uIVOx3S9xd+LoJZJJi61qiXPIksxdYpZzyKYQUCUe/JoNr0z9TvwGEttiKc8cObLXmFbiJ5AndV0l7qn33n5hW1nmXBjjPErHnbWH2D31ykZZ8yHMsr6QhQ2dCFtKM19Y24I9QQdQPfSJNq9e+VdZV7Xv+/g1fEjjkzKezFvGBuGcsYIgN3j20+59v4AEGLZEZd4q2Tedh8l7jvj4/Dk+9v38Zk2AqPr5S5a5Oc9kY49P0K+xNNkHx5evuS9ZG26X40nJe0pWHq+bTtAWbW74W7OsFbwjIC1OfSQ5Rtec1255xT38bLP4RHyQ+KQYpX7nXMdvBllB+0+VtQNR0nL+fReQ87sH47fEF/7SNfen4wZxmvcm64MSLnUN/fy1D7t67xz8E97TxXarfoNhZ8JIbAaDwWAwGAwGg8FgMBgMBoPBYDAYDAZDN0T88Ruk1y2Q2PiQHz5SlyP7QJ0nQwSS2ecuXe4e9PfQC3khFj5+I5Astnipmf20EBAg1Xxu+BQpE0gkUASqJ7HJB3vfHz7KQ3zgAzzl/+O39wghDJICojZw1HtcY0vvuc+5d/QP20cec95sIYeAtL/+BJJSILFNSklsmskKeyir9mi9mGhGfjaICxAmNvoKkKLY0g8yy7dHL3PHjpgp/SPzD1mysIXMOGTDgRxRSk4oH09swLc/HLtabIPYwPHjlwciBrLPgJmSKQ8bgNoZTjKdZdDnEDfoiRA4OOcezzobGYntoGQ70XISW7BXgA2JHfiYsa1IYkv6gQ7Gn+xKSm6BiEV2p7VeF2QVxhx91MP/6Fjnn/3vxYvcu/qzBemdEr8QZLL4jexqAV1PYgNhHmF3zaQQB/gDwlSetKTDmM9sV4LkOpt3YY4O3QkkNkzBBtr/+GmXChHssF43pMJcUsnfY81DyNrI8ejTr3QXzbxHxrhzEfwPaem23/9JCL5+CZFYUfIqsQqBlS2YT5u6xc/322SMEHxK9jz6COhzGIKMxHby6CVSljkCiQ19FeOnuXzdJu4kHvxcq5bEBmjjzie3Swa3setfke2LT5u6yR05bLrYjaB3wOTfi51hzoKgR+DnIfMAm08ctcD33ceQfw+xtSikuE/7NXHA5PtknWQrYY4njl4sRED8pEQrBPIV6yr6wjoZbOaceQx5DKIXW2/y3oHI9t4+t7gTr7rdDa/bKNv6ov8nN610nxo+Q2wnOxz2QHAlsyekvLQvyfqn+i+Zudod0eta954+E4SQVyq3iNA+25NeOHOV1BE/iJ7Mr4owD30fkgccEOqRWQ6iLVn7sA/i9lkNW2Vdz+uJwTNaY5yXPtksOnjXHNBnovvamJVupb8/atVz7pSb7xdb314z2+sPJDkyszF3rr7rT9IOfg5tlcZLNLoGw06DkdgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMhm4IPifHH5rT64Q8UDWJLfkunel7VT7eh0xWYQvGHoOWy0f1d/WbKR/VyQhGZpeQ3SXIfv1uk4/mgaTl65yx2tdbJgQTbBHyRUIO4C8kH8gFhSS2plfFFiUsQMz4+lUrxBb6wod3iBTYovbs33dyYkd2D5IYRCQIY5AVyG6jJJyk22ITBBeIP2zZiX4+6tdvDhnSQrlAmgiSgWfYi30rtznXZ/JDQmzAtnjrSo70E2KGZiTCJnymJLasnYDMvkAdoMxG//gjQ5JsOsk2lfhivwHThfACYaSMbCWKSu2uhLTNLkW2nSj+bpXEFoHxgAgGoQT/Qaz63uh5UVxTL8Q/8fvdqxbJeDIHyCoFyYi4ow1iKy+QSMiO9ekRIRsb/oVUA7GkMgkoBs/j+H5AxqczSWzZGIXtFFd7o+kb9hJfEPeI8eI4iFB07SU5+D9N0gfJxDZghviCedVVJLa03eSID2kL/7P24EfmTjjqeSDKck3/1Qdcsw0nz1gH2JqRvqQNdBLUTnytorHEfeIQITMjfRm18m+yPmLfW2sWCJlqoy9MGTFN/jTJdcjEFmKQ7UQ/1HNMy2TKHImN9Ya4e28fthMNc66wXgHQgw3EF/XQyXxijfv/XbJA+oBv2Q75/NoH5Dl1sCFDWLewd6t/eNyFjVKPsaRPEKgYKyXhhrWSraLrZe2MxxQ/0XfaiIeQc+3z1Sv/LLFCXdHv1wbxs29Pdb+9Zq48V6F9JbHxLipZf/x7Ad2QuniG7aoXm16f2KbCOsb7hrLUCf4I2mKb0Y1nuBfuBz+xLrC+f/K8BvHH62oWyXuILY3xfRj3lhDWA7aePnrIrT6+fB8H1ruvXlgvREr6xvrGWnmfnwznNGxwHx46RfqOnxDe56xZlFH7S4ivBkM3gJHYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDIZuiPgjOEivm6sgsZV8l+aDfVw/kNggDZw4cpF8/JftGAcGQhskAz58q0Co4qjEAIhulKFNMqAddXrYBk8+wstH/SISG9uVRiS2114RW+RDui8PKeCEq8IWpUoa4EN/sAF7Ypv0Oki2Dd4cyc5UnoltuxAIhFTV9xbRrSS2lDiQ2K2+Dgj9wLbrVjwl5DJIDEJW876iPfoPoQ0CBAQgnuMjCAOQbLhfRGJLbROEdrkHEWHyI04yYlG/x5AVQqxge791vhiEE6kr9vpaXMiN2O5iaNG0SpehSUg9szY3S7Yk+oHPRtRtKCWRFAA/PeyDgriGxAaJadCke2UMsnrbZdxiEhAEkw/1vEZiOsS/jmeAEDX8PeINGy5e9ITETMgCNUWyNFVHgkJn15LYgI4R/SabF3FF3JLBKs4gWOLHvO1F1/G9nUxiYywg75DdivZ1neEYzuvluLefY/oMkUxhfs4zzzh/f5/xQuqCwFPSv06D9zHx5NfNTLiO7vvRYDyIP9YxbCO2yJ7Ils2l8z+Q2FirTxoZCF+UJX4KSaoC2gpxR/ySdQyCFvUgdq3yE442yuu1hKAz9OG1dG7c7w09auj08F6pWez+ffD4aF75daqM9BS2XWXe/qL+EZnz7x5QK3P+TYPmyVHXZ8bxCL+W/Xzei+7oKx+UuQMJjQyaxEKsOTvP/AVZj22WWVfxMXVZi/EF7RAzEIf/93cPuJ8seEXK0A/avW7FH7N5g/JoPfh17Vp3cO9xUo53QywSb17QzfvjgllrZN6IffhOzzlqBjbOI2FsILAdf1GDxHB4B9W5L1680G3x4cOYBx1Z3Rhcs9bjgx/ddK/Yg45DfjHHrfedwP9xffRRdoWPC+KRtnjHU4f3MMRYiTPGn4P8NRi6B4zEZjAYDAaDwWAwGAwGg8FgMBgMBoPBYDB0Q/BhOf4wnV43t5/EJvD1+fQOWYXt3ZQMceiwesmGduLoJe47oxemAlEIIQMUQju6jebJIxe6Xr+dnCMnZWQLzRhURmJr/qfYA4kAYPfXxqyWspLB6KwF7htjVpa0W2KHt+u7IxeEa7XV3//pFbOSjESl/eXebbKdaJaJjS3qIBeoDYrMdU1CjBm37iXJdgRhgroQbiCO/GTsanfpokeFVDR700tCQCET2DjfSchAr6tZImSD8oxvAVzHbSHYudHLx86bK2PSY8gq9wbvjy9fs0Z8F4gqHjF5Qv5kencuiLVAGiTj2SF9xgqJjRgbXrcxR0aL+x9A/2dt2S7+pf9vHji3IINbRmohFhmT1w9e1iKJTMkl/OU5xEKINhCIIMSwnR9tVAtsgciCbV1FYoNkcq836sC+U4TMB4nmhDErhOxDzAqBMUXB+Oedm1xzkFP/hz7rdqJdTWLLAxvw1YKNz8ocKZdXRBo2BcmuXxZh3nGcv/F551WEda+TERO2Ur8VQJ/hzytX/z3Mfx+/EGzPr1snsRLWGeZHsJWykNGU8HpEz+slo1Zx/FAvrKsa98QEbWgmzJSUlBoZ5kqGcK22KuI+ogNy6MAp9ws5DLsgBi94KrGrAumJvvGc+b3Gd+zyhVvc6Tfekb4/sLfm1nvddSufETLXBl8OAhZ9h2hGXNNuXq+C+/Sd9QFC3eT7nxWCdHgXLZZ3Aedkjbvd28o6fM7tLwr5Ex8R36zR9C+sIyD4gnub/rbdzdn0grwTYonjkXibs+lFKZvFWuzfGP6+kBsDwW+Dd9AXLlkkc1jeIT4uILRxXwmOWd/Lfax2kmGNrUJZT+lTzykbJB7isoBrxgR/8V7iXQWJMMzx29zZ9VslJssaySsyGHYCjMRmMBgMBoPBYDAYDAaDwWAwGAwGg8FgMHRDZN+Us4/act1OEluKhAwBGQaSAdlyIOF89erVQi6ASAFRQAVSC1J0jQ4+hvOBPbO1iMSW2040JrH5E8gPXxuzUjL2QFwikw5kLm2zNVGbMpJU1GXf33ISW11KYqM8ZYsEYsWnR9SmmZUgApxy8zp317bQLn1EB/2nL/iCjG8hA9liaad+4z/S5wHBR9pGuA520B5bI0Jcws4eQ+6QI9nCILzwPPgvi4mAcN0yQruZdAW8Xh+f9Jc4Oqzn78QPkFUgPBKfYXzC38z+AEiDjBMZj4K/G93lC7fK/eC/YDu1lQSkJEzmwqP+HmOd16vgPvPjXj9QkNfINLV3v2nuzIZHRV+1oH3GumtIbBlJb9DE+xLyyVKJXXxD/8iclaHCeEZOkNPkmoM+os+SiW0nkNgAvaCv+KySEEtI0TVH6jMeUXc7FeovbEX0Oi9A45exYotQ1r5yEmY4pywENx1ftoyFpCfjWwQ/r6gn6/Yo3fJysfv44PFCVArrvi+hxpTFRbjO250W96B/tH9B7Tq/5s3x8+p22RKYNU0ItH7dydfJ0CTESsaEvhG/2IqwbrE2M2d4tsQbTFZB+sA8ZP7xvAhpW7LmhbmPLfgUvXEb3CMuuD715vuFrMz8hPjFek3dTF924D52ozcWjTkVykBNy+uoBHRAVMtnYPvfixeVENg0OsJ5GLNMddhGlnEhIyj1GXfeEWPXJ/GSfx9wktzDbjKv4Wfq8S6DrM74lEDqhFODYWfCSGwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGQzdE9k05+0At19WQ2JI6gkxRgiyjzykj58pH/jcMXuI+OmSC6IRkgI6WhPp6VGIH0IxX3IdQ0BqJTeo1N0nZr191p2Queuug+e6IYbPSrERKVKlG0J3akhzxF2QBIUf1uTUQl/rXCWEE/difB/fQR+ab9/SbLD7aa0CjZIvDLvTxnHJx//HdzC1sozle+vzO/rWuYXOWASiU4yyQQcJ2oK/KOeNx07qXhXCBzyBwcWRsOYcYM+WR0IbWD/pANN47E2JUIGFBhjr+opB5CCFzH2SbMP7yt8x+SC6jVj3nDug3SfwHCYUsSCXj5Ctxjh/I+IRvIJFBHJy+tTnxTxGCz9C15ClINGELTSXREIOl8DZlBkYI8Y2tXbOdaCBdshXgB/qMk3glCyDEJXyKb9VfAZwXjH9ku5wm1xzCaZh32XaiC91+/afsUBKb2qLzqCXRsgjzJr5GuhJxtrKWQOyVkNhqGiVGiBX6oOPEOWvIxPufd+/qX+99v1TWJupm8Zsb12TdZw59Zvh0iV2ysZGJDNJWiIswr9oLatP+71b9Sch1kEOVPIm9rin0IvVGzi06FpRCFzapcI91ELIZ2/cS0/Sb7WBZM2PyXqG/k1uqP25D11fOsVO2JD6zTuYmpK9v+neLkrbUxhhcE1OqV0XL5iWDjpFfW9Rmf8AWxvxBf04GNtYxyZ7m5xlrIgQ2+luqqxKy9QbSIyS0QGqd5Kb6cYlJbHmgn7rEDOP4Rv9uxQ7eT8zztP3qDDEYdgiMxGYwGAwGg8FgMBgMBoPBYDAYDAaDwWAwdEPwXTl8Ww4fqNPrmMTW64YSEhsEAZ5pHUGmKEEpCUe3GWPrx5XbErICJSAaFUnTq8m5b6NEr6ISiW1shUxs28UWJdPwkZ3MY3e/EMgJ0he2ZqNNOaftRMiLk56XIjXNP6NPSi7Jk9hCuchf/hy7eMZ2hZCdqAPZ6YrV2wLJRNqkTiReEc/IWnRw7/FCDIRAEZPYAkJ52pW2m16Tttb6i6PPmJKS1z5x3jx3/n1OsmQFUhv35rqNXhHl0RdsbxmUoT9K9kA4V5JG5yOMP5mVet64XMYzjH8gMcqYloxX5g+IJrK9pY8DCBeQqn7vg6Okr/6E85Lx8fHP+Pxq6TPSbtYvdPvrhFxJnyF9TFj7gmRGwi5iDVJNIYmtDMFW9DDWeRIbZBHsKq7bOrAS3czj06c8KGMPUYm+kTkwI75E+rmRdThD2b1ge1a8KZl3j+5wElspSSnYlUklJM+1A1lHugRlzUj2uyI7s2ti6MpV29y+fadKTBBjEC0ZN2prOc6Zg8t9wLC9o45xaUayXDt+zhBb6/wttvgkdlkXBk+8V+qQIaykvEeJ/TkUEcWwCV1kOIRkJiS2hGQm74WELJXVzLWXzLNC8XWx/0Hf+X8dMlHsp9+fG/H/sffm8XoVVb53UFEccJ5QVGhwuOLVbn27be3W2/arLbba7VVb2+HaNkjmk4mAKGFQvIShGZIADUgIAUJGkpxzMk9AgIQwJxDICMgsyiAzgXPqre9ae+1dez/7OUMGcvBdX6g8e6hatdaq2vv8sX+fqpny3OTv+kjqW4OfnEpRm/ou5g1RvHf4u4Mgmj4QBY9f9WgmDszsy79VuFdT8v6yklOtq7fxgXmwNAb12WNmy98Axon31JdPWpy/v4XMbzm03JX6gPLfa43rCnlvTVy3Lft7xD+NcJl5wSp0nzx+kbyrTMSG8LFJM8fZrbiIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6IHxg1o/MxQdyOe9UEZts15iJ2PYcsaIiYuuKYkWq9k0v5CtS8Tto2u0iJNJ++KBuH9mzYoKBTMyAGMOK+gplEdvrWuaLfURyqYiNXzt+Nv6wyhgf5tnelJVrWqbeUnxoRzgnPgC/1jqWbGtFzojd/Mj9ib5WRWwIC0oitsJ5OeZU84NIao60edfgGWFq9FFXvkE8xwFYblTYxOo4rJJDzIhY6lYSs1g4xG+EQ6wWhGiJfJGHxQ8FyVf/aRtE4II9BAyHTLxW6pdEH/JvFR1n+qUu48H8oHDMtWLc1M7OoRB5nbvqIcnBHsOXiZjkwtu3ZfkjakPzRxvEFp8+br6IPigc2xygaER6jAXEL6xg9dqWRSL++8xx7fm2gWr3xaxFJPZJH4hcbCUoRDpsXXq5jau0aYbaMzvNRGw6LtSjVqO9QpSjcafQgrmK8BFBGbbf1NIWvnHWKhnzNGvdkgdupP3F3xhHWcSmgj7yXdRNSwZ2E9uV0z8DiueGfPNO4ViQeZvmI/5m16hD7hgrFRotle1Zr3xA54TmSNtZzhhThKnMdVbY+l8n6Wp72l/aTyT2w5zTlQqnyXjxnjwvPmNVkZzBNfwv3otmM7WblXiN9xRz+Ktj58s7r9/wK8O+gyaFpfGh4p7GaragYqdkPynxHr78MZYj5/8uvlOz99nQufIM8T5Sy9RvRqNNecbyMdFnGJHcQYdPEf8Rt35i1BRZmU2ey+zvVq3/O0o0iic8U8tivj48elZ4QyZgYx58b9zSsCX6oXnkH2KILdIi7w18Sv0q3qenL7tL/nbx3uJvBcJvcpdSxKbHjD0rv/E+IR/Ms385a3W+Mp3j9DVcxOY4juM4juM4juM4juM4juM4juM4fRA+QOsH6eLDu5x3bpMP06zEtv+A34Y9RpRXYlMRTdfY1mkIJv7q2Hmyyhcf2xEaseoOQh8TOVULn9oR2tDXdfc9G6654175MF/42rOV2LJP9vkx9/7m2Llhr5Z2acP2kAjC8MXqUlI/8JGP+9S57r7nw5V3PqSCjc6XdKtO2E4RG7bnb3pGBGS0QeR33BWPysd/69/8oU8EFGwnOWreg1IXYdNbh81u3k+WJ+wdF/PE6k3ETX+sRkZM2Lw9ppS8sIIO40wMY5ffJ/fpu2SyhIpx8O3Ge58IPz1tlmwfS+GYa5IrqmZzbKcQDWKT/Nl2rPguYqwJq0Vkxj3LHeAH84XtQMkd4i1+yYOKNDQW9bWA3CHyQ9Dx2hFLRBxz0bpn5LrOg07pw/Jk+Txo1GVhz5HLpJ9PjposglB8qsuD9YsN85nxJP+sWPW6YYtlfv9F//8WO/Rhc4NiW18aXYnY8AEhFM+yPTeMd7HNZC/GKenUDvnFJ3JDHORp1Px7w95DZ8scR2yDiAnJqPlvuWsG97q6/8pDRUOM8dV33B+WbXhU3pPkP523Void68wHxJDkkLnIOxVRZSFKU/J8xX9o03/6HSpejc8IbWdv0RXy6AdoyzF98Oz884TrRCRHfeYGAiXumU2Dacb1qSvXh2vvf0HGmrnJ2Kdja/aJl7k3/rrHwnsGTZa/K6yUxtalvNdop0KrtBudj5ybHbNp57SjX/5enLPqERHgIdRFdIpIlZXJcv8TqiuwmT3rg7vWL+3JGWK1r4xdmL+zec+fsux3kmfaNT4/5fOqD72BtswR3vdszc3fMYSM+PCfM7aGu+M93mX4anmxYufV+JRiPrINMvnj7wDvhwMPnxk2xAb8feOZtZxYW2wS+4TrHhExsQkrf9G+ufQ+KfpynN2Pi9gcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecpw9SfIwuPjTLeSZik5XY+p8nq7IgNuhexIadRAzU2RGeij8nLr8/vHvodLGBqOcvRs8N593eKWIWPnTzgZwP6PwiFKCP1fHGYdM3hQMGnBtOnHODfJznQztbY9IHH+Kpa9uVIihg1TiEd9wrbyfK53f9wH/q0rtVgDBiqYiD9juyPVyw7nkRb2Av9QVhBKKLlfFg0LTbwkf6nyX92cd5iRE6K9uJirBgjogNuC4+pGQru+HV5uistSE3+x/RKtt+IgygH3zgF6EKfiDSYqtS6iNAQjBQ3QaSXznOxHW6ctulgZXBEHp95aT5MraMMZAXhC0IDBGuyBgd2SaCBtqbXchtC9oXdRDjsYUcq/BQOOZaXfsdJjGCcOZb41eKkIN8IKRgJSnyRU6IkUKMN8d2CCoZd2LcN/rIanSMt4lnGJncfDauS2IdtlfUdkvDAUfEsY0Tw4RsFJ4JxgmRyyEx4W8e2hZeNVL96slKUNyjL+YgdXkGEPaw/SOrwJlIc3O8RmzMD5sj9F34ndjnQpIr7pETRKSMDzYZ7++O09W5dD6ol6VmPYD6+EAu8Z/cEAsxDJ//sOSBOYsIME7H3H/q4hMxNPj/Z0shwj1xzk1h//iO+/eL1onAkveQ5YT5wC9jzPUpd4c491SASS559o9q2yT3JW/ZoOVjl7yXWA2Qdoz3F05eHm6NlegnnbvMgROXPyjvCOYG77AfT7pRxjK3mcA1bPB3Yb+B58sqmwujo/j6eCzYxH+bE8yF829/Kb5zW8WPPUZcJe8yez70rdg4/zjGT+ZT+l7ELsc8KwhHj2i/N7xz0PTo+xXy9wCR8uS1z2T5aaToQ0Vc2MQPCm3s7wD98reKlTy/cNIV+vdm2BLJ0z+etFT+RhTP3/ZD+2rcir5nycE1978o7wEEeowRQrOfzLwv3B7v8bcPXxjHusI9ckUOiVXzXfy9oHD/S2OXyDuc8SHWgdPuyMWz2kbrckyumEsfHT1D/GFeskpdvlV3gyjRcXY/LmJzHMdxHMdxHMdxHMdxHMdxHMdxnD6IfbgWAUTyMbskYht4vojY+DjdexGbbkuKeOGrJ7bJakDY4cM4Aoxvj78ynLLs7jB384si+Jqz5UU5P2TiavlQj/CFeogc+PAuH9Dlo3gqYitWYqsTsZkftMEXPuZ/+aSFuS8IkxB44QsCNwRh+DNnS0c4benW8J8XrJL772iZFX8vC7+Yd5f0C2IbOrblYpH3DLpE7HYpYsugPflMRVjE8vHDL5PtKBEb4Qd+kZP3D7xIVg9DAEJdxqWZiI0+iReR3EdHz5KcUw4cPSesfkoFCULMDXXx4+fz7hGBH3YRvH11bLu0F5FXBrbzuLO+sMXYkdN+I6+RwjHXUr+gaLsDmBOZSA8BHlsSmriHVZ4GT71NcoeojO0WWS3p08ctFOEJQjT8O3TitSLs0Pki/+amhXiNq+RmTOtGyb3O33nh3UMuDUe3bwgrHtTn5IYndRWoz4+ZLbaZV29qmRf++ljNIWMhtjMBYxVyfMnVm8JvWm+V+c74H9W+NRx89k0iyGFM2G52xLwHZJUjViCkIPDc9Kg+Z03tZ9eIhXjZVjYVldk81bh1nHqKrmalIiBsXLbyzvDruWslN8fPvV1i+Mdz1uVb/rLC16h594cxc9fLKnPUOXn2mrAxPuA6DuprPgZ/luj7i3caY80z9/qYF4SFB8dnjrxcsvYpea55hnj+vzshjv+Qadm7bqmINRGj2ipp9o6DYoVInReIyhAqMubM/b2HzpUVys5e/Ud5Ntgek/54Ztg6l3mhIs9JIuBkXOvmBd3wbHyTbYpbLpe59N7BF0sMzM1L1j4p/vM+5b3OCmYmlH31yGXyfHzppGXyfHQlYuQ6orLD/mt6GPDbK+W9PHdrp9g9d9XDsi30x0dOkeeT9xbPC8c8s/in86rerhDvkaclcRJ+/aj/ljFB/MZzwRgQC9ufvmfQFHl/YB+RF+9pxNbyfpTtqBOb1TiKG12Stq8e0w8+MV/6jVwZ+o24Krz9l1eHr/z3Wvkb8u/jl4Qfjlsk24oy3vzK8XgtHMsqmafPCdfer6uTMkewrXOmWFHURI/MBf7GMHaMJXOJdwiFv+tnr34kfObY+fLOoz5zgLFmbov9mvF0nN2Ni9gcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecpw/Cd2v9UM6H5lR8VmwnijCs38irRIDyvZKIrWcfp5Gk8PF9y4tBhAB8EH89H8eHL5eP3ogyEGQgrEAggNDqtcMWyr1XD18iW2CeMPcWETGovEV95QM5q8AgMBBR18grw4cGqogN3231NY1P4ZiP9Gwv9/UT54oYwD7U84swAR8ob4g+cY4oghVpECUh8KA/fIHcdme6EttlkisEIwgOiF3r1eVLRQNLHwwi2iMOxAkqZtNV0ywnFI6x+56jlkne8OutQ+eI0AI7aX4YIwQH/3Hh9dKWGPH/pGW/y1c9SnODn6w2hACF+qxmZNttmtArra/onKFvYmVsEVuZuG5HxFHdgtHOQgyEGAqRD9ssEiu5JFfEwGpPb2xZEMeYOacCIFYLKotn6uEe8+muOJ0QDSHSYK4gJCJPzFvmEf0wX5gn9I+I8ZOjLgnLY1JzwWAFCUEPZUwQnhADfiOUy+ffyKtlXmCXc5unew9rF6HRgk1PV+aZ5jqPKxOqIL6cE+fo2wfP0Pk+rC1846xV8kynvtTaSDChXGqfccDOD89cIKsuMj+Jgz7wm3eIvkd0JSuNbYGIX3jHIEgqxFhmu2s/XrkUIlwEf8wf3l/MKcbFxpg5xPwiT8zbPYavkPvklfl7VbZSYvHcV/NUbBN5c5xgbHHLvMEWY8IzgX3GAJs2d+njnYOnhuPb1ssqbDoiar8Kz953xq8QEZuOM4LnxdFWu4w9z5q+w+bJfd4N9n7k+ViWxQD4Lv5nB3ZOYW79y1mrpZ3Z3Dvat21PsU3hOmJfhIC2UqLmJ8MMFj/xIHt/bw6yOiM2GAPyIoLUloVqP74/GIt3DJkpW6Bedb+K65rnv4dUG8l59vcYkaisPqp5at30vLxb7Xkin/i2V/xbSR6s4CcxUIpr+k5khTr+VjEv+DuJdekh5oFf8oaQT1fv1FVOdd7FZ/XI9vBPZ98UPn/q1eIHuXpNtMszjUARoRxjRd63KxeO8zLgIjbHcRzHcRzHcRzHcRzHcRzHcRzH6YMUH5krH+A7tolwARHUxw87Qz5eI975yRlzRbQgIrEmogaFe4koLsIHc1YNYmUmVnnhYzofxhE08KsFAYWujoY4gY/kCIcWb3ysQaSDfwgIfjPnFhH+ICL6+GHjxGcRXZTEMEaxYtTmbbpVIx/q+RBPn/hgYggK5wjq+EDPKlhfO7FNBEOp6ELo7AjPxh/EZGx/+vYhl4d9Bk4OCzb8SYQ5tsqNUfikcSAaOHvVQyIuSMUeiAfEj5HLRNSCQK5lwR/CmRtUbIGAjd+FG5+UfjRi6JB8jV98Rziw/zkixHhHy8zws9+ulJXoVOSnfogvnS9JXhBbsbLYvgMuFNvkn3jm3PRAIvZKx71YIWjhpidk1T4EORSOib88bjsZNSzxILRjhTLGU4VTNqcWh1cPWxZeO2JZeH3LIvGNLQDZRjQVl2Wm8pXFymg+18fLP7nweplvjJOIgTKBhxZEZgukD1anYks9hEoiEBGbHfE/60n7tDOeq1TEZkI1jtPCtbS8f+CFXYrY5FoiTvnJ6W2So7fFsf3AoImyhaXM52ylqjobjVTuRfvMPROxWX4QG6nPWiyGt7S0hzcNmy+5MhEbqzw1itigKz9eocRg7D006+aHwidG6SpiOqf0nUixZ9/eBfIeirn91vhrZAWwqjiSHKV5snMK70rmPFtFMj8RNCHq1Pmr7zp+9T1zqbyneabqn/sC7P5qzq0iqntby6zwuuEIZlXkWRTth3iIgf6/fNLicH18OIrnQ4WW0ld2kJ9HmLsILoscqW1s0h92yeFfH9sqK1iakAq/UzvpSXFNRWyztgR5B/O3oN+IldIP4i/7G8Uc5m8XudkQ00EbeV1USLroGdUG1cbZsynv2fiuR6wtK9+1zI3P0xx5D5AXFa4heJ4nhbG0Yyv2NwMRmz5vqYiNfnRVOsZ+wurHwseOmCnPrOQi5gX79u6x/jhmi2VWj0QILXYbqJ8/jrM7cBGb4ziO4ziO4ziO4ziO4ziO4ziO4/RlGr66q9gLgcJpl68Kx7RukG07L7t6vXy4V9FBV+jH8NQsbfgIj1jnpj+FcHzrOtkib/8B54uIxQqiqe+PXyErwdwY6yFGoF3eZ2aQcz6WX3nn78UW/uFrKoqAIiz9iG4+0RZfWKGItgiI6Dv15S/6/7dcN18QUtTHryufrX88hLGzbxB7rB63+VEV9xQ+NMI96uA3fRx2wdUiAENMQfnAwEnhf468KIy47EbxFXHB2vhr/fwmxs52ktV+yNmZs1aKyI/xY8Wne1/QuOv8T/2YccsjEjPtfjNnbZi04LqKSKqAa4geNjz2Uvi/c2+VFZAov5l7k1zjXurXzqFREGHjOX/TM2H4ZTdJzvYdNDG8d9BFMY+TRfiBCJGtCBHyIQDSPDTaUiFbGeqSA+bjlLWPyVakzF1ss8Idv8wZViLiPuNkc6XIm5Uy3Kcu24meEMeJcSWH5J+V/yynep4W3U7U5lm+jWTWB6dyqVMFQg/GJJ06+5o4F9bJynUTFt0mc1ry0BnnQB53nZ+Nfhfo+4Kcsp3oCXFOir9tcQ5Roq9l/3UrVK4xz9hO9M7HOiWGrvv584FMW86Yj1NufUKecVZCZB7JvBp8sRRW2/ufIy+WOXf+tQ+U51Y2ZjZyzSC3vM9ZEfO0pVtiP22y+iPvmPfGvujjUyMnhxFTbpItRk2snNqtey7snYHdS+O8Hz71RtmGWN9hGsP7hlwigsm/HHVxfL9dG85b9ZCIjcvPR1foipU/v/Tq8OHDxoX9Bl0ott83eJI81381cpL4PfXWx/JnG7+6t2uocGv1fc+Hvx8W7cf8sy3qPgMvEr+JhXydumyrvIPJTelvUo4+N/Rb23fDjbrnrA6tQ0ybHn1J3q32TtDnKj5P8pzpc8X7I/1NC8/+iZdfH9bHILCHbd4bhVvqP/lgXFmtkmeUMbX5ImMa88/53x09PYyccr38TY+p2UXve8fZubiIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6Mnx1rnx5tg/ZiAf4aE/huOfigOrH+eIDP4IjPpAjOLgvFrYAvSf7vT8WRBrcN8FVXX9c4x5iAj6e4x/iheIjetq/9p1DhVj4MV/ok77rfEH8Yb7UU2zbhy184be7D/qajeKI/CIqou/ZWzpkRSFWXMIPrmOPfvglVvohdnxL++GYOvhAOwrHusFq1zC++IFdBFsNeU07inCKT/hgbejP/OJepclOoH5u0ZflkHm16qkgK42Ry7vjOcIZ8iDiDZwSx6q2uiDWpw/ywbxgnFjdilWN6IdzrnOfempbpSKK+lkHtWiHfzaf7dfGkGO7boW52TjPtI88xHjObzo/aZuPq1SKbUpGUj+b+62ofWJI+6iWNAYr5kc+h0s+/PlDuOnzzEpWzKMl2byaGefV6jiPmc/2LtIZVR6TLtOW3eSHPDM+PAs8E7xjmLs8K/aeYQwLe0kfNSI2rlAsBtpj254NVjfD/rpYidj+GIvNWQGBZbRb119OvEnM5AcfyQfPNDmy55p79vdJqdqpsWtE+/bu4P2Fzcvv0vcGfhMLf6vIW/GuxZ4Vozgv4kngYulGtX0zCpvV96w9U/Y+6K4QQ+l5yyi7Vvhl/ZFjcsGcnC7zUs8ZD+4Xc6YYAcfpq7iIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3FeYdhH7bqyvaQ2EA3wuRsxA7/Vwv2e9Ge2rH5vSX2hVP3p2nbxsZ/7O+KLtadPhAOIAqyYT2bXSld9Ves0q1dle9sZvam7c1EhlflMztIcktM0h72B+tbGjtNxQvxSN07dklQyu+a/2elJ6VFfEeujWprSbQVDnwOrXudjtRCfFc677qZ4zv6syIJOc0Y+0nlF4bzZO6CWJjftcrUfK/SR2u8Nqd26GMw+98x+b/vAPjbMNr8U67NHuUmpVOQw9d36qMv9rqHJPE865Qc/Ul84thyYn12VxFyXVO2Ti3Q8LTe9tes4uxsXsTmO4ziO4ziO4ziO4ziO4ziO4zjOK4jyh+iOeOFFLb0Vk1S+auencpDY7dhWlE5K1lfSFvL2OZk/ZsfaNaNiLyf3Jeu/5A/XqaNVy2T952DHbPEbLzXrU0jbgrWtKVndwlxSt8EOVGzV1om3st8ylbYWS1O4T0nzRqFPystF1p/4bGOXFVmHjsJx77BhrM99pR+5pjGXUlaXv7LRSOa/lapdKVzPSl63a2r9zm1lt+po8K8ZqS/YzIrJakp9ci2pm7eJP02xen9mVPMreSM/2Vyt5k3uaR6saW3amt6ALJdijz66nr9NzZTIbKa2U/+r8Ugd+b+w311HUjmzXVdkrtF/PM1KtzRUTOybv1W/M6xpj/rpMdgv+sgpdZT4mBdr18PSjeN2W6tQnz7IQzaO+XjaNezGw6w4Tl/HRWyO4ziO4ziO4ziO4ziO4ziO4ziO04fZ5R+fe9BBw21rU9OuM7Dqk3443xV042pBjyvuOD3qqiZfNZf+DMnEGTVY7M3ysD25MVvNbO5strefl8u/7jA/+oo/rwR2br7Kz0ed3Z3TT4H1sSvs9ob6+s3fF4a1611/3dvtDfSt/e9cu41U7Tfvz3zqXV4cp2/hIjbHcRzHcRzHcRzHcRzHcRzHcRzH6cM0+yidfrCuu99jaoykl5puR9ZwQamK2KxaTdUekbanpP50iTXIsNPK5R5QH0u1pFTPhUpFO61cFqrnKdV2VpR6cQPU1385aBRdVH1JS0r1vDuqtupKQfNc1VFnqyelNzRv2ztfm1G1byV9vq04Zar5qSs5pZPuKD8fVZvVUlBu11PqbFZLTumka6o20lIiudBwT6iPK7VXV7pn+/LVjKLfst3UJ73fnLp6je269zu10/TvtbDz4necXYWL2BzHcRzHcRzHcRzHcRzHcRzHcRznz4GGr9bZx+/6r9m9JPn43VN7Vi8tO4Usrt1CL/rdqTHvBNJx6Et+9Ziux703YdXVK9rv4vllHdU5sRPYHtO19XtoZHv6e0UjwfZ8fvTt/Fgcu3C+95QkSS9nvnbe+DR5b1Q72CXBdTF+Peyv6qbj7C5cxOY4juM4juM4juM4juM4juM4juM4r2Ts63PDV+jso3rD9XqaV7OP872zl9eTulm7HlKuWum/oRjV8ybkPvWMonraZ7XU0G0/Wdtu6zVB2nTjQ4rV397+dhqpz9XSFV3XKYVkMcrFrF1SoVQ3I6/eTT+N97urX8E6KjpU8vOyvWq17mhav3qjoWLWr13P75f9qZJX+/8LpZzUlTK9zk/eoM42ZQfpzn5+v5c0tEvs9YSkXpdN8n4Sn3eA3NwOk/qT+FU13tBhUne7SPurKUlfXcXZ4Jbj7CZcxOY4juM4juM4juM4juM4juM4juM4fZHd/FX5Ze++oTP7EN9Tels/YzfnuSm98Ku+Wk/zsZ15e1noq36VsaHScdh5+exy+IsOnT5Fefx3xbzoEX1gfvTJ6fky5MXM74xuGtxNTnaG/Zd9XjpON7iIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6IjvnC/V20/DxfFfT0GH543r3/mznx/juDfeQ7ey/GT30q3m1sj9Wr7H+TvZ7R8kd7GN+NSHNqbi9k/wu7DWh2wrO7qE8/sUw7Zx50WP6wPwwF3azG2V2sUNpzGnZXhraJyc7YrfgZZ6XjtMNLmJzHMdxHMdxHMdxHMdxHMdxHMdxnD6OfcjeKR+tq4Z6bbjZR+/t+Bgu/Vq77Wi/HVi4vQ57p1ON9+WJv5Ed7beX7V+WATCfdiSu7aOzc/fOqj97dta86dbO7pk/TdlZce9qmvmY+C/PiJ0n1x3HcVzE5jiO4ziO4ziO4ziO4ziO4ziO4zh9mF3+rb/XhpuLO7o00+XNl1csskvy+IplN4l1dukg7IZ4nFcWzL9X0ovgleJvb/18JY2B4zi7HBexOY7jOI7jOI7jOI7jOI7jOI7jOE4f4uXQKlgfPeunmcipfA1bL2W/jfa7FhVV2xTtEpreaELT+haPlQyrL22ye7Xtq1TsVEjN1pmr3reyvdTZSktv6a5dT+1avbR+9bygeT6N+nZlm2nZXupspaUpeYXy/Ejbym1+05WpekmpSW6jsb++gvmzI35VbWyvna7YYftNGqY2a24XdFuhd6R97kSz3VLtt1q2lzpbaXEc55WJi9gcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecpw/R9z7Cl0U4UN0y8WXZQnGnJ6Yxru2jezvm+suQpVp2V7/d0dyvHRsXs2s53y3x5x03nx+l52a3Ofry8/+LMHd0PHfBfDCTO9lshZ69Cx3HcepwEZvjOI7jOI7jOI7jOI7jOI7jOI7jvBJIvvzXiwBMLJOJCBrUAun9WORe9ltvsAm0TzF7L5ZLeDF0drI2W5lyV1lbaV85l7KTSGLkJ10xLsWupSWn4UJPaRKL2IrX09/t7iPF+qsrvSVr09S3ru7X9JnXidftt1R6QEM7I70WS15vZ1CxbUX66A20ofCMmJ1uaBqvUVyjqhUl3itdrGvfDWWDBaXrvbFL3bR0R7V+pdT51hOkHTaqVOzX1ukFeZ7q7MaS3++OatvesqPte4nF3FXs8W+E/a3oWQ5S6uylxXGcVyIuYnMcx3Ecx3Ecx3Ecx3Ecx3Ecx3GcVwLJR/7m3/u7+XhPQys7CUwhCqsWpAn8Vil3nQgOcr/sWnJvR8ltK3baVXnZ2amdV3NopbdkbZr6ltis9bvSZ60d861Stztq+9tVpD5mpSGO7rEmPBe9a5711wMaqtmFnndWhnbdtiUnvaHn8eT5rhbzq8d2ekpNPztC7mPFrpVe2afNjrCj7beDmvjtUvr3oldpyClsFsVxnFcyLmJzHMdxHMdxHMdxHMdxHMdxHMdxnD5MrgHoIVa/rk16Ly0F3YsAivpa9/lYnozl0VgeieX32e9jsTwdiwjZyp3kpD6kYoa0bD91scRrsgrWtlg41j7KfSV1AqXOjtJT/xr7UNLradlRzE41nzuT1G5PbVfb1JWe0Kxe1VZadoQ6e1Z6CnVfiOVPsfBs8Mw8F4vaaD7HwPqxPu28DDayuZvZS9v1lsZ+1L5d3x6bxva0Tfutlt7QrF16vVq2j2w8MursWukp29PGSNtuT/veUu0vfb8zQ5+JhWfhiVh4Fng2uNdT6uympXvK4+M4Tt/ARWyO4ziO4ziO4ziO4ziO4ziO4ziO0ydRwQgf9xGD8bGfj/4IXxABbA/df+jv2Ud92uID4oNNsclpS7eEEVNuCt8btzR8e9yy8G9nLgqHT7kuTL56i/jbDPMh9cnKzgab+Ew+8YlcIrxDdPdQ9ov4jmvcQ2SBQI82JpLYVezsuFN7O9PujmJ+pL9p2RnsbHuQ2qyWnkA95tHGP24LJ8y9JRzXens4cfZ14c7HOrNnecfFNPRhgp66+dr8XPu29wxz3+Z/ISxK/dtxX7cH/KiWXcHO64M8lXNVtW2lp2xPGyNtuz3te0vaT7Vf3qvLNjwWfjPnlnD8XH0WmHt2vyekNutK9zSOj+M4ux8XsTmO4ziO4ziO4ziO4ziO4ziO4zhOH0I/wPNx/UURuCBeO3n2deEXbVvD0W2bw6UrNxUf/LOv9Y0f7e0DffUjfXZNVhqLpeOl+GvXpEIjyfXOzngS2+EXYq+Lb3s6fOTw6eEtLZeHNw5rC3sNWyDlDS2t4e1DZ4bvjF8hq04ZtX7KimiZP2kxXyParjjvmmodPcciubw3lml3hTB63r3ha2evCZ86flF495BLw3sGXSLHXzvrhjBq3v1h4m0vhHtiXfxHdKGk/kBP/dEi+TMkbkoad1a3Q+s15qsnZDZKdjPbUuLtJobL/mXF7OUlrdd4rxnaJtZpiDkWuY70qiDvvhbrj2Jk51XbltMeUspBThPbXdot+iUy5tDCjU+GfQZfHN469PKw/4Bzw9wtL6jIU2zFH/m3itlJS4LEp8JMRKW2spVajPeqfmZzIBe6dW6TX57nE+fcFMa0bgzHtN4hAlTEbFon9Q9bmU0uZKU2bXVIPWxYKZnpgqw+vnSwkmL8lVLY6RlWv9LO/JL8ULJ+qvV6TdbebFrptW2r27xN/dw1um6708gHMvaTxmx9x2P+fh3TuiHsO2hyeEfLzLDfwPNFQNz1+FfJ7DEXrQ8pdr1nmLu5247j7FZcxOY4juM4juM4juM4juM4juM4juM4fQj9kK4f+1kJiRXCDjrs1PCOITPCu4ZMCz85Y64IVVTyo8Koho/vcqHxY36nCIWy6ybWqKlXIjOe9xEPECFcsvbJ8IFBE8MbW+aFV41YHl43fFF4/bB5Ut7U0iZCnW+NX5mL2Gif2zDkQuILBWGdXOOeoofxWld+1kA75BOIejbHA1b9+dTIyWGfwZMln4jv3twyJ/rbGn8pc8Rv7iE2OmDAuWHklOvDxtgWQQ/joXkv6Fo4ErEYq9j10hhwHn8yk91YbkLFXloS290hceX1UztVml1vQjrWaewVv/Kum2JtjcQWpZrXHaZqz0r3MGcQmbVtfkGejT1GXBHePfiyMH2rPksivuFH/q1S02esmNeNbbG//vEQxs6+Ifx67rpw8uw1aheyPBT19Zw2cq3jeTm+L5aPHDYuvHfwpeF9gyaH/3NGW/hDvCbzPRO6qQ3aq79CcaNn5PWzWCKc4mH3ZqxNLKXx7QU1/QviRPyn4X6l3nZRtVUtPWF72iTUxbwrsPxZf4yTFLv+orxLj5h3T3jL0DnhNSOWhncMnSarYcpc6zEWS02RvntG7lZWHMfZvbiIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6EMWH9G0imkJcsv+A80X4sufIZbJlJ+ISkZHIyjMclKn7KM8xIgHapYVrlKqZoj3CgHJ7BAd/fWx7tvraIhEj/ONJS8Mv2jfLanFHt20MPzxjYfjZaTOLVeNy1B6kNqs+ldtEuJBerJ430CG2yNXktc+EvzxuUSZUaxWhGquv7TtoUjjo8CnhXyesDP8y/qrwiVGXhA8NnBj2GXRpvrocoqMDjpgTxi7/nQgKGZNSDCJiK86rmJtVdzmui71ar2fingKzyzpPqV2u1ea1C8yXahsTTlJSu1IyUV8q7rN7VpdS51fRop6qHTu3ksabFqtbizWuwW7RHjuMfZ3dJs1zqMdKbO2bnhOhJMIdRJIzcxFb4/wxu2n//NpFu8c7AIHcrK2dce7+VsRxvC+Yq8wBoJ75rCve6bMh7V96SuxujmWfgZPleWbOf3fccnnOtY2K2KT/DI7T855iOjHaSv8C8WeFi9SpzB/qWwzVUrbVhKwCP2YvbWPXtst2HVmjZnat9NQ+dcyWtelNO2tbatMTA9uJ+WnF4qVLhM2I2N46dGZ43bDFMmd7I2KzWMxm+lxaf81C47reS+acFMdx+gIuYnMcx3Ecx3Ecx3Ecx3Ecx3Ecx3GcPkT+8b1TV2Lj4/7HDztDhGJs0ckKSYgA+GBvIrZE75FTfKxX7LxZqVJ3HXEAgpmptz4mQjBWYMOv4fMflq032ZIQ3/hFPMaKccRQtlOIBqwPEx6Y+CDbTbOMVTaq5wlcpl98GNOm29YhXmPVOFaz+88ZW8N5t78Ubo0V8RuhIIXjLbFccNu2MGzBw2G/I9vDG4a2i6gH0VHL1JvEZmNM3VMdI04p1dh7a7dKV3atdEUqHgITHVUxW9UCVRtQrVdXekKzNtXrDaXuIQGrUMHq8y85TAUy1ZzWkd6jvonYbPWpkoitIqJJ+7Zf69Oen/y844XwTPyZcneQFQTZzhdR0IPxmrwjMszvxvbPyjHb7B7Y/xx5PhBx/uiMeYlYdpvMA20PurKb+tN7rG3R3t4JsSQ3yEOaiy5Ls/E1kttpOyO9Vld6TWyU+p4u8mYlvdYdFp7V73k7rZW36S5POwnrD/gt5p/+XThy/j3y92x7RGyQ2rTSLJ95DuJvcT+Zc1Icx+kLuIjNcRzHcRzHcRzHcRzHcRzHcRzHcfokKjRBoHLFHfeHBZueDgs3Phlu/t3jIogpPsQnyBf6eE3Ebdv0N4fr8VrHs7E8HViBKbwUjzujNa4nttS2kh9nthDdsGUhgjDEOJ8YNUXEX4jbtA85kB/8L9pnRaCvzM+O2PdLMcrcL37xK/Mpb9OEqt0Yv4n/hlx2s6yoxhan7x14iawudf2TKrIjr0V28EfNcI1YbAvS4ZfdJNsrYgNbLVNvkVWupG22glZzF7MY82Lx8Mv4xNwTc16yuLNcF2g/JSxuK0KsRz7FbiWfaU57BD7ic+ZP7ruR3jef1bZW41jP87r41hF9w6e0cE1sUC9rUgv26CfWzdeay/oRX7AdRy+1LfO78K0ppTwaWX/4Rv5yfxttNxUHxcvcYU6xnShiytcMXy7bdnYnYlOfyEvWj4wtRbcQlVrRF+b7tLuCiIGYpwjkHuGe5AXfi3a5v/FfaR/P+cWPFRt+HxZvfCIs2fBEfM88IT5LnbS++Jra47zsf3PwJ/Mhb693uhZXZXHI+JL/bF7nYxDviQ/d+CFBmA9Z/9bOrtnYvhjfEC9F25I7q9dbzDZ2M9/TYvNe3yYlinyD+ZeUbvxpbEscdbFw3LWt3kOfxEycjFUsxCrlWZlrR7bfLULoPYcvjfO2t9uJZvYZe/rIS9aH5DSLqZzIhF0Rt+M4O4qL2BzHcRzHcRzHcRzHcRzHcRzHcRynj8K3dyQHz8eC6IqCYMUELM2EH/bdvq7QFpv8WuF6SvVcKbbnPHTiteF1wxeFPYcvDt8Zv0IECPilgp/4v/iViQS6MM4h/SM5wLYV86natJZKRQ5ZDY4tTREKvWH4/PDWYbPDGWv+JH6q2C6SCkJyYUtSIs/GgmBt3HWPi+DCBEITVv8x/ElqlCmPRyH8SYvBcToGVqr1mmIVk8p2mtojktR2TzFbVuqou99d/dS3tHTVzrA6de3q7qX3oUuhVJNbVZvVfHZhUYkVqNMTEZvYqjHKqfVnz1V+Hucq7wVWYmMVNZmjQ6bkK7GZOStGcax9U7fZe8awY7NVutelCK0gbduzFgp1Le/V0hs70Kx/6yMd4+2xX6WZ3d7Ypp6V3mDjkrZvsNFwYcfAnMWbHtu5bSf6liGzRMTGvOXd3BM3iId6VbtWLKe5rdJJij5HjuP0LVzE5jiO4ziO4ziO4ziO4ziO4ziO4zh9EhVBISxBMMXKSgjIEJiYGKAKH/C5z3ZtrDbGr33Y5zrt2TaQLTM3x7I1FrbRRFSgIjTQj/upfY6xgz3afGPCahGw7TVicfjBpFvFHmIv+rQtRc3PRlQ4QH/EdX8s2MQfCrbwETv5SlDVYOuCj9AfoqAVD4Xw7qHTwxuHtYV9B00K4697TGInl+SCgm3iQTyB4If84vdTsWDDYuGYttjAFttBHnjE5eGm6Dz2Uv9Stzi2GLFDX9jCR65zrRo7cdsY42OjyKK56IL+8IcYzO7GWNJxthykpD7bCX1Tj9XoLA/kS30q8kds2KRQ1/JbhZjr5l/qm+W6fs6oa2aHXGKLWLlGwRfmoNkndmwztvYclPKHwVLwjRALPjE3WG3QfMb+3bFgm7ixrabqx8fyhYitq+1ExUbmEz/MExsDi9dyTKFf6hD3hdFBhJZ7DVsk2zQSv70zaG/z255Ltl5U9FlPx5P6Vk+r4Z/Woz98pk5aT6mJn0ZZX9QjHvygLf0VbZtT97wQH+OQzuusm+SgDDlL54/NC6pznWvp/DH7+IsPzewqmqOC4v1NP9jBXlroy8ZUTBeDUgIf7T1CfZtzUGpROukQc9QjNhsvxo5Y6nvacbDLXGK+EV86XhzbMzpy/oNxvs6UvyO9ErHFQr7S+YBtey6xTd+l+eA4zisGF7E5juM4juM4juM4juM4juM4juM4Tp9EV1tCvHDq5avCsW13huNa14Ur7/y9fKCv0zsgHli24dHwmzm3hGNa7wi/nrs2F6VcHw2xNSbbf7I95vsGXRw+MHBS+MrYhdHuHfLhn/b0aQIM7UK3LsSPsXPWhFHz7g8f+/VVIsRBgPDlc24NoxY8EH7Rvjkc075RVkBju9Hl0Q/EE2KjU61yzBFCCkQLpy7bGv73uCvCvgMvCPuKT5Pl97PHzA5j2jaEm55UAQjxqoWuwX+ERV88eqpsd7r3sLZwdOudkgMTblCHfKx4IEgfrCT37fFXhp9euDqMXX5fuPapEM5d9ZDcI4+bH31B4iA/xMZKWm9umRPGzF0vghIVkyQipAyOEZucOOcmGYtfzbk1zN/0jNhhm1Lsf/mkheEDgybmcTM2jBFxm8AntVkH94mNPG2MDU5dfm84+KQFuV0Kx5+LOT26bXO4MVakruWjZJ+TOLHol/5PmXWt+In/K+78g4wb18nnlTF/x8+9PRzVvlXycvLsNeHOxzpV7JPBmJk4qC0G3XLZWhlbxID49f7BcQ5G37511tXhl60bwtRbVWyYz5vSPNR5sGTjY+GEucX8Jp+UOVtelDE8aOSlkktEYvRz8EmLwjmrHhG7jL3YMoM1mPDH5sncLS/IFrIfH6V2baw+NHBi+MnENTJXEOaQG+KtM8117PVUxMYv9fH5hBgjY0CuT5l9Xbh2/b3in9lcvuEP8fm9Pfx45oMy51nZ6k0tbWH4gkfkmaQtz8BR8fj4tvXhspV3Sn6xIR116vPNXGYMj4/vGPLL1qJ5vsS/YnvjM2ZeGef/nWJ78tVbZE5wz+IooQbkh+fhgmvvk/cN74hzFq2VPuqgPnMJ2zwvJy37XfjKSfObzOuNIipN53UddfOHHDPOa6JzLVOL96PNn+r7schHFc0RpL7zTJ689K7w/45dEO1NFJvMH37/dszl0Y/4nouOU7fkOwfZCTk/+fLVMs7Hzd0QJl5zn+SSnOf1ITvR1deKvx+Tr75Lxos4zp9/ffn56uEKet2BFfLLGDAWPDMHHT5F/sbwt4bCM/PT+Mycev2zYcDip+I8bZX5yja43YnYuGc53RTTPHbpPQ3zgb8jf3vsnHBUnJc9mQ+O4/Q9XMTmOI7jOI7jOI7jOI7jOI7jOI7jOH2I/IN754vyAZ6P+x8/7AxZteZdQy4TUZQJZqpiCj7wHzt3vXzMf8eQGbJl4ap4DaERQgHELQhd9mppD68ftiDsJWWR1P36iXNFLGKiklwg0blNBC+Iwz7af5wIuPYYuTzsMeKK8OrhS6T9G4a2h72HzhWBzt5DZ4ugAPENIgLxU7boVOEM4osV0djfHNMqK0ftPQxf5olf/OIXx28Z2ho+PFpFHoiEEEiI6CL+W+RIs2AQP1t/IkDBz4PPvkHyR7/URLxBHLrVKPlQQZoV/CfP7//5AvHtQwN/GxZselryTf/kZ/8j2qXdJ0dNDrdHo+JXFl8Kpwhk9h9wvuSXnLQs+H0Yf0cIHxs9TfoiVivkkd83D5kdPnb4DBFHISzK88eP/BvHPIsbwRVH5HnibS+Ej46eIatwyTgP07FOC30iJjlx+f0i3MFqbhPkpENi0nl3muQB/xH8sJpUexyMb064RuYWOWNbWX7/ov/ZoW3zc5Irtan53hAdRLjy7sHTCr9isbGm4BviQObo34+ZIQI55j5zj/gk+pgDbCOc+kAcX1baY5xXxms/nnSjrOakdnVev65lofzSD/e+N25p2BiN2TwC8zM9R9Rjfh8ycbX4hBgS3+35sfmKz+T7H09aHG6Og0A7/C0RjXKN52ruluckV4jYStuJpuMb/8FH5jyCRnxnDPYb8NvwnROmhgfiTeuDZ2lM620yt/DnVfGZ7Dd8hdgnD2+JfjOf39KiW+Hy/vjJGXNl7PM8vPSc5JcVrD7S/yyJF4EVQq+655dn7D9P1znBfKLNxmhG3xt1oih9Zunv5tgY2+QMQdPhU66TGDTw+EPb7Jh+mf8Xrnsu/I8jpksc+ZzOxsPGGz+wiwjV5rUQnxPMqckOyTWCvvcPvFDyyvzh/Xhk+93h3UMujTZbJU+va5kvz6POnwUS69dObJM5oXl7MbEL6XzqkLmLH5esfVKeSfzDdu5/EsObh7bF8bs0nLr0d/K+0HnPPwXk/AdnLpRxttzxLioEWtp/Dhc7XhJfEcR+pP854e1DLpc598tLrpA86BxK/W4CN9MK1fPMhsXMVsv2frN3mhW2drZx473BPH3ViOXhPYMukfcNPtX5wjWbD5Nuez589PCpEo/l8Q1Zbvll/Jjv5Oo3K+4Pf4xtmA91dh3H6Xu4iM1xHMdxHMdxHMdxHMdxHMdxHMdx+hD5x/bObSIMQFyCgIWP/Xz4ZzUdRA0q1CiLFxCdIMhA6IDAjJXSPnvqGhEv8JEfUQbiAkQx/CIsQIz2mmFLRGTE6jkmnMpFDhURG+1MxPaa4dGnYYtFTICgB/EA9983uFEEQ1wiYHsghE+NnCyiDkQMtKUdohKKibBYoQf/EDgg5sGvejGC5oB+EP789bEqjiPmKXcXK10h6NgSDfzz/52j+Yj9kg/EMe8Yqv0iMEIEseeIRZLvtw+dISt8idAmQt6Hz39Y6iKSYIvRXIRUcQx/EGYgliNO+nrPUcvyHCH8k7wNmS3nHJNLhEgcHzTqsrDsYRVGWYxFF5x3SD7I8XmrHhBBDu3IGblFePOuQVNElMQx48M9hCVcO33pFmmLDWzl4qOObSJIYt4hwHv1yBWSi2ELHg5HzLtbxoM8mRCl38ir5JcVkSxXxM7cvXtbCAePbZf+EZW9dthCiVV8i2PNL2OFkAe/sMnYTN+aiYU6nxdb4mPMMbZHz7tXbJAr+t33yPkyTrQlPpmH8T452Gv4PJmrtmXh0Gx+E2njPFK/bZ6Y3yb4ZMzJG6WYpzqHycc/HD01bIkGTASaEzvCbipie1VsQ5xVEZvlDTETz+I+Q6bIvOF5+PJJi8P6WIH65jv5YHUu5iLziXHiucT+Xi3zpS/87FrE9qzkl+0YsWPvCMSC1MOnVMRG/+etekh8oi9ygSiSZ6M2qbEPbHD/lGV3yzjhJ/N1YXxA7PlMoZ98Xg/SZxX/yTdjzRiQv3cOnpq/16iDTVZ3tDG2947EEK3ig82f18T59rrhC8Lf/BcCSxW0Wh/ct3eBvh9V6Dt0qgpzsWlFKZ5P853V/3gm7LnGps37dw6eIr9ck/dcS5zHMfcI2Wir/oLaxW/EubQhd/hInPasVfOnjnVIu9+seDC8a/AM6Ydnjfcvc9Ha8dxbHI0CxEj1EufptU59DzFXzln9sMwhxsS2m9a4Z+bzEN8ZL94r/UZeIb+MZVciNp6JfD6U3nNtklN7Ljm2ceTdwLXSe67OuOM4fQoXsTmO4ziO4ziO4ziO4ziO4ziO4zhOHyL/zr6dIrajMhEb4ot+I1fmAgqEAv940lJZhezs1X+UrSX/4aQl8Z5u6YbogDo3RuOIHNSP2EunilAQTJw8+zoRgRTbiS4Nnzh+RRg5/0HdTjT6hvjl13NuDldsfCS309mpqwKxEhYiMxM5vHHoXFmRjRWU2O70znj/krVPhf+YdIMIH4iXfhAnXLr2SYlb/MrEKXYMiL2WPxikLkImtgi9P14zYQTbASIMQjSGXep9c8IqWTmILSNnb+mQlXv+4eRlIpTBPwRuXDehDfGsjCdskUf7Q6dvkpw3iEgi9IswAxEOYj/EXowhAgvafvzwy8LgqbeFk5bdF8a0bgw/vvDWmP/Lwl5xvKiPsOtfJ1wjgiaJU9BVrfRc/UIIhbADYQgiMWwcMe+esOSBIPGzetrqOHiMz4dHz8rHmtWcVj9VFskJMZ+MlYnYxPdRq8I7f3GFCEQQ9NAXc4XVrxDW0P//+NnpYf7GpyRHjAh5QWDF3JN4WuaETx83XwRPcze/KPYR1Jy76mERB7H6HDaxNfWuTAxWI2IjNmzuMXyZ5JRYsI145p9OWiTz+qTlD8jqg8w17lGHuBG1sKUnMevcKY8bcSOE/P64xSKQYe69LY4Vz81F656R+UlO8Z15+q8TVkq9145YIgKhgZetl5Wf8vGKBwiDiIF4WKmOuYnvxDpjSypi0xW8GG+eobe2zJX+iZWV3nh2sKHbCOs84JxtXtlq9Mcz7xdxz2tGxOdqWKuIDn/RvjF7Ju+Q7UQZj2krb5N2KmKL1IjYyJmJ2DRP+ozZWCDyO+AIzSt98szwfOVxRzjWthoXz8JXx86XmCisuIcwlntm39owzrNibvCH9xf9sIIgY7okGmJOMw5sAYpo98AjEOnpqnv7DLwoXBMHWOKL71Ds4Tc54/1h84dnsZg/rTLvEArynCBOZR59aeySZP4sltXayu/H8vwhCsaTcUYUjO/4xLzD96WZ7xR8P6ptU9jvSFsVc5G8K7BfzE8s6nuHufeJUZeI3wiUEVmSU8lfxzZzKP/lhzH54ikrZIze2LIgfObY+fk4WfUqdq9pnexifj/6SMzT4jPLnJb3UPY80B9/b+bEdyjv0ZOX3yvPOiup8S7Zc+QymQu0IxbGyfpM+2Y+8J5jPiAwlvkweIr8rVsaJ5HllPcZ8/zAI/Q9t1fME0JC3n/k0J73wnb13HGc3Y2L2BzHcRzHcRzHcRzHcRzHcRzHcRynD5F/UK8VsS3opYjtKhFo/PPZN4rIAFuIZFipCIHK3bH854y7RYhDfURlY+auFzviR/QBEBdQ6HdLLF8/a3Uu7PjGWatEAIP4x+zSHiGG+UhbEzWJiCf2hYjh3yavD+tiCLRBZEBBsIBA5dTrnxWxlwlNPj9mlohe1KaKU8xHfukbwQ4CFVb8mbz2GfGXLQXJ46qndCtDRBOI2PpP2xDuydohwqAuMWyIhfjINXZYXcyEXvSNWAIBDvc+dfwiEYVAdREjYkaYkYrY6Bfxz6nXPxO2xnuWM2xgl5Xj2K4UQQvjTfxsrVkVzXCMfdp/5jjdjhXxCIKYtniRfi3/xE58jPu8h4OIckQcFf0fNO12GZcSnXUitutkDJgn5PfbkzeGC2/fJjm9I9ZDjDXz1j+EOx/rzPuMXYUvjJmWx/6Xxy0MN8VrxIpv9EFclve1MSgELx87bJyIXlR0UiNCartLfGcOUfDn+xfdFq6ORpk3xMl8wuZtsfGh07dIHXwgR4dOvFbqiE3EPxHNrc69s1c/IoImcsQ4DIzzhFyQJ3wmNn6py/XvTr5TREIIlhAQ3hSdpI6i40VfxKMiNhVQscoawhybW7TBr7NW/UHEOvRPzlmR7/ZoxuqZsAmbtKGQ0wvjZH7LkFkyxxBhMo+5bs8kx/ziO22xInEnIjYEYM1EbOk4kIv+0++QLYTxk3mK+MpsA/U1rx3i++I4KYmLlbeYr6zKxniaTTC/GDsRu2Z5/cDPF4T58SLXmcvETD3sEhdb3LK9pAh2h7WJb9iu+i3zJxGx2Xvoa+fo+5Fn0PLEWMj7ceYWqcP8eUPL3PgOW9fgt0H8PHtfPHpq9gxfIc97WzSK7/hrY8Z8oK858R+EoDwniHtZdTKfn/L+1bnBOI647EYZX/zmXcbzJ/MCcZYmW345xBfeHSbIRWAslKQAAP/0SURBVBR8wopHNC+Z39YkhWt116tYPfwkDt5DbMPKfCBfvF95txMLzwr9EgN52BjLj2Y+KOI96iPyq4rYwOzT5v85Zm5pPvAuo1+bD5R0PjDG2OZ3YHzPWdzmt9I8D47j7B5cxOY4juM4juM4juM4juM4juM4juM4fYj8g/p2ith+Pu8eEbFR/03D22VlIRNQIAignQokVFxyc+xQVjwarts5/seFa0RQIH5kK2Fp/RelLfe+PX6F1Kd8Z/xyuYZoAmhnRchEUQiMEKIhQhBxzuFTRJyDCMHq2i/1ESOwkhQ+IUZga8xJtz2voo3oSeGX+oj970S/bCtRVi4yn8gXW2G+o2Wm2PvkcQulPvdpa/5im1i+N46tTNkidY6s3KV2VDhELlnRDXEE4hMT1uXxZlAXW+l2on93ykrZEhJRB2NrffPLOYKPcdf9SewiVEG0gTCPcaWOiVU4Jm/nr35Q/CCnbEdowj3xReriGXNE2yEiQVzy5qGzJD5WZiMe80PIxstEbMwjVvRDDPPlsfNE1GfziXqIcSgcy5yMhjgmvwf2P0diZ54wD4lP6kR/6M8K17CB72vuezpsevQljTepx7HNb8ZY5ndLq2yzyFyx+W2FNuSIOD53zGzxg8KzxBjQn+ZH69LGxDiI9RBbfumkZXl+FHKZ/cbnkzhXx05YmY8tId8ax+LUpXeLn+KziJCK+No3PZcJqFS4M/0uzRV1yc2ENbplJHPFxgchErExP2wVNorFSQzEiQCSbXERBmGb/NOGJhR80Di0PediLhOxISyyFf3wsSpiS/vDHwR4PGf2nmE1uOK9VIZ8IB5jZUPmKjEi9iN29UmhrczrVfdJLqnLCmwXrXuumNeZ/znxIvb7T9skfvPMfHT0jJp5rfWOnJ/Mn+z9yHNKv5Yja8M1xJUIxqivIsiVpXmcwnPNyo6aR+bD5eHStU+IHbGZrQQm7eLcoC/mXMvUm3LfDxo9VcRzYr/jeWlHnmT+bH5Gnl1W8uN5ZHU3YhKkA80NbXnWESQzj5j3HxxwQcPKixannReoncbr2kZjKbaIZpVMhIy81/eO79d/v2id5JT5Zzm1QhvmFSt6kh/asM0t9dPc0zfn5I5tRBGuMh/ILfOBfsW/TmoV/rLyIfYRMmKf5+HDoy+X+ZD7LtTH5zjO7sVFbI7jOI7jOI7jOI7jOI7jOI7jOI7Th8g/sm+niI3t9RCxIVx4y5AZ0l7qItjpRA4R23D8EvIAFRt9+aSFIu6ifGuCbsMpfnQ+m4sPwkt4o2Kb745XYRLle+MWyzWpg30p9Jj5loleZm3tFLEccSCsMHGWINvhZaICEf50iHCD1Z0QOLCFHIKlH026WWLnPj1Inx3qI8KPvxlzucT+xZOvLImP8O9rZ68RGwhpRs+7R0UQ9JX3qyI9xB8/PHOBCEoQMhUiNrXH/WPadJtMhBvzNz2TC5EME0sgzEBQhFADQdyo+fdqzDIWFPovCnY2RFf2G4h47AoZw6+d2CaxSPbxteMl8ZOYWFWMMWDrPLZqRFAn4qwMfMBnyUNsy4hP21r4RK4QSZnYyfKAH4WI7YrQb/iK8O+TbhPRYS4m6oit8vFmzPBK46I9q1rt1/+/ZYUpxCcmYtM4+CcjzwV951ZKIEzhHn0zv9/WMktyQ/6ZqxpfbCUrq2VF5rq2Ya4x5xAGIrxia1Adf1omW3PKylUzJTfY/u36jkIsE6E2von7sT96ov9vjV8Z3jRsYZxf88JPJ67JBTP4wC8x442IkOI8ePVI3U50ehwL7FMQ5vB8vH74QvEVAdvCaEif0kS0Jr4kIrQ4/7HNSmKIwxDtsPofPkhdm19ZOz3XuS7teyhi49fyTDzE/bljdBzIF6vuMd/r5h/XWYmPuHimfjBpncwF7lsB7NLnYeevjH7otrpfHauC09QuNqkr/sQx5/0yJcbPmLEaGHlgXpMXsZ11wLPL/OEdgN9sFZu/H/k3y438dqg4Ft95toiR9xDvO4RnOo/Fg9x/fP/RpFslRsbh7065OhdnGRzruc47xp6VB/Gd3LNlKauMif1MxMYxv/T7qWMXyDPP+wnBJeOs/oOOMbkiZ4iG8Zv6h0xcXfgt9VLqzrXQr8andfBdzmOOOKZ/bCP8pC/eLfgvT1/0X/Jp9iS3z8ucRoBnzxrjZXnSvkDnKPPkkOw9x5h9JZsPYj/WoL7lVP3SnPI86HtuqazSd1VsZHlULEbHcfoSLmJzHMdxHMdxHMdxHMdxHMdxHMdxnD5E/pG9c0dFbItlZSY++NsHfkohFNgmNhAPfHecbmWHMKIsYiuvxMYv9VnxDEEHwgIEbQgZquKIPI4IfqloYYbEgUhm+YPF6llVaItv2P3iKWw/2CZ9IYRBiEIF+pO2Lz4jv2zPSZ4Qg3xjwmoRlAC2sINoCGEJK6Mh5JIViWJM3Kc9cg2EEYgmfnCmCm7YLnHulhdyP/GJ3J+76iERwryjZZasrvVsdl+sdHaKTQq5evfQqSLUYFUgVqMy4Z7VMThGfILQBFEIAh5EVwcMOLcQbYjQqxCJfXLUJSLSQCR23BWPyvaoxErs9EOuOLZz/FkVy7sHT5NxQNRn26Wa/2ZfRGyDmHdXiP9s9UluuGdbp1oMVtL2JmJ71cgrZSW3A4+4XMQt+IeIhfEjn6W2UjL0YkE8JwZb0cvEL+lKeNVCTOSUufbWlrkSM/PjF21bJTci0cnmNeenLPudzE3yecARrWFtvEbOGHNy+Mfsl7r4wlixve7I+WyNOE/KNydcI7mTfHY8K34QKzmZt/FpEfvgB4I1hDaM7dLYCdtOmsiLlcTwmX4l30nBXzzHvvQR3xOM39RExIZ4x/Ji5PXlanklNq7LdqLZCmLpdqLahz4n1j/XiN9W+rJ4EKqq6A/UR3ybsvYxyetrhi2R52/c6kezejreYjfCWOH3X42cJPOacvwVf5B8Mg42jy33zEfsMKdWxmJbZ/L+QxjGPNOYtR/Gzd6P1OP9aHmiXh6joNt40g8rM/L+URHbUrkmuc2El7ShPX4wz8kh43zkymfzLYvx3eaOFfynzQ2x8H547bCFEsOld2eivY7ydrrEyoqSrEom4qwYByLb4vkFrYdQk/Hcc+QyGU9WMyvnI3nWEiwH1WJtLE/4Rg4Ym0+MmiICPOJm9UJilr8HcW5St/BN25KHYiW2pfEdOV3GN7cNyXtE33O6gmf1PZcWyyvP1OpYeA54fzEWczdX3nMNNM+J4zgvHy5icxzHcRzHcRzHcRzHcRzHcRzHcZw+RPERf0dEbCrmSFe4SYv2UYg0WCULQVOdiI0tDOXDf2d5O1Hsi4htXPPtRMVGBGEBq6gh0GE1nXcOnlorHqkWEzsg2iB+4sFfwHfJQcfTYmNTLB8aOFHqICoiFxjBDv69azArHS0K7x94Ubg1XhSRSCbIwQ71iEFEK2cuygVFiNioSz0KQhCuIWBrFJEU45H3G/0hV6wGdOT836lfEbNHPSv0z/1j2+4UIdUeI66KMU0Ka5400V20H33GnyXRONsckk/Kf8z4nQgFGcuj2zeEY1opd4gYiXLc3A0i3mpZ8AcRj/QbeYUIF20bSPE/2jbxiMy7bEU48nZc6+0ijtE41V+LweJQdKUuE/8gbkHEhpAEUc2gabeFyeueklX2yA/1mB/ERzuxYwlJD+M/5EZFbLq1ICIVbFT9oNg5Y8t8RrxGnmg7cNodIiBSu40rSiG2+tivrwrD5v8+HN22WWIf07pRiuWVwj3m51fOuVlyhIDsA4MmiqASm4jYeH7IJ4VV+7Cfrwh3TwhzYgIQAdGWmNj6cMHDKmCzWKwIjFGcZxYf58xJthNlrpFvtt4lZpvXwLHUlznaexGb/Mg/aoV4ro8Tgrwyvy2vtNE+tQ/yzPa72EWwhCAJYRLtS3YjxMFqePa+o/znjLtlTv+y/a5sLO6QwjHCyuNb18nvwIWPhzcNm5OPMfOa+aL+63PJPGP+mIit6/ejzkfiIRfklfddWcTGv7paGUcrY9J5zyBAfcPQ9vDDWQ+GI9ruyubKRik2d7DJc8q14fMflmcRn3jXIVQjFyURWOyL537VU7r986uHLZM5M2LKTeIjvgL1OWfbYGzh94Gj50ic+Gix2Tyowv2iTnqu9fP8xL8NjKFutzpZ5i5/P46Kf394lsxnflkH0Gzyi3+piI1x4O9BmnuLN3/PxZwiyPvJzOI998v4LI5p03weG/NITnk+uW/vOd6hPHPl7W4b426WD8dxXl5cxOY4juM4juM4juM4juM4juM4juM4fYjiI/6OrcRm4gDEC7lNgwuZQMJEGqyU1LCdaLalngoStD4CDoRrJmKrE3WUOozH9PHNCSoQQlTBimq0Sas10iFxIvJgxSSEP4gyrrlfhRTkRvzqeFr6ZjtEBETEPGrBA5lYTAUmCCTeMWSmCGk+MHCSiIxE9NGJDEPrAGf49f3xSzIR2xzZAlLr6ipriK1Y1YccIxZs3/J8tyI2VsVDUIE4hZisnmyTKcdasIF45ddz14og5NUjrwzvG3RxmL2lU0Ut1Is5pr+ZMQi2jUS002/kVSJoYQwpbx4yW3+j/3b8lqGtIsrDLuOGiI37CLQej/by8YuFPCA0YjtR8k59hCL4XsTZvGALH+dveloEN+QdMZzZQjBJ7tgy8wcX3RxOXH6/CKKYJyJuEtQWGZLxif/Qv4nYmH+I2BDMFKR+FFAH0ZiIhGIu/nXCNcX861ARG3OEFQZNZCainPg8UJ/+NIfklDzqMWXvYe0yp024hOCG1dl0bjaK2BgHxgubv7glhPf/XLeGpD32Jq7bJsKvfDz4kX8NjQ375j+5NhEb84BY8+c+2TJVz7FZ3k6UGipi07FqJmKT4wza4ufXx6+SnL2uZaGIpTbGqva8EPP62OigUbqtI3EiMkJMphY1FvEjgkiSFdQQRck2tiOvkTEgV5r31jzvdm5jI2MQnzPek1xjvlb9L4vYung/4ldsQ1veI9jifUAf9r7TGLGrzy2CK1Zl5D2DcIrx1FxGn+N7S0rmuxVWB+Q+ecEfno23xuv4KO+JaB/fxL94TG/MZd6/1KUNAsj10V36xxfqbIwOsbIf/pKLI9ptG2O1VcRbfk6KGxq/if8UriXzLv49oM9Zd8V5M2SKPFvEwt8n+rI6tCv1F+0SW7oino1DbhtiPd55s+LDhLiSce03aqWMA7mTd1v2HOo7rpgfllMVAse/G/EawmDGnz4kNn7kX6jkwXGc3YaL2BzHcRzHcRzHcRzHcRzHcRzHcRynD1F8xN/ZIjbqZvW5kG1Vx4d9E7EhRumpiA0RBaVBxCarhXGSEY8Rk7DF55ta5oW9WtrD185eIwIYJfOLNlaya8TJlouIlRAjIE5YsElFa+RGq+o5IpwPDrhABG8/mHSrxAXUETFZthIbAhlWMxKxVEnEpivT4df3x+l2oogkEKaIYEV8UqEN24mSY1ahQpiEFbGhhoS831oRm46eksUfC3lGuIGQB/EOY46Ao9imkTypuGNGzAtbM5qI7U3D22MfCOu00B/Fzt8xdHbuM4W6iP5OnHOD+FSIO7ZJPF2K2ETckhVpQ7FrGjv1mI8TVv9RhF1szYpghZgo5ASRDYK2dw25LOzX/7xwfNud4a5tKoCzMeHXjukfQQ5Cn0YRW+qTeJnRIfOT1dKIgzFly8+qiI05/+3xV2Z5Z/W5BTLfLGeWx7qiOZ0pgsOPHTZOcicexOeHPpg/InLa/IyMCeOF/Xf+gq1al0p/5Jm42HK1Kr7S+A3NcR7hS7oSYCFim1cRsUUbseQ2snMsy7UmIjbEZnV+pHaYk+Oue1z6NYHgOaseyea4juO46/4kzx6CIvJ0xYOaC7VTzBcEndhjrpNHEbGNulbmh87X8nzWc44Zm2J8qPvBOG9PnHOTzD/1X/sxEZtuR1snYtN68hvjoy2xIPREFGUiNuacvBMkL/rcEiurMuIDIrbXjlgW26iITOdP93OIcWM1Sd7x8RUVSURsWT88+7x/EG3x7PMMjL/usfzZ5D5bhzJ38QER6eIYpIjcknFULN5I1pEIa+WYe8l9yYn2wW3+HhCzvZ9t/BHcMo5SR9ZgMxuZvegDvvZUxIZYl7yIiC1b0THN29skt/F4SJwbFLkerw2enuV9puT0N3Nvkn7V9y7y4DjObsVFbI7jOI7jOI7jOI7jOI7jOI7jOI7Thyg+4u88EZuJA6wInSrSQKiSrsSGkIdVqaReRcTGb7oSEOW74xNRR+JP2peI2M7SFZtYKergs2/IRURpPcPOiUdEMDEOW1Fn4caqiE1FOKyu9qEB54mA4etnrRYxmtnGPwRfukrVZWF6rIwAw4R5El/0HbsIXX50xgJZVQsBDYIyxBTWJ7Eg6EKcgl+sPMU989ngnNxTRwQeLZeH0fPukZjoq+hX4Rz7CEBOW7pVxEh7jFwe3jd4Upid+SDii049zldiG65j8csr/yTX8JeV4tjylIKwplyek+vYRFS14bGXChEe4xf7QPBSbCeq9m3e6VzgH4XD5DSHa9glnzfFhiMuuzF8ctRkERGSE/JHjNgXodywxTJvvzp2YdgQ3ZD5lM1RzZOKX2R72TgPTMTWIH6JIMQxvyiMPytTEQf9/u8JV8v8Y5U0RGyMXy5iG9oqQq7Pn3JtmHyPrrqHUJHccYyokWLnlle7t2SjCorEHxkvnR8qcnpOYkTERsyIkOgLv1Q4tyh8dPSssPBhFSPJeEQsDiETieYxZ2KidDtR8kI89Ks2VAAlecSneM6/0v6lZ+W4exFbKiiMxH4Z39htOOhw3Q4VodePL7xZRHyMH3P9+xetl3Hm2f+Hk5fJWFTHy2DuI4JCeMW8YIyPvfJJucZ81fmc5D871zGIcz6W2ZtfkvHa9GgyrzPH8SddyY98NX0/ZjmizTFtt0sMvH/L7zvNC+1TEZuuqtcajrzqeXkm8RffWre8lM+f8vOp5xzj+/r40Kj9bPxlxUb1jR55P7PtLDlHrPaDSetkPuMDv4dOvFrmFDEePLZdYizZk3+rFPcsH/wWY1XMIzmPc4L+TMSGKJV5gwgxf0+It9a+gHeCbRPN3ym2l8ZH6uV1O18qidjsPTcmvudYnU3ec3n+qoU5oTmlHjnlPSdCPqGrPDiOsztxEZvjOI7jOI7jOI7jOI7jOI7jOI7j9CGKj/i7WsSmgoQ6EVt1JTbpKxGxse0iggJKnYit2hd9/Mv4q0UURhtbKcr8Sknb0o54EJ0QP3HdGoM0n6Rt5iPCGXxnlaUDj7hchB5WB0HbF0++MvY/T1brGT3vfhFScI+25gciB/xCpGcCkTlbVKwBxMj9QyauFp/YPpHYxY8EzinUrYrYiIk8Wb8GgirsM4aMMWIkRGwfGvjbcHtMa76SUhw3/EnFPvg68bYXRMDC3ED8QZ1qsev8IhjimD4L/2NHsY+qiA1fSvMua2BxFu0LTHhDjNgjbuYVq+CxchRioi+eskLGFOGUbME4YqmcH9W+VfzDlyJPJmK7p1sRG5hfL8Z/mAusBsbKVNhnRTz8kTbZvMaObSdKvAiuEHbhBzmyvBEL4qhqPu2Ye5IjgedBx5r7iGoQWSJge/XIFSL6+vypV4cfz7w/F88x5/762NawITbCnsaexNfBFRVYyb0aERsr2zF++CJ0viR1tb76lLdPVjLsbjtRy6kQr3GVOdcy9Sbxm7asHHhlDJaxWhsnMyvUMa749psVD8r8bgY54nljy1+dd4vy7VWxR5zkn8JxXWEFM+7jW8nfGDN9NxOxUar1sUEb206Ud9d3xi2pFbHRJ+I0e/fynjnnds0P92yOmP92bn7bMffKz6TCua0ZiU8Dp6mQ9rUti+JzME2EoozX6pgAnltyjs+nLN0ic1hHUKnaVsrvbuDX8qL3NVYRf8Z5h68mMiOfvN+Pbl0v71bqMUdSewZ+piI2xsGE00Xd9D13sYjYiOeCtS/IfLD3V1clzXHDey5S9ctxnN2Pi9gcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecpw+Rf1jfiSK2ho/1XMgEQggKmm4n2tlMxKar4lAathNNBALWL36Z+AgxAv4h0imEBeU47BzfWGUIcd2eI5eJaMlEY/gibbNtUVVMc4v0wTZyyx9UQQi2EDwg+uDe61sWhU8ev0zyyn3aUvAFccT1sfzlcTG2bGUwVvGRfl6KWY/xIZb7/JhZco9tUfFRKxSYzVTEhuAEAQ25qI03NsAH7H1/3GIRXLE6F6uXMR4iSJJVuF4Mz8bDNTGofQdeIOIvfGXlLGxbTinkqK6ICEX6jONllQW9Rl+2nWitiC3zt0SNnbxE6BffTMCD0IWxvD4aHTz1tvCWOGbMJwR5nzmuvbSSnprtCI/Hf1MRkonY8m5LqOSHPhEXIbJCPMZ4nLj8fsmVbp2o81rmz2VrRViGbbZA3RKvad71WSES68tyWeqbbUwzkVhOPKcOMauIbabklH4QVq6PTe6M5R9OWhL2Hjpbng/uffmkxcmKdDrHpa/Mft53nP/Mh6l3mYhtkWyp27bx2Wz+R6L/+E4bHY/kvONp+S1EbIg3m4vYlMIHBEI8a7JlaBw/xFvHXPG4zNnTl26R8WQel8SYWX4Kewq2ro/zGhEWY8U7bEzrRpkr6oG2od9qKfkm/mofBXXzZ1r+Pqn6Qn2sME9MxEZuS6LdrB/65/zmWJl3D2PI9rmj5uk8g9TPNIZy35nvMsZ2neNkFbx4jzyxRahuu6rz5bSYa3L+qysek7EgPnzpaqXI4prlKus/zinEwfKb3osFn20FQ2K+9in8mBz2HLFI3tMIUHmW1FeVUZb6ifZ5H1MPQaf4GeerPcdaV+sxV3jPIWqU1Rrj/PplfM/l8yFWxpdqLil2rjUpFofjOH0ZF7E5juM4juM4juM4juM4juM4juM4Th9CP7xHtkPExsd9XbmsJyI2Fe+oiE0FXqmIjXs7ImIrUBEZq2/hD4IW+jl31UNyXfrJolFUsMEVVudhtTP6ecPwhbJNqIjGIhKCHOhqP9g6d9XDIhJ6W8vsMHbZ/VIXoRJSioUxEawShRCFVa/+Y+KN4Y7oKr4jmCLmCav/GD42eprkAnEFwqo5W9U2IKq46hkVVbxv8JTwqxV/0HuITsQZhUPiIvdVERtjV84Rx9oecQqCpk+MmiLjvdfwJeH7Zy4V/1Q0Qz0VmZEbxHQIZlh16e/HzJBrKhvJbHZZMnA29z1ej31gIxWxkf/GeVcpiR1+iJ+il7gfW8Y5pL9qhX/JKX2xxSwCKnLFyk7MM2svNjpfEkFQeSWtqogNX4xUhLRBxh0hDNuZ5tuzZn7RntjOWf1wPvYIgM5Y8yetRx22KJXV5bJYpC+LK+23is5nxhYRG77binOT7ypWlFobK/31se0i+nrNsCVSD+ElY09veS6lr0TEFp/RVMTGWCEOYvtKjTGSxaj18bdexIYYqV7ElojoLO4I59xnrD5z7HwRU/Fs/+0pq8K6eO2rY+fHXC4Vn1i90GJJ26cwFxjPL4yZJjlgbjPHmdepaKzrYqTHYCux6cqOjHEqYiujtuhN50+jiE3iyPxJ8/Dp4+bLGFI+fdzCfB4r2E1ioKGU5LwB7iW3Yl1yQU545skv5atj28Pt8drnTl0tY0D5/kW3yd8Enh3ryvouzqHoA9uMA+8AfjlX/7Udx9KuQ7fhvScWtpNl3uw1fF74x5OWyjXNj76N8n4RecZffNLneGZ4dXzHpX+ncp9ibi1Oec/FZ4bCMe/q8nwA9a++OI7zSsFFbI7jOI7jOI7jOI7jOI7jOI7jOI7Thyg+4u8aEVsqEkBSkIrYWEnnW+NX9kzENmyxiFPK24mmooLYRFa60hV1WHHL4sC3b49fkYiuNBpFxSMiKlr1iKygRRtERb9o35wJyrQPjUWP6Z+VkPYZMiW8tWVu+OwxreHueM0s4+P3xi0Pb4v3XjdsaXjz0DbJD+Kpfz7n+nDAEXNEWLR3zIGJqdge77w4AIhDtsZyRyz9Fz0pvvxF//+WlaXEfxFTqD9WyBW5NxEbW+elIjbq5CuiRaiPyOf4K/4g40fMjAmrWSFG0vHg30Jcc/iU60WsYvk5YcXDhfAIxH6Voj3zBf+LatGXBhGbroDU1bwroyKb++I/92zTcdQxjiSiE/q0QtwtC34vIiiEQqwwxXildWinIqSuRGwJ8SLiMObAxw+/LOwxfJnMu78ccWFl3ulYcH5zdNaEXMT8qeMXyYqBDTmK5OcxXxwzRvjH/CzqF2PLM9C+5XkZU8RZrCI37S71kbq0W/EAvk6TOY9gBzEZqwuSC9oLNSI27qUiNubPrK2d2VyLZM+6zAvGIBYil/OXnpVfFbEh8lwgPh7dvkHGRftQEVvePrZO7eG7ztvLRbzFOP78liDP06szfy699VGJVdokYFf6iGAZn0dPWZXN6yvERsO8zvJahfY2r8lJuX4qYuP9WGwnav0XaH2z17WIrWhPXcaLZ5FnkhhOWnaf+K411a4WQ495ZphD+E4OxGa0z+zK/ZOD4v3IVqHp8/+LmHN8ZAwQgrLFMDkvjV/Sf243O6fuVXEOskUo8+ny+Hv743pdSedd8fcAgaJtFU1OVzybtSnNG+2DZ4O/L0MWPCo5tWeBcchtC9oXOR2ZvOfeFuP81YpH8vlQ1E/gYnxX2vjVz4eEWiOO4+wOXMTmOI7jOI7jOI7jOI7jOI7jOI7jOH2I/Ht6567ZTlS+78tBWcSGYCYVsWkdFbHJx/9EtNCtiK3UoQpmEMT8+7hlIrAgFkQWiHi4jrCB9hSO2fZvfbTBqj70g+CE7QjZWk7EPKl4RIRdekwsP77wVhF0EPt/rXlGBDaI6RCIXPlAEHHbW4fOyYVKiCOInfLWYbPDfke2h69fcq8IibiGwOIDgyaGAwacKz4ggOEawgp819yoPwa+cJ3cUxdBEv0g1CK3+ILIg1iIl2NsLXw4hP2PaBXfKB8ePSts2aZZ1ZQy3oXo6qY4EcgjcZBXhHisOIct+qCOFfqiH+YOfiEQ/F9DT5NzzSAwdtXtRK8QYYzNO61bEYGU6JC+Fmx6Onxx6Onh0rVPiC3apv7YWFOXnHzlrBtF/ET562NbZSyBWC12bJiIjZzyi/iKeU+8lk9+Ocdu/2kbpB5zjjE9vm291Nc4svkaoQ/6ZGtTq8/zMHjaWrFDG7NvfZBPCu2Ymy3nLw6nXX6N+Ck+Z/OCf2kzb/Pz4oPM/4GXhFlbtD31qE87tolkpT+e31fFGBlfVjFkTPUZw199dqWPjufl+oI4d2wuIMTkPYBYDz+pSz4o1i6fU9sjYouFYz3X/ldm20q+sUWfb/zHF+z91bHz5B1hfafICnd2HAt5ujnmcp9BMZb47DP39hs9V56NunlNIYeMj83rf2g5PRlj0OeGa4XId+eJ2BTd5hOxLs8N8SPQ+ujoGTI2rPjI/dRvxoZCH4zVBdfeJ75zLD7F3PKrcUSfMiEY5+Qc0a69X/CNfO8x4irx9XPHzJa/Heon24JmNrPYCopz5t8Pz1goqxXyDmUejp17c2k+85sec49VNalPTnnPfW/SOomBeK0QJ3V5F+hWovo3ihy9tyJiU/GzHpOnm2KcMrez+cA70uYD7/c0pxT6oy9snr06vufS+YDRUvwRueY4Tl/ARWyO4ziO4ziO4ziO4ziO4ziO4ziO04fIv6enIraBuq3jXiMWVsRESBQyEUJsyIf6nojYhEyUVhWxfXu8bicq9TqelV/9+K9CFsQY3x1XiNjqtxNNSrZSFcKCts0vBLbwQ+yAuAUxwoTrnpD+/hgLK+Y8HAtCni+eskJW9yFufg+74GoRLRT9ZD7mfanAZfaWzvChgRNFTIH9zbEqtYmB+6yshc9sLUqeKAhByPFR7ZtlW8ezV/9RBBys9IUwh+MPDr5QfvcZeFH4q5GTwq0x2cSU+8CBlQj9kXvEF3uOWCFCk/f9fEkYPe9+iQ8xB/cRxKyPlVnJCj/IKQVRCGIPxtpspnCJsfuPC68Pb2uZJTmlHWM+et69YpNxsUI/bFV65vVPyraV7xo8Q8SR3MNXhThUxKbz7lydd7UiNs15KW4pKuZhy879B5wrMR189k1h8rqnRNhCf/iNLX7ph21Z3zxktvj/9iGXyxxmrMqiGd2WVkRIw2aLX9RnJb0Lbtsm8ZJP7DOfEPMhgkQ0xrNADB8dPUvmg4rBwOLQWOhzeXSSvJBPth9F0Palk5eG6XfpmJn/1s+SWH/w1NtFiMNcOb51ndxXn+Mz09kp84+ctm96LhexvW9IWcQG+MUzINviDp6ePyfMoXNW/VHuCdmzK310qNCUFecQW1KfZ/OAOPfnxkFn3C3PN8akL7phkwiK8hyURGy6Ch0iNttOVMiefY0p+hpL3n8mdCX3P524RuLbY8RVod+IlZJ38lddgVDaJXkX9KKsTki/2OLZ5LkhD8wjVlFj9UNiIv+8D/hlXrP1a9N5na1giA/pdqKN70fzJ/7G+UYr3qmFiG2BvPvoX0Ys5iVtwzXGaNBvr5QcIgBFXPquQVNk3q6LHdl44Dt9M28RKbINKcI9xLKs+ig+dTwt+ZA4srxzXVZwjIW+fjBpnby3XzNC52u/Edq3jZ/YyeaXHIu/5jPYuW7zyfuf9swh8s98LgRgakdRG8wjnikEtzyP5JX2P550Y1j1lIrzJM7Y+bjrHpc4WSkT+zwHFOZ3eRwi2Qk/+PXTidfn84G21flAPikcr4/XeM/9zXFt4Z2xjc0HMck/pY4cx+lLuIjNcRzHcRzHcRzHcRzHcRzHcRzHcfoQ+ff1zlRMlInYhi0QQQWiApUTqJDA6J2ILV2JbYMIDxpEbDUrsSEGEBHbcBVbmYhNRDEicij7ZNAWkcGgabeJQIu2bxi+UMQ/nx8zOwy/7Cbx4+CxbeH9Ay8UERp1+P3Y6GkiVCmJxiJpXEC+8OWwC64VMQ2Fre7IAcIdvEOohNDh6nhw+pqnJF9snWdiCIRS90VDiLCm3K3b6lHsmNXjVkSD1COmqg92gXsIOBBoqFjjChFfvGPIzLDvoEnhgAHnSKxfO7FdRBYIa1IRyFfHzpexJyZbgQnTLFKkqFgMv//fsSo8oi022LqUOfO1sXPj+CyW8rUT22SFKHLPOCOuYcUlYi7iiMbiGJKr8rzr3Ups5Jj8EefrWuZLewRSfzVyosyXMa0bo73bww/OXBg+MeqygLCRFdgQUh4Uz9dF8xq3inakz0zEhiCK+EwAwxiTY3LIVqHfOXNZ+NTIySII4p6tUsXKZ2yvqGKqMpZS+uR5YDUvnh1yqXOQPi6Ovl4S/m3CsvD9cQslDvrZd+DFIrzj2Xz70BnyfObioQ5dAYt5h20VsSFuWi4iSrZtFLFelk/ipC7PCQIdW92Ksfr44TPCkjjvnqJiBMvWB7+M49Cpa3OBloinYgxfPHpq+OG4JeGzx7WGj/QfHwb811R5T2h+Y3npWemzmYhN+kjHQXxNxVR6TF4vWfukiMiY6/1GXiN+sLrbtdFp5pT5qnagfh4xr++IFb8ydmHYe+jcbAwXxNhmhg/GOcxz8/04pynpvOZdUT+voZfb0cb6tKcNY6pb3VZFbPJv3p765BVRFwJK8vjaYQulHf4hMjx4bLv6fubS8NXoO/MWQRb2iRUBLiI2yVEmMMz7ioVzuRePyRMCzncMVWEwAjbmFs8TK8J1976swnh/c8KqmMN5cfyuknwSOyIy67MOcoTglhh51njP8Yy+b8jF4e/HzAhfGDNN4iLfPJPkA38ZV4qJ2KSPKtFpmQ8xhC+fqHPztSOW5POB1TGZDzyP5PTg/9sq7638PRf/xjCvcxGb4zh9GhexOY7jOI7jOI7jOI7jOI7jOI7jOE4fIv/Q3qlionti4aO8CTlMxIZojLppQWxwZPs9hYht8AwRUpnwwYr2oSsHIZgxERuiBdtOVIUT2+RXV23S+gg4TMSWijpEFBPBdl1/FOLZGi+0TL1JRAaIHdhOjsKxnSPEIF4EPwiHliaisdRe2hfH+EcfG+MBq24RD3H954ytsooWgqG0Lj5Tn1+uC50vle4joKCdFc6fjaXqR1q4R3ty/+4hiNhUrIFwgxj5ffWwZRIngh8KqyhxHYHNl09aLEIY+sJOajfth3vUoS7iQ1bvYkzUrhZsimAky6uI6eLYMUc+ethZMv7YNduATZt3tEGYYmKWunlXKvEf2s/f9Ew4cMBZIlqR+IYvy3Kg20wiNsKu+qiCn4MOnyIroTG/Vf6lc44CJkJCIIMtcqbzcFEWH7lcHvYYuVxEOBwjyEFIdc7qhyVWncvqq8VtsfPLfcQ8bEOIeBL/Xz18idik2DjyS5/4wDGCGUR7v5lzi/iJLYxiF5vMs7bNz0mc1Edkh4iNeQ2pH9RF1NMy9Za8Ptt0MqdXxPzQxsYBaEfOb3o8SA6Z98Tfb+TKfL5xjFAKARXPK30I2XakG2N53+BJMn/o8+i2jZIvzb0KumwcwPxFyGYx4jPbZzIm/YazreWCcPCJ8+U54H5qhzbNCvd51mxey7si2iTXjKmNAYVzK8wDnp+P9D9HxtD64hds/ohgNOYFURW+WZ3UB8Bn5vwxrRskd8TD+444LR7qVtsyFrbiI88kvuOz+W7+80tMewxfIb7zvv7YYeOT969uxWx9UTi2exyzAt8nRl8m85z5jx1WsUS0lcZvvnFc9dcK442IjVhZTU9FbCpmVB+0XmoDeE+SR+YrMdh86zdqZT42zEdWi+O984njl4WvTXlQ+uHZR8TXbBwoXLf58J3xK0S0xzzleTT72KHYe87eDQhMP9L/rHw+pH47jtP3cBGb4ziO4ziO4ziO4ziO4ziO4ziO4/Qh8g/smYABMcInDxkrq8mwks/Js9fIB30+xhvWBnHLr+fcKiIOViNCpMTH+/SjfWFfBRisoDR2zhrZ+pFVgX5yxlwRM0i9bPU16SvzByHIT0+bJYKdfaM/h5x2uVzjngotkj4ixbH2h+ABEc2Jyx+ULegQzCAOQXAgQraWhSKeYDWhgdPukBXYqiuAVe2n50AeFjwcJAfYQrTCCkisToQoBR+0TbRnKhxZ7awQpVCkDtdj7LJ1YF445zoVGjEbiF0QaCBiQ3TxT1MeCt+85B4R5byphZWdNGbix0fywcpwrIKmIiONt2s6JB6EL2zXx5aKsgpRtE9O6dcEY1xD1PHp4xaGE1Y8Em54SsUh5TBUKMO8+9Shp4jYirGum3fNoD15ZvvY/tM2yLaujPNeLe3iCwVfEH5REL4MmLo+rIkDVx5rFT3ZOfdSEdueIxaFQxc/Gz55/JJshSddOe11w+ljnuQBUc7COBfwR+doJAuYn8YhVOEcz831MT/9p98hY2grSGlR4RxxML9Y8ezQ6ZvCReuekbwxdmpXxw//ycmyDY/Jc4ao7uOHnRHmb3o6H+fcl/gPv/acMG9ZtY0VC9lq8se/uiA8FBsVOdL6FMZn6YMh/OuElSIWesPw+dmqe4iFWAVwRvjJ6W25GFHadz4v8TJ/Pn7YafKOwcexs2+QfKtPutqaHmvJz414wnOH2JFVt8jZh/qfHyZec59c17pJnF3AFqxAbhA3jV/9ePjMsfPjMzJT4rE5zUqOjDfxES/zmq1pmUcIyawv64/8/Cq+Hw+U9+Ok8NH+4/P3o9VJIS/4ztzn3fihgZPCf54+J5lL5fyL39l7Fd/ZGlm20DwG/3SlOHy355LxIY63tcyW+H6z/GHZ8pX3qfiT5b3oK3kesnv4csLcteIf84Scsx0ysdblu3qewnj/6Ix54YMDLpD5hoj1pMuvkxyk8w3EThYv2Hz9Rftm8YNxYsU03m/2rDD/WGHwhliP9xwr6PF3rdk42DxQ9D3HfCCnnzmuvTQf9Jks3nO8T/9S5sMj8t5P33Nlu47j9CVcxOY4juM4juM4juM4juM4juM4juM4fQ7EJYilVLSAIIOP/AgW+JAvpMIq1q2SXxVPIEagPr8qeIj32NqQYm06o6WsDTaxTaGvvI3UoR8KtXQ7QPOHQn8iCaBOyX4sHS+Uz8VPFV/Qjv5m3vJ7EWEgnvjhmfPC6EuvC+MX3xFuf1wFJCbYkGJxVm1Wr0ewv2jTM+GToy4J7xw6U0QNCGsQJa18OsjKbIguLA6Ln2OuIyS79v4XxI4GyJjgB792XOk3L+ovgib6RHCFiGv4/Ael3ztjRzNvfkRW7SJ2fmfd/JCIB/P853MgtZmep6XIKQKYtfGfidf8Ltq+Jfw62rc+uHbtfS9KnNTN+ymNk4459/AFn8gJoy809SO5LuOh4hvEI9hYsOFP4cQ5N4kvv567Tn2ae1OYccsj4bY41tSjvlDqg2PK81IH8QtjSU4RsbD1Iv5hf9ySOyRmCse3xjzwDBSCrdSe2Y9F4rdr8Zd5HOvHo8L/TU+Lv+TTcko8zLG7Y3XmavMcca72GB/8Leon45w9H1LidcaA/qmPD6Vx62DcUvsUzSExL9z4ZDhj6QbJxa/n3CzHizc+IWMq09n67dDxJkf4RB/4WMSCfepk/aTPeM1zh31smL+a+4j4V6kvpea65SH6iK/4YvN60jV358+Nljivr71bnlX6y58feUZTe/Hd1dmZPyPklDxJLsQH8yP1Bx+0f2xTaF+0SfKStpcc6TNZ57vNIeaTPZPUKT2T1dw2FPouP/fExC85kBtSL/XNzu24ch5hu9p0vuG/QL107NPjrA+6ZL7yPJ+xZFMY9NsV4f+c0RaOvPTacOHV98hzgm/MCeqZz+VxSO1WS5FTfFsXGzL2+swX77kLr723/j2X2NEcO47T13ARm+M4juM4juM4juM4juM4juM4juP0IRBaiP4gFj6+U/jknha7XlesDkKBtL7ZNLtV+9Svtqkrdj+tn96v2k/7sXMK0BYxA2IDBF+IxxBPIGpAqEB9g2Prq2rTitm2c0QSrMjG9nqspMVqQAig3jv40vDZY2aHQZetk5WD2Drx6DZ+tXx33ApZJYjVsvALX4jVfruKm8I9CqsGsUoX29zRL6uIESt1TMTBOb+cY9dyU42xq9itDVCP7U5NkIRIxPrgGqIO6igqEkrtpvap1128de0oBtdpm8aLTya44Tp5pR5U7W2Lhfac03Z0shIbuWW1O+4jjmHeUIfCsQma6p6prgr1DI7r/E/7ID+0M2FMXT/YsGL5pDSrV71u45CORTUm85vjqr9VX6vF+k3tW7F+0r6alTo71q5qNy1V23nbbNUsjpknxGFxUThmXjPnaWPQrJm/1LNi15rVpaT10zbVkt5XrxXOee7wE3+rz6RtT2zwVJpN7KS+Vc+t9MS/umK27Jf2Ns+6mwvWJr3OMbESH+9OE8PZ+82gXm99lj6y+UAby6nNBcrj2bXye67wzfx0HKdv4iI2x3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx+lD8IGdj/2INRAAUBAD7GgxW2ZvZ9mtlqp969NKWpeCcA0hEgXRF4Vjrlfrdleq/WDrnljWx3LkVc+HfY/SrTv3Gr4k3+LuTcPmy9aebPXHNnRyP95jyz9WUduc2cIm4pPUflrqrm2M5S1DZoVXx/6wP2ThH2TlMIvZYrV405h72k9az2zU2a/2Q0ntWKnrs65YvepvXaGvOl/SUvUJe6lNju+OpWXBH8Lew9qyldguDxvitTp7VprZTW1XS3rP2ps94qgbt7QPs9FdPztSqnbTvrryuepns2L2qqW7us3uVa9XS7VOem4+pzFVi8WcxldnMy1pHfvdGaVqy/wyX6vPQtVvivlopbvr1fZp6eqe2UhtdVXSvtOS1rFYH8h+u4ozLd35We2H7VqxW30m076qfWKDv638jXUxm+P0PVzE5jiO4ziO4ziO4ziO4ziO4ziO4zh9CD6ss2rNKbOvC8e3rgu/al0fjmu9vZdlXc21rorV7227rsuxc2/Lj4+f23jNrhMnW0yyxd6v2rivfhzTeoeWtqJ+d0X7uSMrantM2wbZyvNni54On7vgnnDg6ZvC645YGV414oqkLA97xN89Rlwl5bWjrwoH/uqacMT8+8Sm+rdO7FGOm1OOo7HcEUbNu1/Ea9hGGPe5M26U1djsPr+5vXh87Nz1ecyWl8JeuWgeY9ssr3muYuEexWxLyepxnXxaXfOjWRE/srY9L4Uv6fWSP7GUx3lDOLZtY1ZX/dW5rz5yzlainz/9RhEaktM3DW8PI+O4arssn/ib2ZVYxXYs2Ryqi0fyUZljlqNj2+4s3bP2Df1k9YnD/O1+jvSkpDlMc5fWMZ80V1qSuvG5Suvib91xWizGZuc6doUf3dfvXbG2Y+IzQanes9jSXBRjYDko2lCI1fyyUq3TrHRVvzp30lL4w3n0Fzv2a6WteO7T+s36S9tyrmNYHo8dLan9rkpRr5x3YszfmdThOcrqpPV4Rqr91M1JqyPPo7XNSzEXLLdcT/uzNvhz8uWrZVVCF7E5Tt/DRWyO4ziO4ziO4ziO4ziO4ziO4ziO04fgwzrbzH3y0FPDfgN+Gz40cKKUDwzSYuddl9/2uL7Ws34a+2tmp9l1K9X7dm7X9hugxe4X9fBdi/qjpWqvWUn7sbJvLO8bNDnsM/hiWV3tXYNnhLcPnSkredWXmXL/XUMuk3ZiZ+Ckks3Gvht9pf2ewxeHfiOvCq8ZvlwEbe8bdHFpXIu2defV69XSrB7nVqrXyveLeNL7O6sU/aRFx7dZHinUa7y+z6BLJYeswtZvxErJLePZWNfap79WinrmQ2Mp6utYFW2tTmG3uf3tKWX7lLLt5vf1XJ8pvVZ+htI2dXZ6UlJ7Zbtqr7huY1xu3/NS9q/opyhFX42leLeU7eyaYvatLz1v9KnxNy1p3e3Jn7Wtu1eUwr9qsX6b3e++WLuu29f5adfK98yXoti9an3Ll52nttOizzN/W/kbW4jYdBtgx3F2Py5icxzHcRzHcRzHcRzHcRzHcRzHcZw+BB/W2e6MFWOObL8nHNF+bxg9795wxPzfxd94XlPsevprZXvrVUvjffWr7n5Rp75U62r9sr1qXbuftinuFb+FnbTcI6t4HdW+NfyiTctR8ZxrtWUe97fKr9q9N4yaXxSzmfqQFvXjnjB44aOyRSmiK1YP++wZt4SR8x6WPvJxjb91NupKV32mxeqpH4W/5fbRh1jsevleUvCvFz52VdK+zK+6emlJfRu24OHwN2feEvaKuUQUSG4HL3ikVDf9bVqyeMx2XbG6PIPyHOb3muWzKHLdxrcH52lJ7Tfe6/o+peyrlmqd6v1SHXKT5SetW/qdz9wpX29WuC8lsWvXS/etZPUszob7NaVqx3Jg97rqx+rkv1nfdfW6K9pX87HpWWl8LruzZ/d7Ui8tDffjuBb3izxY3epvtaT3rb0ep/U0vuK8ebG2aelJvfReOhfsnL+t/I11EZvj9D1cxOY4juM4juM4juM4juM4juM4juM4fYwXY2FLUT6096Swqkz110pX9ba3pPat1NVrVrpql95LS7VeWrq7b6Vqsyelzk5PCm3vjmWfgReFN7fMkRXDjpx3X3gwud9b+13VN3td2bXr1bpWqvV3pNTZrOurrh7lyew3vU/uEHOSyze3tMbcTg53JXWsXvpbvZeW7u5XS7V+szZ2vae/u6Jgu640u5+2rRa73+y3t6U37anTXb3UXrV+9byu2P3qb2+L9bW97ZuV7uzZ/Z7228xHu54Wu173Wy3dXefXSrVOd6WrdqndujrV62wlyt9Yx3H6Hi5icxzHcRzHcRzHcRzHcRzHcRzHcZw+CavDJKWzSZHP8WnhWlLyelYq9TrjsRSOrU52XCpZvYZ+KucN9e165TwtdfXrCvXy4yb15Xp6nhw3kN6rqxPPU99KJbtn7ew8LyqY+NEZ88K3JlwZvj9ucZh0ze/Cc5hN21nb9FyuNeknv5+U6r20dFsn9lE3fnbdzntTUvuy3FHlmlyvuZYWiz05fz4eTbrm7vC9MxeFb41fGX545gLJsdCsn2qxvOZxW0nvJ/VfrmJ+5f7V1KFU71vO8xIvp/UbCm3rSna/aq+hXXotKd36lZW0TVrq6kqJt/N65kPWV9pf01KtXz2va5OUqj/dXTf7+XmlNNSvFIu3O7vd+V+936zf/Dp1U3vV8ybF2ldtV69V52XeLvbRlZ/5ecWfar1qabiftZfrL8USTx3H6XO4iM1xHMdxHMdxHMdxHMdxHMdxHMdx+hid2/GBnSZdlSrNrhvV+83Oq6VKXZ26YtRdr16rK1V6Usfo6p5RtdWsGBy/EAsrAD2a/bIC0EuxGHXtjPReT0tX9KROHan9tH2z87R0RbO6XZ2TO1YoTHNKjtP6dZiNulKl2fXeUrVj581KM+rqpsXo6tyO0/tV0jppvWbn1etVqvWsVGl2vTu6amf3uipG9bw7umtv5z29vr1U7TQ7r143tvd+9bwZPa1nVOvbebVsDzva3nGclw8XsTmO4ziO4ziO4ziO4ziO4ziO4zhOHyT98G4f39PfvlAQFaW/zUpP63VXemIH6q5bqdLdfajW2Z5i1N3rrlTj7k0eodl1w86rdbzs2tKbcXw5Sl/wB9LfaoGurtvvziqQ/u7qAr25viNlZ463UXevqwJ113tboO56s+I4Tt/ERWyO4ziO4ziO4ziO4ziO4ziO4ziO04fIP7RXl2OTU7ZCy357RU/rW72e1TcPK5420NN63dEjOzvaSR+kGnevQmxWmetW8nm1q+ntvN1Z7Ox+e/ecNKP7lO8qv+vZeVOgmp9exGFONHNGrtfY667d9rKr7DajWT871H99/l+ukLqkR070YB71yk4jnfEexXGc3YuL2BzHcRzHcRzHcRzHcRzHcRzHcRynD8G3eP0ezwf17KN6ftGupSXD6lSL0EW72ntWqnRVp9n1XlLyG6r2Kud5fbueFbue399eKnarJbdv56xvlF3vCdX2OdVzo3K9aT9ZPbOf95ORn5s9K83I7qe2mpVa0j7qSkYzW/l5pX6CCj+z+w31rWR0d7+Wat209ADrU/qt0HCtYj9tK3Ur95sWo8n13JZRud9wntHgj2H1mxWjct5gr8n9/HpW0jZpMequCWYjo3o/b1Ppp0rD9YrdBprdz67n9irn6TUpVZL6JdI2lGZU7zepn/pT6qtJ/fx6F7a4l9pMS6l9Wqrs2H0kbC5ic5zdj4vYHMdxHMdxHMdxHMdxHMdxHMdxHKcPUvqOv1Oo/3i/u6jGtnNjhUq8O7+DPoeFuKNh7kw7vWZndFxiF837Hvpp1XoTUo/a5BWK+Lqs3wMQ8lTJu9lpqL+9sav1ds041vlR65dVrGvQR+nSzZ0cR0/MWZ26etWFR3vDdjVt5ojjOLsVF7E5juM4juM4juM4juM4juM4juM4Th/EvrHvvO/su0YEsrPY+ZqCvh3vrmBn5dDs7NzxaKTW/k7veBfNg12YoB6ZTSqZK7vCnZ1vU8ej9/7umnGs86PWL6tY12A3st3u9LE4dgQLpVfh/BnF7zh/TriIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6PCbg6ErEkdbpTT0rRt09Sndk9RrEAZW2cs9sVu6l5PW6I7XVWN/cKbnURf0dp5nt9Hpd2V7qbNUVpTEXVRrr58hJYrNLQ0mdahHMTjfkbSr1U3tpqdTLL/eU1Fbe0GxmpccGqftiLNuKIjbA7DUju1/yA8rt2LyWkleRA6uTliZY/aSPUncGF+tuNLueU/XDSplGM1m9/GLalrKTkX6qfWg/XYaXUarT1FZauqM3dbXLsp9p+57Z6BGNHTUh69fqs81y6VnI7vWUvF+Lp1ocx/lzwEVsjuM4juM4juM4juM4juM4juM4jvNKoDcf/Luku4/+FWHATuu3wk6121U8if4hp+v6O06032V8ll8rO4rZaPZb0JiLXiKNo92eGrF61d+dRTf2Od2uLmsbNeazKzDxYlJKYjOx1Tt7Lxe1oXOx7kaz603Zkbh3db7Mvvmo570Kz7BG29W49/R6GLaXbjrqrO4Lmp3ywzPwQvZbfhZ6SzpOjuP8OeEiNsdxHMdxHMdxHMdxHMdxHMdxHMfp4/TkYz910tKMaj0rdTReT0QDlYZ22timEatT1ya9lpZm1NeLfjZpVF9/59LMbrf99sghxqAYh9RmV0VpLvqor1/Grje7r5R9a/ZbLV3RrJ6dV3+3i6Rxaq+u9JTnY/lDLPdnhWNEPPVGmo9pip2LWIiVrTqqK7xpnbTUwXVbxa0ngqKubHWHte26/fbOaej9vK5eryvbi7VNf9NSovaikrbpolot29uu55DzxjEz0nPm19OxMP/vjeW+WP4UC8+H1GGVtgbq7XdVckonXdPQ1nGc3YqL2BzHcRzHcRzHcRzHcRzHcRzHcRznzwT7IN/dR/m0Xk/qFyRikUrD3ttqzvbYKtWtM5Ac191+pZLG0qz0lO1p83LQnV92fVf4nfZtpac8GctPT58bPtp/vJSfnj5HxDw7g47oCNIf5Gt1K1s197VDrj8XyxOxPJQVfEVgV99G6epedzT3pxGr2/P+kvdSE3pnb+ezo/33tr3V72277aXaT37e2SHzEwHb/3PICWG//ueFA/ufE067fFV4xurUjl+9iM2onm8vO8uO4zg7BxexOY7jOI7jOI7jOI7jOI7jOI7jOE6fJPuI30lBBlD+qG+UP8BbncZ6JaRRrNOF3eJ6s/tVGus2FwfEOhJXub5i16Jv5l/VUOk8q2+2mncasTrYtbKzsT7sVy7qeR5vXekZmLOi1NmqFqXcpg6uW16qdTJbDXE0I63TTSkcq8HqVX2y682KUs5VI3Y/ryMHiZ3acVNKdktGlEdj+eaEa8JbWi4Pbx46S4651jVZf8xRKeU+7RjBGSI0VrVilTdEaGRI22ftEt+L+F4U4dsjsXzq0FPCPoMuDe8bNDkccvpMWR0rt2FYPsQOd9Vez8nqV+KoSVcC9eNP3qZZaU4RL//EuiVbRnotK+ZYbqCXWH+5vayk16TUo91aHfJtOe8tsY2858xWT+h5P40psn6S/lhhrfN5iYA5esCAc8Lrhi8Kb2ppC8fPvV3mm67B1pN+M7tN8xlLL8as0X/HcfoCLmJzHMdxHMdxHMdxHMdxHMdxHMdxnD5LzYf6bummXv71PrVZV7+rezWY3R4rA7qyn9zr1malbrck9aXsbBLbJX+S6w2ld5RTUmcvLXV0db1JW+mwer9Sp4F4P3e22i4r5WBqqLYxqterZTvpzt9m1MTB6lMHn32DCHco/3TODXIN8up5XynVPpP7nS+K8AfR2oD/mhoOHHBW+Ej/8eG0y1fK6mrqQtJORD92PRLbI4BDVMSKWK8btji8YfjC8MMzF4jATrY7TfvLSWz2iqRd7oQeJqcVsrpSIWmfluaNyzTYqFK5bv321H6VvG3aZ12pp+i2Z/Wb09v2Pa3XhIaYIf52Pi9z6p5Y9h00KfQbeU141Yjl4ei2jeHxeC0XsXWX7+5y2l37ClTvZRPHcV4GXMTmOI7jOI7jOI7jOI7jOI7jOI7jOH0KPsorfGTnIz+F7QO7+uie1i3qFbZSrC4r5JTrF3DN7qd1+E3r27nZq96vwj3qdde32etN3M3sGdW63dXfHpr5w29XZXugXdpXs5Lb76Yjs2fjqHSEzs6XavuqNZddtDo2fmmbuvNmWN3qfLHr1t5KalcxoUtxjXgK7H5Rx2w0K7ltDqzUgCjsG2etCm9uaZXyjQmr85XY8mbyT2P/9ow0mu4Iz8d/fx/L98YtDW8c1hZtzwnHtd4eHovXELLRntXW+LX853YSEdtH+p8V9hrGyljzwo/OmCftVcRWUOdPbivzuRnWNi3l9imag87OzrxOtW1achtykOUutq1StWXndi09r16rI+3DjuRadsKP9dVVUYpxTzEblnOOra8qXK/eq/rQrC00tq/3qYGkoR1aX6V+O3W+ImLbb8Bvw2tGLA2vH7Ygztc7yiuxZbYKyn6kdpuVBhM9gUbb1dBxnF2Bi9gcx3Ecx3Ecx3Ecx3Ecx3Ecx3Ecp09RFhDYN/buvrPX12suRqCeffgvt1HsevV+9RzSetV7dXRXN73frE6K1etO8AZW18rOppn96nUrvaUq1Knaa1aKg65pED0lYhK73lgnIbto93tSuqOubuqDXa+eK4X/BZXzSkN+UvEQhWMTcZVouFCQbyc6dE4srfF4lQjFGtuU/SG2pqKczg4Rmj0Uy7fHXymrWu05fHEY07ZBbCMYol3TZztbyQ3ffnr6HBHW/ctZq8Mps69LtiQtY/YafarmtRHzoVoasXFSm3Vt0jHnWLALXWBV0mrptbrSE0r1spPURldFaZ4/6jQdw4Rm9+265awZVq+gGIMuSRraYVryuZKJJu+NZf8B58tcfWPLPBFd9mY70ar9ZqXXbHdDx3F2BS5icxzHcRzHcRzHcRzHcRzHcRzHcZw+SUf8f1ssz2vpjMedxUpFDXS+GAv1srqZMKBudaLcttXvQGaQCgnisfTHvef0uHS/SlJfflUK09gz9fAz1snjom617yyWjme1bmavFrNnfcf2dRFrHqJty2lSf+eR+Z7nll/sW0ycE4tdeymr2wM/agcdG1l7s21F1uJKrkdKJjhJL8i2k7TNciPt01xiJ17Px43CNZWhGHl9bOWx1RQZh1ikT/qOl6uIj1mM1qfIrMxXa59dk+t2T68RQdW0nlO/gvRXsVstuc/yf5ewdejXz1otq6Uh3Pn6WWt0JbaahvklsU+O49yXEs8ligw5DyJY+8GZC2VVqze1tIUT5t4iq7Cp71lbfmWc1N+8ROIVqY9wjcIbIBceRfIe8/xjM7NVlzu5pteLd07WVnygaCwlsvlTuEYb/KUdheOsSG6Sa9af/NuMzId8/tDG+khK3XW5Fg/l364p/Ked+Zn4KiW9XthutG9+RH/zZw272qZrqJO1tfGXZy4eyr+9pEmjkt+MYRqv+clxx9NSj5X/ELG9asQVsoXtMa13hCfiNWqX49Lj8nMbr5VyR3w1JWtb63LJYcdx+iouYnMcx3Ecx3Ecx3Ecx3Ecx3Ecx3GcPoh9c0fiwed5E5hUv8ObYMTqWqmra9TVTbG23KNvSjNbkNZtZjMVGFgdSoq1qdpLbXFcPU/rVuuncL0n9XaEqj+cW7+Ihp6OhRWIEHAgHuJaXZw9IbX7TCzYwzaFY65x33yotZ9c5DD1PfXfzuvupzAdrY35lvpFIQdIa8y3rjBbaf9WEF5ZPlPbllNrW+3DzqsCT87Mbl0+sV0Ve3WFitjWhNcPmyfla2dnIrYmWP9p4ZoVpViJ7bvjlucitnQ7UWK3UvK1MCKH3LN6ya0SXLe6Vr9ZXXvGjbQPa9+8bQH1iDGdO5Z/xoW5Y7a6smf3rW8rtjoZftWNc3X+NCOdP1aXQltsdDc3gd98VbkELpm/af3usHa0oZiNnrZvoNKwGrP9VmNmLvLLOJLTrbF8aODEsMeIqzIR24YmIjYFm1X7jHuaU5sTllOL09qVaHrDcZy+hIvYHMdxHMdxHMdxHMdxHMdxHMdxHKcv0anf2vlgjxCAbdjujuWRWPhgr9/hXyy+yXe+KCIIPur/Ppb7YkHggjhDPuqL6KAQCXDGvQdjuSf7RViD2MCgb66xeo7VQSgg/RnZCX2bPXylb3yR29E3fkWkkR0jPMBP7OKrCR1MWMIx4oZmcZsow3JAe/rEHv7ii9aFQjhH4V4aE/lN495RsFXNG31afhZHR3+z4sFwxLx7pBzVvjVctO45yUPJ7yKA8rFATLpOFm2I/dqnQjhhxSNh1Lz7w8j5D8rvEfPuDvNj8vCFHGnOGsUiZiudbxQEWNgH2hIXfhIX48IxY0M7KHzvyOtjZ/rWEI5svzuMmn9v5tc94Yw1fwoLHtb71KMf9S9F7TD29EO/1CcWruHfnbHCxNtekFixSz/kd1XMB3bNN5W4NKZVzzWfrPBELcsBdkdHm5LT9vvi8f3i9+2xKn3rvIkndQqkDHxgu05EZhRWZeNaI/TfIf1jm/63xEKeeVZsHIBj5tK6WL58zq1hz+FLRRQ0bP7vw/p4jXYIhijkzJ5HzYDGmuaVPqhnz2ERjdajP6tHwf/8XVBZha+U4Aj5t2edmDi2tlUBoa2kxb88/7TRsdUxSOfObbFpaXxltbjsOKd+/phIjXHm2bgwPn/MG2wzj05Y8bA8p7ShnpCtmlaL9Ev/+j4iX8Rpz+ToeffGZ1L9px/mPf3il2TP2icwDuafPWv4XWS73h9MUYe6tKGtveeK8c+63C7SfolZj4iF/sjlUe2b5bkhZnI6fvXvw83x3i2x7DP4YlmJDeFl3UpsZb+4ptcZh+I997A+kzU57fo95zjOKwEXsTmO4ziO4ziO4ziO4ziO4ziO4zhOX6JTP8QjDDh19srwkf5nhf0Gnh8++bNTwpYXs4/+nYmYKx4jerjxTyEcdNhp4YAB54b/8bPTw22PJyKMRCRA+/Xx3kf7jw/7Dfht+J8/OzWcs2it1s1UBAgxTp69Rux9qP/54WOHjQv3bNO2hdBAxU+0o6+PH3ZG2D/2TRt8EZFPJuyQNpmftz4RJBa2lvto/3Hh/AU3ihjF6mHv9MuzuPHv0JPD5tix2Ise5HF3bJNrN0ncp0rfH+t/Rlgb7VfFS9SXuB8j7nFh/0Ea99mLs7h3EozZiXNuyHJxfvgweYvXVjwQwrfPvCK8b9DF4R1DZoS3Dr08vGXonPD2oTPDewdfFj4/ZlaYv+mZRGzUNcSNAOTKaJfVuPYdNDm8c9D08PYhl4tt7FIQjfz9mBnh0pgUhCyaQyUdF34RvjDmBw44S3L56UNOFAEM/dwdx35M24bwuWNmhw8N/K3MxwP7nxN+evpcaQfYIM/kHiEWIpVPjJoS9hl0qcSc+vauIdNi3BfH+5eEw6dcH66978XGcYh+kQts/dUhJ8hcIKcnzF0rOR3TulHsv2vQFLH71phPfumLFZ/on+fF5kIebyaOSc/5NfERK5p9Mvr17iGXRnuaRynR/3cPnia2h192k9imjT6D8m8DJmJ7c0treFMsqYit2j9+Ipzqf8FKeYbJMfPoJ8efJ/OKevRCPj516EkytoiBEAW9Zvhyif29Ay8JHxg4Kew78II41ybn743FG5/I8qCxMw+w8+lDT5B46O+0y1fJGBSRaH/Myf936EmSe+oe/IvzxU+dS8V7RcgO+GHsiPVLR18S9ut/XvhIfBa+d8LFWSxp/ArHJpj79dx14aCRl8Z8Xybj+RbmTzYOzJ0PRl9GXHqDvBdok9pRol9N5s9v5twigquzV/8x/N0xMWeDdZzf0lLMz30HTQo/u+AqsS95K3WgOSzQY+rxrPCsf//MpfJMyrzP/KYPznke/j4+71Pji5D8pM+kwTicu+gWGTuetwMGnBMuuuYuyZ2OT9p/AffIx0UrN8vzSdu/OvTE0HrTvfXj1WvK/ZJfYm7b/IK8w8jl24fG8Yq55P1GzDxH+wyeHH40637J7x5xvrK97nHdith0E9Tye26SjL+Nk5TBM8L7hlwi77kp6/6UixvVVny2qmJJx3H6NC5icxzHcRzHcRzHcRzHcRzHcRzHcZy+RKd+gEfIMO3WR0TI8caWeSJaYaUbRAoINBAsiKAhHiMkYoUaPvBT912DZ4RTlv1OPujLJ/xO5AAqGBC7t/xRhABscbhf//8OKx7U67riUIeIJRA+IVpBKINYYNotj0nf2BBhQCYSQRx16tK7pW/svWPIzPCrFY+ouCnao39biQ27xEAsrEzF7zX3q6gGqIYAYcYtv0/inhwuvO0ZaUvvRdzq5wnL75O6rx/WJgKKk7qM+7E8boRayy1uqZG12QEQ/BzdtlmEabaFZP9FT4b3DLpE4t1z+GIprxm2KLxmxFItw5fLPUQvrFqGjVo/sosmQBp33Z/yPDJGCKUYJxPOcP0Nw+eLDwi9jm7bKKsZSaTZuGiOVMRGzhB+0RaRCYKRm+K1c9aHcNDhU0SY8rrhi6Rgkzx+a8KVMv4G82N9nEJfHTtf7u8V49TtLltVeDLkcvGT9uRhr5b5kqsfnLlY4oY89jh2xIrgCEEOc4EVx7518V3h7065WkQye0XbXGM1MvIoJebU5uy3xq+UmFNRi5UifvV7bfz9x5MWS/6IHx/xm3PmNv3hAzGRi78ZMyesik7r88g/ZbjEOOlKbK1iMxWxpc8v/rFK2MBpt4vf5Iix/fqJs0VAqGOmIlDygaiJ2PuNWhn6Db8yj5ucyhjFnLxqxHLx9wODJobZWzry94b1x8pVHz5sguTqLUNbRRzIM6tPAqiITd4t8R5jR13m6aytndnzWBUfaW5px/2ptz4m+SOXiOrOXv2I+pHVkXbZ/GP8mTtfPmlhePvg6dLX64cvlFy/o0XnNXOImCiMx18f2xpuig7Sl+Qy80d+a+YPYzdg0RPh4LNvyN8D5EueSXseYyG33P/K2IUiqiMnGqPGB5yb//SD4HPcdY+LUPXNLXPEf8bc5g+CLuYBtnk2eSZZiZE5wltKbfFPh4zPxhjQR/qPFx+x829nLhGRJX01rgynftEOf78R543lCRFhU9FhV+QBVtFnh5zg+xnXPSXPcPp+I0b6TvNL7vntN3Kl1OVdw7tDxo15mdmFkv01+p7T90bxLiGn8qzKuGpOEdH9on2zjIXmKRFRZzmqw/p1HGf34yI2x3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx+lj8FGdj/Bsl4ioBUEKH/HZmk7EPtnHeRVu6Mf+701aJ4IBRAJ81EeAgVBFRCmZmAubtEdAoIKCK8JBh18iQg8EECYmQGjCtoms6tRvxEqpe0zrBlkVR8UQkViX2g/E8h8TbxSBAX0jKPriyVeKT5CKCGjPtpKIPLC5/xGtIjiwOCzuDfECAgXEOdSlDW1N6KD2VHj17xetk3j7jbxKfr80dpHEo3FLVGKT9sfOXS/+URdhFsKhNG6zu70gymALPQQ29IHICJ8YO0QW/BLXfke2yy+CDGK0LfY+Nnpa2BhdUa8hjVeFP8Rx7qqHRbiHbRFVxf6+cMpK2WKPOTJi3gPh7+I5Yg/ZbjLOC1Y+Q0Bo4iNsid04N/hlvBCAIDzB9zcObQ3fnf3H8I6huvIR/mGH+4wJ8/Lb4wsRG/aw8Z3xK0Sw89oRy2SMiZP5cOj0LbLVKUIuxCbkAgEKthGbMZa2payQiZBYdQ0hFis49Rt1ncSrghYV9yBctHySB/x8zYjF4dUj1Q9WVsNHmQ8xbrB88ksfrKr2jyctFTEX9rH9oSPmhn+bfJvMPXJ6yIwt4cAj20R4h0gMH5hrJnKqYjm17USrIjbu047+qTdo2u3hbUOmi23qfmnskrAuusvzKv5mzxuivP/xs/+S2BBcyUps8ZdcEj/jQuGYOYIQqn1TIX4lr8wvtppkpS57vlkZi76KWHSO0A6xJyvd0Rdx95+2QeLAL/EtR4VCFlPL1FskHsYO8RvxqFi2LMLFH555xI8mliQHHzxyfvj+RToGbB15yPSt4YD4zsAH3onk9WsntuVCRRtfIVupsTR/Dl8l80NFZun8aZU5xFx807D5kg/qI9w7b9VDIuQTXzP7FrfFTt7GrXlMnjHsvnbYQrH1+VOvzp5Jttd8UJ5JxoXnlj4QYiEWLtvX/CFY++nENTK2PI+ISlfHiiYCLKPteLZXP6Xv7T1GXCW5ZwVF3hk6rtV2XdA4uBnFlq/nxtwQA7FQiJ2598njl4hQkHh5Lsk381Pfvd2L2Ijf7Mt7Lj7PjBu5wya5tG1mEbSSa2Ilr+8ZNCVcsO55FVFnNqXIaon18deG6TjObsFFbI7jOI7jOI7jOI7jOI7jOI7jOI7Tx+CjOp/cETJ84ZQrVXDRMi98/aw1KoLJvrpThw/+CJ9Y7WuPkctDv1HXiqAAIQOiERF3dFCrWKnne+NYtYlVhxaHQyauLlbqyT70Uw9x2cFj20UsgpDi++OXSb1cLJKJT+jjQ7EvRAT9Rl4jQhdW5sEnbKYCAYQtXzt7TYynTYQMCFS4ZlTj3qulXeL+xtnXZfVUhEA9ZA9s94cg6lWZ0APxCys+3RzviZ8iYtN4aM82fxr30nLcid0qXKu7XoU6iDKObL9HRBX9RqyI5UoRqu0z8CIRKV2y9inJK/EhUDxx+f0i5FNRy1IRgCA6MYGQCczIieV7zZMhHDRKBWzE++HRs8IFt20TwSLtKMRKP9PuCiLOoS55/Otj2yVm7FHSPmjDam0IhMgl425iIoQ+H439/OuEa8IRbXeFoVNvCd8dvzQMPW+RiGoQnyFOYtu/fYZMCa+P8492COtYrQzbVvAP3y5a94yI4BAYfWfcEskdfohPkIjYEFvhDyIkRGasNMgqXL9Zcb9sXYuICZuL48E3o48IvHgW8J8tS8m1zodkZaZ4TA7wB4Emucc2Y4cwEhFn6jdlfWyAGI86PGO0QeSEiAlbNo8M2vzzhFUy1ymI2LgmRCeIj/EYu/w+EfvgL/UQ/W2IcxtRUvEMqSDH5vKGWBAKMW/we/S8+8PWeI15QD4ozDPEQIwRz4uQ5RUBJ3lFrEW/iP3KIjbtl7iK95DOuQOPuFzyTV31LUVFsOSc7V73jM8BbYZOXSt21H4qzlQfj2y/W3PQMl9ETz+58MawLlagDXODceKYMeBZUlHUYnn+z7ru8Uy0lPiTiNjS+YMvjNtHR8+QldCuj0Fjl3gQiQ2cdoesBEdeeG6+ePS0wu84Z5jr6VgzHjfHdthjzpOj/Y9oF8EoNhlfey4ZG57JAw9XASL2vzBmmtTTFSGxqSIx4rlk7ZNh76FzxXeeQVbbJFfQuEumioSPnLdV4nv1sGUyT2+IF/Exr560azBRS/FulPqdHeIreWN8mXv497Y4dv86YaXkkLnHHCV2YuO9hwAREZoIZGOe6kRsis6f1D7jzPtn4m0v5O852tIHfbGC5YdG60p72ObdwJhhuxxj+fl0HKfv4SI2x3Ecx3Ecx3Ecx3Ecx3Ecx3Ecx+lD5GKB0CEf6lkFitWJ+EC/z6BL5aO9iSj4ReyAkAbhAgIBFV8skhVy2HKS+yISyMQHuh3huSKiQBx36rKtUsfEJRSOEUQgNHhdy0Kp+xf9z5a2udgi2kRkQx/vGTJd+qRvVgDCF1bRScU9/CJoeNfgS2JdtnucIduOUkf7tbhVoEDcssJO7B+hCm3NFvU07gekL/pFSIFdhDCnr3mqPu7DzhbRD0KTctxKWfBQ0Ox6CnXwGzHO21pmi0+IBBH/zHtYY6c/YqCuCZjmxH9sNSOEOZ89ZrYIjMSvzuelrsVNrhDwkBfL4YJoG1GHiJ0yZYu14fp/rXkm5mSmxE2u2KKWfGBft4VVERu+qIhNhSasEIcgBMHScVf8IdwaK5FDxCEmTkFEInZiwbfjW9eJUOXVw5dIX0uf1Zht+1KLg1/mF4KUyeueCsPOX1jKjZCIrfYbeL6KkEauDO8cOisXbNG/CXRoiw1ESz+46GYRK9HmXUMuCxPWPB6eitfxlnriR5wbtGXlKkRO5B4B2Y8m3So2ouvit/zIvzqPuPc3x7RKPpnzXz9xruQDX2Ue5wGofwjXyGMqYqN/8sb4jL/+cdky11YGQ6yzMD7ksmJeZosf8wG/6YtxQEhInLQ9fm6jCE0hBs2/UBGx2XNTJ2ITOjrl+gkrHpRni3cBY3z+tQ+Ij5pL/img/vjrHpNVtKz+lFufEHGS1E98EhFYnAxsw0kciCgRtzI3yLeY5p9YEJBRn3ufOm6J+E19VtEjr1k1pWH+qNCVZ+ew6ZvC2nidcUvnD/FQHyEkftOGLZURzsn4xtxTT2MutuEdcdmN2Tt6QYx5WpgbDfMuKPkT483HPOaGseaZZ4U6RF4y3pIXbUNdnjGeP+wyPz9zXHujOCs74Br3PnPsfKnLO666IqbAQXaSX+uSwierz7M7dOpt8oyTJ7YtRvxH7vI5kUEb5gOiS/5+IS5lnPnbgh2db9oHUJ/cDY72EcbxjNEP7zmuS/2K41w/5frns/ei/u1jK1vmm1ZNRZM69xzH6Zu4iM1xHMdxHMdxHMdxHMdxHMdxHMdx+hD59/lOFYmx+sy7h1wqggc+0q94qBCSIRZAiMEqR6z4xSpoH/rNjSLsQDRTWumsU1e4YbUqVitDYIXwYsWDKuQw4QHCJo7pAyEAthAq0Gbhw5m4JhMCIB44dPpWqUP54AlrRLyFQOM/LlwjIgwVHbwk9tiWkD73HKErpmFPYomxFui2eKxkhHjN4qYtfpp4BMEGcYtoatiy8MHf3Czijb1j36ykVRc3ghHER28eOktWDTMBSy1ywwQPdaKHxuuIMhCxsQ0h4qA3D5kd1sVrqVgOs4hxiANhDDkiV4wfgiSEP/PioGpeVMRGW8aEbS+5Tz2EGmz/iUBE8te5rVw6npU2iB7/fswMWSkP8chxrevETxHlQMcL0gfiGluJDd+ZP2yFyTaP+E+u0lGivZ4XK7n9snWDtMe/fQZfHDbGa9JPh4ycplSEYSoq4R5jQ8EW16QONIiQdEXAI+f/TmIiP1Zf8hkhXmytiGNrgisTphEzUIdCj+SOrR4RybB9KgIyVveT++T0pdiL5DJ6IjGokO381Q+LXebmfv3PC3fEkGS8mA95AGURG4VjE+LwO2H1H+PcRgi0WMaf7WSZ5/ilPsY8xecxMSl+0d5EbIh2mPcmYiNnlhdF5yj25FrHNmnfnYjNcsp4ERtCrg/1P1/EjcylQ7KVDKV+h3pLE464/oNJ6yRH2P7L4xbm4qvcj5hXfpl3Y9rukGecOFhlcH28oXbjm0DmNnllXscxiIUxHr/6cd1qMsaPcIxxo416EknnzwCNkzwjjuWZwwb9WwHak4NTl94tzwqCK+bxzC26miO+WAyWR12JcqKIxngXmTgrVsj8x29iyJ7L2Bn5+XTMCXOCeco7w+anCVHB3ifMEQR1/Fbf1/o8aTxL44PBXGZ8EK6eviYTx8X+8zjlH21T9KTn3UF9YibXHx6tgjHiJhaEheZX3hek45A9x68bviAc03a7xIe91B/ON0YjOrYLKu+5bA7E3Odz4qWnpR32P3vMXJlzzCVb0VLylMWvOaOvSry5s47j7G5cxOY4juM4juM4juM4juM4juM4juM4fYj04z+iALbUY8tFBDN8oD9l2e/0g37QlX3ujuWgw6eICAbhxVn36xabtiIN23qKUCDaQYx0xpo/yXUEAvsfOSdf2Y1+rW9+RUwQ/3nnoOlhr+FLwjuGTgu/Xv5A1re2oe0BR7SK+OS9gyaH8bFv7OIHPq+NhhAwYI2+z179iPiJyOmgkReL8EDuI/IwMtEM2zkisiFu7J9kcWdCElbiQvCCYIG8nPZAkG0AxZfBF4v4Sm2rKC6N+4AjynHXIjdM8FARPTTBRCe2QhE5ox9pL0KWNM5t8kNeWLVO2sQxQwhz/BV/kOvUwQ3iICfT1j4q+UMIgrhmZQyMejZe1GPO8EtstEE89NOJa6LtJZLL741bnK9ApX4VYiJEbOQS38nV+nhNxFkIuMz/l56N57FILLRXoZ21f8swFXfRfkqcnIi1iBSfKJJW/hERCjbJLSW7LEeR6Bf1C/GLrjB4XOsdWW5iQcxSMzaIx1iRirFmrrHlKjHThLzYuHONLU+pR9xsecg1IrNiftsxYiGEZoj12CqTcZi1JRV3FlRFbGyli33mMQLO9w+8UASdrxm+ULajRGjJvTwHSV5yYs7wpUHE1rpO2lqOqzbyud5DEVvePo4PWWZ8D514reRzj+HLRLjFMyrzI+mDeXVTNMT4I6ZCtIrwENvUw77YjvOG+oifvnJSHKuWdnlv9J9+h6z4RxzU55c+sGttscXKXOQeUR2rB7Zvek7qYVNI508mYiNXiMyK+UOLYsy4RJv50RbPIW0QU7FdpcQZc4996SPmkWsX3PaSbG9LrDzDq54qRKtmD98pHHOdOfD9i9bLnKMgFs1Ft0L0KfbFXFsS58T7Bk8ScTDjZCI57AkxTvyhfcvUW6K9eTJGvH/520Gf9oxrbohXY+aaUuSgSlqH9vg0Ze1jWX6ukPcv7zzNKdGpLerqSo/FOO8/4FzJqYnYivlWtDH7iJHT9xx1LQZiYqVEywG/zJkfX6hCZp61b49bLmJF6ncZv/zTPH7HcV5eXMTmOI7jOI7jOI7jOI7jOI7jOI7jOH0I+aYOncVKXV8d2y4CBkQebOOmggddHWjqXSpaQ0DxvydvCbfHa18Yg1hrkQhtLl37ZCawUSHAqHn3i/AA4cf3J68TcQrQb953hGPEFmxJhygA0cJh0zeIKAkxAAKO9i3bVEQ2vD0cMvFa6fugX60ICK0QsZx324sq/oi+0s8v2jeKLeIoreQk4oeMThWuEPfBedwLZHs5iTu7j0BqnyFTRWTy3cl3hpviNVuJh202L4lxi7Ai9s0vcSOoIe4fTL6tadx1dHffSEVsbKmJiM2EFBS1U4goLI93xgPyhfiLMcNXbEm92IjscI7QCJEG4pHPnrpaYma1M4SMVtju0sqWWBCiDV74qGyliCjk82NmiU8iACHvmQjGRGjkz0QwCAVlZDq0jo6S+s85BRuIVZhjpy3dIvOEvljx7oNHzhfxIAITE28RL+Mnea9JbH6pRoSEX8e0bpBc5DMmscEhPjFPyCEr4eEHuSVm2lgdjm3FJ+owZ0+JyWQOE3c1n3bOvZtjETFXHAdW0iJGYquCH+l2ov909k0hPq6yYhZCSp4DxpsV2Fg9LhU/WTHy45hv6oiIbZwKs5gTZRFaKsrROUTMYiPJa4+2E83airjo1idkfEWgGeM+YcXD0sZWi8Mu52zVS8w8A/sOmiTCLnkPRN8LP56X+ibSJQ7Kf92pY8DcTfNu44DfzPnrYuHdw1yjL4Sglj8hnT/ZCmAmYuMdxr0qFsNVcbLwDPM8vrciYqOO+v+izMMj2u+VnCBi+9Tpt4Zb4jV8tzlUnT8cE99/LnlW5hDtbKU6sQvSib7nuM57ELEeMXxq5GR5nnLRZJZH+mMe8a5kTg2deou0Jd8m4lK/+UfnR95fab40o9hm+ti5t0k/zH+2gV0UO9J3LVRsZ+NA3MV803HAlviXtaGeved4NrD/N/+l7zm2I01zaPklFxyzPeyAhU+GPUcuk7zyt4Cxl/kQ31/4k/clwtnMxyQfjuPsflzE5jiO4ziO4ziO4ziO4ziO4ziO4zh9iOLjv4pVEFywNRpCDT7Of+6Y2fLhnnoIGYbPf1DEHKxYc+r1z8qHe7YWfMNQVjZaIKvzIKbB1h9j+cIpKkpDYPWrK1SEwkf8hm0LI/R9RLbdIqICxBbYQmyA6Am/EOcg4jj/2gfEr5HRH0RkCCkOmbFFxA2IBxARseISdkQwtEy30EtFDEKnCqQsbuwjekCUYHEjqBm24GGJG5HMf615RoQMY1o3ii9VEQf9WNwImkx8Y/1W495e6AcR29uyrSxTERv5L2LV7TTtOnUQIjK+xPuN8dfmIjvyQR3y/v1xuiVov5FXiCBvn8GTw74DLxCRzl8M/G3Yf8D54YD+58svwi9EIwiEEBztMQJh2eJwYP9zJY8qYtsmBftVERs2EYuIz53PSx1b+Qg4p1gOmROs3Pexw2fIeCFAkRXZBs+QlQK/N26piFPYopZ6iNrIFzY1L0o+FqkIqUbExr3quHFOYe4c1b5VVuZjHN7WMivM3/SM9GV1OOYaucE2eWWes80t/RE/K0cdkBXLKb88a4iPTMz1i7at4lOVVMSG0Ox//fcdYWa8+IlRl0h7+kVE1x4nqs5HxZ5FipEfZ+8F8tdcxJaQGSLHYqMmr12K2CK04zqrCrKqHfXp84unrJBnjHvUQejF+T+PbZexYvy/M355Xod/8UO309WVJmds6cjzKYLDOF8+MHCSzF0dAy3pOLAKHOIynnPmGb+/nrtW/Cc2IbPfTMRmcyHF4mTVMObOXiMQsV1aErHJj/yr2yn/64Rr5Jl57YglMocQdeVzJT6bpfmTzSneWYhpyRGFOWfvKkmNqDv1Pcj7U0SBIl7VlckuvO0ZmW/iR4zzqfhz/voOmYu883nHtW7dJm3V18Rv6YCDhOp5Lfoe4j1x6MSrZbz2GL4if0/wTlYq79RsHAoRm66oWCdiox72f3DmQpljCBR5z5Ef3mP0xXuOfHJMkeOYa/L+tpbZIvYjB/vHa+n7C3/yvlIRm6DnjuPsflzE5jiO4ziO4ziO4ziO4ziO4ziO4zh9kmT7tmwFpNe2qODh2qf0gz8iik8ev0wEDogkWPEI4Uzb5udE4IUQ4BOjpsiKNYgwEL4gdEBcwkf/WVs7VXxQEmcYuoLZReueEyEHgp23Dp0Z1j6hPiEO+fwxM0TAgfCELQQRIMzYEkSkIUKoI9vFH/pGZPbBwReKgAHf8JHraZ8m3uDfNG71d3JY9XQR9/88TrcZJW7yQT9sKWiCO4RTadxvGzI9tzN7S1dxZ3BRbiBwqJZ6EGUgYntHy6xcxIY4BXJzNeAfAkETByF8Ih4hEy1hh+0jEWj0G7VS8osYEDEMOdp76GwR81jZe1i73CfXIpgZtljqfeywcQ0rsZk4xURsrx22MF+JTYQfbB8aEf+ljeZNyALjh/jPW/WQiIzeFG0gnEO0gviGgs/4wHz60slLw4TVj0ns+GK5sV/8SsVWe4zU9mwnilgpFb/kbaBT5+246x4XMQ/jQJ9zt7wgY05dCsdtm18Ib49zFyEU9Zibew+dK/Up5M2K5rpVrlOHceCc5wixJT6l0Adj+I2zVuUC1I+duTEceMK1ct5v5EqZj4hQfxfraYZjPKVgCvLL2XwgbwgDTcRWt52otMkaFu17KGLLGxQwvkfMu1veA+SLZ40V5Gz8yCnbXzJ3iI2cnbvq4VzISnz8ql+6HScCMeYD9RmH18d3HPll3urcbc3nuY2DjRH3GAeEgL+Ze5P0052IrTR/EDNV4uQUsR5zh+fg3UMuDTPuMhFbeUUv3kOML+8bBHgUxoIVAN/KHIq/+GgFv7mnMenqfBwzDoxnnpsMjonHVgxkDpGDH026Oa8PiJP//aJ1khv6//Rx88PD8ZrZS202pUnF/FImprV5R6wIxv5+zAx5n0je5b3QEf/rzH1jy1auIpy1cSAOE7HpfNPnmPES+2cukDnZb+Q18mtjT7Fnk1jJ31uG6jNJHnmumA9vH3J5+Ej/c6RP8aMqYhMP03Br3iOO4+wWXMTmOI7jOI7jOI7jOI7jOI7jOI7jOH0UPqpvi4WVq949dLqIMN49WLfpREBx6xNsqce2hAvC10+cK+ILVmdDVMB2hXzU32fQpeGC27ZJ/YUbn5SP/QhQEH8h8MjFTPzIv0aHCDfWv6Qr6CAwwd6MWx4RW1fGjhCrISD4wikrRXyAiIVVjP5q5CRZmQihwcxbfi8CqWl3BVlF6PXDF+bbO5rIogrX8Ii4qYvoARHH+be/lMf9liGzJO6vndgutugbodeBR1wufiKMSePGF0QXrORD3Ca6qFuBTuCilUz4UJR6EGX8PFu5TkQ+Q6bWithUrFdA7v4u5lBEbNH3b0xoImLLVt5CAPWeo5aFL/33Otmi8uCzb5DfotwcvnLOzXKMII5CnW+NXxkOOe1yGQ8Zdyx3vCDjQH/5SmzDFstqWIjYZGY0iNiYlVkeLLBYyCm22cL2b45pFTEJohoTKNmWpnuOUOEVY/TDMxaGLdGkiIQieWZiH9gri9gQW6kIKffFjkH8UBEbY28iNoRDCNbSPnIRW/Sx3/AVMsf+8rRbw5fPuTV89azrNafnFHn9ylk3yu/XzrohfO3sNTGna2QVLlbHm3jN78ReCn2Q029OUBEbcZMDYicf5EKEbYfPCIvjg4vPeRz5HCvmWhFjvYitKkIr6pd+4kHvRGxpv8SIUJbn/tUjV4h4i/EwMRK/IuIcwmp8C8L+R7TKM8w9lQ0lz3xmDxGbbemKL38Vx+ArZ9+a51lyz1xmLGKxec0zQm6Z2+Th0qs3iL3C/yTOiogtz7XMn/LzzPWqiK1YiS0RscUD3i30z3sI/9/5i6viM3l7nDvZPImFY55Hm0d2j/mDAI459KMz5knumr0PeabYyhkRF3OHfJFXnmGeTI55lsg5wr/R8+6VsSS+3F+hKt5KaHIjv5SI2HgPiYgtPlvfGV+sxse2ndZH3me2imNvRGz/Pn6JjBUitn3ie+7L5xTvOfJX5PTm/Dx9Lr89/srw09Pnii3xPx03oV7E5jjO7sdFbI7jOI7jOI7jOI7jOI7jOI7jOI7Tp2j8oI5IAKEYYhgEIiPn3y/ijNOWbhXREYVjxBmIAkz0gJiKwtabiAhOX7pJBC+IM1jVC7sm5mqkQ0QF1Dl4bJsIFhBJsG0ftn555Z9E6IGo7rgVj5SELCOn3CjCDgriGHw97opHRXyBmAwxgoq06kUVdg0Rwt+ffIXEV457Sx73qUvvzsU3iEr6T9O4WS1q2Pzfi69nLNG4EYAgwMhFF6zEtBMxEY+J2PAZQUwpRln9SftFVIEfiPAQoSDuID8/mnSrxKKNdBxMtEQMrG6GeGZzvEYs1LWCD+k5hflAPXKOyJExz0e8c5v4URKxRT9YTYuV7DRPz0sdmSsyPyvjlh1YHeYh/bF1KOOP3wf2P0fET+QE8ZMKulaICBPRCT7SvrD5YiFCSkRsjdsQWlFoT8w/b9sSx2GGCBcR9lz1QBEzdRAlsXIfwiB8wa+L7tH+8IWCHfqqFq4zHhSOyWmezwz6UBHbNfLcIlqjH7ZH/MDPdVtdxII8UwcePivcGCcxIiyNP81vkW8h5oW+yC9zmbHC1jFtt4tvkheZY/wWx3lu41imeW0qYsvI+413aEe/XztRt89kjrMSF8JVfOfep49bKM8a4lbeQeTHwFbhRyFiY2tQbNHu0jjpeGbJHW2tpLm3whgxBvwynvie+1sj1msmnjLMP57HXDybitg6movYGEsEbAg/zTd+6Yu8mv8WA/HhO79cw9fc90ghdFVR5uS1z4gImDnEfDpv1QPSjn7OWa1bKyMQps7KbMVKe7bzWDMxV9oPVM9Tivpl8STjRU5tJTbpr4PedL4K0vhFuddsO9F0HKhHPhCGmvD1nydcV3rPNctrXU6xp76r/do4LcDam47jvNy4iM1xHMdxHMdxHMdxHMdxHMdxHMdx+hSVD+6dL8oH+ZHzHwxva2GbustlNaLb47WDx7aL8APR1E2xEkIIQPQw8bYXRNDAymsH/WpFuCNea5l6iwhWaINoBbt1Yg5FV96hDoIDhAciAhu/NKyP1z576mrxBbHT1U+piAUQDiBeYps3+vr7MdPE15/MvE9ERfg6an6zlYJSLUGH9D1q3v3SD+If4r4tXkNEQwwI1RD/mFgBmxeue062DEUM9j9+ncaN2KdYySuPu6Nr9QJ3u65RgL/NRGx5N/Kr+SZuxDHEICs/jVgicY6ed0+Wn1gv1ic+xBs/OHOhiGUQZn1q5GQRj8iYxzzWF9qrDbo1F4C+5TwTtiD8KIvYfttExAZdrGSUXaQdsZEThCUIndhq8oQVD8t2h4yfbjV6hQghEZkRZz4Xov+ciwgpX0mrELGJX/TbWcweuuaMWAZM3yhCKlu5KhUTUohlwaanZW6xqhj5P3H5g5p3mRfbYkVyyK8dZyWLN7VXhWv48Y3xV4voCEHO61rmyzaq18TrrBrF/CV+5iXPMitqmZCtsFmMnxD7x4NUxEZeRlx2vQh5uGdttJEeF+PdOxGbQry6FSiCvfOufVjGj3m4b3zW2HIYfy5b97isbIdPrACJ+EveC5Iz7T8dX+YHWxqzJSvjxNw7ZdnvZHzNV20bSzoOmT9Uol61CLFuNc5GEVsZ2uJfScQW506tiC32jx1Wg3vT8HZ5LlkFkjwo0T9EXTKP0kIs+B9/ktKcDlltDZ8+N2a6zBfeLd84cbY8UzyjvA/xATEjqy1yXeLLnluOO+U5aXxuu+u/uK/zjveQiczIqa3oKfmRuKxEpHFVxKYr4tWJ2Bgv5vAPz1RRIHU/OeoSiUfePeTP7Ese03xaiadZ6RFWuVeNHMfZVbiIzXEcx3Ecx3Ecx3Ecx3Ecx3Ecx3H6FPohHsmBfFPv3CZCELbSROyz97B2EaYtitcQkHD8l8ctEqGQ0KnbgCIaQACAMAQRzaWPhvCZY+eH17YsEnEPq1BRr6vv9vhAHURpbx7alotWlsZriMQQXCFSQ8SAUIG+sYfggq0EEVUgKLv48RA+8utrpV9WHGNrURW3VLd5S/zpfFEEMxr3ZRIDq2ZZ3MT1qeM1btpQnooFXxB4UZ/+p/wxhL8+tl1EF7Rv2/hsRSyVlQrVLT97AqKMVMSGEAZRi3VBn4g2pG/EFxEEh2y/SRtEM/yed3un5ke259PcIjA6vnVdeMPw+SJkQfhzbS4e1Lyb/bQUUWQiD+lXBUlyL57z2yhim9iwnajmzGxkiBGdswL3MpEO9RGfMIcYG2JApMIYHTn/dyLyY04xL06Yu1ZyQX31eVutiC3dvhLow2Kxwpz44slXyvhTvnjKCokvrUMbhG3MRxNQ/WzG1rwe8Es/VtK+JMYsl3VQB1vfPHu1zEVEOQf9allYH6sjBLozGvrqWBUeEZuuSLdSfJJnSdAozR/tS1dEI0ZWxEL4yHgh/MGuzW0rRm4jPnO0l7z2SMRGnxojNrC5OVZ61+AZkjfG8NDpm0TYOmja7flz9/kxs2RFtVR8ZO2FOLe5hwgLcRNCPoRxrKSIaEnqxTr4k8bEee5jPtcK/zTOeF4Tp4nYiFP9KNqlx4xBKmLjfaUiLV3ZTNrGvpmvR8y7JxdLItJdEy/yTJpNfMUPfs3/vO98/mjfZYrr1MJnxggBGLEQ04rY0dL4aLL1L2OIH+esekTqSv/RPr/qSyQ/ALVful9DuiIcfvDsqah5gayOyLuYLWY1P+ovLTTGyEvPyTFjuv+Ac7P5VowDNhvijO8CE7kixL46/iHQ9+FLYpt61VLKaZ7X7uhJHcdxXk5cxOY4juM4juM4juM4juM4juM4juM4fQr9sM5HeVm9q/N5EXHcGo/ZjpGP+wgm/vfcp2XVI1nZbN79Ii5QYY2KDRC5HDrxWhG57Tl8afj27MdlJTfENIjhEGrQh0kU6jDBACtEvXPQdLGDUAJbCDzeNmSGiBEQz1DPxAOc/2DybSIaY6Wrb815SvpFKPShgSqOUnHL82XBQyT3p0NFTBY3whjixhYxv61llmwvKnHH3mmHkALhUP8LVkrcCKTwlfp7jlgU3jVEV+SyuKUv+acsZiAK+kakgj3iQVCHz1K9ifihKmJLV2IDfulb4o25wh6Cv++OWyGiQIQh7x98iYg20vxwTGzzNz0T3hHjJi7yOnDaHTLO3De7FPy3Yn1Sh5i4ZvVEn5IJXYjzl60buhSxUa8QiWRkwhXzkT44lroygblf5IsVocgl44rA8dXDlsmcPn6uiqhoL21rRWyNK2lR1wrXELu0b3oh5j6OeZwvrHY2aNptOk+iP1YXGNdvnLVKRWaZYOn6p3TcsWU2rVjeKJynMZtNMOEPOf3GhNWSU+Yvq6/RJ+3JwfWxow+PniUCLp4Pnufhl90iwkdsk7fUX81jKmLTFbEoHHMNf6gv4xuLkR8n4q5iZaxCxEa7Mjp+uR9xvMnlIdNtK+NW2R519rYgK5ExRrwjjolzyWK194LZkPxEP7jK/P/O+OU672IOEBVeEQeR/FDZ8mzxcI4kjmOukXsK1+2a+LwLRWz0xTHXWKWNOowB82jw1NskJnwCfDD/rS3Fzs1/9SFF8w7Uw8ZN0XHmCO9h3uGDFz4eBixUASzz64Aj5si7mrqKthfooNSJCll5XsgHY4XAlLkvsQrl/PA4My6Xrn1Cxpic8o5jdUV9DyvUx7a0i/MFe7xLeI8X861xJTbaUBeBtb1D6edn0+6UuZ3mzfJopdk1JcmD4zh9GhexOY7jOI7jOI7jOI7jOI7jOI7jOE6fovigryKA5+WDPGKMzx0zW8QebE34pqOvF+ECQqAFD5voI7aNhbYIE85d9ZCIAWQLuuHLRSSCYObrZ60RgQ3Qh/STQ/8dIjSxewgIWMUNgQo23vrLa0S08e4hl4YVD6QrD0VPY//0Pe66P4nQgjZ7jLhKCqu5fXv8lcl2d7rSWCE2SHzJVmFiNafPHTNLBCL9Rl4V9o5xv2Fou6xERtyyQo/IWjpEvEEefrvqQY175EoRQiBGIVdfP2t1Y9woM/JOoUNEJavveyH8nzO0DUKn/zx9jgg9xO/s35ysPaKMXMQW880v/muslHiUCHoQjcyNyUUwg5/4+O1xy3OhHfmhHi34TccBIQv2Z25VO1o/1mT1Nor0pWNJPNhky84r73xAcqb1KS/KMbHpSmytuYiNVbKkXsez8osfFgPnNLcxxIfTLr8mXBn7QISlIh7mI77Es6QgVLk5Nn7PoEtkXiBi+3WyEpsQ23GcitjwCx/zcRBf6J/SIXGR7x9feKvMU9qwktOcrZ0qzMn8lphiO+qfseZPuiJclv9vTrhGVjG0+up/udA384h5fO6imyR28Yd4c1TMyfzhmX3j0Ln5/JO0x8JzsjgOzMcP5zlZID4wpke23yNtRQMoNnW+CNEn65+V2GhDnF8+aWGy7SJ+ZyXzqWi/fSK2YrxflLxNXLdNxFu05V3w2fPvyufOuwZNkS1yyaH2yzyI/2fvFCHaIT57TyFW4r3GGCD2IxadQxHyLnOa+RN/oz0ioy1xnL34Nnnucx8hibP5dqLpeCm070rERjtpG33hl/n22WPmyjPJM/+OodPClPjgMCfUF2LP/JcY9JnGX8ZwZQx0ycbHilhzspxxpIZkTvyvU66Sd/ib4jOz/wnXh/f/X90imnkzaPqdUierLuTHHMSS/cR/VAy58oEXZRU/tiGl/J8z2grhbYyRX31e1B/aIJRDbMgztteIxbIiJnkoxitWyMaXucJYnnT9tnyMeZeXRWz6r/UVX+vZe06fCYSo9p6TmmLf5gNFhbj0xTvymvtfCCs2/F5yzHWpnx/bQUrjPHAcZ/fgIjbHcRzHcRzHcRzHcRzHcRzHcRzH6VPoB/VCNKLCCT7Ot0y9RYQAiLn6jbxGPvLbtn0iIJCP+yp44XxDNILYC8ET9REQ0B6RDAIQKjZ+06f/8kd9xAOs+sXqZtigf/pmm04ESyoRAIQOKnK5PR6y6hoCl36jVoV+I1bKlolj2tIVmhCkVPvPiPeoY3HTd7+RKyUORBwI24hbRTvYUaEN52x3iHgJUUm/Uddq3C2Xi8BM4s7iy/stOaBiqLbNL4j45fXRf/r7SP+zZIUl6U9EU43tUxEbopk3RJ+n3qWiLu4h0kJYgQ/EdfG6Z2X1pL2Gz1Pxz5BpYc6WF+W+mMzEGWq+Q9qfuPx+qceYIpz52OEzwkXrnhN72EZsQyEG6jN2rOA0eOrt4aM/OzOcdPlqsS9jhjClQ/PMmPRGxMax3MuELsSIAOaj/ceHo9o3y9yjb1vZiflIwS9EMqPn3ZuvKsWqaYjfqCd9QBxTcp2K2Cg/mLQurItu0x9xYI+46YutOv9j4o3h7YOnS13G7buZKNB8x2fNbWH/E6MuEfHUa0boym0/mnSzbPdp9lmHzvqh0PcZax4PXzhmevirQ08sVt6S3EhWBHKqIrZWKV8/e1UuomQ88Yl5ccnap8K7h06VZ4XC+J6z+uFCtBPrFvNAY+AezxIxEivzHbGVzQMKuafge5pXfE3FXcyj7rYTzftP8va3x86RvPE+wA6iJgRK/37RupJYTyidgD6D9Ef+Pjp6hrxTiJ9VBn86cY2MAfnB/3Rec40xRfzG+++gn50h+cjHFtL5sxNFbPQhIxyPqUu/pyxja1xd+W+vlvnxmb48TF77jIyFzX8rjAvzYvVTIYycelP4+GFnhF/PXSf1ykTfYgd5TLE/2p52na68ZuJg3of0yypnCCKpk1LkQ0uRI11JbvaWjvDBARfI3wUKz1r63FM3z1X2t4Wx/cmFN4c3D5kt71hEmkOnrhWxGvmweUc9Vjb8jwuvz/PJXOFZYByK+a3/ioudnTIP7T2HiI34PjZ6WnzPPSPPns1py2neVzzgb8XHf/ZfYezsG8S+xJq+R+WfZNyr547j7FZcxOY4juM4juM4juM4juM4juM4juM4fQn5qJ7/xAP9AM+HfUQbrBr1qpFXiqALMcDwy26SD/giA8hWywFECIgofnzhzSIyQOxAu30GXRpmbVERAB/vqZ73lXzMT68hEpiw+jERdFjfCE3YOi8XCgj0ryv8IDY4ZOIaWWWr36iVod/wFSJKmLvlBRFaSBtEP3ZcJd4jBo37YRFu9BupAjq2KbW4RWwhdjQWzrlO3Lp62zXSNysHzdraqXE39JuKGDrEvzlbOmSVOxXoXBH2H3B+IZrrRsSGEArhHAW/v3jKijBq3oPh+Cv+EC6+O4Tj4u/3L1ovYisEGhRyc8hEXalLvQPdwk/N60pz5PUbJ85WAYmsHrZAxGBfO+uGaPfRcGm0f+ldsUg/j4roi9hZuYk+jm9dW4hHZL5onhHWjGnfJHNFRGwDJ8kWgNL3S12I2DqeFx9tW0jmJ+ODkOfQ6ZvCebd3hvbo9B3xPttEnn/7S7IVJaJEhDgIG78ydmEubMxSGQ/KIiQRJMaxpN1fjJ4d/m3yetlO9vz1QfoYPv/B8MnjF+V2EUQh4FwZHUPoIr6WUNEjc3vqrY/pylIt8yX2Nw5rFXEhNrGNEJF8/vftIRwx757wmePaZW7R14EDzhIf60RsjKVuJ9oq9RG0kXv6Jk6Ll3kz7rrHZQUz+sd3/EE8xT3qULSVzgnm8QXX3ifiKXKDmOwDR7bFnDwoc2xyLMzFb/1meliw6UnJgfpX3ab1CslXT0RsQjb2xIEQCXEozwiCKnxn/FndTsRUmdBLMiIG0ufM0OcN0de+8XljPiNsJLeMAfGcGycPq5tRzotjwPbJf3ncwvhsxbk2tE3mKs+F5VNI50+yHS0rgBGnjlKjP7RPRWyMA1uG2nuD+9YHgitywXv2q3EO806kzeuG68po+kz+Qfy+NNpgDv1qxSMi8ntnvE997P+ifbOMM+T+Z3nPY+p8XuJZF08+fvhl+l6Nee83ClHvvPCFX+pWyTLOCbk9DmIp7KmIjRXOEEDqM7NIxiD+edB5UBKxgeaL/CG2RehKvMwh5gFjMrL9gTD5HkSq90ic7xo8Q94p2GYM7O9WWcSWjEPskPlp7zmEdTq/F8j21azSJzmNfdic4Px7k26X54d5wwqhzGd7p9i4FWNe7k8T4jhOX8BFbI7jOI7jOI7jOI7jOI7jOI7jOI7Tl2j4oK4CEgQHrKj1fhEc6IpF7xpymQhwnor36kQZiA1OWnZfeO/gy8Iew5fJSkkHDDi3vHIbP/IvFO1tCzuu0ff10RhiIvpFPIVAaPK6p0QEVKbYzvS0pVtEzKFiq3kieihWMwPtr15DUMTN1oQILRBM0D9iOuLOxXAihSh8p++xy+9T0d2I5WHPEYskbgQt0ncXcXNsIjYEHXuM0K1YSyK2ipjFDgoR2+XSDsEG4guEGIi1EJuRD+4jakLYQTycf+3EtrApJq4qQiko8sFKc18+Sdu9vkW3eEXUQj+IiCjWz95D52bCIBXKnTD3FslPLh6JsTBeCD4Qlohv0RZjfXe8JqE12U5U5kiHzCQRnbC9Jf0yTqxItXeMEV8Q6rw3jh+/bLeIn8SO4OQTo6aE5XFSqKgyT2W0WyNiG7Uqb4cwBiGfxopQBvGaxklumS8T1jwusWIzt5sf6CFxIKYZv+ZJ8Q874n+0RR/YJ2+aT82piEKHr5A8sfJcPqdlXhVzmpz+y/irpQ0xs1WpipVScZKutIgAidWsEDa+Yfh86YPVp9gCljGnvkE72pBztrIkH+SFQj/4yu+7h06P8/bcMHurro6oY6ciNubyAQPOkblDX7YaGHbLpM8GNHsul4qdg0ZdJuJHzUeyHaWQ5aZTIleiT/SJ4O+c6x6V98rew9rDa4ctFLsIIonH5jWiPZk/cX6xSiJjwLaozURsFie5wb/jW9fJnFCfqrFpe2wxF7DNOyAX/cr4ap0ighclF+ujwX86SUV8ew2fJ/7z3DH2NkeJg8J4MU+JAVExK+rhUwF+acn7ivHgM4I5BLzY4b3K++1tQ6bLuxYbkveEws9oL57kOYr28DsVseEvK7ohYpP8NBGxMX8Yr5FTrpfYiEXiie2J7W0ts0XUxjE5pLzvF8vluXxV9Jl7iMx4FtR2Mg6Zj/i2KV629xy2mQ/YoD35tDkh7yx5ny6QOHjvI9bNRWxZHvUYyv1pQhzH6Qu4iM1xHMdxHMdxHMdxHMdxHMdxHMdx+jj2AR4BA9vnqShipmyDyDWEAI3f4VV8htDkwP7niKAAEdUPTl9QrPbFSlxNyO3FOggjEHZ86ehLREBC+cyIibJ9nIrhCnkA0Jbrtz4RZJUkRAcIC9jaEWFBTzUDadx/OwYxiIpAPhnjxp8i7jQOjfuGJ4u4ER/98MwmcWMgdSgeI1iZt/l5Eb4hjsDGxw4bVxIrlZupPROxkWdWJ0I4+MEjF0js2EAkgpiPYoIPBCSswLYlOka/5UyWsT6ph5BtTOtGEdkgkEMoova1mCgF4Q4ij/cMmhIOHtselm14VPIjeYDOYlvEX89dq0KzOL8+0n+8CIDEn87n5VdzF/+NhXMRscX2gIDmzIW3y9gg+tJ4Nda04Odbhs2VFZo+d8xs2UbUxFOIm/Kc1onYRq4M7/v5ErHPHGRssKnilQVyTqwfP3xauHTtkzLXqqKeZNByoSZ1qMvqUvhU+G/jpQIa6SP6zz36QWR21KVXNYhxJC2xkFPm/HsGXSKrQ313whUqYos3rQ5t+GVMELKxjSZjICK0OG/+dthZ4Z5oXHOfiJpiO8SWS+Ok/J8jL5bnwsZe/B22WGwgYmP1QxFhYSWOHfEyl5nTCAEZixPn3CT20jiaQf+MP8/Tt8frCov0hd8jLrtRnledN8lKbGKzYlcC0Zh4XzAGc+PE/vsxKk5iPN80bL7knPmsczrOIa7HeY2QCdHc6CmrZA5hR0xCJU6eEeI8YfbNUtd8KgnqIpwRF8I4fEC8ik+Mj8x9fuRf0Ji4Su62xEeBLXkR64rwCqFdNu9f17Iwnz8IJck7z/7X/+/lYeHGbKW8zF5eUteysaef9k3PidgMgR95x1fetdjQuAqqvnJfrsVYyPncrS+FDw04T1Y5Yw7xzrsnXhc7TbYT5Zzckqchl90q85S4TMzGs0LZe+hsWc0S8eai6BzPMT4jvu5uHLguOY0Hx7RvFDv2zNvzXsyJ4j3HHDx4bFtYuulxmfPqu1LuofHccZzdj4vYHMdxHMdxHMdxHMdxHMdxHMdxHOcVAh/9z1v1QDiqfWs4ct7WePyQfOhPKT7Mq7gCYcgZSzeE0fPuFYEVggnamHig2Zf8/HJnse3iRdfcFY5ov1dsTbrmbhHk5HYSaEvh/inL7pYtGH/ZukHEFyqm6R0a90MS91ExBo65Vk9j3EfMuzss2qxbHDb4a84a8Rhxx+2Pq6iLLStHzb9XRD6Ikqx9uZnaI178QxDy6uFLRLxyZbx2xnVPybaSB4yeJcIVyofjcf8Zm2UlJNsGMHWjOdo39RGRXPuUbnH59bPWyCpW7x14iYimWH2PfuiX+ytj8IgOLQcaR6RTBXlcX7zxCdnakHnymzm3iH2t1yhG4lz91dgRtZAfBDC/XfdCOGz6pvCZY+eLDwi4EJdQiPsbZ60KZ65+QgRqxZgoajPSWd4O0ladGrzw0TArOoZ9tmnFPnaJ/R9OXhaOv+KRsDYaYSyYB7k9o3ohO6cuQjz6Y2tPxubTx6n/2Eeowy/XfjDp1nD6mqdkxSrmGfMlNcsxhdjOX3Vf+OW8LZLX8/8/9s4DXKviWv+5KZrERI2amMSYmHJzjdj1mn9uYixROhZAiTEqauyaRKUqKiAoAiJYEbtSFemIdKU3EZEiIFV6Fw7Fczxn/edds2fv2fvbXzmHgxzj+3tcZ+89e2bNmjXzffg83/vMTF6jZY6ojc0h5hS78d1nPis4MhNrF2twyHsrAjGOn3crJMQ4F5jmmLNzHxmnecDuXpj/8zqM0d2yPjCVEKMdpf18YK6wptEHPlcQN6JONMeWMMao4+BSqp9lfKYxNhwfCQHXByaJGKPWiYm+IFTyZxpE/QA3B1inOJL0+n4f6xrSdW3GgznAfGAOcFQl5gC7BWKd2vGFIRoyx4kcjVq01fusxfsHKEcM2Cms6ZBlunMb8oe1mC5is88wxAAB35TgM4mjLyG+8tcPnvGZvHvoSv1MQmTni7lCizoJQRHi2Gys1aD5mnN8t+GYacSczC6Ix+qtHzMW+MLYMMZmQ1dofrDeMAZbx99JDzH57T/X8SL+x6dt1bWG8UHQ+KPb++k95ujlubv0M4U5xXeKzoP5t2vsom1Z58EJ2tAv+sD8TjS5wnjxPRf/TBozOa3z+BRpNtzmFOLbKKcGrDvrkhBSxaGIjRBCCCGEEEIIIYQQQgghhJCqjPfjO36Uh3AEP9DDcB/+UJ8CdpqC7AJiAYgc0CYSqhjg21k2gndog7bwAV+4t5KO7PjxQtiCOHLFmw3fTyHjRsg5x50HtEd9xAyREHzAV67xog3qQhCEHZ+wExEEHRBUwA/ETtg9DoI1XCEUgcDG5STXFGQD7dycQOjh/DvDM/r1x5/ZjxWQ+L5cjiFysfV98ZQhS7AodnnfZszFBKGLi8mNG/5R1/l3RH1Ex0FiNzHs8ARR4L2DF4bjcjmFf1fm1mZqiGmFXhluERNiQ4yIFX4RtxuDix9zivhyrSm8Qy78nOZbQ/CJehgH1hP6cXMHYrvVGVwb1E+uATzH5j4QkSX7QR08+34zwMtEx3h04/P9hDnJ6TAdNHGxYfzItxtPtjmIjj6Og2K3HhEfzM+lI9kcbeAb9RFHtJ7iYqskqAPfqI9c+OvTjcGt09i8GANWvIU+fLPvffPjgx/EmBxTfuxnGjGgPfw4X8ipJepfCW8sfixYa9gdcuiSXWoYM8bp/Lk5dfOA54S7DNx7P6f+Gnd5zZ5TE39psXkwpSpAtOMhhFRdKGIjhBBCCCGEEEIIIYQQQgghpCqDX+Njv/aX2h/kC/5RHnXQJjD37MjwnwWt97n1EfOVBedX65Yn3gTOTyn69vy48qygjmfaN6w8oK3pT4UQuA+KU8AriCgeHPS+/PbGJ/W4PxxjCMGGjdnWgcAiJrLAcZylKsXRkiSol95tEBvaB/7x1/mP+jCEQo5AzJHqEP0HpmOFBzxnqR4U4mJv0Qa+TR8uXwY/HpgC1VEsdlsXhH2ZcryBYOmU6zvo7ks4NrHTgEkqVHF9Or8aB0RAoV/4jPxa/Ofke3OPthq7MfMMn37srh9bF/WQz6Av+yIFvAss6C9rVReDi0PrR20y2mlhMF7Nli3yY00e0xgHvtEOFvWVijqzt0r4bNq4mGFJP65OQSR8mZyhuZ9/N66wrjdf6aCeaRXmP14vHEYSbZNlPKkNgKmn6wGG+LPFbnCxa/y2boTrMxKPRq+jd1HblDgLJmjn4vHWaX6Cdtq/XUUQDMIwVsXPh9Z3/rP3EV+yrg/nIzOnoYgR7/2cGvAed7jGchjrgxBSVaCIjRBCCCGEEEIIIYQQQgghhJAvEfjt3bd8JOsnNS2hyEWFRfYWaF17G+LKkuX5cG2y7ZhUKM6P7ya3SMeSViPpJw1Xx6+Xqx3EEv5uQbg6QUc2P0lfaWVp+O3TzCdbeZLs9RI7sWUBU+HqJS1JerkvbLF9In/YkcvtuIT8QvIXF6VEpPv18Cok1w56RIn7KOQy9A8LcS8S+G1SXmeQrO/M4d87knUcrjztHfDfZ6uTj6QPZ0p4k0a6kCnVjyFZnrR8ZKuX7fvD1c/WLhu52rnnbO8LxW/vWxq53oFk+2Q6/HdJkDv3Plu95HvfklRkLlyTZB0Ydn7DMabYzRE790H8qgQCtxBUJoRUCShiI4QQQgghhBBCCCGEEEIIIeRLRPKHep80EUCyvrMMEi+ix0ho4sqid/mpSJs0KuIn2cZvl3xOw9XxRWjOsuHqJy2tTZq/5HM2XL1svpPzlisO4Pz5ZrFio3hZOniftZ+EA1cvTrqoydVNWuQufY1GeH4zX4agGH4hcUn3Yf24evEYDPEGivPjLB+o4/ymtUl+xlPreQ8Z7zzcO7+/8pDW3pkS3qQR5dMHTfzcZtE1xeq5ujG0cfw2o04O/DaFtkO99Jji4/Trlce/w7VxfnL5yPUOuPe+RcQ/97n+fQlxO60Fhbj4McISeul0ggq4uFzBQvDCmXfr18UumKdf95Cc/I+O0uXNCXrsqVYPRGxBU++GEHKgoYiNEEIIIYQQQgghhBBCCCGEkC8l6SKQdFzd8rSxxH7fx4MWFOrH77PQNuUn2w4+fr9lejxmLtLi89umvS8HaSG6fOaIzVXJTp64tLGrYyyfQ/feWNq4k839+1g/XpsYzoE2NHXC+4DksyH7/KaRp/9caDf52vvvjeUMzffh2jiSz46gHH4LUvuAyFf+XEV1wz7c8z5hfMTWcdRPQUMIce1s2zR0jHDqWxJXHo4v7jNqlqWfqIIhs338vU+iXoKoie8ze/1MEu3COFxZRfD8lZt87XzfSTOhm7ks7PMdtAnHmyCWAyu+g4jttOs7yInXd5RH35wUidi0TrobQsiBhSI2QgghhBBCCCGEEEIIIYQQQr50RD/WF4ZfP2pTiHggVkMfMv2k49fzbV8w7cujPIiJsPL1n3ifMdbE+7wE9V0MybjxHOsjnbBaKq5t9vZhH6VeHNkdRvUzzJK9efY2MZwDt2NTsm66c68dHkx9c3Xr1/4Fzhd2WvJ8FoLznRJX2I9eTRnm1N9xyr5O4NonzZF8dnh1ne9U/w6vfhoZ7QNRZlieo20OkIvo+8OPIWmJ7vNSYHsXezhfCfDeWcIfCF+H3xEJXLss7UMHGWTW9atF9+a97ggWr1sYrk2aVYS4j2heCyFPv6nfwb4Vglc/kffwVm+8egYcJ4qjRFcZc8eJ2vr2veeGEFJFoIiNEEIIIYQQQgghhBBCCCGEkP9EEj/0O/sy82WMP1/uc73LRz7fPtnrRaKPQvzkwvWR2ldKYUadBPne+zj3vlWUQtvvSx8ZVNCZizXZPK0sjULrRUTrpSqQPf7cMUbtvtjxuH6j/veNyvDj2mf4KcBxZfRvqZx58OPBFRI6WOXESAjZ31DERgghhBBCCCGEEEIIIYQQQsiXjPL+IO9+2N/XH/Jd+/L4K7ReIZTXT2X1uy+48WeLJde7fOTzDfw66fUi8Uiybnr9BF6lnG0Thal1PHK9T3vnypJWXgptn++9T0H1vEqF9uvu/TJHWlkahdaLyBQbla99fgr152JPr59bEBW1yxyPI7f/7ORq57/LVicXae1h+4Jrn+GnAMcV6d+1ibfLPQ+FkOEXu/SV7jW229wXm4IS7yUhpCpCERshhBBCCCGEEEIIIYQQQgghX0Yq+mN87Ff+/GRU3dd+nVWI0vK3rWi/Wrfw/sp8EUZ5+tkngvgqpT8XfzCGSsX3Wc4+3PhiY8zXfn+MwZGMP/mchXLNkfGXp348JQX0HxC1c3EX3jY7+eMtN4X4c4Px62Z79stSSH+dmZsCXBWGc1QpzvJju8o2127+ss/jvoWao9+CyB5XDBekVzfxSAip4lDERgghhBBCCCGEEEIIIYQQQsiXEggAsosAoh/ug3ru1/xy/qofq1rOtpZ96z8i8BNaHmJ9Bf2XC6+vAtrmFLG5OFL9eO3KhWtX0fZJKtFfbLxp/srRR8yXw7VP8RHrM+X9PuP7NpYRWwL3Pl+9kIT/LMRd5a/viMIovE1O1Fkl+QIuwCjQdLLVy/bsl6WQ+dofUzSuAlwZMttloE7M+8IcppDHfwJ8P6WL2JyfpMUpNMz0ep7f8GV6P5l4bXPVdx17AeDC40QJ+XJBERshhBBCCCGEEEIIIYQQQgghXzL+s36QzyNO+ArgdBeFzGt56haGzX/hPqP6FvNcwWBcn7HmGQURqfXzkVY5j4MK9ZOkvA72ucOIQty47rLVzf6ugp/XXJ1VUb4s4eaOs4Lz9QVQ3vy6JVS+dm78VTMHhJA4FLERQgghhBBCCCGEEEIIIYQQ8iXC/yG/fD/mVw77p9/9LzCoqvly7/PVc5S3fn6swKNwf1H9EO+hUD+uXkbdLA78+imvs5NWOY+DQvrJ9z5/hQSJ+oU2T9Yrb7ts9bOVu/kvN9kdfiGUt/uKhlvRdhUlf38VnK8CKWS8ae8Laefj6udrF39vxl0GK7H3+zEPhJDKgSI2QgghhBBCCCGEEEIIIYQQQr5EZP8RP/4jvauX/Ri5dAr1X37S22fvb//g+vui+80kmY/0/BwwKilBBblxlcrdXxXKlyPrOKrY/BZIhablgJGW333Ne6HtE/WqWuIy4il0XBWkvGNPxpcRbzoFVjPEx5vZbj/ngxBSEBSxEUIIIYQQQgghhBBCCCGEEFLlKQ1+cXc/tBdiIKXc+cl2Vbxrtn7z+UleY2bQckdQhms+P/muOa0qkYxpf8dYTv/Ip+a0vMT7yevGVchbMUk5x1Mo5Y4jQdb2+ynefSZ3XPuaji+ObOPIPb78FNo+Ua+qJS4jnkLHVUHKO/5k/QLbZ1aLjyv+Pls52M/5IIQUBEVshBBCCCGEEEIIIYQQQgghhFRp8MN6ieixaLg6wxFpztyzf3Xtkub8ZLuG7ZLvUeZfk+/zXY2FV1Om5c6CstR25b0aS16ThnLtzzyWxaUMhBBCCCHki4ciNkIIIYQQQgghhBBCCCGEEEKqKKVlIp+ba7ExJ72i7bshp5k78RBCCCGEkAMFRWyEEEIIIYQQQgghhBBCCCGEVClKw93BILjaYWxLYJto+2Quj9uN7TGG/CpUsxFCCCGEHFAoYiOEEEIIIYQQQgghhBBCCCGkSmGPuQQQWv3ugmvlV9VvlV9feLP85sIb5bcX/sPYdcHVN5TRMi3KD/J3nMllw6ZPy9V3d9D8Wv1alHNCCCGEEPLFQxEbIYQQQgghhBBCCCGEEEIIIVUKK6iCuAo7hh1b419S455+Uq/5S9Kuz1Tp0HuCdOz1jl6t4d5/plmL56VjrwnSrvd0ObVxN6nVsp9c3vRJ+TTIs5RhTzYK2QghhBBCDhQUsRFCCCGEEEIIIYQQQgghhBBSpbDHiX5u7iBiO6bmXdLs9cXSps9M2WCetxqD+AqG97TCDPlC/qq36CcXtnxDGjTtruXIM0VshBBCCCEHForYCCGEEEIIIYQQQgghhBBCCKlCQMCG3cEgroLw6hc1bpP7+86Rzr1G6/GXKrqi4CoryJ09IjS6d89Fxi5u9oLUad4z3InN5hMitqgeIYQQQgj5YqGIjRBCCCGEEEIIIYQQQgghhJAqBsRUEFftMHZc9VulTb/3pFvP4VKsL0uM7Ta2N2HmrVqy/CtmElj4jKzZ3ODp0qbPSN3mr8jlTR+niI0QQgghpIpAERshhBBCCCGEEEIIIYQQQgghVYrSUMQGkdWxNe6Q+/rOlU69R8uuoBygDi27AVyRLxjuIQqs1/wlqdWid2InNruznWtHCCGEEEK+WChiI4QQQgghhBBCCCGEEEIIIaRKkSlia9VvrnTqNUaPw8SeYb44i5ZuyJHLE3KGqxWxvSI1IWJr8jR3YiOEEEIIqSJQxEYIIYQQQgghhBBCCCGEEEJIlSLaFQyiq1/UuE3u7ztHuvQcKXuCclfHgntaIYad7C5p9oLUad4zsRMbRWyEEEIIIQcSitgIIYQQQgghhBBCCCGEEEIIqVJAcBWJ2I6rDhHbbBWx7dU3hjKIrgJxVllg7plmDPlxFpVDBHhJs+eyiNjsDniEEEIIIeSLhyI2QgghhBBCCCGEEEIIIYQQQqoSgZIK4iqIrH5R/Q65r98c6dxrtO4kZkVXpFCQTidOQ/4ubvaC1GoRidj0HUSBVLARQgghhBwwKGIjhBBCCCGEEEIIIYQQQgghpCqRJmLrO1c69RqTIWJzAi2nv/Kfv+rm8J+LjNVrThEbIYQQQkhVgyI2QgghhBBCCCGEEEIIIYQQQqoU9lhLX8R2f1+7ExuOw7QiNhyPmYAirLxAxJbciU3zqUey4oYQQgghhBwIKGIjhBBCCCGEEEIIIYQQQgghpEqRLmLr0tOK2KzWyhOxoUALUZYibvvKkpmLnCI2QgghhBBywKCIjRBCCCGEEEIIIYQQQgghhJAqRqEiNnufIBS1OShuc7jjRGu27CkNYyK2EvxNz+c+kjEdlc3+6mBf/e6vuL5gKn8Y8c9jlU1TRmCJuMvwyTHPrl7S9jPl7SZ7/fi4KovyxpeXAh1Wer/l5ED3Twj5ckMRGyGEEEIIIYQQQgghhBBCCCFVDIgAfBHbff0oYqsMnIgNO7FRxLafqapxlZPKH0b881hl01SeoNwgfNvPlLeb7PX3z/djeeOrLA5Uv44D3T8h5MsNRWyEEEIIIYQQQgghhBBCCCGEVDEgAqiwiK1QvuRqg7zhp1Rwx4nWaZ48ThQitiinOf1WMln7y/oim+gmXl6o36z1khRcsbLINs4DQ5mJBVZZFJ7OfHlIf1/+6crtJ+kvrSyddL/5KMz3vuLFla3D/R5IMj/uOVleRSlnfvZ7OgkhX2ooYiOEEEIIIYQQQgghhBBCCCGkioEf+Sliy03e8FNe7jKWT8T2RZN1HFlfZBO3xMsL9ZutXkZ5tor7jWzjPDB8VUVsYN+mPbvfXJQ//orgxZWtw/0eSFp+XFlUvt/DqCjlDKzKjoMQUiWgiI0QQgghhBBCCCGEEEIIIYSQKgZ+5N/vIrYvDb6gIxJ1ZD5bcokknIgt9TjRPMnM5TdGwRXJfzbp63P/U0n96jo2ftQg8nQG/PJi731KvxmfB9RJqbevuH4y+stDlvrldbOvVF5/6fn9oscTsZ/mmxDyHwlFbIQQQgghhBBCCCGEEEIIIYRUMSA2oIjN4UQQSTFE8tmSFGv492kiNn1PERvZL2Suz/1P+ueiImAZ43vIN7e8nSXLM8h4UXnxxXD9pAZRfirRVUFUXn/p+f2ixxOxn+abEPIfCUVshBBCCCGEEEIIIYQQQgghhFQxIDaAMOSrLGLbd9FFpngCIrZLwuNEH4+L2PZZaJHZX4XY94HvH5JxZYszW3lVoarHV0Eqc1jw85kxfF7wGdkeXIuMoTztHZ5RnhlDJX0uCibqr3LykSf+ykw8qCx/no/KDC/ExeksJE++UilvfULIfyoUsRFCCCGEEEIIIYQQQgghhBBSxYAmgCK2fR1fppgCIpxIxJbYic3L6QHN6wEPIAvJuLLFWRVj98kW95ecyhwWPg3vL98mf2vymPm89NDdCxs0e9o8P6qfIRjuGzZ/Rt9d2vRZufLuTvLB8s3hgaMR8c/h/k+/7a/QfvLXi8efQaEdfdF4Me2X8Ny4nYXkyVcG5a1PCPlPhiI2QgghhBBCCCGEEEIIIYQQQqoY0ARUhoitrCxeI/aM23wODihO3FBRkUNmO4hv6jV/RWq26CsNmz6dIWIrJB0VTVt52iXnrTIod9xe5ZztcjjO11/aOCN3/tzH53F/EPVbOVSWv0L9JOvle3ZkzkGp7qg2ZcVn8rMad8phddvLd+s+Ij+o3UaOrfEv2WrewXCPsu/W6SSH1mmnz1OX75G9cJGFyljX2caRnX1fP67PtH4LH1M8Dt9fZX3eK8tPksr1mz0PhBBCERshhBBCCCGEEEIIIYQQQgghVQz8qP9V34ktEjtEgofykdnOHif6nNRp8ao0avKk7DDPmsMqJmLbH5S7f69yznZZHGcpzkvUzp//iq6BA0dFx5+kUD+F1CssnlIVok1cWSo/rtlMvl23k3yjblf5fp0O8pOaTWSLeQfD/fdqPyzfrPe41jmmRhOZurI4p4itsihsHI59Wz9pAq6KibriccBDRbzkiqdyxWb7i8w8FPbNSwj5KkARGyGEEEIIIYQQQgghhBBCCCFVDPykv79EbGjzZbLykqsd8teoaTc9GvGquzupqE3rlhbjTyACiYssKh0XoLNkf2F5FrK9z9eu0kjmJ/mch/0VZwX85hb9uHElrbIpp/+s40zxkysn7l3STFsI0QZOXyHH1rhDd1vDTmtH1bpXv4u2m3cw3KPs0NoPyRF1Wstx1W+TIdOW6y5uOfH6CeNMJXgfiy0/5aiaBxefbx55Oio4jrBioq88DnK/9n1VlEQcpeZP9g49/L5hhBBSOBSxEUIIIYQQQgghhBBCCCGEEFLFgFbgC9uJzTmpilffCiStunuGwGbWsh0yfflumb1si4p17Lv9K7YoR/jlYn/5zU2mOMXFke9a2cDvgdh8KhzXAd75Kowjcc1Gzvd4qRXscaKrzZfNw70n6HdPy75zpXWf2eZ5ou5eCHuk9yQta9V3vtzfd450MHXX7BbBnoaFkow7Z3weuerhXfJ9oX7zUR4/aXFUNvvbf2Xh4kxeCSEkCUVshBBCCCGEEEIIIYQQQgghhFQx8CN/ZYnYUCdqY6zMWCksKEJHsSveGasqV1g0iIJxTWAYGq4Q2Hy4dJ3avKWr9dmvl8vKi9/W9V8Rc6S9K8TvPpPFkd+HiyPf1Vkaud75+H6Sfn2rCGl+0qwy+k1r65sj7Z2zfHlOWmFxl2q9TbvK5PGeQ6Rzr9HSsfc46dxzjHTrOVy/g7CDIe7xrlMv885cn3htiGze9bm2hQ9HWl/OknHnis+3tHpJ/Hd+/Xwk20HQ5wzfF2m+KiJm9PuAwXeuvvL14NfzLUm28jR8P9napdVJmhtH8uobIYQAitgIIYQQQgghhBBCCCGEEEIIqWK4H/orS8SmQAz2WYlxuldkcz7bXQWuxrYY22aei4pFigMxWwGgGoQgENsgh1uNuWMQce8/4z3MPbuyImNo7wQl5QH1Xd++30INO125vjGW5HjS2jjD+2T7fcIF4IG16eJBX+h3W3DNZcnYkCfnOqWbDNAvPgOuz6RljruQz0mpvjerTOccPtJyjLJkuT8etPfHk4ts6wO+MD7ED+ArmedCLS3eNEMdP2fOkGuMCe+3GNsQGO5hGwPDZwl5i3IOkHebVxe/i6XQuAo1F7//GfXXp98vnvEuG3682FVulZmMMfM3yZh5m/W6YLP1hblw811e0AfauXWMuBYav9gdcuryPTJ4+id6nbFsdxg38ov6YX9Rog1RnlEP9f02ucabDfhznwfEgDl2Pv0x+/ly69P17wxl2cz5rGichJD/PChiI4QQQgghhBBCCCGEEEIIIaSKAXEAftTHj/wVFrEFL1UcgPviUtk7boY8//OzZMiRp4U29IgzUsyVH8jraTLgh6fJpD9fLn1r/01kZ0k4pvRxW+EMDEIL5O63F/5DflKzmRxV6z75cc0WxprJj2q2lB/Waik/qhU8m6tvKPufhvfLJc2ek3t7jJD2z7whm3YFfebs34J3EHX8qvrNcnSNptav6TPy76ylmiuP3jeTY2vcKQ/3nizdXhuh8+fWghvPD2vdG/gI4g/8uNivfLCPXN/mBek7epaKTCoTjA8+sRMXjpf8mYkVsUTxx01jC8b63w3byu8a3CfXtH1Veo2eK/1HTdW5ypdP9x7r/zozLtenm0fX7/EN7pdTLrlTBTK2TbFekb+oj8Rnp6xEY4CI6FfVb5VjajTRWNPiT5a78TRu01N6jplX8Hgg3EFfR9dobuMP/GLeGzXtpoIgF/djPc0aNGvhmOr/NnXs+lULxuy3D589S5bDx0+Qt6ANcgn/2HUN86rfF97nCLlETlH3qFoP6PUnNew91iLixXi0nRs4riavyXV7VLBucZ8xDu/Zt4y8u3dh22b6WcNnTrs1hnE8/ppdn8fUROzNzPUuubzpk7qGsoF2w6ct0npYB/ic+YY+f9OwnVSr3zLr97F9TsfF9vqo6fr5vLJtP+3Hjf2omvfID2vep/ajmjZXZ1zTWf7f1Q/KA88OkvW7RXbsxEjtbnnaV5ld4xCaIQ8/qdlE83tc9dtk9PytMn3ukpS4/M+AnWv/PWIcP2+D+kPuMG/w+evqN+pcu7qoh+8orB/3mUzOU65nxHpxsxfkiiaPebkkhHyVoYiNEEIIIYQQQgghhBBCCCGEkCoGfsx3ApBKE7HtLRF5e4q8ffhpMv/r1WT+N05QW2Duq6adILMPqiYrT28gY89vJLK92A07x7hRoUTFFdgt6tga/5Lv1+kgB9XtJofUeUTvD6nbWb5dt5M+H2Kev1v3kdBc2U8bdZXz73lT/vnCdGn+3HhZttfOBfKfb8ctlKMuxB/qv06nyMI+YIjBlvmGGI+o9YDc33eOHuGIvjCHdjx36vuDzXisL+vfjQfvEPtFD42Uy9oNkufGLdN2kL0gJ7oW9hGMD3no1GuMiXG2/KB2m/gYwnHaMX+ndsdw/D+5/Ck59rIuUr/dcHlm3Bp5aeyiMK+hKCcBymDu8/DXB9+Uw2q31T6+XffRWH/HXtZVhWXrTD3kLZ+ITcvK7HqZsLJMhTWH1n5Ifbr4c9nRjZ4Mx9N9/Fp5edxijRFrJFuuUQ5hmF0fQb4CO6JWGxVPQpCE2DAGHNfZqt9ck+cHTH0332bcfr6NhWsp7eosaHNIPczJo9o/5u++vnPN98vIRNylmpdNxo5vcJ9ZWw/Jt+s8pmvse7Uf1vtDaz0Yxou6IZrYYvXlr1v/c4j+w/lLWjJuY9nmAzlBLpF3N6cYx6O9xur6dGsF13rNX1IRlg/qI060wbz0m7FJarboHawDmyPY9+p21OvRjZ6Sn1/WSdr0maW5cd/JOmTv6oBvzCP8Q5yIfDw/9mNp9OAguaj9aO3H9WEtGiuef3vdi1Kt8ZNy5/NTZLFJMnaIQ5/h57lsr/aJXfIgNIM/5BeiuGEL98iUucvC+DQ2/ZP898MXsZVqrKPmb1eR2Xdr4/vGzjuEgMgz+kV91MP6xHcV1pE/jnCt5Xg+tE47ubDlG1K/WfdQhEgI+WpDERshhBBCCCGEEEIIIYQQQgghVQz8mA+hAAQD5RWxhWXBjRU6GNtTIjJiiow8/DT56L9OMFZNbZG5d4Zy/znNbNv0d5VqXz9RRWybzr5apl10g0nGXjPszHHj3n9GbiAaceIZCCa+We/xUBTynXpdVDxjxRSBiC145+x7KrbooCILiDOwC1OtFj1VbLHSTAIEF+gj3q95NgUow7xhtyHn++A6HVVoBnNiDmeuT/cMsQhEbJhzCMXQDwyCGex2hLoH1Y3Gg2skygus7kMa+xG175M/3d5Dqt/aRY9GhOjExpx9/eQDbbAOQ/FKrbYag4sDudVxBiIl31AGUQyENhAVYSe1i5s/pyLBDSapThyTjEvHv6tM60FohrlBHweHvm1/yN2RNe+XHuNWaYy2ZdJfqZmnsqifQMTWd+YGjUfFWkGsfuxxC+YS4zbjQRs3nr/c2k3jdKKuaDw25xijL2Lz/WKtZYrY3pFW/T7Ud1gfqHdwnc42l4GhzN67vEfz4HynGfwhbvjH9wvWh5sDXGcv2yLjV4kcZdYyYoWYya1T3GMeMB/vmjqo69raQZfkXLcH1zafwzrGnzeGyKK4MVZck3VsDuwcIAbk1PWPcUAAivV5WO12WgfXus1fCXe5A26cWCuvjf5Qnh2/Wj/rvrAMc+uEYXh28435OOf2p+Wim9t4Aiw7xw74xjpAnxNXlsrvGtwrv2rYXtsiHufT9mP9xvrC90Ht4F2t9vq98OMad0vNWzqoT/hPithQFzFiHEMXfiaTP1wR5kVjDG+yYUVsby/YoWsUubPiww4qakvm2X4PzA2/B5xo1Y3LifJ0PCYu/5kiNkJIEorYCCGEEEIIIYQQQgghhBBCCKli4Md8CAX2h4ht1GGnWJHY16rJErUTym1on1ZeuVZN5nzjBNlcXhFbWSRic+IZJ2KDQARii9jxorVa6K5F4TF3ONbPvD+0TlvT1u58pWISc/+DWq3kdw1ayuQVJSragUAlLRZfxGZFNxBtQLzVWsUl2mdgYb/hczM9OhJH9OHITsyfEwNhJyQrKnk8iKetClvcUYcQUeEZ4hAVGwViEYzn/666TwUomeKq8oE2TsSGdenEK77AqFBDTiDoqdfiVbny7k5ZxYGIucfACdJ5yAJT/wHT1vYXidisQSRjxUqvxsRKcewaKjUv9X1ZiYpxVKxl8oi8+j7TLX28GA/yDyEbdszaVmR3I7NxxEVsmGu3PiAIwxWCMl/EhrqaZ4iETJ7g3/XlxF9O3OXf5zK/DtZGUsSG/KNfzPFNDzyjO/q59eTafadeICwzZXiHOqiLNmirwSdEbJgbX8SmvhIituR8ppmta8V6+tk0hs+PL65CHJ17WnGVxm7q4BoXsdndx7C2ZizfYb5n/2Xm/wErGAvmEZ+pc27rLnXM+qzVorc+Qxh6aK02WueClgOlYdOnPUEZ5jiaZ8TRe/Rs3XkNAjPk2n1WMJeH17HCNPg9+/buKopDX//dsLUeW4rPNWKyQjw7fgjdflqrqa4R26cnYqvRQuNCftG274wtMnLqvDAvdtyG8CYF8y4SsZk1auKFiA1z/eNa6SI2XZ/B9wAEaviexZGo9rvNHgeLo3P9Z9zjKNVLeJwoIcSDIjZCCCGEEEIIIYQQQgghhBBCqhj4MR9CgYqI2ELw0pgVOpj6CREbhGIfl9N8kVna+8q2ud+sJqtPqS/vnIvjRNNFbBkEIra0HaAgCOk5Y5tsNO8gxkB+txmDIATPMNxj16QOQ5fqsYE4PtAKaKyYDeKT4y57RE6+5G5ZvKnU5ld7DFMeiNiaaX3dvcr0DbHKq7OKNC68d325fn3Dexx7qIIz49CNx4nYcJwo/L0ya7e8MWOdCvbgC3UgxjqtcWc9hhC7XbkdsyBw6zF2qbwxckooQqkIaId1mE3E5na6Q5lv2KEJ5SrYqoOYrMgOzxDm4OjXMfM2qzDGxhbNNXLxh6vayInXPiGH1n047Mv24wubrEAKApkZy4uCWQFWsBT5tfOmz+FObJsyRGwYiz8GGMZhj6Q1dcw4vlO3q15tG1PHzDlEg10Hz5UXBoxT39j5zYF+Mce+iM2ZFbG9oHOJFqjr8oz5Rp7CGMw4XQ4PqWtz7lt8l7rIIDKybTrrWDF//35hqrR+dmD4/YK8IcaT6zeTYy7vqnOEWN16hm//+aeNupi6TWS1caBrFngitmNq/FP7wrpFzLj3Y4JprGEeI0vW0/hNv243L/iCQAyfGTenGEdSxIbcJkVsEDJibf3z0df1u8H6f8Sss6dklvliWLDZ7qKGOvCPsbTrPV3u6Tdfj5G9oOWb0rBpd31XAqdmzMgebpGH3qPn6GcWfeM4UswFxoQ+zrtnsO7uiONL3XcC+oLhHvnHjn5YRw8PXaHz4OKDCAyfeYzXF7HhOwf5wO5tEMa9s1Lkg6Ub9L2zDJKF5hmxJ0Vs6Bd5Rlwuz6GILfgesPPxkFRv0U+P9EVdZxiTG5dfhtxivpC51PgIIV8pKGIjhBBCCCGEEEIIIYQQQgghpIqBH/MhFMCP/PskYjNYoUO6iC0pRvNFav57/5q05Pts12yWqx5EbJ+cfGk5RGzmfQ4RG4QdA6av1h2/NC/B1Te0hfDj6UHTpVqD5nr8H0Qobhesg+s9IUc3ekZ3SvpgqxVyONy8QaDx4xpNA5GP3cUIfb8xY4POIXB1cU0z9w7CGNyHO8vVtcI0iNIgvHpr6iIVnaAOru8t2yp/vqqVnNq4q+6I5MRAGMOT4zeosAb11HcFQDuMIZuIDYZcQXSFGDFuGIRddjcxCK+skAd1v1HvyWA898rwBbt0bix2rl0+Icz77+tfzOgrbvYd+sJuedHnxQqL7D38povYfli7lXyvti+Ss6IhCKHceCDswXiw0xTGc2hwRKI79hJjQd4fHrZMnhw4I5xvB/rEeFTElhgL5uhiT8QG6/baCN2VDyI/HOfo+oegCPdH1bwnzKvvC4Z1h9iPNH5RD/V9gw+sqRbPjZb23fuE6wJXCD3/p0Fr+ZFZ67qToQrHnIgtECGaMrw76q/PyP80vF+Wm4bh5yFYt/gO+03167QvzLHrF1d/bXyvVnwHPHdcKHYhw3vUO9p8prSd7lgIa6a+fn3hzSqGcjlDztNEbPWav6LxoA7iwxVzcXOXoSq+wmcVIjCstYWbRVZv2GLrGnDF2B7v+bY83Huijhc7/l3RpFu0E1uwtvAdgrLnxi3TfiECQ84QB9YGxJIQ1F3e9HHz+V2oftHGrXn0BX+bd5XJCwPekacHz5bjG9yv+TuqRis9Jhlxa59le/UK0ViqiG3ZOvXnzGL7UeIv9B7zn3mcaG4Rm/2OtOutticWLK8RQr7aUMRGCCGEEEIIIYQQQgghhBBCSBUDP+ZDKFAxEZsVUriXKnTAcyBiG3n4afLRf1UzFh0LqseLZjH3Plu95Pts12yWq97736oWHSe6vdiOyQ3avw/BuKPjRCH2gLDCF7FNWfFZLI9JN7hHziDQgBADYrhbuwxRAYnbCQs+9RjM5i+pqAP9OT9oizIIPg6p11GFMSpiq9VCJqwsU4GInaMoBvfsE8aUELFBAAZBjBOp4FhTv3/cQ9ADUQtESC5mHIF4bdcxcmfnfioUi/r2+ioA1EX+sonYcI/cDF5YorlDLiDKmmsGcMGtXeQPd7wUxuQEUcgPRGJ/b9tHY7eYuTGdIV/TVu5RARnqhX3VeUwOqtNFvl0Poj7zHFzh7/BareW2Rwfp/FmKNW77WUCGMkVswxbuUXERREDqv57d+QqinOavL5IH+0wNd/CDLTdJaNDsaanZoq8KrVxc2qb2Q7pLF44GdeIqB+7RHiIs1wYx45oUsSFOrEP4wFjwfeD6d8/IcZ+Z2zTnTsRnLYq9TZ+ZsdhhaAuDH6wH5MDFiT5fHPuxrjH7+TFr2MQKC+dMYw+OmjT3yN1jQ+YGoj27puEPfuHfxe769WNZawzz73xCwIY+sE6wW9lq8x45Qayoj3vfF/LjfwYQQ+eeY+T+vnMSIraXtL6OMxCx4XP1uwb36pyhHo6r7WXy6cSUzifAFePZaWz68t3SuvsgeeiZft73iV1jSzftlfdNkDgW1AlJ3XcGjtDE8aKIH+3gz8Xug2f4wjvUQ/3XRs+XV8YskvP/dpeOWddzhojtIV3DmDsIM0dNmau+nFm87xstjD8jpkJFbB17m++BvnM1v/h8YrwQ90WfY0IIKRyK2AghhBBCCCGEEEIIIYQQQgipYkAgAKEABBf7KmKDCEKfYyK2SCgG8ViagMyVV5YV6t+vAxHbprOvlikXV56IbeD0VV4ebXYiNzavDpRDqAHRDHZruqrbRBVpwCeEIhBWvTR2kfQfNTXwZNtA6AHBB0QdvogNR39CIKI744XgPt4vCGPKJmJTfxtk5JQFVsyiWF+IBTE0f268iksgooGYB4Kry5s+qWIg9W9860X/FgbqIn+5RGwQNI1asFXrITYY7mes2CUjP4kES068hXwivnNufTISv5gcoS+IiVr1eEvbRH3YK3YJ+9Ffn1LDsxNYwReESStNp9t3mhkMBEs2TxizzanLAeakz4yNMREb/GDekL9W/T6UTj1HaSxuPGizaHOpTN8mpt19OgZtE+wyB2EbjpIMRVMBuMfcFCRiK/PFdxbXP8A7rM8pK0o0Bl/EBt/wB4FRx17vhLGjDQxHabp7mA/qXt22d8Y84R45xxWG41bdO+T8+Ab36dry8ftImhsL8oHPpvPrRGzw6fJhV6oVH+I+6cuBe6y1mIgtmMe4iK1Yc+B2bEQ9zNuRde6XPjO3qA/0hLou3w48I++ogyvWAurB8HzLA0/LXx98U0Vr8AnD5+SJ8ZvlpTGLNUd2PIVgxZyo7/p0/dq4dusVx4n+pFZzXb/u+GAcLZx+nKj3faOF8e+jSMSW/zjR3CK25Pea/X6KGyGERFDERgghhBBCCCGEEEIIIYQQQkgVAwIBCAUqJmILCF6q0AH3gYhtzKGnqFgMx3fCln7teLWPA1uqZdH7fJatfqF+XL20+jhOFDuxTa8XiNgCzUP2cZsK2URsdR+RH9ZqIQNm+CK2HHk0hWVlZfoOYo2mnV6Vm7sMV2GKE9vg/ul31stroz/UOgD1MW8QfHynTgeBiA1XiHRen77WithMv6iX7NeVxd5lE7EZf/1mbJC3psyPRD1QuxjfqA8RSYtnR6k456B69vjHC1u+IQ2bPukJeayUJuyrAFAX+csmYoMA6cia98jo+Zs9oY3lw6XrdDc67PAEoc236nQNRVCI7+zbe0QiKDOP7jMAMZ4bB+p+p3ZH+V7djvLTyx+XYy9/VI69rIu21/6NPwh5cNzrYpPsjUVmDk1e4MuO04y5rNh7LtY56TdjU7DbXnSspS9i69zLfv5crsGKjTtljpkYd4wjxD4wxIB4UA7Rj59f3CdFbNhVDlcVsTV/LkPEZttjrfrrxq5dxD5tRbHG7s8D1okTsWGuojWfDnIEUZfLeaN2A8JdxDAe+MYYj7m8ayj4cu/cHP7ysvah4CyKMzeog/40HybfbgzwiX6wm50TThWyXvEOY00TsdVt4YnYzLzDp/2e+JetZ/pGvVdn7Qh2Ysvx/RCAd+49ooP/xm1elYvajzbjsGNBHjE+7MAGwWu09tLw5jn4PAPXjy2z+dC7YCc2iNjcOsTcJEVs8T5zjcvu/hcXsT2uPtNEbPo9EIjYUAd5TO7Ehrq5DKN194SQrzYUsRFCCCGEEEIIIYQQQgghhBBSxcCP+RAKQBBR2SK2UYedEtsJzQrGjk88R+/zWbb6hfpx9dLqfvDNarL1T3+X6Rddv+8itjqdVMQ2eWXiOFFzk+oPhVD1mDrwhzY4khHiKAhFnKjn0vbD5Zo2PVX0gtowzJvbie2gOl31CtEZBFxW7GZ3eIL5uOfYuwwRm90ZC/5wnOj7y7eGoiGLFX9BDIYjNb9f+8FAxNZBLmzZT0Vs+3MnNhh2NBs7f4uO1fq2E7dy0y49ZjFNxAYfEM1EIjYr0MJOWcc3uN/k+qFQIGZFSe10Z7x/PDZKru06Tp9d/5hzCAyfGr9O+o6arX70c6AgFu840UDEhlymi9jayb+fn65HR2LckR8T264yWWIGeXSNptrOF7FhPNgtb5up5+cX96GIzfjXXeVyiNj0on+xtu18Wew9Yh80bUVWERuEXJgru+4McOYH5IGxLd+wUz40i013RjPxuSNa4Rv+2g1bLdVb9NP5QD/uPQw5H7mgSCZ/uCKxJg0Z/do1gSInYsO8uTHAHwRRF9z6mCcE9PMBrA8fvMNY044TjYnYTC4RI3KNnKMe+sW4Tm3cRT/r+EzHxhF1bO7dfOBqi9DvvM1WFOfWA0SdyAt2cnQCP/fXxuFufJJiRfts+8KOlN73R9leva43hhyiX7cTW77jRKPnAC2oDBHbKxkiNgfucxkh5KsNRWyEEEIIIYQQQgghhBBCCCGEVDHwYz6EApUqYttbIjJyirz1g9Nk3jeqybz/OkHmf72aLFCz976hfOE3TgzeR+V+mW9+2/Kai8Xda3zG3ju4mqw47RIZe36jShGxQZgzYNpKL4+emEQJOgAoTHQEUUuPsZ/IUbUeUL/YaQmijZ/VuEvW7La5dvPmRGz+TmzhcaKBGMeCPj0L+gy7LotEbMdU/7eOAwIf+MNObCOmLghGAayPLUXFepRmtfr3hrtpHVqnrfzzhel6NCcEJtZ/cvz5Qd1cIjbcQ1DldmJzYNw9Bk6SzkMXyw9q3m/qPaoiH9cG+Tztmq6aO4B+IMDBDmlOnGPFUvZoQxyf2XNmkR6lOWGlyJG1W8digB132SNy6qV3JUR7pbGjNDEXiBOCH1/Ehr7gA+KcVn3nqyjKTHHQxmbu+YHvSOchi2LHiWJNYN6PbvSk/KZhWxX9qBYyALcZIrYgbvSVPE5UL/rXzi3uo2crJJqy4rPgONHIl4vdidiiNZ9AC60vzFGXniOlTZ9Zmk8nYoM/l/OFplKPcavk8FpRvp2hvxseGyl3de4Vm/tcoHvMOQR/Nh+RiA0CwvpN7U5sNvakiM2SfEbfeUVsQS6xNtr1map96dG/Qd3Tru0mf7yqtby3bHv0+VLhWnCfAnKM44WtSNOJv+z3DoSB0RzYfOs9/qT4jIqjutGzJ8IMRGx2J7a4iE13Ylu2Lmzrt49wz4GZzwjWwdsLtus4kI9v1XHHiTbJELH5x4mijhOxRTvZ5beyMngkhBCK2AghhBBCCCGEEEIIIYQQQgipckAg4MRQlSZi+6xUSsbOkBd/dpYK2d4+PN1G/uD0+LN3n1ae7X1FDbENP8JeB/7wNJl69uXSv9aVIjuxAxEGk2vcJi8xEdu/VFjhi9gGTrfHiVqSIi6bVyXZV5nduemlMYvlhzXsrlFO6AQBzirjFOIP5BtCD4jY/DoQSPWZuUVFM6gHAQgM9/6zKwtlHZ6Ize3E9u16XQW7nfWetV2GTFuuojSMydnq3SILjKNfNWxvYrCCriNq3ydNnpsgbbu/mbGOygPaoX12EdujckStB2T4gl2aB4hZYBBmdR08V9oNW6PCOjcOlx+UnXlNRx0LRF/IwdBpS+TVWUXGX5uYuAz3yC9EgXOWbpGZK3bp3CLfLhbU++lfn5DjG9ynu7npTKuIzY4hnFfzBjlPE7EdUrezinJa9lsk7XtP1jG48WBsXQfP0Z3JsNud6xdX7Ob188s6SbX6LSMBHa5l9thEtHUiNnfkJAxCoC9cxOaBOhgnxotxu9h0fswzREzLTaVXxizUXMVFeHbcf+86QW7tMkTnMVzDOUBMcRGb9QdBmS9is99jmTsYJp8BxpEmYqvX/BVvPmwuURdCLKwfzD3qYh399rqX5aRruuoOfegf9bB6XH/JPgHWxXPjltncmHFgDPB5TI0mssgsQrv6QPJ7JvNzGPm376I+7TPyoc8Zx4k+ZOLvoN8PY1aJzFq+XWN35r5fcE0ayhEjcjRs4R4VwiEfEJsiJ2k7sSVFbOi/VoueWs/vB/cwF4PfXzgWQshXHorYCCGEEEIIIYQQQgghhBBCCKli4Ad9/LC/TyK2AK2jDk2bDdtFxkwXGT7F2OR0G2beOUM9/zlZnnw/fKr1UVF7y/iY8IHIRGO4nzRXZKqx9xYIRHj5B4w6mSK2b9YLRGy1WqjgB3m05MhjUIiL3gYitqV7rVgEft1OYhCt4EhHCDNQBwIOJ2LDUZHfqd1Rjqj9oLQftkLeWrhbRs3fLgOmr5XJK0qNlZj71TJxZan0n7FW72csL1Jfrl+shVDEVtf0W+8xOaxOG/XXecgCGbFgl7Z9Y8YG6TJ4oYpm7G5xONLwcRUYYew4zvSDpRtC0UgwxHKBNshfNhEbDII0HPHZuu8sebDPdGnTZ6bc8NgIFW5BmARhD+p8r25HjQ+CMQjfIH6CEAg5hAjqujYvyqXtR2geYegH4qCfNXxUTri0heYEQhjUhQAOPlHvO/W6hMIb9IlxR3NuCcdu8otcY9equIjNCbM6yPktB6swp3Wf2WY8M3WnMhxjCpGPiqRUjGbqm7nGWBDHnc9PkQeeHeJ9Zi24x/rwRWxut7NCRGwR9h6xD5yedpxoJ10j+URsTlgHw/fN/17ziPzPdT00d84XcvCHO16S6rd20TqID2sMY4dIEnWQ80Pq2TnA2l+w2cYWxZ7sPypLE7F923xm4f+SZhUTsen67DtXfeDzh3UXF7HZK9ba2t0if76qlZx6jV2736ndWfOHthC3Ye3e/uggFfDBt8bi4fxh7eLYUIgu3Vz87toeJqcP6xijdsl59J+TRHmy/SDi+E5suPdFbMgjPpct+y3Uz9/IhTul//R18ubMdfqdg+8efF/gOwffN/gOct9D+H6EcO++1+fpMah2fT6mPuHfzQX6xvyqiM18D2Dtog7WzYnXPiXjjQ/n0/cffc+tlakmoYs3lciKjUUZOSWEfDWhiI0QQgghhBBCCCGEEEIIIYSQKgYEAvhRf19FbBCohOAovBLjdY+57i4J7DN73VPslSVsV453sNT3riy4hv6D/sJrop6zPYHhCNTPjBWbmDHkfANGpWwitrqPqFDGHSdqgdNsbqN3+j4QsUEsAgGPFYh1UwESdsF6dcx89Ys6TqSkQqA62GnMCoEgCoHw6egaTfU9DIIfmN6bd7j/5YU3RWKbNBGb7vD0kBxe637dcQlCG4wNviGgcWIuiGggQIHApMnz76j4CPFhbOG4FDvWQkAbjDOriM2MF8ImiIYgTMMOcD+o/YAKqhCXEykhPjsWKzDEuCEQdLszYWc7rH0IiVREY+qgDfJ464tz5N4eI8McIZ7u49ZofjEv8I8coQ3m5uq2vVXoFo3Xuzf5RZ99ZmyMidis2V3sUIYcuvHg6sR4/thdjCdd+4SOZf1uO5Zkv5UtYpuyArtmVUzEBlCONTZj+Q4bl2kbismMHV7nQXly/AbdgQ1CLeSy+XNjdR4Oq/NwWA/jQFvk/J5nh3s5t6su6j8aB8pCEZv2a8egYsCkiK20WOsn/UTP9j5cn4GITXORRcQGw/yjfK2x/7v9hXBeYbjHGv9hzfv0+wRi1ZFT52bMK8B46zV/SecRbbEWruo2UW7tMkjf6RiU5Dz6z0mSY0TP9jtBy1JEbE58iTiwLpBbmPvOiZv7/rGGe9TFZwk+MBcH1bGiPpTnFLEFOcPnHPn6SY2ojx+b7zz3PQfDu59V/6c83HuidOs5XOeAEEIoYiOEEEIIIYQQQgghhBBCCCGkigGBAIQC+ypiSwKfEB7AjzP3jKuzQp6zlSXL3btknaT5df0yJ2oKx4qbrAM3eYmJ2O5UIYkTsf2wVgsZMMM7TrQsKa7xseKSqN9izR+Opjym+p0qFnEiNgibnMAHMUPo4UQ5B9fpbEU+wS5dzvCshnfBe3vfSY6q2UKFTOgvKWJz4zm4TketiyM5EYeNxfpwYhKIUCBqQ7vWzw7UcdvxJERs6QlIBVXhJ6uILTDszIXcICbsHKdXE+M36z5pzYwBzxg3YvzNhTfLWuMYY8WcQwSG4ytVLBi0x9ghrsEuZ627D9JcYyyo/9zYFSqeQn3UhSEuiJf++uCbKlJSgoFHY7citr4ztmh7J9zJZi63sTEHc4e2EA3939VtVcC2Y+ceHY+fXtxbEVuzAkRsdoS2PdajvxOZXbuoMXVlsVkz92TMA/xZEduY2NzH1zX8lKqf2LGkwZjgE2Uvjv1YXh81Q3OFujiWtulz7+h86Do0dd18o1+I3PD9pT1lEePhGaYitpr26Eo3BvjJELGZWF0bS+THgXuMFeKqVv0CEZvJc1LEBvOyoHcQmlW/uZOJ5V5dazgO1JpbS23lxfc+k34z12nMdgaAvUP7uqYP9Ind3yDmuu6xkfKvR/t4+S+MsG5wg4u9tfkL11VCxKY7yelnL/qucaZz6lnaO78sLA/WQVLE5n8PIDe6brx14LfXcnwXBs+4R54wRx17vVPu/BBC/jOhiI0QQgghhBBCCCGEEEIIIYSQKgZ+zIdQoLJFbLozmzYy7f1r0pLvv6hrPgPumgr85BaxjVqwVfOoVIKI7dv1uqiI7ZGe41NFbE7AAcMz4olbB/lu7Yf1CoNfiFGiXdNsv0kRG8ajbeoGIrlAGGLFI7jvKD+5rJu0HbZOjxh1ohu7Ox/G5o07uInt3JcF1PDFK9lEbBqPmo0Hz3rkZN0uYR7cjk2dhy6WHgMnae6c/y5D5ql4CuOEiA2G8WIXJxx3OHvZFs2LE/ltNHZM9X/rLmmo58Qyh2LeazbX9+Hnx/zB1d4XqzBr2AIr4MonYnPiHGfaj+urTjup07ynCop07mKiqyjnVsRWyE5se6XU3ETtM/0hZwOnr8rYic35yyVi0+cgRoi7bnt0kBWlBWNyOwgi1pXGwZaizzXXGNsms9iXmc4hPsNc2nHYnGBej29wn+YcuY33Z5/dLaxgEZv5LIR+lMiPA/cY633PDlaxYy4Rm8Xmw62j1btFWvQYq59B5AJjcTHhipzi3e2P9td5Qv5tbHERG+qibat+H1ZIpBXGGDQKn4N40ac+l9rvh6SIzcVrvyfKZ2jjxuzWNp4LFbFhLaB+5BPfbfb++7XtsxXYPiB3Pjcx9dhdQshXE4rYCCGEEEIIIYQQQgghhBBCCKli4Md8CAUqImJDWUY5CkpNGxzRuWWvyIYiY7ujK7aN0md3b8rddaO5bkzU9694X0h9vF+fuCbL9dmZed64S2SriXeniRtHiqYNOAbq5D5OFIIfCE8sKjWyOfPEXZZEjsui40SxQxhEGNilCaINHOk5ev5mnR/UgdADR4aiTxU61bXil1OueUxFOQ2bPi0NmnaX+s26S4Nm5t4zvLvo5jYqiLN9x0VsEIdAPAeBzZ9u7yHn3v6EVKvfUseK4/oOr9Ned4FCn4jxb92myw2PjdCYICiyPv2x4b60IAEbQC1fvJIUsUH4hJwfWquNilQgDEN+cIXQCoIoHMdarf69csqlTWTQtFUqLEJsThyD5zMa252sbA7t8aAQ+GGsyIUVRxnMfKONWTEqhmny3ATtD7GgDWJBrv75wnS5t8eIYO49UVXpZ+qr34xN8qParTRnbiwqxjH9o1/4gOG9P95wpz1jEEp1GLosh4jNio+ciA2x+b6wRs6/5fGYiA1XtLHt00VsEGbaMUe+3JrLFLFZInGc9bHOGNY1xqDtVcTWSef3yrZvaH5d3/481W32svaDuk7EBpES5rvnzB0yfOoSb91lgnLkQ0WfJteI2+0kti8iNl2f7jhR4xdXCMwwjmygLeYNn71Zy3bI5BUluqsePlcYoxVjQYDVzqyFB3QXsUd6jVWfiA/t6jV/IcwH5vfqru+qONDlz2LjVlDoDyAgKk6M0ax3lLk5SIrYsFYhbMU8nty4m/z+6of1u6ZB0x6B4d6zxPcP7OLmz8mpjbvq3GMtYC6QQ/h3c4G+sW58ERvGjHr4nNRt8VK8D3Ot3+QZ8/1my/A916hpN+k1eo70HzVV8x6OkRDylYUiNkIIIYQQQgghhBBCCCGEEEKqGPgxH0KByhCx6T3+lJTK57M/kv61rpQx510u0y66QW16vRtk7HlX6BU209j48xoZM2UXXa91plx8vYw5/wpzb59xHX3eX/U65WL7jPrjzrV+UR++0M/0i2/U9/D7zrmNjF0hs+ra+ujnvXo3ajmeZ9a7Xt49p5Ea3k265AZZ1KKTTG7TRWR3STgwf3xxTF48EdvPamaK2KYu/ywSscWOOQSeuCRFPAIxzhsz1snRte3uU06g9sNaLWXqit3qF31D6AHhC/p0AhCIesassu8gdoEACPMLccvO4BmGZyeG074D8RzGc0zNO7U/+IQgDP5wlCRET6tMo8UmQAhXnPgLhnvE8troD7OsH9z7484N2oQioSwiNvQJ8Q5ERK37zJbWfWdJm77vS+chC6Xr4LkyeUWpjgfjRU6x1gF8bysq1l2/dGcujCHwDcEghEg4whJtEQPaITfIO3KKHHxkHEJsgzxh3g+pZ8Vwx1zeVXcHcyKmUMQV7MSG3d2QUydis7ujdZLv1X5YLnp4jDRsN0TaD1shx132iPpKCtBgLtcDpq9Vn4gOfWg/QZ4RM9ZANhHbxc1e8kRsVrRl82Pbx/3ZseOI3PKK2Jxf2Oujpkv3cZ/oGoUIyq0xxIejXp8Zt0bnyuXarXOUdRqyRA6v1dr7PNhdu5CLmi36qlDJibzi8Vtwj3z4Ijb4gC/M919u6RIKp+KiQGBzkPTn1ifGXh4Rmw/6gx/03b73ZGnZb6EVatW26+OgOhCKtZVf1LhNFpgFiXxgDbojVpED2AnXPitnXdVOc2VzALzPW3xAIfEx2rwpSRFb4jhRFbGZuTiyZisZ+Yn5fli+R/t2hvEnn2H4DnL3WH/jTVu3ux8+e/CZV8Rm8oz+q7fsq/Gk9eMb8gUf7jsgJQ2EkK8YFLERQgghhBBCCCGEEEIIIYQQUpUIfsnHj/r5RGy58QQe+IOdzGbMk4nnNJIlZ9aXNec2ltXnNZa1510ri85sqM+wdec0lo/PqG+soaw792p9v/q8q4M6Vwf1rpaPzmigV/jAFfWXnH6pvkd9XD8641Jtj/frjd+lp9c31tDc2/roZ+M512r5kqA/Wwf915eVF1wrO25vLwtadhIpKjbj8MaUinmfRcR2SJ1O8uOaLVXUAeGEBTUD1CnaB/dBJ9Ftqea/74wtKhhyoh2IPCDAmb68SMUY8AihB8RM36mD3dqsiA2irAkrrTAG/lDPiTdgeIa556B7cxOJ2H5W665QYAR/EF69t8wej7p5V5kehfj7q9ub+B5QMdZ36nXW+LAj2vNjP1YxCXzH1obeB8+mAGVh31nwxStOsBOJp+yOZP94bKS06zVJOvV+V+viSMWnB03XY0NxFKgTQvl9ITZswrfEJAaCKvgNfdexx1TiiMi1ph7ygc8Hcg3RDZ6XGqfzzDLBsbHIE3ZiQ3vk4uhGT8lvGrbTNugzzHFWEZudW/R5afsRcuWDffSIU+wgBz8Q7WAN4HhUd+Qi2iL3fWZu0zlBB+jD9oM/9oKYM0VsneSwOm0Sx4n6Iks7T259uDlDHtOOE8V9JGIb5313ROAZ7XuPniNPvbNR5xI7jbk1Bh8QKT5h3uFoUJdrGO5R9vDQFXJ4TbQzbWq7YyyxG18nuaDlQMHuX6hrY06K0Ow93jsRmxuDihZN7pMiNr3oX2Bz4IN3GCuEe1ifKmIzPrOK2PxgAtyuhOgT+Xms5wh5sM9M/czBj8vP92q3l2Nq3iVzTUKwhtBv8+fGhmsX4/jtdS/Kmdd01DFE692P285rZJZoZ0RbjqeobS4Rmz26E+sBQjR8PyA2Z4jBWfIZBl8Ql01YWRasUStig3gPO/W5uUDfyE3H3nbHO/d5wJzVatFT62H1Jv07gw9n0dgIIV91KGIjhBBCCCGEEEIIIYQQQgghpCoR/JqPH/f3ScQW+NEL/uw1babMk8FHnSazDjpBZh58UmDV5D1j7vm9g06S2QdVM2buv+Xq2fdRPdMG7/3nb52o7dLq4wp/zq9/nXPQyXp1/nD//rfsddIhJ8m8/20gwy+8UmRHsRm2HXcwtHR80VfNf6kwxhex4fhKiC+sSAQ1A/DozD9r0eCKIQK7qcsIT7hlRU4QsjjRBuYN9xCU4FhPFVKZGCAI6T99nQpHChXjKN54/J3YIKjBrnAjp84LhSAY1yZjELKd1PipUJCFGI9vcL/MNU6Wbdwd1k8D5dneOdBPuANTnUwRG/LTd+YmFTu5XZjcrnNYw8hBRh+mAOVNO71mc1yrbXgsKnxCIAWRDARCENPg+NTjqt+mn49ja9whx9X4px63CjEU+ke7g+pZIRbawQfaDpq2QvtBDixWxIbjRNNEbBDnYBeuh3tP1txiHiCiq9mit75DHdTFsaLo57A6D+txqdgVbusuT2wUgHu7PtzOY1Heyidis2sIczFlxWcau8sVzMWOOcJc6ZrXFg7rC3NyfesXpX674SrKQkwH1+loxmR9YGct5A25xa5jyLvN/R2m7C4V7SFnqAsxX3i8qrk/zKw71PnQJM1GW5iIzR4nanfeix0nur9EbL4lcP4w7z3GrbJCNjMujA/zjefHB8/ROrDHB8+2YzF9HqzfO/azP2XFHn1vu7DjiMgch8OJ2aLw0DYuYsMVIjYcYRyJ2FrqZ9D/frDtQeaOeCFln+tawW6CEOLie/NbdcohYjN5rtPiVd3ZLRNvnNp59nETQr6aUMRGCCGEEEIIIYQQQgghhBBCSFUiUBZAKFAZIjYr/jC2x7R5e4qMPPwU+ei/TpBFOWzJ12DVwquWJ65p7z/62u9y1ku7LtZ7v37wbO4hZtt09tV6RKl8uteMw447GFo6gegLgiMIb5yIDaISCE4g+EEeoVODYANk9acvbJ/zP14tM1bsUUEKdqs6pG5nFYxc1W2i3NplkIpjUB0enYgNfbrdwNBu0kor/IBP7V7vI1yZb5kiNiuwwliGL9glk+eusnNsQH3cr90tsvAzu7MYRChoA1EYxCV/a/Ko7rRk2+QQs2QBdZG/UMRWu63xHxexQfSEPPvCKddP2rMrQw5/f/XD8rtre6ggxvepQjFj7hn5R15h6N9dnYjKHgf6aCiMwjwg1oZNn9R+VEaknZdonEMX7Jajat4jhwbHRYYitjptpFW/uTpejBtA9IajWzEHiBO+Ibxy8eAITuzc9VjPkbEcANwnRWwuVsSXT8SmIeMx+CzAP44TPdLEnipi62tjt+vO+TKYcWMNzNssKkrD7nm2rc0jdvFzvpw/mMt19BzVsfXMFWK2YN1D5HZrlyFB7jLXG+5VxGZy6fvLJmKL2tt8gKS/cH2asSdFbBBV+vUVdWp8Gf/upRbZW71izhEHxnJNt0k67zCs9Qf7TA+PxsTudBC14h2+dzAW1GnQ7GntW4kdE5uO6983BWvCz4MnYkvuxDbUfAlM/nCF9hPzkWUeLKU6jokrS+0aNbk7qK4T42U5TjQQsWE9Q+CH7xknFkzrx38mhBAfitgIIYQQQgghhBBCCCGEEEIIqUoEv/BDKFB5IjZTHyK2EVNkzKGnyMdfO97Y/8gyY0vNvbUTQvv4a7/T67KvVZPlerXPvqEM75y58rRn1x7+XHma4b1fZ+43q8nWP10t0y+6vsIiNicmgRjDidggvig0j6iH+rOWFcm4VRLuwgbD/Q2PDZe7O70W+oRZkVIzFXX4O7FBGIJ6/o5U0bGBEe6dEoiNChGx6XhM/e0798qq3Vg7/1JRCQRB2NXs/JaDVSQFXyri8uIoFNTNJWKDiAwCmunLdwdCMcRkhTfaq7vilf61ghqMAXk7tXE3+fX1r2l+nU8YnuEbY0dOIazBvEaGsm76PtoRzMyTCsWsiA27irnxQ5SkmHgwJ8MX7NG400RsEOng86dtSiEsK5XVJgk/r36rtytfNH7007LfImnfe2oobnTg3q6PwkRsWB62PdZqdhEbhFL+PGjseURsGM/7pjNfjGdjgZ/IUIZ38Vw/rmW2P/t5sMJC8xyI2PAO6+8fj40KxWNh/wF4Rj7c7mUul8g/hGf1m9njSG07K/6y94l8BOA+KWLD2odIL03EhnXnViTMvYvq2H4A/N7ZuZ9c23VcIBazR/W26TNLRWxoj+/sX194s4pG3VpEDBB2QWjmvsOdhcQefGzfiBOGarhi7nD1RWzYOS2viM3rx7v17n0RmyfE1e+wTBFb597jM0RsdZtHIrZCSPsOJIR8NaGIjRBCCCGEEEIIIYQQQgghhJCqRPB7PoQC+0PE5nZigy382u9k8de9ndMCW/xfJ4bXhV9D3egd7mPP5r27Txre+fVd3Vxt/HhwpOj6c66WyRdn7sTmLANTB2ISCJWsiK1DKMKAUAbHSaqgRxtbQZI1X8oCs0f2QZwCQdz/XvOwnHjtUyoQgWgHfuFvmXG2yVTyhSJWpGRFbBDz2F2MWkj/GWvVc9QviPrzLRR2lEUiNt1Zro49vhLCo7cW7paJH67S1n4uXNxPDJqtIhsIqyAu+n6t9toOR2dqDoJokiKS+FMcvAtFQoGIzQqPrOEeO5oNnB4c24pGGI93b81hY0BdzI0TVEU+7a5rEMccWquN9geDeCybQbDk5skKxUzOLuoq361tj/qcs1Vk6aa9wWfDirmQkx/V9EVsj2pb9NWq34fS6TX7+UMbGO479xqtAh4Ilty8oC+sDbTDUZoQu9kRApsHJ2Kz43SiM3sM6yUF78QW5W30/K3yw5r3BTnzRGwQ4Jk58kVsIeZzgrIuQ+apAA6xIH47Bjt2iPEOr/NgRn6PqNNWDq/VOnzGWFE3mjcrZMMVoqrfNGyrx6tuKbIiNB88u3ygT9cecaiIrandic2O+bNo/Ep2Edv93QfLnc9PUR9uHusFIjaLbYscPP7aUBW3QngZ5cnkW3MMs+sVfjv2miD39Juv40Ks+Hzd3GVouLsh2rftPlDufHGa9onPHtYv8oQd/R7uPUG/13XtaR92XsNrzNC3/a7AHfpA/O8t3ymLNpfKio1FGiPGEYnYMA8dBMeJDvuo2Hw/FCZii7Drwh0nijHi+xNzm3qcaK93dFwYq133/rGtaWNKMRdcekCEkK8QFLERQgghhBBCCCGEEEIIIYQQUpUIfsiHUKDSjxMdMUVG/eB0cQI2e7UG0ZgKzgLhWfjsmRO0uXvXzl0Xfd2K3/Deb4/y8N5771vYr4lJjzs1Ze8ffKJs+PO+itiCndjqWhHbqAVbY3nE1Rd5uGcIm0ZMnScDp6/WHc1wRCR8qcCndgcVpdzfd3ZsZyfXPi5ie0y+V7ejHF2juYxYsDMQydh+Eadr4wzEnnOI2PrN2GBiXGBlNkFjt3MXyiCGOuOazvLb6140sUNchd252snxDe7L2JHKf4iVJ8A75C9zJzZriA+7QGU7TtTefB6WY2cz3EP08s9H+6ugygqZrKmArU47ad5vsYrJYP9+YYrc+cIkk/85od353MTwHiKj8+4ZrKIazIETRWH+4L/p8xNVaKRzUVasuXpnpT1+NZuI7dFeY3XcqOvWC0RFa41hbtFXKAAz8bs8vDpmvvZjZ9z+9UVsqO8Ma6qQ40TtUbiIxAqJIBhMitiQu1wiNggXkXOIM60AKcoT/Bxa60Fp9vrHcn+/eUFe56pg767nbd7hF4Z75Afzc/y13TPGBF9H1mwlL45dLK+Pmq75c+gwjKWJ2L5tPrOYd3ecqM2BvxMbiL4P/PtwfQY7scEvhIZpIjbMIeriSNWfX3i7DJ22VD/7zieumG/EjbaN27wsDdsN03EiVqwnHB0LPwB1kVesC3wHoJ5dex1U8PaTmndJy+dGyPrdZtw7rZDS9hWBZ2cAfS/ZVCw3PfCM6f9V+c2FN+rue/h+wlvUSxOx9Zm5Reu4PtSf5zi4JLAitskrSuUntZrrGA82c4FxJEVsyPO9zw41n8epwRrqoGJT7Drnvl+87pR8z4SQrzYUsRFCCCGEEEIIIYQQQgghhBBSlQh+0YdQYH+I2EZ//1T5+Gs4MhRHisJwb4/vTLvmM7/+kuDYUL88af77pEXl9kjRed+oJtv+eLXMrHe9yPbicNjZRQ+mQlnyONFO8s26TwaCk3tl2PwiFWIglxCr4OoMQhQIUJB3iMb6zVwnr8zao+ITJ86BHwg2sKPXw73eDcRBkYAGBv8/qtXM1H9EDqpnRUHueD+IO9Av2qFPXJ0ln63gx+4Ih3hwnOh36nVRnxCp9J25Qd6aMj+oBzD+4NaA8fzpqlZyauOuKi5BHLBfXtZe84P+dH0YCj3SD7XQrmNvKxKCKM4XLcGQ56nL9+g4bUxWjKUEO065XPkivZu6jLD+9DjKaFcz+GvXZ6p06jVG+72/xxA1iI9QBnvgWTyPUbFZh94TdDeoI2rfZ4WEF3W1ojQzduygdeuLc6RFj7E6zwD5g4gN/eA9+j6oThetDxEURHHYdQ1zEn6epDiMGwIo5Be77qGtMwinnh+7zBMM2rFCpOZEW4jLGdZVveYvqU+bG3tUpJ2jRN6CWUdMELFBKKb519xZf4fWaZsqYkN7tEYcJ1/b1caB41frdVUfEEIhPoizOvccY757RqoP7Lr1wLODNM+YBxwl+Zi5R532vSfLGY1xbCdEjXYd2DlEHO3kiXc2yktjF+qatPHbK8x+XtxxorYddv9CTgsRsfngHdanE7FhLCroM+sqJmILdjDD5/3h3hNVBIjPeZ+Z2zT/KHefQ/hDu43G/tauv1zUfrTmzInF2vWaonXcHCG3iPmXF96k+cB47Np7SIWK/3xhpiw2Hw7sToc1iJzgs4J2MPe95L6PME/vmT9/ffBNqd9+mIrJIGB9a9oC88auCYjYIJrzjxOFiG1kDhGbknw2/jDmiSvKdA3gKFYcH4vxJo8TRYyterxlxjNV19oh9Tpq/zVb9NWY3fccDPfuGe1cuXtn1zgh5KsORWyEEEIIIYQQQgghhBBCCCGEVCUCQQF+1N8fIrYxh56SVVSWvDoxWby8ml6dpbWrjCts7jeryepTG8j4864oXMQm2UVsP6j9gHQYulQFINjJaMy8zSoAGjB9tYyav0M69JqoYpzmz42V4xveq8IaCJF0NyU9khM+2sj1j42Rf3V+XYUt6Mv9RVwwX8TmBCxo9/CwZfKG6RvHZk5ZUaK7vKF/HAc5YNpKvcLwfvryIpm9bJP6g3cIazAeJw6CeOadT0TeX7416B1YEY2aaYjyWct2yHgItGreY8dh2kJY0+LZtzV+Kx4pLb+ILTxGMF3ENnD6ChWn2FiiCDNEbOZ+867PZcleu5OUFYM9pkI9iI8ggGrUboCOH6IeJ+zZ6T37htjwuXl/K/w1kUODOYAva4/K92s/aHJ5l64RxIAcYE1EIjabY8wb+v/nC9Plge4DVHDjYnbCPMRy+6MDdH71CM1AgAdBG8ZSrf69KuixGcgvYjv31sfLLWKbsmKPxp6cB/hLE7Gh5RyztiauLDXt7jN1/R3cHtU13/S5dzQOJzhCbjFWl2d3j3cu58ghhGDIG/xgTMgHxF4nXPuM/P6aB701Z8FY9PNSs6W20+NVTZukiM22KUzEttsYhHa6E5vxAb+5RGz4zLvPOcRfVzz4hu4ch130lpvB4TP6xox18re2vfVzBJ/IGURpELNONp9lm99oreN52so98j8N75djLu+iOUAc2FkQsWD+j61xh7R4brT0n7FaTFUVtWFtjP1wo/k+2i6PD56tO79d2baf5gdrDOsRcz3efPbfW4bacREb1rsbx7hVdp6RuzBnuAkfDMln4w+xvzFtrV2jJuY0ERtAPfs98KGK2Kyw7xE9dhnfOVOXfyYDp67UK0St9nvPlJl8wnA/aMZKGTb1I/UVC4MQ8pWEIjZCCCGEEEIIIYQQQgghhBBCqhLBL/kQClRExBYKATw/KhzaWyLy9hR5+wenyIKv2yM79dhO7/jO5HGfadekFdquvFfY7INOkg1/biyTL/pHIGKz484udsB7KyhR0VfNf6mowh0nCvEJhD1HGoPIA0IwXCHkgUGA44QiKsQJRElqda0oqHWf2bFdzBCLE4DpvTEIPSD4QJ9oB2EOxFFof5Tpw/aNfuPmyiEeqdPsZWnUtJsKwSCLwXh+XvOu0OfRtePHiSqJxOAR7xAPjoFE/xAH4ThUrCuIZrYVIVuoFawpN4gkQRkuGHurHsPCYwSt+CgyjAVivFCYYv7gGrgIwTNy+OKAsdJl8EIduxUIRSIyCA87D4l28HJt3L1vDuQM8p5LmvWQ81oOMX4e1XWA3MEvBEUQKL40dpH6gk3Q40RbymF1HlaBEmJAG4wPIh3sNubm3GLFQxjjh2ZysH6iHDyqu5phzn9a/W4VOX348SfaBu2tiA1HTeLo0k52FzTTH9Ze7DjRQLRl+8T8pIvYIBhE7qL+rcEfjvtE7KgHXMytnx0oTZ5/R+u4+ogBhrEg5uj7xuL69g3gimgQ968atpcfNXom8GdzgbwjFxAVQlQZ5dC2tZ8XHK8axQERIMReF9z6WEzEBly/4Zr1wDuMD2PG2OEDfiFSu7jZSypasyREbCYP6Fe/J1Qo9oAKxxAXrvhu0O+F4PMHw9qqb9YYvqc1vjLzNwgOz8jfjBW7VHAWivuC7xPcQwSHY4rdZx4iTqwLrE3MAdY+4tLd5Ewb3R3Q9I93fWZuytiJTUWb5vODXB9dq5X0nYHjRBdoLGHO9CYzbxFWxPb2gh0aE/qDoBRrFf7DsRrwOdMd78y/Tzi6FnVhdlzR95w1+12baS3lFzVuU3FhGCMh5CsLRWyEEEIIIYQQQgghhBBCCCGEVCU8EYQvYsOxfZGoJLsIIS5WcOIKU98Tsc3/xgmy4OvVAsO9/5zb5geW9q4ybOE3TtQr+ph58Emy7pzGMumSm0wyChWxlaq4AqIvHPMIQQeEWxAk4V5FNYGoSYVNgXDG2cF1OgYiGitcw85GEDLhaErshIZjJaN5sEIiH5Q7EZvtI+4/tEDwkVYOscwFLd+U+s26a1/oxY0HPiEOgtAFx52OmDoviiKRGCuuK1Uf9/YYoW3QB2KCQGXRXpH1u+0aCZviJuFH8crg7/5nh8mdz0+Rw2u2yRgjdquKidiCa9ytFd/A1zMDp8rDQ1eo0AhzhN2qkHvcI+Ynhrxvd3XTXa7sHNt7iJpwNYY1rmbFSRC9XdHkMT3aUIU9tW2u4Rc5hMimxzi7Wxw8QMQGsZITMMIg3IGI6L6+H0qXDBGb6coYnhdtLpVjat4lh9Z6MFhjth/cQ6gzZpXdNcv1peujVhP17/qCoa+Lmz5fIRHbUSoCi9YT7uHv/r6zM0RsEG61eG6k3Pbie4HIK2hXu4PGjLU7Y3kgNtMOTV+l5kl30UO/MBuPb/D7uwb3yrGX27G7WJxB3Ijdt6J1YceD7zkVTJn+QyFbncc0n/sqYvtBLTu+IzJEbNH6w65tbhdAfP6s+M5aGI+ZT2t2XeA7oU7znnLl3Y+qD40pCkxBzPOWrja5LJKfVf+nis+Qb+TG+bPfRXa+QqvXMegziuM7dbvqO8wp1hp2bxs5da7pwa73UMRm1i9EZFjLELH5x4kqepOZtwgrYhu5cGf4HYbvQsSMXeeSIjYc36t5NnG57zON232/+RaMJTRThlyiH/hNpI8Q8hWEIjZCCCGEEEIIIYQQQgghhBBCqhLBL/kQCjgR250vTJK23QdGYomcIoQAz4+KT/aU6HGiIw8/RbDzmhOvQdBmRW3BcyAgS4rVkuX7y7QvEx9imnlwtbiIDWPKUDpYAY3F3kNiAyEQjuuzx0l2UxGGFdb4IjYrtIGIBCIniFhgEGRAfARRCIRj17TpqTtTzVzxqc4B/GebB5Rj3iCKsX1EQhiIU2yZJ+hQIUfccNxlmogNIjq0gfgFwo8RC3bK5A9XhKISG1QyJivqQz5OrN9cjruskx1jrXbyx9uek9q3dNB40UfaeNKAyAXCH4hXDq/VOjYe3ENAg6Na0W+Up6RvK9BC33+8qrUeQYj5Qfvv1LYiHojakH/sfGfXsRXshOM14Nn2EYFn9N1v1AzpMW6V/LDGPYGIDTtKYQesDrrj2pnXPBIeidlvxiaNGyIjNxa0wU5ZOJYSOyH64is3HjzDR+O2L0rDdkNi7TEWiIpOvrar/PHv94Z5xq5TkcgxMgjrcHxmKGIrS4jYSv3jNG3/iGn0/M2hiM2tN9wfXut+nSPMlYsdvhAH1hKEWPYzEYzX3GN9nHBpi/ixn7bDvETrYrZ+hqKx2TWLMhy9Gu265e9Mh/g7yPfqdtT5h4gN8WGnM1/EFo0fRHPgY+MYZ+KYa4WRZh5xvajFq7Edv3CFXwg5L7+7mx43is+9EzLie+Oguo+rCBbxIz6MAXP3f1e31aNGN5jJh49kDABlmG98hrHr4T8795XbugxTERr6wfiQH91lTft5XPu0fdnvI/QH8duPzdo885qO8ser75dXx3yo48Aad2skQ8RWq4UMW7gn/H4I49Mbm7eQWPBWxDZg+lr9DkPuVFBYO1PE5vKMzwfi9AVriF/vde4jQR4EqvoO9+aKNed2eIuFQQj5SkIRGyGEEEIIIYQQQgghhBBCCCFVieCXfAgF8MN+uY8TdUoAz4+K2D4rEZk6T2b832Wy+pT6svVPV6ttPvtq2fSnq2LPan9qrNet5qrlwfP+vob9mfvV5zWW3be2l0UtOokUmfgxJje+EOTCz4cVxiB3DZs+LRe2fEOP/buwxZt6f37LgWoXmHs8X6D3A6V6izekcdd35dquVvwCUdNG4wPiMfhyYjInCImFoQ82BtxityccC+n7P/+eN9UgToNFcURlzqq36Cd3vjhNd0+DUAT9QshT/dYu5j3aDVb/2NXqg6UbQlFJMg4bo80HhFaDpq2QXrN26u5kyAeuDZp2l6HTllpBTCyP2UHd3qNny3PjlkmtFr2DuKPx1Gv+kh4bibgtxi+OWjTYmIAV32BcmKeaxk+UE+sHx3h26DUxJnrC1Z+DXIbcQQB3CebCjNdfB/B/SfMXZb2ZrM27PleRIkRMyD36/8s9g7Quxvfc2FXSd/SsIEcAeYpyhfLx89bJsIW7wnHYnNg5h7itcZtXw5xgLv5ya7ewjrNaLXqaOR+p600JRHsw1yfuS7XA9o++sdMXco41bXNn+4c/zFGv0XO0Hpohd9gVTtfnPf2NDQhzjrE/M26dvDJmofddE+Gek+UOjA2irmUm8XWavaIxIIfwfd49g6V6y75yedMnM0RsGO95tz1h6r0hf2nRP6yP9YnPQFTfzwfwd6aLwFifHThFHhu8QGo1j9b6bY8O0tz79XGPuPGZxVrpM3OL+Q4YI79r/LT89roXQ6EVBGeXth8uT76zTp4ft1iFd8iRXdXWTzIOgDLUQUzoG+sd+Xls8DzpMHSpxnbM5dhlzQo4IVzDOkXuGrYbpnVwnC52CkR87rvIzacTseF7CgJIzOGFLfvpetBjbJeuyxqbJb6WURG+p63YG/vc4PuxftPndC7c58/lucuQBbruEXPa99z//vM1Y71in213j88i4kb+s8dICPmqQBEbIYQQQgghhBBCCCGEEEIIIVWJ4Jd8CCsgWCi/iC1w4F/wp6RU9r6/UHrVu0qGX3iljGtwk4w1hmuajW1wi75313H1b9mncvec7xr5uUlGXn6rzGnVWd5p11VkjxlzMKbcWGEMcnX13Q/JZU2eUKEWxDOwBs2eVmvY7HHz/LgKqGB496/Or8udnfvo0a0jpywIBWROtFFQ9wa0u7JJx5j/7PZkwhDL43pcZ/vu/cL+IYC59KZW+h525d2dZPayLTL/49WpcUXxWqEP/IyaOkeGTlsif727S9DPk+pnxNQF+t7Hb59cb6j75sjJKmTDkZ2I+7JmT+kVdsXdHePiOg8rwMLN5+of48I8NWraTeo3hQ+bE+QAu3o98dpQFcsorm1BROK9q+7uoGP11wH6+VuTR1XAtq1orwq78JxcE1c06WbGOUfHi3H7Ibh79DN97hKZ8OEnYT5sH3a9Xd/mBbn1gSfDnGB9XHzTA2E/sAZNntK+MOdYu4oe3xn0gz/GgovBvoM/+MU8Zsb+mMbef1QUu6uPsbr50nibPG3HOmquqT9V62XiPoPBNQpGwe32nXtVyIZjNuHT5drlHnOBObHNoiM9kQ+8d/UbmvqNmjyu+UC+/Pr2HqSL2DDWlweMlh4DpqgP+MS1WaeXPV8ReMa6xDp7a+pCuatzL/m/vz8gZ13VTncChB1X/TZp3OZlFQQiP/CDHCV95QJ10WbzrjJ5ccA4PUYXuccOiejjZzX/pd/32H0O5Te0fk7rPD/wHZ0zxOf6dOYfn3uV+dzZ8T4efD9slYUfr0KtHGAd2bXkQP7w3WLX1JNSv8kzeoV/P3+a5zfHqpANn1+7lqI1rfNu1n+NWztKjVs62+9dLbefC9xbv53ULyGEUMRGCCGEEEIIIYQQQgghhBBCSFUiUAhArFAREVuIUxo40GSv+bO9WGTLXpGtxrZ55p7Dq6n3RVy3JK7+e8S6w9juEpMQE3tyTKlEoi3kCzsHIY+4unv/2TfsBgQxiOndE/EYT2XwhgT6lh20hR/n1/WXrd+094jFxZEcDwz3vqglCcpseRQr6qKNiw39+f34xNvHx4ty+EEMaO9icvGjzMxa0D5OWBbcJOfJ94E43RgzcXElzWHvc60D9IH38I8c+Hlx9VBntzFXD2FDKKpXYwBXl1s/H74vN1+oC1/oy+8HhraIA+8V14EhFKcmgPjK+fN9OX9+v87wvNNYsj58xNaCqRz1m8xzYM5pAOqjfTIejBWGchcP2uOaK/5sa9OSLmLDM/rw16fLBfqK13fjsFl3sSBW7LaGHc5guIcfF0+yz/x4OTOgH8ST1g92a/Nj9vNl4yxJzEt8vLB4nnMRxeRwa9nNiVunePbzh6tfL2luznMZ6qF9co4JIV9NKGIjhBBCCCGEEEIIIYQQQgghpCoRKATwoz5+5HcitkdfG6UiBfs6LjooCDSEQYVQbNr7VpJyVa3EF3CF2sm/huUmWFwhXosJ2Mx9AeNHdeSwBG6Ce30OzD2nGdqG3SVIionSxEUo8f25/rL1m+195DkS6/jvovc58ColfTgLd0dLzWt6vtN8+fE7l2n58Unz45t775NWlgvn34/P3Ttfrk6ynjNXB2BM/jNwz8l2af24etn6KS8xn+Ym6S/p09VNs2TdipDmH2P1c+GTLR6UVzQe1zbNZy78Ni7mZOwxH95DPt8O5yOtD2cuBtdnLvAen+Fkm3ztsuHawk8ynui7wuLqpZk/nmzm6lY0VkLIfxYUsRFCCCGEEEIIIYQQQgghhBBSlQh+zccP+76IrXOvcu7ElgDtnODAFw98UZZNvFCIxQUO6aIqR3yHonyGSNLKYRaXt/KT5rOyzI+7nOhgfF/WysqQ6TR/rk4a7l1aHnPjchr1m83iuPlwVhBaMdM3+o78ZL6PWxzICtP7T2tbXrOkCybjdSL89mnmoW5T6qA8fVBKmngvOyn+Y5YkrU58nSfzkRvfj2/pxMfl6rr+zVWPdo3ah6F4IeWKzvl3FvUR+I89+xYnam+JP+dvXzhpvmBJ0uokzctjxjtnhBBCERshhBBCCCGEEEIIIYQQQgghVRL83I+j1o6tcYfc13eudO45JkPE5osZCsWJHr5MVi7yNdJ3VjhhBVSFUaFYKgXIpZIij/izL+5xcfrmyCcCSnufzUe8biKeFHNkF39lkvThW5K0Os6yUWg9F3OaFUy5G2T2U+j8ZavlfOX141ku4Mev61vBpFa2n8/4uko+VxzXpZ8HF7czi+vPXKPC/UDljKvq4uWREEJyQBEbIYQQQgghhBBCCCGEEEIIIVUM6CUgr3IitjufnyKtuw+qFBHbfzxISq7ExN7nFlXkE/t8MSDGL7/4IykYqjRSnKX6R6Gz/Um2PirYdwWbfXkJB5xc91k+B+VMUF4BH4R5fp1y+ieEEFJxKGIjhBBCCCGEEEIIIYQQQgghpEqBfZ+siM0/TrRTz1H7dJzoVw4nPnHHAHpClFQhS1g/MEey3HuXUhThv/QqhLfJ985wQXzJ8gzDmIJxwRyl5iGsE1il4vpN6dvh9+3Hk4Z7l1Yn+U7fm37dfKaVG9Md9pLlft00y1oPZV55of6cJUmrA3PEytBXHvz6aXPvrLxxwwohrZ1vrt/QshC2QYwwLfVItA/rJywg8zPu2id8+219y5ZLR/I5GR8hhJByQxEbIYQQQgghhBBCCCGEEEIIIVWKdBFbl56jKWKrJNI0bBXB6VgKdae7PAX3IFVM55Org0R5zFfyXXAtL9njC4RAOR0fCFFPZn+5cqzv8o3DiZkM2XyF5bjA0KZQklXL4SPX2LLi/GejAi6VrH7dOihgPQQ+0seVpb3rN61JBra98x92k8tHtvIMChgfIYSQnFDERgghhBBCCCGEEEIIIYQQQkgVA5oJitgqjtOdlBj7LLhm1aEEL5Bv1IPh3vlwfoqDq3uXxNUFrk22+nh2/e015mJM9gtDOd47c35xj5jQBgZ8v7BcvvNjRTm+oMj5h0+sRVydX+Deu/5hqJOMQQluoNXy26DY9+O3h+01b/3npKFdthhgyIn/zjfXNunDb49ntxZcGxezH7crDwke/LqQq7q+/HJX5pc7/How1Ck2d7i6fnFNxpx8TvpHmV8vWSeDoDDZn/OT9O/MEd4HN86P396vH5KlPorTxG9a7plf34F7zKkff9LSxkMIIaRyoYiNEEIIIYQQQgghhBBCCCGEkCoGBBIQTPgitkd7j6GIrTyo0sTkCanKpzpx761uS+9DQYy+gx/PVy60vjHPVwz3XlUxpoIz9e9VdvXgIzTzJ2wTlAX1NF6tn1JHzfwJ6haGbRhWx6PzW2Ic44qyDJ+mMMyXZ65tMg537+qFz6aPZFvXXg11jLkxxsbqlamZB302D2FZYCWmM1zx3vWNB3espevf/GfvzdUZysL6wRV10M6gRbgmhIDhE25QFeZehH165QlcVcXFGbYPDG1982OGZavv6oVmXuJ9krCtaeRy5NqoL/PHxZWP0JcxtA3auKYxcZqr58aNfrzd8pKExa4d/Ht9xMvNHx2Dfw2sPOMhhBBSIShiI4QQQgghhBBCCCGEEEIIIaSKAZ0ENBShiK3vXOncK8dObBRWhGgq8KfY5Gh3iUlischOYyWJnCGHpp7Wx6s95k+RqY+6aIey0I8pg58dxvCsjZKgQfAOdeAHttfcQwTj2kAMg/dF5t22vSIbd4lsMVf0jXInmMEC+Mxc4WN7wj419XFFPLtMu8+MwT/aInaUh3WNwYer52JJHYNH8F4v+INYEON20/dWY5uDGHabclOsdRA3+kC+EAPiVAueMeY95j3mwvWPtsgRfLscwDAO1Edb52eH8+f5TF4xTtcWz5oHU19zEVxdXvx71Ec7xA9DnLuCd2ntYfC/19QrMYa8FgdtEIM/xgzMO61vDHVhbtzoF3lwYzH/qZ80X/CB+ogb61fN3KOdGx/8hHkIbGfQBnOKPl3+kzlx9VDH79/dZ1tveIY/vEMeVABm6hsLLqEPLHO9dzHouI0l8xc2NKBf5B31XH0Xo9/GgTJTXfOD+vg8uPr+59HNr1tffg4RG/pE364fZ4QQQioFitgIIYQQQgghhBBCCCGEEEIIqWJAF5EhYus5RnYF71QE40MhheLypn92lsjkNl1kUYtOMqdVZyuo8cGuSiaPWr/Y/P1otcy471H54J5Osr7nYCtsQZWdxern42adZEHLTiJrtoUCmFja8QCfELksWyvv39dZ5t7bSXa+O8uKouAL/awz7VdslpUPPSNDq18pY8+7QiZe/A9Z/Eh3kU+2iGw07/eWyJ5V60Q+Xq1+ljZ7RJY3NXG1eVo+bv6IPq9s8oisfvBpmde5h8iS1Vb0s7dY1vYcpHEub2raNOkgax98Rj5p/4z2Jx8sM+NcaXNR6u2yloaOxxhEPqg/b5XM+FdrmX/r/fL2BVfIB3/7t0y7+i7Z+JrJFUQ+yImxT95+V4oGjZW593SU9Q8+JRvaPqXxIn9bu74qa554VWSlGacT1O0qlmX9hsqOlwfKrPvNPJkxy7I1Ujxumsxu1VHbrTBjga+1xuBrU5un9HlJsw6yvu0zasgLxqj52LBbZpu8Lbyns+Zh8wNPqh/U2dj6SS3TZ2NbWj+jOZr+QGfZOOId+XjMuypoWtF7iGx9eYCuH9RHv+FYmnbQvne+NFA+7jdEx1C8co3GjjF8asaiAiiIxMx/PppzrBOTq+WjbK6mtu4istbM+/qtZr3M0PWGOSzuP8rmPpwLbW19ALNOtg0ep+2L3pkl2yeYtfbRKplmnjG2T+5+RNa0fVrXCeK24zDjeai7lIydYeubuVvab7jmf3HzTloPts6sNaybZQ+bdbkgWDO+gAuY/tf1Gqyxos0ys94wF+hvIT4r72O9rTL5MW0DUVrYPLjBEZ6ao23FJnd23FtfNfmDaMz1B1xDY0WrzWdScsVEAAD/9ElEQVRj0SqdszXtzNx3MDFCmIYdAl39AH3En72lsv6t8fKhWRP6fbDRfLsiJqzbpdHnDHPr5hm2AWvL5Gx+i44ik+cGgtNgvQd9JbokhBBSQShiI4QQQgghhBBCCCGEEEIIIaRKYcVFEFftMHZsjX/Jv1+YIg88Oyi7iI0oyE0JbiAw2bhbnj7uLBl12Cnyxo/OsLue+WoT3R2qVLbvLhLZsl3k3Q/llWPOlIFHnSFjzr/CimjgZ9Nuecb4eed7p8jIw0+Tqf9uY9+Z/2LiFfNQ/KmZsa3Gps+T148+Qwb+8DQVzViRl5nRDdtkSI0rZM7vG2hcU757ksw+qJpe+5sYV9/9sMx8wNTfViy7P1gkMm2++pl4yEkyydi73ztJxn//FL1O+/ZJMubQU+TFn50lMmKKCoogrpl88Q3ytolz0ndPkanfsfVhuB912GmaE5k2T8emuQLBQHAJxwTB1Oelsmkh4pgng//7XO0XfmaYvmceXE39vvbTM0WGTZGNk9/TvCzs1F123veEDDnyNM3Zu8YmHgI7SQ3PPdHmo1VSsmKN7uj2Ru0r5f0/NJRePzHzNMXENmOBbG7zlM4bfGCsaId75AH5gk/rO/I74ojT5eVjzPgWbjO+zpShR5j5CuIdc+hpmi88w8aae8Q/82Cbo94nnC8y+UMpnf2R7jQ35rKbZUHN68yc+32cpDG88320OUlj7lfnKh3D1omzREZNkz4/PlPj3vvCQFn0xnC7hrzEas5xv7tE3u/6nOaqx8/PkrL+o1XQJos3yFO/PEtGHnqyXbdrtkhRkVmjnugSpt8BnxbLyL9cYdaAySfWgOlfhk2WF46163XGQSfqFeNG7C5Pg80ah8BNxVzrdsvwRrfI4guv05ygPuogz6iPZ52XqfNk63yzFlSMhlgMZl1PMevtrR/YubZr1Laf8p1TdB1ibCpK22O/14I02K8w82A+lVbsZ9YQ1gXm7FX0N3+F7P7ErA/Xl2tsPrc7PjRz9O4H8rIZN+Zu6FGny/xOPexnADo2r6Mw37uK5eMOz+jY8VnbMWiM3bXOzEPZmGnS98f4nLm1am3Cd0/WMbnP3ts/MOvn7MvNnF9pxahIhXGN+Qi6I4QQsg9QxEYIIYQQQgghhBBCCCGEEEJIlSIuYvtF9X/Jnc9TxFYIyI3u7ARRzNoiFTJ98E0rtpJN6SK2rXuK7O5nY+aogAaClff+7/JAeGb9QOCy6L9OkPnfOEHWXnePyPrd9qhFUwU+1a35UwIR22Zjk+bKmO9bAQx2v1IBHQQ2q7ao8GnTiRepKAZCKAh+IDIa8MPTZOO/H5b37+2koqjPIaaaMFeFRQu+foKK3eAP4jcYBEZOJCQjp1v/n+6VBTWul/cOOknmf72azP7mCTLaxAH/875RTXOBMcrY91W8owIfEOQFl+DW3uCIx1kLTG7el0nH/J8K1yZ8/1TNJ+KHwAs5lsGTZcsku6uX7vjW9DEV0b3/rWoqGHOCM9zPNTEgHpm1TGThKpF1RSrEWn3apepP3p0rMm2B7rYG3xCfQUyEK3xgHEu+doL6gTjNibSQ7yFHnqECLln0qQoSB/zwDG2DWJCrEYedqvdoB2Ec8rHC+EKc/X53ru60tff9hZr/WXWvlw1/vtrUrabjRr4xF+gL+UesM/7UUPrUtSI23XFv+BStA9/SqY989nywI1sgZENKVYBmHrE72cKOPUyuulqxWp9RUjxgtMjijfLsL85SH7puF28wa3d74CPYORAOsJPdht0y84+XqyhL3gpEbAMn6rgx/0u/Vk3H/9YPbNwufvSHdTm7FXYWLJJJl9wkW/90dThfaKN5w2fBjB2COhlp1sz0eVb4ZeLQdbK9WJZUN+vN1IEYEG0R8/hDTtb1OuvbJ2uu5MnXzdoo0TbaDkCcZh7081pk/r7xrowz8zPbrF3EKdOW6G5rOm6gjc3956Xy2Rzz2TBrcsgPTtXPJeLecf9TOg+h+NTURxNd49jRzaxN7OQHAeQ7Jr6SN02usbscjiIdMUXX1wKTM3x2sEZcrtxan/jdEzUfq0+5xOS8ocjHZl7cca+EEEIqBYrYCCGEEEIIIYQQQgghhBBCCKliQHwRidjukPv7zpHOvUbLnuCdE7HZe+JAPlQUU1yi4ijsEgaBjQppIHDxE4YUmmfkVAVgAyfK4KMCoVTN60V2Gk+BiA27a0E0BfEUBC1Ft7WXufd2VhEPBDKqY4Fv7FK1x9hIiGKsEAjHHWJnNRx3+FHH7qEAbc7f/q2+IUSSuSvU35JHususrs+r6G39W++KvD5Kd3/bcNIlMvsPl4u8acogVjL+deettyfL7nHTjY/tVqizfY/M+GMjFeqgb+nU19YztvrSO1SQA3HOosvuUMFbTjCeomIZ3fAmk4/rVChV2rKbPbpxk4kZR5O+v1RevehqkdHTZO3U90IRW1mLbioa+7xRc/nk+lYigyaLjP9A3rrgSlnwvw1l+BGnyfIbWsnsO1qLfFIkEy69QTadfbWKraTfaNnw1ng9WrVk7DQTuzGM+W0r0Fp+Wn0VlSG/0sWMb6jxPdrkAO9HTZO942Zo/opxNXHp+NE+yIMMNfbK2yJPD5VZP/mDCtkg9NvQ9VV7JCXEYab9u+c0kiWnXyojDj9ZpHMfkWf7Rz7QF3aMW7DCHn9aVCLbJpnxD7NiKAjIIIbCrl/y+mgrrDLTowI05BXrypTp0afNu0kf7Dw2fIod75a9MvnONlJ0ZUvd4Uwe72uPJ4XYCiIugPbvLdCcYqe+kWfUtesb69HkA6JLCPVWn1JfZIDJD8Rtb5u4J81Vod7n6Ge9WTPYTcysv+EXXql51TXT1eT02QEmnsnywe33y5ZrWqrwce7/a6jHyOq6KQ3EdKa/D/7f5breIJyTETYH2A1O2j2vO5dB3AZxIXa307Gn2fa98mGt61W4B5Ei2uz6W0uZe3sbKxZFHSSw1PRq1vmat8366Pm2xvXRf52gpuJMM68qToMA1bTR7wKAfJm5XdX+Gf3sqThwlIkTgjwI0UxusF4hwtty9T26znSekTdz3fuCyYeZf+R54veqyTuHnCDDzqwjsmRD8NkzfZj+NExCCCEVhiI2QgghhBBCCCGEEEIIIYQQQqoYEENAF/GpMYjYHuj3gTzWawxFbHlAzpIiNgieQhGbj0lhWVmZFbFBuBSI2LCzFwQ1KhqCKC3Y0Q27PX38tRNkyQ9+rwIq+N75Eo5JLInESRCSYfeyQMQGX6vbP2tFbJ8Wy/KHn9HdnCCW2dD2KSs6wq5xKrIxMayFqGi7isd0Z69hk/WITAi8cEyo7gAH0Q3qQ4ADwz0CwPGf2+1ObBAjQZQj/Sfa+rD316ooCn3rzl0qKjJtsy0ilO8olmkX3SArz2+sO8XJ2+/ZndmQLxj6h2BovYkbx6jutGMsadnNCpeadJOVD3W3uceOZBAF9X5HRWwLa1ynvmXlTnn30pt017Phh5+qIqztE8zY3dh2w9CfuW7aLcsuaKw5xFzJADM+t9MZ8g4BIe6doQ3KIFLcY5KEPJhY3rmuiYr6sC6Kat0iiy//p4rHtA126Pt0r7xX53pZcy7Gbcbxxruyd7yJHXHA4BO+sT5gpu/N2Ilu2BTjE8KqarpDGMRd/X6HY0rnyafzFtmcwtDGxKJHYELE9uMzVTRWNH66ittUiPf6uyqCG3fsn6R3tXN1bu3ugaa9iQHH2q76RysVsZV1eNHOA8Zn1gxEceh71XmNRTaadohVc2AM84Zxwg/KTT7G179J19ioH5j8D5ose8ab/s0axM6BMmeNDD7iVBV/6brBXJp1rmverN8Vf7HzocfarimyQkAI3VZ8qvXxuUFO0A6fN5cDXDCevavWqIgTu8OtOO5CWfPzC1UAiPh1l79VZm1pZ4jZmOl7+0QTn/m8QriGz+OqQ8/SdY3n57Ez4eS5Okb9LkBHGK+Ja2W7p8Md9WT0FJsT5Oztafp5gbht2wPmc4ldG5ErFaWaK3KBz+pH62X+WfVl7cmXaF/r73xY3n2wq63zeZkdEyGEkApDERshhBBCCCGEEEIIIYQQQgghVQyIIUqMOREbdmJ79LVRFLHlAVoXFa5AnLN2t/T86Zl6rKHu2gXxjY9NoRWxQZQUiGJw9CWEYLp7FkQsa+xObPADYdKiI/6goh3dtQo7geGoULdDFq7oe6Q9VhK7tn3S/hkrQNphBV5utymIl1T0o/2YyM1k7tpZJHuMwYcKuYZOVuEZBF4QeukYigMBEf5gkWARODOxLKx+vY5Bd/F6c6KNB/bBWhUTYRy6a9WW3TbeYBEFB0TqnRUMmYuJ+d36N6hQCbuVyZszRN79IBKOAVNv744gbjOWFR26q4hNdyFr2lUWP9Ld1t9dYndH6zVej+Jc9ZdrZS7Egst2yoRLbpLNZ1+tu87JkEn2aFIntMIYIQ7EvRnf0gsaq8BpIER12OHN+NV84D1uEBbunaHMXHX24XPdbvno8n9KSfWb5N1DT9b7ETc2tWIm13Z7scyqe4OsPq+xFW4NeFc+nWBix3pALIFP69/8MX5VxDZ8so4Bu7thJzTM/6Rj/2jmcabduW2PjRXN0N9HepxoN3n96DNVfLbzXdPH3hLra/BkFXZ9+MM/yPifn213v3N5+LREd7gr+WtzFbHt7PKy8WdzDD/YiQ05wrwhZyoeQ8dYZ4EQDmmVYvNs1hTWls2/WdNmzW1718QLgdeabSp+hOgQu6PhKhttHNrezOuK867Rz4OKxyCyhKALsazcqbEhD0OPMDk0OUUI2r8xbY98LlglMnWJigXn/baWzP2fWir+hPhN1/CyrdFagBknWyea/Ji1DSHjnKP/IIuO/L2ua3y2VKA2/D0T22dRrtGPWcvYFRF5sTuxTbOfe8z7iGk6byjHMbb6mTZjtPEG7WFrt8jAmlfqccPazw1tZUHLTqavqL72RwghpEJQxEYIIYQQQgghhBBCCCGEEEJIFSPQaoQitvv68TjRQkDOfBGb20FNBScFiNiG/OBUmfTdTBFb36PtsaQQJ8lDvVRwM+b7J9vdwGYsFVm0yop+UB9XT8Smx4lC5LKrWIoGjZXBR5yufag46sn+suPFAVY0g53EMKGw4riIbdvZ18j7tW8QWVVk6hbbXdtwhSFOjNf8B6EQYoeoSIU6vcfbccMefFFj0uMUT6tj+3T9BRd7C0dBLLtLZPZ9nWXTv9vLkCNPk3G/OFt6n3C+CqXUp/Ztsu7EcLtKVKiH40TfOvJ0kTu7yubWZvxmLiB+2vD4ayKtn1MRHQRsEK9B7BQTsZkxq4jLuFaC+PTR5BEitqmHnCwDIZIbbOIwcxd9LiLwrGXYoc49YLey7v11/pCLUb8828zderuTnC+UCkRs685pLMOwO1mfd+zxksgZDKJE7MyFXccgHDOmwrvhk1XoteP/rpZP/95Sj+LEEanzfh8cxbl0k8mXqQ8xmplD5HbvLe1DEZsK5RAH1tCG3TL+vCtUPKaCSRyJir4w1yu2qDAMYsXXjz9X5OMNtk0gYnPiMYgfVSiJcet6CWLHzmJYq4jFzCOOE11xWn2zZk7SXed0rJt2yw4cY9qlr+6QN/lnf5QBx59nd6wzU47PGnKw/PxrdRc0PRJ1ufnGgthug+nzxbc0FxCWTTnJrDdTF6lVEZsZv96beHFk6SaTJwj2IHosbfGE7DC5gyhtwvdPla16zKuJEzkD5rJlwkwVsWEeN55zja4duba1ivD0GN+TTX8fmZxgZ0PkE2ZysLh5pywiNuygd4qWr38QOySaFWUCDNeV+aPXz4rtLnmmbwjtFv2mhgz4fxeZHJoxmz6MJ1uPEEJIhaCIjRBCCCGEEEIIIYQQQgghhJAqhRV4QCSyw9ixNe6QO5+fIq27D6KILQ9JEVvBO7FBAOTtxDavJkRsxVb84u3EBgEYRFebXhso8lR/FQtBpNQLAp65y6yoCaKYt6fI2MNOVfHRmnZPWREbjjjdXSKT7mojS2+4XwV22K0Mxxi+c2odu8MZBEYQIhn7NBCx4f3CI/8gs378Rz0eErFBALb0gutkxp8ul8E1rhSZPs+MwfT9abG+h3AI8S7/dXUVEE06uY6OC8IbPaKx32gV1en6wZ9gIXm3BjN2CIews9aW3TLsgr+pmA/HhELsh/6n17tBZOkGmyvUNXGvfOgZkWbdtK/lv7xQPji+lqz4y3Uy9eS6KjqCGO6VY86UkjdHy5ah43VnNOwEtunsxvYI1GFOxBZMUBCUiqZMHj/4f5fbndhCEVuJnUPFtsHOY+E4cIOcTjM5GvW+jD7uHBVXvfwzKxzTOUPsQT8qyDPzMKvu9SqOgiBw1SkXy/yzGsqi6tfpLlzIO/L88Y2tZFyTB0W27rECtBGTVdi4zIzXCfc++Nu/zbhP03UyFuLBtUUq6IKgTHepM7lSAdiwKXbOseaCXO5+aZCMP+RkFe29d+Vddhc0027vCwPsLm8mtvdvb21FasgXxmnGBEEYxJvLDv+95h7rBXEj/gU1r5Ph1a8QmblA9s75SEVn7jjRGd+uJktPr69jhSFmzKPu3Ne9v6zpPdj2EaQL41h8oVkHB5+oa339OVfL1JNqycwTaqlQEwI8iOnk1XFWQBfswqbjg5nPJISEs37yB/NZNTmYukTkffM5Mlf406NvIdJbZ3JmPtPap1kIKvAcMFHHic8EjqaFgG7mP1vL8htaWdGpiWHkGXXN53WLjdnECkHppO+dKmO/b8YzEsfDGmfB5xUCuFDEhs+rCS/6xjAP6PxzUx/fLSYeiFgxNl1H2IHOlOO7R2MkhBBSIShiI4QQQgghhBBCCCGEEEIIIaRKUap/S4w5Edv9/T6Uzj3HyC7zrGIeU0f1NnpPHMiNitggBFpXpCI27KAWithcwnBFms3VF7FBYJUhYltbpMKvSAy324pi1u2WhY3+LdO+U03FREOrXymyYpPI6m26axZ2+oIAaC1EMTtM3xDtQMCD3csgennlbRVULTzy99pexTCvj5KNw8erKElFUcMmy9uHnao7wL13kBUtIQYI5CDkwv2LaPf2FDuGT4vlw1rXq7hm3jdOkLnfPEHrqdjpW9VE6jeVpTe2smKoz4LjEr2F5N0akKBAOIQdu0zMa+96ROSGdiowmmnyijG+euL5Iss3mLxs17HheMW9t7bTPL5/8IkqqMM9BEJrzm2sQirpPdIKryCQ27RXJtS/WTb8ubHu+CVDJ8mmiTMzRGwax6d7ZcmF1+mYIIhzIjadc+Adj6rgHnnfvlfe+MMlMv3EOnYO7+pqd8iDsMr0Yz9TBtTHHJn6757TSFadeokKu7CG0CeEY5hTjBt+IJ4a+tdbdG3pUaAjJusxp/NxTCqOUMWcLN4gk/5sfaENRFZT/91G5+DjDhD8dbUiSF/E5uI2aw1Hib5/9B/s+pi+VGT2Mt3VDXlFLDJnmenH1DX/+SK2uWbNLPnaCSomwzGyqDvh+yfrbmva36hp8ukkk2cThxOxYY1DOIaxYsx4huHoVxWS4ZhQFx/YtkfFcRCrOcEa2sLHbLNe0RZx6i5rc5dJyYo1dlwwk5tPXx6oOX3/oBNUGCiDJ5q4pusxsTN/8kf9bOhuhz3669i0W9PWidggIl15fmOZVdusKewAB3HgmiJ5+8y6Gg9EpxC26Txv2Svr2z6jaxHzZ0VsJl+BiO3tw5CbU2RD20DEBr0a+kOnbl05M/ONucT48B2judn7OUVshBCyj1DERgghhBBCCCGEEEIIIYQQQkhVIlBBQFgTO040JmKLayrSzFHe5yTufdKykVa3IuZIPjv8uu49cuOL2F5L7sTmN4CQxlxNqRVThSK2k2RezetSRWw4clD9oHx7sUy+pokKXyDcmXhOI5EF6+2RkUOmaHl8Z6dAEIa2O4pl74DR8spJ5+sxje98/yQVP8nLb0lZ/9G685mKoobbYw4hQIP4BkeLQhAE8Q5ixbXrr/+flI2ZZoVmiZ3Ypnz7RG0D0x2xGsRFbBoPCG+8W3cMJ4CgzMQ884HOKmR786jTQ7HTiF+fLTJvrcnTNu1/UQsrYoNoCnWQe+w4h93sZta7QcY2uEWPVdU8fGY6MPlM34nN9Iv+A9NQAhEbRHn+Tmw6h0ArGb9qwQU7Z5nxTjqlriz6zYV6POhn93aTDzv3sAKmYB2EFhOx1ddd0LAmsCsZ5gjHwPb70em629e0i26Qfn+/XUVSbie2AUedqrudqaAKY/xki/SvdaW8/4eGuttX0ZUtZdU/zBys3hnsWudEbN5xopp7czV+B//3OTLlmD9q/uTdRSKTlsiUsxvpHGu+5q2w84PYMZ5AxAbh47xvVNNd5xAr4obwD++ePu4sKR43wx6B6u3ENvM7J+t8wa/bCQ1iRQjFdGc5iL4Q3+ef21Sb+Zj9ByticwJLrEvkCWsOYjGUDz/CfG6wy9pCE6u2N2bWU2mPATL5Oyeq4HLB7y8T6feufg6l77sy5+g/yKIjfy9vm7zL06/bHfPQqSdi62/Gtfq8q+X9OtdboRo+x+ba+0+X6NpEjpbccK9+hiHC3NzmKY0nFLGhfiBiw+cMa3aTqaO+TLH5L1oTuAb9I2fwAaEfvmNUxMad2AghZJ+hiI0QQgghhBBCCCGEEEIIIYSQqkSggghFbDVuk/v7zpHOvUZnHCeak6SaopDnpOWivPXLS9Kn349f7oFiX8TmjhNV0cqmvak+wp3YBkzUYzKxM9SHtSBiM54gDkqK2LZYQZoKYDbuVrHTvN83VHHQnNrXy+SLbxDpPV7FMqO/f3IkYjMTqgJEiGAgOINIDju3zV0rm65pqX2//auz5cVTztc+7c5e9pjDz37/dxVvyaJtepyprC6y10/MFTtQYVcz+DX9LKhxvQp40L+8MEak/0S1yT87W0U6enRl31Eq3sGxm34uQHjryuEXeXAxo7/561VI5Y6cxLhfu+Z2FaStffAZkebdZOShJ4vc3lnv5WOzkhErdqCDCBC70alvY1uKAxHb1Sp8KlTENuDI01UsmCFi8w3rIBDWYe50J7VzG1lRkzsC1dRz1RUIyEw/OE50w5+vtnP+8jiTw3dtzlch74FhPBCrGV9bJ5qYzXxBwKW7imHO3TrBkZZmnof95hwVeuk4H35eiu4zubmri/Q52ozFF7FpMOa6q9ju5NesmwoHcTQojnHFka7zfltLRp9e1wqunMgKgqyhk1XcCIHVrj/8XWSxyf0aM95Vbs0Y22DiRl2I0jbvlnENbP4hlJSe462YrM+7MuJX58j0n/5RhXDyzABZ02uobWfypmvZjBHxQCw2DPMx34xzmfGPHC3bITvve0LHBxHbxJPrqLhM5x7CQrOOBv/+IhXKQXCHPiAIe/7nZ+nnFnmHeBD5ml33HyJbzTiRG2P+caKLzqxvBaSYB6xTjMnMC3INgWjfH5+hosXt95s8mrWIWHVOR5q14+3ENvJwu1vd0maPWF8mn1hXOhX4A9PvFfMZXLBeBaoQOD577P9aUah5ZzzZ+oQQQioERWyEEEIIIYQQQgghhBBCCCGEVDEghIiL2GbLYz1HRmIdgciiJN1USpFSVp7nmJWa98bcswrovOcMS9YPLFYnKPPLC/Gr5j97701b5E1zBJFMID7DLmbjvneyCsb27CzSvELohhaoiyNbVaD1dH8V0kCc8ukd7a3ABSKnwA9EQaGITSfIvIP4bfVWkYXrVdAFQQ6EUutOviQUvamIbbtpU1wmGzZskM+377AGF+gbwpiNu3WnLhz1CNGNLPvUithGTdNdsTaffbWMvPxWFWRBsIS4ET/au6uKZ0w/ELFhFy0VHkHAhh2sYM+/Fe6uhZ3EsEOYNtKGWTBjXDV1lqya/p6p5x27CbHQ+m1m3BtUxLbu3KtlxOW3mFzt1uMYS1p2s8dANusqSx7pbkV2brewIFgVG+Le5BM7gUEwFhexBfU1vmDXuE/3mjxdriI97CrmHyeq7139wNZNMXEPnyw9f3qGvPfjP8jY484WWb5Jx4W8YWdDiBidubzqrnP1rpdV5zW2uRo0ycakndgL6sG0yMS6cbJ5/5Y9TtTuxAZvAZhj5GDoZJ0D7DyG3feWnFlfd3vTsZh329+daes6kAOIpj5ar/OJNQWD2Eq69JVdLw60IqxgvE7EBlEchH4qfDT9IpIgdE058qXiTazhbXtVxIb8685upv1uxAEhF4RevcarkBIir5ePOcsK8kw7HZ3xveIvjVVs9sxx5p23w5/2h8/Qqp0qqsOObrqrmplvnZchdse4Zb+soSZ3d5VSs25KWj6hVxU/3tVF5v22hvT/kYlrxBR7zKz5rG6bZNoPtCI27MT2HnZiC4Rn+jUC4eC0eSb+92TSsX/UNY/P1upTLlHB3IjDzfeBE7HBzD2O7YXYVY+ZLSrWHJlPtubJ1LBrf1exvFH7Kt19TkWilzeXD24Ljis1n2/Uc3kmhBBSfihiI4QQQgghhBBCCCGEEEIIIaSKASEERBMQsR1b4w65r+9c6dhzrBSZZyeUwHsY7p25Mlee7TnpozLMCT3yWaH9op5ft5BnXFUcFQjDnv3FWTLpu/ZYT5m3XmT1FitawXvfIEzr1i8U66y/82ErUIPIZ22RHuUY24kNBAHs2mlmZc02mXp2IxVX6Q5Y/1NPFnz9BO13fdtnrKDps1LZs2qdFY8hDvQLsIvWlt3ywf9raHcYw7GiSz+VokDEhpi2nX2NvH3ZLVYIVWb8mGYYp8u5ywX6WVjjOhVKDdKdyiYHLwz9RqtYCjtRwacsMvkIhHquSgYmxqIJM2XP+Gl25zKI/RAvbPMOkSWbQpHd6IYmvjVFKmIrvqeb9lV2z+My+7Eexk+JCsa2G3NxWxGVsUDElrkTm+lDB4Y8BTGa8X3w/6yIzT9OFD71vRsIOoCgy+QPIizs5gURG3bnkhWbbe4xtyUmANTFM/pDGWyb3YkNIjYIsCCY2jBpZugfYaMZropprzG/NVmPTlURm/GBqFEPhsqfjZ+pwivMwYxvV5PNJ9STrSdcZAWHZq4+xQ5jbl0A09/eHSbPq7boTmxzv1lNFv3XCSqUlB5vypL+w+L1AxEbhJC+iA25RqwIvySIST8nGPPWSMSmcbw9RdZMe0/z4MRmOIr0vYMgBDPr5iO7bnTsxjeOGkVfKmLDLn1mneOdvsf6WrlT2+PzozsirivSo0yx0xv6e++EWjLx1Hqy7YGn5JP2z6iIDNdlDz0tW1o/IVNOrGkFkW+8a4Vnu4plyyTTHjuxHX2arDZzhLlyIjadIvNn48IlIlPnyahfnqMCOohZ3edSxXQ4ThTxwYxffCbwuUEculsghLBwhvyiDnZmXF+kArbVp9TX74m1190jY5s+aN+bai7HhBBCKgZFbIQQQgghhBBCCCGEEEIIIYRUMSCEgCACIrZjat4lt744W5o+945sMM8QAqEcV3fvzJWlled7zmZ+vaRVpH5aubM0P/mesVsSnn1hlwqRdhTL6H80lfUX36E7V805vpaMPa2OFbOtK7JHKuI6dIoenwhRyvhDTraCmR79rcAHYq01RSo8mvutE1UMFYrY0If5T0UrELzNXiavH3+ujP/52SpS+vhrJ+gOUHq8Jo6W3F0ie8bPkOH/W1fewTGQ84M4Vu8UmbNad4yC/1eOOVOFP7vemaG7T0H48/lZf5PFF1wrsmSbPaoRx0PiWMg1xrD7FfxDbLN9rywOjttUQdKAiVZggyC3F8s71zUx+bhNhhx5mrz393/btsWBIAn4Chzcm7YLO3WXTW2ekgmX3KRHYspiswrR77gPRIa/J6MOO02PuRx0xa2a040PPi1lLbrJUPTfNNiJDTvB6cQYkLeyYCcv3Jt84jhR3W0O4rphU2QzdtrKImJbZvpCXiEWk0GRiE0xlbQmduIyOXr1J2fIxO+eqMJCafuaSOc+wdGmQQ5xrOhqkwPcrzcGERZ21TLz8kGta2X9OVdb4dVL40TeNLl0x4g6Q3scc/lpsT0KNBCxQUiowsUgJqwTHeuuEtn42mCRp16XEYedqnHN+0Yg7ho82R6T6URpOnZ7i7W86h+tdB2jDdaYLDXzsNWsfM1nUC8QsTnRWOw4URzn6uLeYO6xqx9EkWYNRPk3c4Yd4RAHRFwwk4/lTR/RnEMMNr3eDTZP6Ne0x3zMPPgkO98LzPpcjj6M/1VFsgNHeP6ri45v+om15K0zzbo3/b9/e2v57K/N7c5vT/aXra+YnECEhrXqDHO4xfRjcgVh55a6t8nCRv/UeLZONLnuP1HL15zb2O7Ehs8A1orLm7nVdddnlAoRIXyc/3UrAlQx6tuBiG2XqTNyqn72MA5pEhx/i5zp59MY1vqoOSpOxGcbvl4//nzzeTRzsMGMOZgDNw2EEEIqBkVshBBCCCGEEEIIIYQQQgghhFRBIIiASAsitp9f1kl+06CNXNzsBWnY9Gm5vOnjeq1xa0dzfTK0mrd0VNM6TZ7Wa/hs3sNcHdzbdlEdZ3iG7wbN8Gzb1bj5kfDe+fHboH48HvjpkNGPbWd94Jp8rnFLZzXbJnp2/To/7rl+sx7aT8Mb7wl3nNLkQYCzcLXI5CUy9cQ6KuyCvXn0mSqmGXLWRXqF4Ac7gEHEsveK5ioWUvEKfEAUg53YfmJ3osKRgypawjsIV8x/JejPXFWEM2KKyBsTZPjhp8r8b5ygYhfsKqViod0lUjZmmh43iZ20Xv/h6TL69Loy4ZQ6WgbRWcnN7WRF00e0fz1O1Pgb9YNTdRcpCOyGmHsI6iDKgYAHcT31y7NUaKain0/tTmw4qlJFXgMnWmETgDgKu8DNWSuDfnuOFcsNnijrps6y73W89lbBvYn5o47dpei+J3RnNYjfepk+sesc8oZnFS91fV3W9xysgjSM1x4navpv/nh0nCj6D/NWaoVnEAkGO4FBMKbCO1/EBjSm4ChTM74l1a+XSd87Wfv3d2JT3Bg+/UzevuAKFSvh+MgPzFxASAWBItphp7KePz1TXjOGo2Jxff7nZ8qQGlfIqxddpSLCiec0ko/+t77u5DfxkFN0nMg92r7x4zPVF3y0P/7/VNSl8/X2FPU/v9Y/7HoAiEd3rzNXjAmCR4jAmnfTnb8wtyqOHDJZtmA3t+JAUhiMRWcPYqvpH6tv1N19e3srknPjhQEIsoZP1vUBERuEl5ij3j/9X40d7fGux8/PksVmXnSXvPW77U5s515rd8LzRWyYK+y+t75Idy+DkA27EspbZp2j3MzrQjMfEHZhLBDBYYc89IX1An9TzbpV0dgrb4u8PkpkwXrtH+MY94uzrShyoxXjuaEgAzpurOmPNmie8ZlRgemKTbIdIrY37XGi2Alu+kUpIjaANWfWl+6GeFc3jROiwVE/ON3bic3kDMeJmthnH3yyxoXPFtYEPiNYH+gHecQ4lv3qQpnxu5ois5YF4sxAYEkIIWSfoYiNEEIIIYQQQgghhBBCCCGEkCoIhBE7jB1b404VsR132SNSvUU/qdWip9Rp3tNce8ufbu+hz9bs89la1js091ynubWzb3ve1Htey2q37KXXP972bFi/prGz73hOfeHelveUPwV10DcMz3hfu2UfLUd9G4+t78qSz0m/iC96Rp0ovprNe5n7F/TZjrmnqdtXn+s2f1VqN3tNLmz5hvHRXerd3F6PW/V3FdPjO+evkj5/uiQUj0085CRZ9JsL5aPf1DDXGirMgcAJYpX5t94v79z9oIpTVERTamzdLnnh2DN1Fyz40J26PKGM1gN7P7c7RL09RZ79+RnaD3YW+7hDd3sU594S3V3t5Z+dqWIYGGJYddyF8s4hJ6s4CgK2aW0f1T5U0PT2NBXUIEbsKAah0LjvnayxQJAHwQ2EbCqUg1htR7G8X+d6GX6EHQ8ESbLX7nqmUptN20SWbZLnTr1AxWjy+nh7VGixaYux+mB8pu2UJ57XIx4hSoI4Drb6lEu8vJ0hxc8PkEVvDNf+IVrbcf8TKjza3eoJmdOlhxULGVRsFuQNMam4y4x1xOW3yNILGqtYCMK9jZPN2F1ig1zrvGJ8ta6TEYefrP5x9CjyGorYSk0tCK+Mz3fPaaTHX874tt1BbOp3qpmcwbAG7NGRyDuEhm6uZv2pkQytfoXI8k9l1F+ukFl/uEx9QPyENrhHzpEDHAeK+6dxjOa6It2JDSJFiJ9m1b1BdKczQxB+BB6KSmRVu6d17uATAil5a6oZtz3Gs6zMVMJ8mAuOYVXx2/vLVGiHdbL67od1vsN86m51Boi+TP4gvsL8QMCHtYLd8nDF+kd/mEvsrgeBIkRsOKp2+QXX2/ybNbd2qo0j9L19r/kMnCVDjzjDitggHsScms/JzHo3aB6QTwj+NK+B2XydJq+Zce4eOFY2DxuvIjZ8BiCKG/rf5+hRqSWfmm86rAX0pddgviFCW7FFc4ycY13L8s2y/d3pKsDEOCHanHCpyTeEkojXoGHjBr5MTmZ1fV62tH5Kx435HnzEqTpXKihEzkZP07EjZ3hv14g13GNMGMeQI89Q4enLZ18qsni1nRfTUdCtd0MIIaQiUMRGCCGEEEIIIYQQQgghhBBCSBUDIhboIbCzGHZdq9f8JbW6zV7U3dhgrix6tmUXN3MW1Yue7b1flunHPifLXdtkPd+nXz/bc7byZB37HvevqEX18fySXNLsOX2u0+JVvf7tro4q+HEiNr0iiRDbrNykx1yWtuymx21iRyfsFDb2uHNkw0V3yJLL/il7XxggsnmvyE5Tv7jUaqjQftteGfrXW1QUNRwCJyeWCQQr6Edv8SfYnWrrqwNV3DPtohvkkz5DrVAGgpyiYtn9ounniddlbq3rdWcs7D6G3dj02FHs0IXdnUz9khVrRBaukqHVr5QPa10nC2pcr4Id7Hy1qPp1suTCxnq84eSLb5Btrwy0fewqkYUtO8nIv1wh/WtdKTJ9ngptsI50PBAmFZVI0aCxMr7+TTLlmrvktX+3tHFD8OOD8aA+8mfi2tb6CZnxp8vl/T9eJgOOOlXm/b6hTPnz5Spg02MfIQgytqLvUPn05YEqjNplxvrR68N07JoedWwJBVgmJ1Nbd5GVTR6RsQ1ukuJx0+STaRBRoYIBdYzhglgWt+woY85vJAMwvmlmfG6uAERQJuZtk94zvm6RD0x+5tW8XvOEnC2u3tjkzVwvuFaWXHC9LL3gOj0KFdd5ps76Ox+WD+/tpLvvzWnVWZY2e0RFgWi7yOQd+Yc/XLED2MyzG8kbtU0cm834l69WYdMbta+S+S06WlEhQjLm1giuWgrx05a9Mv+eTrLx3w/LWxeadTV9gWybtyiaBx2w/Q7Q+617ZeQNTWTCtXeJfLBMx40cquDNidgwjwtXaExTz75cll14ra4bxKzjN2NH7DgSFHOzpvdg9Yv8f3L3IzK4hhnLrAWyacESE0cYgq6t0v5jRV4bJePq3yIjbmxq14WxuSZf8If1DN/IE/rCOl3a8J/y4RX/truWmXWH+nsGjpXRDW/SNmsffMrkqTjoBx0aC0RsWoaEmc8D1vekPzeS8ec10vUly8xnY+4K6VfnKjtH93W28QTtrD8DbuAD7zbulcXNO8mkc/+qu/SVzl5g5sGU43O5eJWMa3iz+ZzZMWCNQFRp7TpZfekd8vHld4o83V/Xhu6Ch53qwo4Cks+EEELKBUVshBBCCCGEEEIIIYQQQgghhFRRoL+AiAU7jDmDUAvml+UyVz9pyfd+m8o0v880S2sDy/YurT2uEPQgX3FKTaEx7DS2p9gKxHDsIHZTw7GguOLYRwjTnNAMTsoCPQr+oAyCJLRDPTyj3Fl0sTfoD4Iu1IXthc+gjXuHndnQL/qHcA5XCG1c/+aiV7RFzBDNoL5/RRvEFIje1DcMYiH068p9UZSLIRDb2fiCtuYdXsfQNuYdxD44qjKZOzwjbrxXAZKpD3HPLmOIA3lDX+of5nzai/6BoAtxIl5YWB8VDEF9RceHOIwFu9thfO51WBd5hBhRc5UwxAyLlRlDLhAzYoFfjMv1hbFuM9e0/CMvLmb0Cx8wPDu8MejFxYg+3Fyljdtd8Ad5RX0cf6nj9t4FdXWu4QcxacxBjBiDxh4Y+oQv1IVfjDllPSi4mkddi5oTY7iiDgxzjHYuL/4V/YbrMPCDe+QVbdDWy5Mbiutab/AebeALhjiQO5ShPXy5eHx8Z3il69LUQ1zoGz7cmtR5M2Uas4ndXx8ufxgH+kFd9GX+07aEEEIqDYrYCCGEEEIIIYQQQgghhBBCCPnSAOXElxQVfJj4nfAjmwDE1VNwdeaTfDZk8Ydi6MFKAgurBTfuvW/JOnpVwQvMFtkyewvcY6I4ow5iQB+KvrNjQZl7FzbBjbMsZLwO2wTxuvwF5e51eKM7X6FOUO6B54y4XLvgkjfuMG/OgnJHrC4KEAssICwPyFbP4d6H9aJbF6N/9eN3FjTzbsoB2sTaBXEmyjOqFTKe+G3GO4vrL/KXUcUnfBm0Sc6TMVyQI5ji6msb95wJijPyGtQPLiHuOZZ/Q6yee/AL/Xvgvw/KcUn27whvgxtcXLz+usA9hLJ7g6vi+SGEELLvUMRGCCGEEEIIIYQQQgghhBBCyJcA6CVymSPtXVUwkHZNmk8h5Wnv0wlEN0nL58R/n6VOanFafVdWiCmJ+HKZI/mcxG9TnnpJS+YvB36zrNXDF4FfR7byvAT1XfvymiPtHcz3ryT6y4erV5H6hRDWDeICvo80C/Bu46TVzyhL5CGXpZF859dPK8+H39a3JGE5YnfmlfuWIKWIEEJIBaCIjRBCCCGEEEIIIYQQQgghhJAvAUkdRdJ80t7nM5BW7gykXbMZ8K/ZDLhrEr+OjytPM4d/H1UIBDa+he8CC98FhOXlJNnG+fEFMjG8cn2HGGCGsG0eA+5qSHsdf8iB39C3kCC+rO8tydfOMghfeOMG2coLIiW+DEMdY3DtlydxZeF7NAj8K95zWGZJPFpcvdSXWUi0ydk0rJeIK5sFZCnO8cIQK8/TnyP5DHLVS5YXSrK9sySx94g/MAwHZe6q5cF9gHdLCCFkH6CIjRBCCCGEEEIIIYQQQgghhJAqSEInkQCKigSuQYUUFYEwIyvuPfpNWhqmPGf9lHJXPy0OlKWVa9v8uOZpBpLPSkZBgF85S52UohjufQ4X+Z0kyeqofERu0nOb7Cb5HBHMayUT9Zffv4vLtXHPwC/zy9Nw7/PVy8k+NT7wFJKnbORvVxnrpPLWmxurizs1/vyDIoQQUk4oYiOEEEIIIYQQQgghhBBCCCGkCuKLKOI4sUZCtBE2SJQX/JwsdyTfZzNH2ruKWIAbVzg+R5b6CZLN0+xz7z4koyDAlSctIEtxSPJ9miXxy5J1/Xfxh4BEpdQ2qe9tTt1zPsskmJfCKhdM5GLf5z2XOdLeJS0nWSqnFKVTUKXspDWviLtsYSTLsz0ny+NE85isl61tZlliPXgvXd14/XT8utksJPZACCFkX6GIjRBCCCGEEEIIIYQQQgghhJAqRIZQIg/lrf+fhBt72vjLk5eyPIKownA+KsPXl4mKj7fQ+ak4VWkeKn9dlCt/7gPhGu3/5FcyUf5yhe4PcZ/I66jy55MQQr7qUMRGCCGEEEIIIYQQQgghhBBCSBWivCKM8tb/T8GNO9v4M8r9yr6FYpR9FaT4fnL4CvtNkK28qpERZ57xZmH/DzdLXK7jbFZeCm6XJ55C8eqWp1nYT9ISZCnO8aKClNtflL9czSotzNBR0G+G4ygeQgghlQNFbIQQQgghhBBCCCGEEEIIIYQQQgghhBBCDhgUsRFCCCGEEEIIIYQQQgghhBBCCCGEEEIIOWBQxEYIIYQQQgghhBBCCCGEEEIIIYQQQggh5IBBERshhBBCCCGEEEIIIYQQQgghhBBCCCGEkAMGRWyEEEIIIYQQQgghhBBCCCGEEEIIIYQQQg4YFLERQgghhBBCCCGEEEIIIYQQQgghhBBCCDlgUMRGCCGEEEIIIYQQQgghhBBCCCGEEEIIIeSAQREbIYQQQgghhBBCCCGEEEIIIYQQQgghhJADBkVshBBCCCGEEEIIIYQQQgghhBBCCCGEEEIOGBSxEUIIIYQQQgghhBBCCCGEEEIIIYQQQgg5YFDERgghhBBCCCGEEEIIIYQQQgghhBBCCCHkgEERGyGEEEIIIYQQQgghhBBCCCGEEEIIIYSQAwZFbIQQQgghhBBCCCGEEEIIIYQQQgghhBBCDhgUsRFCCCGEEEIIIYQQQgghhBBCCCGEEEIIOWBQxEYIIYQQQgghhBBCCCGEEEIIIYQQQggh5IBBERshhBBCCCGEEEIIIYQQQgghhBBCCCGEkAMGRWyEEEIIIYQQQgghhBBCCCGEEEIIIYQQQg4YFLERQgghhBBCCCGEEEIIIYQQQgghhBBCCDlgUMRGCCGEEEIIIYQQQgghhBBCCCGEEEIIIeSAQREbIYQQQgghhBBCCCGEEEIIIYQQQgghhJADBkVshBBCCCGEEEIIIYQQQgghhBBCCCGEEEIOGBSxEUIIIYQQQgghhBBCCCGEEEIIIYQQQgg5YFDERgghhBBCCCGEEEIIIYQQQgghhBBCCCHkgEERGyGEEEIIIYQQQgghhBBCCCGEEEIIIYSQAwZFbIQQQgghhBBCCCGEEEIIIYQQQgghhBBCDhgUsRFCCCGEEEIIIYQQQgghhBBCCCGEEEIIOWBQxEYIIYQQQgghhBBCCCGEEEIIIYQQQggh5IBBERshhBBCCCGEEEIIIYQQQgghhBBCCCGEkAMGRWyEEEIIIYQQQgghhBBCCCGEEEIIIYQQQg4YFLERQgghhBBCCCGEEEIIIYQQQgghhBBCCDlgUMRGCCGEEEIIIYQQQgghhBBCCCGEEEIIIeSAQREbIYQQQgghhBBCCCGEEEIIIYQQQgghhJADBkVshJADR1lgBeKqJy0ED6V+San+zain5b6Vk0yHWQj8h/XL2V/B/SSoaLu8uPitlZW5ToKyRL/R+33F9ZmN9PeJcAzZfLj26X4qjAsgDKSS/ZeXII7Km5cvjpwxB+PKSo73hfmNz1sOd/uXbB1XVkChn2C8BfuN5yc72fwW0tYnX3/JfuxzRrcOFHru4nUCXwGp7bPi2iatnLjAvc5TikL8d7H3GQUHlnzfQy7cQsOO1fEeCm2fj0r/3iwwMFfNr16poXi+/H5iXQQPyEHWOlnXt7/2097nY1/bB2QGbMlWvs8E8Xq+07spbFxRmJ5fLcjevtLXLCGEEEIIIYQQQgghhBDyBUARGyHkwBH9Klcg9se6srLPw3tH+o919n25u9mvpP/YSHIRn+tCyZz3A5T7Slx85f1R2q//lf1B2xt2hXKQaILHr2gmv9RknbeqPqEuvmxxZnmXUZRS50vFlzn2NCphPvb1O72g9qZK7N8RY5CE4ppsvb/+jdk/Xr94MvIVXAkhhBBCCCGEEEIIIYQQEkERGyGkyhL/gQ8CpBJrZcZKi+1Vf061dTPrp+PXj7XJKEjHbxur7j1krVMA5W7rVUq29V5l4H5vjtfLzJt7X16zvgLzdsiL3u8jnhPns1x+g8p+21j7WIGXl2TF5LOHK86skpnnJJEgwOXRLysE1y5/X1WRvGMtTyoC0pq4flLfBdc08C79fTBXWSwiOTf2ObOeJVt5obj22fwk36fVscTXU1o7mCPtXZolSZb7df3yZIFfxzdH8jlEC6M5gVQa/8LgGtWPjz3uKGoLXD++JUkry4pWdn0Yw79/arhPGqL+khAkweUozImODf/OB//WB//eZ8e+i/lQUJ6rXaFEfgr6Hk6dA+cjezwu/qgHUzeca2P4fx8Xh2eFk61v14/LeZB3r36ufuJxxPvIiDGXowDXBuY+g1Ez+HfmsM/xehHZygvFtY/58B6idzYm9+xViYFyf1y56lr8sVpS2yUK/H/fYvUIIYQQQgghhBBCCCGEkCoKRWyEkCqL+9Etn0EfhWt58NuHZBSkk7VaotDVS61bABVpW2ifeI+fp/cY22GsyJj9yT36AbZQ/D5du2SZK69UKtFpapxhgf1xPCRZMflcyTj3FemmIm2qOn4u/LElxxk9W2ED1jjWOtY81r5rj3W/1xjewdKkJ2m49rnI/T6xroLnbH4L6S8fzkcu/9neR/gxZ7bL3XbfyddHRd+jDOsC62S7sS3GNgaGe5R/Ziy2PmKOkvNpcf1l67M8OD9p4pekfRnx48e/6xinG2t5/51H3Yq08/HFas5fhX0FVkg87r1r4/IAS7Z3dQonc51inPDh5xxWkO+gzS5j+P7EFZ8Ti+0nr48suP59s7gx+OOwz/F6EdnKy0OGjxwO8/Xn3uerl4+s7YNCzI379w3fYfiOI4QQQgghhBBCCCGEEEKqMhSxEUKqMPYHSfzohh/h3I+kzvCDHAQp+JEu+kHT/1EzBf3Fz9TRHUey1M/6qyAI2rgdSlLruTrBVS0/kSu0RXzoA5Ykl8/gXbiDiq2XDBNvkb8+Ez+Smi2elz5ztmqO0Q51bU4BfJmLOvB8h7G5e9eXNVRHKXzmn6fkc4DrN9F/+BiCchcHLPnekaUflMXGUFFs2zA+/QPfgeXz7QVtb0vDH6BhiDCcF69u7B4Ez6gPMUFceJMnhi8SxJmM3Sf5PrjHWDAm5MQXS0TVba5RT59LizUX76wRadi2pzz65gT51Dy7fGJtTvukSBo82EceHPSBrldFHWLuTM1wfViCUJSoX4t/r21ce/UBs3WidjbeCHsfvXeg3MXh1c+sWBCuWdQ08Bsbr9dPQHobVxf3KPfQZ5QHft3nwbdYu+A5NAfqpJX7BO/CvrKPI8KuHaylrcb6Ly2Txi9Ml7Nb9ZVf3/iE/PKmHtLg8bEyaEmJbDLv9Xsyh79YbgqOIZNkGuEFMWJ94t8/rGGY/2/iTmP4dxIx2s982vdlFSEIKtSJhbmy48TYkG8YRIQYnxOgphGOMfCDZ/hBPtDOvs+9DrK9d98Trv+wL4+oLOnDPqMd5gU+EFfSR7y9NfSL+ca6hJgSuUAe7BoEUV1racTfRXmIDGWIC+JN9OGEm5gDxKqEn1XrI4zXlKHOhNWlclnbV+SRAdO1rb73do3z5zedKJYIW2bbBfcG17+tG5Vb4nUiUB73o2RWrCB+DMA8J+IGUVdBeZiXoG4yntTYUC9o6/yo+dXtM+Z1+qrdctmDvaTdwPejf98IIYQQQgghhBBCCCGEkCoKRWyEkCqH/yMcfsTFD6nTPtkrby3aJcOWFMvwxbtCm7Da/uDqfmxN/v4XI3zp/eiXVjmrA4fXNlt738qNF59akmzljlxtLcgVfrB+eMBM+fVN3aXF0KX2x80yX8SW9BE9x4eXqBf4gHhg5qoi6fTmFJlq5i+7+CPR3hHvJCBNlOHaR37i7/MRb7uvxOLTmwJ9Bw2j9iX6s/ZHW8pk8Hur5KOtn2tO9Z2tYAkahEVl9nOD+R330QaZvXK7tlP0h+/g/kATxJ2V5HsTOx4h4pj2yW4ZsWiHfLgtEnRgzFo9+GEff3Udl9q112+pyH/f8IQ0frS/CjXwGcB7rPu3FhfJb27sLg0eH6d5C/vVGJCz7HnTKvY2C0F7bx24NrZdVO5I9xf3ERI5KheuWbyp30dKXzGC9/n6997HqupNtn4Cvz6ufrI8A99nYDnb2LUCodDzk1fKb298XI67uYfUN2vh6hdnSL0npqiQ7bc3PimtB8/VeqifN4xkDOUk3HEr+D7FOsW6x1od+nGxDF28R4Yusf8ODvt4tz7j38hRi7bKGrPgESP6Rdv8sR4AEoHhFp9J/Fu+rFikz5zN0nbQB2oQ3wxZtFs/7/guc5/1bDul4fOOz/gc82F++u0PZJ5pB9/558F7bxw5X5+Yxu7/ORZv+VzL8M4n+eyD+svNmN5avEO/t+Zt8YVoEfABw9xhvjGGd83/4zw2anGYC+TlAzMe5Ak+dJ3o0aXZxpa5/lw/yAm+T9HPbJOr5yd/on08YAyCXqwp5BBrHn1pL+jPXGGKWZ8QSkH8+dsbusrfugyVtSjGO/PdC2xdMyr9bvbaxnBxJseRWe76t34y25TLf+SoksnSX4j/3rNkPHqPd0lcG4e9D5t73xv4zvjtjU9Lw25j7b9vhBBCCCGEEEIIIYQQQkgVhiI2QsgBJ/q9zv4o536gljK7gxJ+XD3hH53lFze/IMfc/LL8+sYe8psbn1ZhwXE3vSAn3N1Xmg9ZJutMXfyYav15P+6hIDBc4B9+YWFfSvJHQf+dxW+P++R74NfJ7CNq55tPeeKz2HLUy9UvcM/48Rq7pTw46H3Na5Nhq/THbPzw6XzoD87+swH3+FkaP4yivi8ogE/cY97wDHFh4y6DVPxxw/MT9Ud3F6dvhRCvH+UBzy4+Z1G9wvDbu7E4/7nI1w/eZfcd+Q99BEIn1INJ2V7Naa8Ptkq1GzpJw/a9VRyAsrioyrbDoxaZOcPnYJT5QJz0j07SqO2rKlJADFJqWptKECJUOYKYonFE+dB4gx3VVhg7/U77XXDanS+FY9OcAaxb0y4sK92r+ei1TMz3xXNy1WNDZIN5dusVaxliDXwOLnr83eBHftuv8wEL4/JIPitBIS7OR9IP/DtL85ks8/0UUt/Hvc9Xz+/DxZte38Vu3yfbpbVBHcwBcg3D94bLvzO/XTYf6fXT40mvGxGWmfWCeCDCgcjx9DuflwkmSHx/QbyDtTJivVlzD4yQY295Qfq8v0G/+9BHHBeHjcX17fISxRHV8cE7/31Y33wP4H6x+XPSPx7VNfyzW17R6y9v6q4iZFzxjH8XT76+k3QaOFXz7foJx5rS7wFFB20/A1gXq421HLpETryrl/77jrHh3w8Y/t2vdsOjMvi9T3RsyInF5dN+5vH5nWce7xy+2ubp5h7ywOB59t83U8cdnZmTIC6sUcz/37q+JT++taf81Pi77tE3ZZspS59/j6AT1MNawm5+aI81dEXXEcG/h2E1Bfeoj3XX/2ORP7V6XfOA+f3NTSYHNz2t31MoazV4kebLysSsYMn6srmInoEfm32HHGJsyPdZ9w8K+/nVjc9o3u266iHH3vySXPniTJlvEo7cunGHvs2/9/j89DXfr2iDsSEunR+zdlHfCeBy4cfuYkQbtHeWNufRGC14Tpb5fgqp7+Pe56sXElTy+8S9LXZxp48tu/+oHeqktVXMy9BH8LnCuh/y8S6zbp7Tf9/CXfIIIYQQQgghhBBCCCGEkCoKRWyEkAOO/6MbfqjDj3JaVmp/AP3YGH5cPbX1aLl5xHYVXGHnsKZDV8n5HUbLj29+TX9oxQ/NS0wD+6Ou/cFPgTPvVzvc4ke/3D8aZifhLhVXxzdHtnIHysoXX+YPnK5tsr17xo/z+KEcIraf3fKS/uBvf+QvDtv7Ijb7bH8UxY/vvd+dJ10GTIx+EDXvMFcw/KiNmhAX3dFjpBx/Q7eYiAAk49oX4MvFiHtnheK3idp56ycL8frpuDp+bNF8JXLhrX+b793h+v9Tq77y3yaPE4usAEjrhg3tve8fc9R02AoVtrQeNE/nwvrE8W5e06pEEJQ/DhjiVhFbIJZ4/sNiKyhpPkp+esurehQu1pYdn/mrIja7FtVPIGJ7dbmoAOTKx4ap4BWfAbyHeAYiNnwOsOsWPhfoF+/gU7sOrCCCin473yx27vNj67m2Lh6fuN908r0Hzk/ScuHXQ2w6B8G8he3NfOAKAUzvCR/Jo29MlHkmyfiednW0XgEUUt+vk7RsYM7//uJs+dnNz8sbS63oCGvGtcPn57EFIj+5+RW5uutQfbb/ziSxn0Xg2vpmsfmJiM+xXb++CDP6HjjuxmdUTHfriG1y17DV5jO+XJoNtXb30JX67yJ2i5u0+rPMfweV5POBB6IyfK4/MoO9qH1/FUJBVIV/33vM+1x3UIRAqvP0XXLTcxOkW/93M0RsyBvK8O8Rdqc7995e+h1x+O1vyg9v66t5cuJUEM1FGqgT/Vv37JQ1KoQ74bH5ctjtA/X/M9LnP5Fb8x2NGNEvfPz01pfklC5z5LA73pRLnpyssYIolkiE99ykFSpIxP/X3Nj3I+kyfafmoJf5Drtz+Fr9HoPd0ed99RN+1yXIVoZ8f2yCu/jB1wNR5Eu6/psNW6o5Rz+43tx3gfxPk/76HoLhXnO2a04wrjD/wfdyH4iETZ4u7zZSPjHP+j4QYLrv2owcpWLzD9DGGfxYH6AQPyDuJ+7D4t7lIt/7GIFDXNCfM0sUd1Atw1LRF+k5CccUFOo9CP5/TUVsS/Dv2wv67xvWbliHEEIIIYQQQgghhBBCCKmCUMRGCDngRD+6RT/ea9nnu/UHOvx4jyPecBTSInOPH+EgPMGPc9hJZOQ6u2MJdl25ue+8QIRi8Y8bs5Sa//YY222tbK/2m1kP4EdD3wwQD+GILK+tFutfYN5DKOTq4KrCITs2EPUV+A0e7QX+vfboQ9smsb5A2DdiQf3PMT60N34y4rPgR2X8+O1EbBBEIKeIFS20lbYtNvHi3szE5zv1Pdr949F+8v/Z+xO/2ar6TvT/A26/bvdNOlMnnaEzmKgxrcZM3Zk6SSe55ia+TH6dpE1nUEEGjaBoa8AZcSCAgBjmQUTmeZJBZB4FAREZxVk0cUQJCufUb32+q1ZVPc95DqBJZ58k77fuU1W79l57TXvV83qtL2s/9Xl71YordZ2Hv9i+65OmVd52fIIKPt2ycdfnH660e05S3pZWpT0v/9ZUYuOYtccuy9P2pcyr7Tm/UmW73g1bptMPGue312qreTnWaPvm7bZluu1zvpvvXHw/2uPhr/X0837eHt26vMw/LyelH6rXBNQkCDABAq+75HNrgjHWy/E5P+f87KvOqECHPI4uQQaV5lbO23Ztav9brpyUe/s5R900+/adT5pt/56vVADG8464ovph1WzV8SOLeihtX8r/rvt6kMX/2u+MxUpsOS5985y7H6r74Hfe3if5S93rrT+0cai3X+8bW9e/G3mtzzlndSxIelWi1ePWSzqrW/pR0hn5SEnXH5OtfbXhOBbt++qP/dwtjqoMte8qj2Nr11xzrQ3UOS1PqaOq+5zT3rdxI2fWdebjRvrkn+97ehs33lyPZUz913XGeWuuMa65ktfkZ9TjFsfPVRnb98lPtVt7vyhHe6l/l/I539zbOktWyHrGq8+s9s++jF91VvLf3N22J7TfoZ963lurv+X7WK3z5buWt8pvrr+a5+WKWWuObZb3fa7aVwGrPrzpq/Wa62dFsqx0dW97n/pMQFF+B1e39PVl0NA2rGUweUxe8/jQ33zTubMf2uHw2UuPu7ZWnMw4l7K0mqu6Ttlyr+Zzami1/vJ9VgrLWJCg6QRc7XHJF2Z/ed79s+/Z6ZgKYsvqaaOuc25t1XZtX3tZpDfvW7nene2rZ+xy6OwJu500e/1ds5bWOysINuNH8rHWMu3S2jH5yqpwWTnyiS999+zN7Q+YBNU968BLF3+nrF43x1/dCvlTLzmqgvnOahdKO6cesiVP6Z9ZZTN/73zvDkfODrn6M1VXlU5LI689zeRnZayZ3wO5RoL9f32v86rP/4/9L5pd07p40h11nGvlNXn8cNXrVbPv3undFVR32af696ml0tLN5wTZ5T82+IMDLpp9vH0efbfqM1uNXW2b52lh5cPIa9/VMjnOW4zBqfVez1vXy73cVtKpNFIP64/J1r76FsfP5eNcezp1wBiv1o1vi3OT1mJ8GMct87a8Rq7dz6t943dpdWxZGeOSk35cH2vSpgliy98Cv3fglfX3W30PAAAAAADbKEFswOQWE2rzCbz8WxOgjyyD2J6w/f41ebwIVplP2uV9JlrP/8xs9p07vbse13Xzl7acxM/7sSXNMdG3um1k/TFj25qNjh3bMCZKV7/bKD8bbVuz0bGr2/rHR6Z+Um8JYstEdoLYMtmZydbkpU+H9snUHJsp2Eyy5russpJAigRUJKiwjp23Vb1PO7Ytn3PuKNsw8vR4jGOXx/eJ4Fj9LuVb/Ty2VWNf8jPyNI5Z/W51/0Y2+n59IMsW36/bul6/C/MvFsfU/dADBi79VFYRO2z23958QQU1rNbpIr15EGGOv/HLfdWxrFQ4jv/nZlGueW9M8MWd7W0C0X5+76tml7bPCVjJI/ZubO8fykEVLLS2ftJvUydZXShBFhsFsWUlttwHI4gt+7e2rbe1wIf15220xer5acH1xzzebdVijNmgX45tI4/nmFh/TF5T572fpb3WBmHl+zwGNoHIeSxiVjtLANY4f72R9mjHsa3e5xsZ+7c2HmRbaB/yOf3qvLu+Wr8dzzzo6sU4mP6UMiSILccliOzZB1xaj+vMGJg+tZFHu/b6retjwKLP1n3/8LL+2vXzmrE2QXQJBMw9XXmrc9vx8zF3ueWMlbFlm9R/6/vv0C0VlPU7B15TAWx1L0fKkqDzRYBPt6b+2pvcw3l09RO223e2y7vfX+PBHW17xdl313290Upsi/Nr30rwcBtD8pq/NV591odnT9xuv9mbbvjG7B2t0RM0m8cRZyXHRR43kPOTXsq2+1l31riTleSO/Nhs9h92Pnb2ewdeXt/Faj6Sxx1P/HDVxQuPv2VdcG4PhMrxGaOyemqC6nJPpT+OvOe6/Zz2b9vyPvvGb3v6zq7HXV+PY/6Vt1xSwX+5F3vttn8rQKr/fZU0U86k/98PuqkC8LISXcbP3DelHbcaxJaV2BLE1vPQg1nHWBvJQ+VnWFZAycfHsw1Tjp/5fnxOmVa/X78NG323xbZy3doxt+aY+TbGm2HkY9wvGc/G47IFsQEAAAAA8M+BIDZgcosJtZp0WxvElvd9BZz9a/I0k6k1eTyfoMtxeZdJ1UyAZzWlQ6/61OKRVyPNTArmcya7MwGdSdaklfOyr6cWfUI7ecrEayZqs+Wa+TzOz+RyJgPzuee/n5Pjsj8T8Ul/9bien/zTX3LNHD/SH9fMBHXO3Xr++rHzpNqbfu1MVub4nJfy5f2iHubnReoi11kfxJZjU19Jq5/Tr5vjxiotef1Q2xLsk4n2BAvkeuOYSiNaOilTJrdzXl6TZraxL+VeLdeyTD2v+S7H5Pi8LsvRvx9ppZxbbc+Vif/V9sz77Esek++0U7ZM8C+vtdTz9Ti1suf8lDHpJd2Rt43aI9ZMWq+UMXtzfNLJI/YSyHbTl5Z5HN/X2a2seU159rno3tkPvaCv3NbbdZlet/b6U1ibl/Xtv3ZFukgdHHLNZ+sxe6+69PM1Lux23NVVJ3tf/2DVd93v7aSc1+u52fxg1ddyJbazqi3SB3JMzhtBbJnkTyBJ9qdPj/s4r7mP09+WeVyr728SANLk2NG3Rv9MGbJ/kbd15c7+fJ8+nPylH+dz8pLzs6U9UyP5Lq/J/2qfX+RjLmnmuBwzjlse08rR+sbDbUfKnbFtXGf013GvrDmnyf5ce/14mn0jfyOPqYdb2/bbB11XY3SCebKaWOo156R8SS8BGeOc5HXUVT7nuFxjtEWOL+nb7bwcl3NSxzlutc43vu96feecPIIyQWz/79uvmv3dynfJS16TxtVtS6D0Tz5/n8pD8rRW0u7pp7+lzCMfY2zJtXo9LldkG+flOvW5frNWg9j6SmwVxPaCA2d/ut8ZVee5xkgj369uPd1YW961n6fU8tHKmTIkiOrpuxwx+4HtD51d0ho8dTTG0NTEKGOvldWyLaWfvOxvzpidd9dXFv0mdZQVLL+/jYPrg9hikU7dr/3vjmxZyTRtm1XQMtb8xb6nViD9Ea3PZkzdMoitp7mo95b3vKbPXdI6SgIPE/yY/n7qR/oKanmsY/pwaQfn+LR3VkjLOJR75MZ2I6UsSTdyzNhyj139wKweMZ3AukvbgXU/bFofTN6DyCqNTf0Rs1e0YxP4m5XeLm/vU1c5I8fVyFXn9f5X6bT6STu9rx2YsTZ1cvI9/ZHV9bvVrpE08jjRBLHlPzb4VPucc7Kl77eht15T5uwbZarCrDevv6S5On7mNZ9z/vK0KcfP3u4jnXyXa43jx3iVvjLGt673tTHerh+nclylP8/IIj/z35VcJ/WQMSjnjbFl1Msib/N6zPHj9+3/a79vOXeRJgAAAAAAbIMEsQGTW0yoZfJ0trqCz2oQ2wEbBrGV9j6Tfy859+P1uKvXnnlrTZZWGu27MbGZfZnkfulxV9dKYv9zv/Nnrz3jttlRV963dnJ0ZfLvkjs+M3vbKZfPbm0XyEThKTd9piZpk5e9Tr9x9qEv9OuM4/NYtP0uvGv2p287t47Z8bBL6vMtX5rney7n5HqXffiTs31OvbxWj8tE58fa+a8/45aev7ed08pyyyJ/q+ePOks62Z9zE4iRR7HlutkygX/ElR/bcuK4SR1n/2oQW03yz8ueNPP5zBs/PnvT6dfNDrjg9tk1n/j67C2n3TDb7ZyPz37qte+pgI6dz/v87FVn3lF18ZbTrpt9KE8VTTqtHVPnl9zx2dlbT7t2dvEdn19MKl/84c/N9j716kq7JsLbNtppvM/keCaX39vOe/0x583uaOlW/uePikx5kv/zW5kTyPTH+7cyr2vPXH+RXntJesnP2065bPbBll7Oz2tWAXrOfv38159x6+z8O79S3630sJ7O47C+PXZ717WVdra0x+FXfay+W9sefTI81xj5zb5838u87N9ZTWX/C++otulH9eDMft5DtS+T4r+z12m1Ul6CFHKtHsw3P64sgzmm0vOSfPRtffnzb5X/kQdrf1by+p03nlErI13xQA8SOOkDn5t9/wsOn/3qmy5cmZzv6eX8+tzGkdTBYwaxtbHjmW+/bhEkdfhVn5i94LBL637Pa8aVPAYzbZHa7NdaK+nlujkmq+GlP+X85+x//my7w6+Yvab1tYxB6QPpJ0ljmU4f+3IP7XPqlbOz2v2RMSdjwyuOvaIe+5c0DnnPjZXnlOnuz3+97q9jrrint3OzTLO3ca6TR/rWcVfetbwv2vfJ7+ivq+VNHaW8qd/0teRr5DOvuVbq++irPlpjXI05+55bY9fJH/hM1V/SzXnJY8aQrBz1lNdeWOPGn5183+yVZ99dx+/ZrnPwez6wqI+knfymDjLejvs0Y9sf7n/BbPvDL5+9/YLbqhyRc0YZLvvUpsp38lNjQhtDX3Pm7bMTb/78os6rT837yKL9E8S2U2v/g3pwUdJM3vPdba0CMsb86G6nVHBRVvzKMfl+USlN4nmyL/WVNkvbj7G4+k8bm0b/yXE9H7HMSyVX/X/jILY8VjtBbOmjox3z3eqWfSvZWtGvs21o+WjlTP0eces3Zj+8/aGz5x5xXY1dKcP47R/ttVrObm05Rr0nvTF+pI3SFxJ49bJzPlr1vnH5e72M9HOtnPu7B1xRQWvXfvLr1dffWSs5LoPYxv020hznZqxNflKW/I5nvDrv/h6wlPbPOJOA+1yjzIPQ25BWj31MMOUv7/2+uvezf2xjPMuWaye99K0ExSWIt/Kzqf8GZKt6aHlZ1Nu8vndrdZFzXnT8ByqNMg9+S75HfaTuK508ErR9zt9ef37kNbPve8GRsx1PuG0l/6tBbIfO/vCACyvoL2kfe8Vd1fczduW+zf1+/l1fqnuxX2utlC37x/iZ9hvj5/aH9fEzv8/byviZ13x/94bj1dVtvDq/yn/QBR+s81LHuU6OOeLqjy/GzpSxj7efXYy3ZV640Tapl5ta5jO2/K92Tv5mSb3k3FEvSb9Oa+2dV0FsAAAAAAD8cyOIDZjOfCYtL2PSbUxE1qTrmseJLoPYaoKvgnL6ZGsmgTPxl+CqTNTtffG989V0mpZmJvHuaAn9+RHX1UohWdXtZ3Y5ePZrf3Xs7Inb7V8Tr3kkVx5VWIER87Qz2Zcgryc+b9/ZMR+bzfa+7qHKR4KD8hjDpzz/rbNTbvrsYrL9mgeyoszhdcxPv/iQWQKXfv7FB9XnX/jLAyuPY/Iw52RC8i2nXVv5Oaylf8htmytfOf5pux7R8ndMTYBnEn6n4z9YE7I5r6eRcvf8friV7bmHX14rq2SVlJ9/0dtnv/HKo2u1lZQ3gR8faof3Sdo+MZv3mfAcQWy7nvOxeQBAX80r3x162zcqjSdtt8/s2Fu+MnvHe26Z/dxfvKauk0CUb9/5pNn37vTOWpnoZ5635+xn//zVs4vv/NtF/pLGnmfcWPWVQLcxKf7eT88qzZRvEbQwD8DKVo+EbLLCyLP2PLke3/f+Vll13KY+YX7XSnumLX5ml3dUe+b9aM+0edp+fXvm2sfc19rzhq9XPf/k8/ee/e4bT6nVgFJ/Wdlm/2u/OA96WK/XX0lBe2HnNlW9pj2ed8QVi/ZI2//GK49c0x53rGmPnmbKV8nN74P828v8YNVdVgZK2Z6954kVINBraeW8VjfZd2UrdOo8gWyp36rTVr85ptIrK+WYyOZF2Tcq/8pj8No4kHv+fa1cqdM/3fesCuJJf00w2pNfclwF993QdvT2bme2Ns85VfZ5/SWILffSCGLLvqSfczLJX8Ejf3N7PaY0AQ9puwQNPavV95O223v2PTscXffKwVffX32p0l6txzYOJc3kbY+zbq+2ypZxIkEK49GnP7TjYfWYw5GHrqXTCp++nYCq9MmMZye2C6WPZkxIWknjv/z57hUEkf55wZ1fqDz+wQEXzfvr+mDAXr4EziWNPOov92V9345NH8x9kmCI9Jmk9ew9j5/9/huOb9c6oO6VV7/z4pV7YdPswfZvVoxKHaU8yWvqKPdQxoJ8fsW7Lqv2SflOvuwDNW4kgPDf73T87NtfeELVdcry1OftNXvac/ea7bj3u6q9kq+cl/w+eft9K7j2lDbwPbWNq2mPbD+63YGzn37unlWutF/q7KpPPDz747ddUI8qTbrJd/L0xOf/dd3P2VLGjCn9vkvd9MDZav95EFtWmExZk4+M15e0Gy3jQvrdb+91VgXhJBA2aVTfrMrufSBlzRj9yrP6KojJS8bvBJukTtL3ko88ojJ9pLf9sv9XUvWm5y3f1zUe6Y9jXT5OdO1KbF36TxvnslpTrdi0TLPrn7ct/Xf75Wff1+rr4Ar2zufKaxuvUvbFPZay1X2dLZ/ri27+Psf2NuntmrZI4PBjB7FF0uznJQ9ZzTVjSs5LPWdLEFvSyvizxb3bLLLU0kmf2uf6B6tc+c3J8blnRxDb7779mhpDyvy6uS/3ueie2ffucOTsj4+6eREktvZxkf1ayU/Kt9Ohl1RgZQKcc83U06Leqp56IFPVS5Nr5hGi393uv0Ou7ivWVtrz48b7tZ+XfxO845r76xGmCcJbzX/uwRPv7Y+w/q2Dbphd0D4/64DL617MPfjMvc6o8SX3UcaB/L6mfCNfvVzL8fNVZ/bxM8dm/Mw91MfPg2v8TABsyr+mDVom/6nHz+Q/319w55dqzHnJOZ+endr++Mw1c/9ny3nPeO4b6rjkLysPZqzK/uQn421+03/8BQfOx9sLKy/96r0NU86MXXucdUeNgf9p+4Pq2B4kuX9dJ3X1irPvXfbNef4zniY4UhAbAAAAAAD/XAhiA6Yzn0lbO2m4tSC2/SsQJBN5iyC2+SRdjsmEZh4FmEnUM+75ep+QbInmu0z4JwAuk5iZxMujt+5r+7KyU1aq+r0Drq7vsmpPju02VZq7n/nhWrVk18tnsx98wRGz3z/gknqs1lUP9InuscJaJr4T1JFJ7v2ufaBWj0sAUa5xwDVfnP3WKw+dfbodWOVqUoZMhr7u9Jtn373TO2d/cNrf1QRtAo9OuLcHLOTck9v7//LWy2tie8/TP1DX6aXuaWUyNkFRmcDMI8uSt3HdBP383gHvq8CJHJNjc27qelw/E+zft+MRNQmeyc7INS5KoNlLj5t9X0v3gGu/UGl+vJ2UCeYPtC0T1d+147Gza9r7PCYt9Zbv+sR7n2jPZGkmozPJngnlTOAmz8lbAkJS52d/dky4rgSxPfL3lb+stvXD2x1UE+C5fibzo9pzv/MX7Zk2THtmy/vs6+153rw9+wR5Jnd3P/uOCiJ4zsmfrr6S9kxb5ty0WR6/+T07vqvqLCu4VN5KL9M8C0u1o3+XvKfMa9qj5We0Rx6V96wDL63vRntUf5inkff9c1La8j5IPf/iHifUpPU1I2CryemVxOZN1YZvaGX4we0Pmf31hfcsJ6w3fb1eK73S8zyl9UFsi3JUTa6uTPWNKtfLzv54tUtWFxyT/OnDCTTJfZdAybRxpbepB75le7xBbN+907tmP/KGq2ZPeMmJs6fuelQF19zQvkv73dqSfGUbOBLAkfs0QZ3jfomR99w76WNp4wTXJfAlfStpZBzb97ovz56w20mVj6ymk/apNkmbtwSS5mn3bK72e/57HqyVy5666xG1WtVt7bsLWod+1xV3VLlzrXPv+mrdXwkqyb619ZYa6sEaGRNXgxhGYEzSePG7b6zrZXWl29vnBApny72U1c9GUEXVa5N+m5XJ0hbPPemeKlfG5fTP3Ev57lXvfG+dk2Cb3PcZG25q22+846aq50NbhdzRPqdesmWsTW6Tp5Hf79vh8NlfXPDQ7GmvOX/2U7seMzv0tkcqf+fcP6vVFpN2ylp942/OqKCOPDYyq16t1vnR7eZ7xqvPrjrf65JPrJRlXRBbG+cTxJb0sj9l+tXdj5394I5Hzt58/SN1D6eOx3WrjqPVc/Keek2bpl5+/KUnzY5rmUidpC7z+tbrH5z9ROsTGZvSV1P3PY3kZdMyWKnabcsgtoxPCWD5w7ddVO8ztqUtsiWt1HP6+yJf27jkM3X2ewdeXn3z9Hsers9pn2wJRB9lSxulPkYfWaN2tDpcvPZHaOYez+9P2v2xgtj645x7UGcCvhNMnj6XPhtphz5+HFFBbGsDqKKnm1TSBlmRNff/k19ybL1Purn+WPExjxNNWcs88Cxpvuqs23pQ2lgZtaWbNKtodY32ueU1107dpL/9xzYm7Xrup3v5Wt9JWtVvNrd/5wGWOT91kvswv2/57c5KZ0mn/66Oemmvdc74HH1MSf+6vt0cuX//w47vrP5X57Zr5rsEsSXvT3rtpbMfetmZs6e0su9+1p2zW9ox6f83tdfXvq/9vrb8ph6Pv/kLlee6fMtrrpH7K4FaCf7L3x9j/Mw91MfPB+reyj026fhZR/Rjc83Rrs97z0Ozp7/63NlTdjl6MV6d36551JUfqT6ca7zw+FuqT+Y/TMjfeWO8zd+lLz3u+tnrjnlPXbOXq688m7ymLvO7kn6ZsSX1kTGp6uXaL1W9JN2sypa+UWVoeUz+Rv5zry2/AwAAAACAbZMgNmBCywnWmlSrScO1jxHMaybpthbElu8z4ZegngR6/eCOh9cqQXVMkwm8rPqRlStecNjlNVmY4/N9trzPvjzqKqsKnfCR5eR0JiszoZoVx75955Nnv/vG02oSOOdkUnpsmcBNMFsCDF5w4p01uZv9SWdMXicfuV6VdfPmep+Jyazs820vPKm2l7+rT2xnovOBto2ynfPZrMB18Oyndz1idmtLIJOh+S5pJqAnQRF/cuRNNQk+8jO2TOT/ryNuqMCbBGokvZybOs51ehDbUfWov3yXtLPi1xNf+u7Zj223/+zgqz9TeUq6kddMnI5VmDJJm+uk3fJdHZe2aWpS/szba/I0QQTJb8r/xbbte9FdtT/Bc7lu2nLRDzb1oKUElGXSdp+L7q2J10j6+1/75SpzHtOV/jDqNvWdtKo9D72s8peJ9XyX/CU/CTDKKnKZiM+EceonZU66OT/HJOAu6Y9J8spTK1NeU3dbmPfD1GcCG//T9n8z+9Mj319pJ93V9kjf+JOj3l/HZOI7eS/zNCr99ffB5t4jk7c8GjHn7vm+/tixYeQtx/z6m3sQ3U3tgFy/8t9Sy2t/314raGPbs5qrzfMJ/NRD6vJnX3VGtcs9K/d32u78+/u99wt7nFJjRaUxX72tjpu/T0BE+tz6ILa0y1l3Pjj7jp1PmP3bF55eq+hc8ql+/yf9nJtjcu9nPEiw08+8uq+G1fPRQxrSlmnT1P2Tdn1XrXA27qm0Q45NmyUwJoEVWT3nivZl0h5tnjQSuJp8ftsLT549YbdTZpe1vGR/tqSVfGfLGDGCMBIUU/2hZSRl6v0mafbzzrr76xU4kkDflCvf59uPtn8qYOQl7677ZjX95Cufc34+577MeVlJKCsIpQwJwsgxKX9eU96cN/p91U+7d/KatkkQZ8ai41tb5J4e1+r12POVdBJ0MdojAYVZvTH318jT6NfZ8v4DH/v87LpPfLXSzPcjzRyf8p52z6ZWT8fMnviSdy3v6VbfuV6O6UFs75w984AexJbz0w753fitN51deR/lzDnZehqxqb7L8emH6T8J9E17JA9JK9/nc+oudZ0+kiCiXLusv//ndVafV4JY0/9/+GWnz37toA9Um6c+87rdiXfN3nDJ/RUwNOp1lHGt9Z+nMeox9+ETXnp8tXXq7Pq2ZdzP+PnsAy6Zl+/KNiZ/dHZKa4Tcg9X2y8rvibVtsWs+Vvfx8vGsxNb3pb7TN7LKV1YNy29f/e7M22JrQWz9ui2N1m45LuNCxun0hf2v+0K1feT6Z7Q/TnoQW78PS0s/92LOy8paGV8SxFb5bWkm/eoHpY81uXb9fp9562JltHwe43w/PuVKvvrnrKCYleBS1/n9y/VW012vlyv6NVO2/N7m3O/a+fjqv9mXPKYf57c2ec/fSj++2wkbjlsp825n31fj2y+96sT6W6KPUpuqvGe1+kkff9Ku76wVTbMvaefcXCv30M0tM7nH0kZTjZ+9bpbjR1Y6+86dTpj93zuftsV4lS19NtdMQGNWksvfV+vH27zPtXJ81eu83nu9/H3VSwIjN6qXXGvUS/pd6mW0TY6tftfqRBAbAAAAAAD/HAhiAybUJ04zoVaTavOJyPxbk4ibHqz3CSAYj3zKCjSZhMsEXib9MqGYwK6s1pXVOfI4pUxGJr2kMYJ6MpF93Vf6JGifmuwTvHmfCcALP9NXEXnOUTfVRGLOz3UStPJtO504+8Hdzphd/+V+3bL5G+30PlmeCcrz7/xKTTImGGx1knOUaej7lxOyCWJLkNzP/vVVNamcoyt/VYCUsK8olEdn/sALDpm94b19JaGcnwCAPIYqZbvowZ6P5Cnf9QnM/ujNU1slZAJ2x8MuqXPyXeom139Du37K/aLzPjv7VPt85Se/XhOs2XfIfBK/0o1HHqzgp+QzAYUJLEzbVPke+XLPcn3M1Gqv++VKOPdVviPXT6Bh9j/j1WdWnqrMc8t2O39NsEf2Jz//7c0XVSBA2jNtVdesul7Wa1aSSxkS3NdrsaeZ9kwQ2y++tQfA9Zw21Z4P1eesiJJAmzzyKxPNlf6jPY5zHuSQ9BLomH54cWuP6iut/RPS19u0P2ZutEeCKlP26hPzx+ctytK2vO/f9drJuQmuSr2lT6c84/gcl+ulrlJn+T79cLVet329TlOWUe68pt+MSfwEt/RgjbR3DxpJvefRtKnTrFCTfWtWYpsHsSUIZWtBbAk+S3DH97/83FqtZzlOtH/TN9r1kkb6w4+87JQK5DjulnmAyjyfuS+2O/yK1u+Omb35+m9UGpF0qp3acXmf/OZxoumfCZis4/IIyPZ9+nMCaZPP79jxuNnbb+vlz3dV5lr6aBk8kSCMsbJTpdO+Xr1eJM0RhPGst19R91C+z7cJCMy1fvvtNyzGn5Jzq9w9z5Veuz/yPoFSCcBLgFHG4zpnU18tLNsoS+q3vnvkgfqcussKhAmOPfXuTYv7Y7nyUy9X6jT5zbiYQJSjb/1atfmyTMvjI3vSNqM9a8+m7Ontlu8T/PSju51SQTar5czxo/0TxJZgoNRXxrzj7+1BY1mtMQFkNVZsyjf9flvdUqd/cuTNs+/d4egKml5eo/9G5H1ec0/+5bmfrcCjrJiUcmV/6jp5qXOqTlbqfT72pAw/9+J31P2dIKE8rjGBm/mcts2WAJoE347+HTm3rrFSZ1NLflK+/A6kLv7ti06dPe/Ee+o3JcHH2bKS5W+8+dwa79JHf2D7Q+v+uq8167Ktm3psZv9c5Zz/LqeuRxBbguDG/bGFVtc5N99nnElwVB5HnTas8WPzciXHjO1/sm//zer1u1qfPYgqwXZ5VGT6en6765LtGrmPtwxiS957EFvaN+ekPjYKYhtZzxCQfCW/+f3O8c98+zXVB5NejhvH9vyt3ld/X4/0zfiV34+NjPOX6fQyJo3UyXe338+kkXum6qDlMXdFxq2MaQmyzG9c6mLkv4KmH/5ab/O2JRgrbXr4bV/vddwk7ecdcVUfP294qLdXs7wPej1l/EygYY6bavysemn/jHRSr/n92HC8ml87/2a8TR395tuvX44RSWzluJxX6bcy5X36Rfp98vnW6x9aXL+OiXZe6jDHpV7y2Ov09xpfW3qLftfqJEF4i/wDAAAAAMA2ShAbMKE+ObqYkJsHM2QqryYAV4LYMqn9S2+5dHbYx/qKH6ffs6lW3Pjf53y0JvQzUf3MN548u7OdOCZFM7FaQT3bHzL7o6NvrQnlTFRmMjcTfNkyQZkJx1zju3c8ZvYrb7m4jsl1M8mbIKwEPrz43PtXgtOi5zWfK4/tn+Thaa85tx5/lXR7mfJtP3ZV8pjrjknoBJFlhbKclDNG+SP5ePPFH6tghQSDJX/Je4LqnrjdfhV4lxXRUq6cl3THJGomMLPCTSZA86jSBJLk2slb0sn1890L3vOl2dXtc4IkErix33VfrnNzXI7v+enT9pkszaM6M9mfCekq5yNfrWOS9zqu7cxE/x5n3V71MvKd/Tk+dZkVyVKmTBDnWvVF6wMpW9otK0QlUCaTrkk3+7O6WM75o6M+WO2Z80ZbZhvtmaCTTNT/ylsuqWOSt+Qnj/FLeRMkkDxkf+U/7dPynbKmTD+63YGzX97jhGrLUaYcV+/LvD0rz30S/+oHevBCAufSHslLjs/1s433t7QtdfLbe51dZai6feRry/pL2q0eKul87Bms71KGBP5lQjp1NIIIckjqad+L7ql6y6pMuVbSWqRTee75Hvv6/mkt8rA+GGUe2JfJ/l2Pu74eLXvgNV+odq7V6bI1KeeeZ9xY7br9CXcsAsvSllWf8yC2Yz/Sgwe39jjR3Oe/fdB1i+CVapcVyVPuxTxC83t2OqYCZNLXcq0cmz6XVXByjbRxvks6yV+2XC/XShDG4R/8RvXP9OMezNK0dPJ9Vin7gR0TiHh+9cXexr2sI095TT1s8Ti8ef3VcS29GEEY37/TkWtW4hnleeJLT6hHDOYxnMlL8tz7YM7vZRvtkT1ZPempuxxe1z2lnVD3dTu+X62ZB5Qs6n9TtUj19azg+ITt3l6BPn3vinmfH/nNuPiLb7286iulrzzM+++qUZbaaomufkzy3UvQ75sE6iXw5fy7H6j7NUeOelwfxJa85xGyac88pi9BOSlnVgfs6fctaeTY9Jn0v+Q5q9OlXlO+XCfpZcv75ONtbXDIcc89/MoaS5NG6nbkp9Ke10V9zn3RJJ+fahWRNsqW9k5b5n1Wm9rjzDvrUYN5/GkeWZjvc37SqWss8j295Cf1luDvBBX/mxedWQFiuc/Pu+srVX+jbKmzfdq4NoIQX3bsVfVd76fNFuPG8vGcWREt9+P6ILa81Jb+0o5PWunX+Y3M45pHIGtvi4eq7iuIrf32rI4fq3WaNLL/N994Tus3B1fAcdq9X3PlsY6tnyRoKmWr/rRFENujrcTWk8u18n0eyVkrCG4QxFa3Qra2L+enP+a+Sn2nLlM/qxbntS2pLE6fly/v089HEFsCt9KnU/95PXEe5Jfgyvw9Ve3TxoKUrfI/7+O5n9M/qy1bu+TcHLN+/Ez9J43U2+r4mXrq4+e7Jx0/x7G5ZsaP1fEq+a5jUnc1ZvTPqfP8vZqxP48ZXfbjHNfHzRxd587/Hkldpl5St7e29ylv6iz5z5b3yeOol7Rv/t6t/tPkdfk4UUFsAAAAAABs+wSxARPqE8CZUKtJtZqsXw1i60ETmdzMylj/YafjasI2QRBPev5+FTCUyb08Iu7l59xbAVo1aTyX95nkzaTxc076eAW9ZYL8vLu+umbLI7ayescPv+zMCi7K5GmumwnpvpJLfxxmnxRcTugOeZ8J0D8/8pqa5P7dN54yu75dPJOFmWTM9GnSWz0nk5M5pz/O85hawa3yPp/0zdYnXjdVfk6/5+HKW4K6cl6OPeaWr1Vw33NPvHf2zo/OZhfc+aXZJR/+21p1I5OWl9zx2QoSOOJjs9kTdjupAt62FsT2Fxc8VBOwCWDb+/oHK3hrtQ0qP+19ZJI2jz1bG8TWAw6Xx22q+tsoiC1Slwdc88Vqv12Ou7Emx3NOJnFTb3tfdF+Vbb/rvliTxJFzjrv5SzUZ+6cnf6wCYc6/86tVxmyjPc+/+2sV6PhDG7RnghIzGfzys+f5afoUczMva8r+S7sfX/0rfW+UKVmv96X3g9o5nzw/6oMPVf0lyCkBD8nTxXd8fnb2XV+vSe733vmFyt/Rra2y2l36cQInej0/WIvEVPqV5rKfZet6X0iAQ+oggR194r0HOqRdtj/iylq18IoH+uT2WAmql7HfXzHSXaY9nUUeVu7/2jdvj6z89VMvOaoe7XhD+5w6SHnyXcqYz9e08iYwIP08KzXlu0UgwcNfq3twrKT0p287exGEknRyL6V9UqdZISn9b1XS6Hmc1/+5H68AjBe/+8YeCDIPPEif+74XHDl72mvOrzbOuJL2z2vSz/2Z8Sf3ch6ZmCCMn3nVmZVGpb/5G4sgjAQi/o/9t1wJsPpHk33LIIxjHjUIYwQxbBGE0eS7rN6Tcevpuxw+O/aWB+pezP7UbeowqYz8Jd3k97Vn3FZ1+ZSXHNvG2L+rwIqkm/z3Y/u5lY+s4Nhe0tf/x/7vnf3Y8w+se7fGu2bkJe2f99mfAJkKLnn7PNhnZdtI9ud6qZOcn7rIeclrtgSC/MZBN9fvx3l3P1jH5Zzkr4JQ2phR9diul7IvynnWh6ucT27lTCDLGNNHOySN1FPaIUEsP/H6S6r98nmMS2n/fE77Z2x+xWVfrf7zS3scV+1bZZqPL1VfuUfndVHflXWfVz7kJXlKu53Q+uB37Xhs9cOMg8nbIs1tSPKc9sqYlfsgK7Fd8GD/nDzn++Q7W96n3hPAnns8j7LN72vK3KW++nGl/Ybmfdpv9fe7j/drx7+ur1a15yWfnv3IDodU305dJh897S2D2JbfN/P7P3lMEHH+Vnn52R+t/jfqPtfKNdKvV4PYygZBbOPx3mNsr3RWMp26y/f7X3jHot/W/T+/1vyw+Zu+L2XIOJQ6/O8Hzceux6XXWfKQPKa9supY7pn6i6DlMXWRv6H+U/u9TaDqsl8/uFyJNMGtTcqd3+HcL3kMbu6/pJO/z9JWY/w8786vzd47xs92rdw/uZ/yHzBMPX52PTgw4805dz9U7bo6XsWax3a3t+mDWS04f5c8Y5dDZ8fduhxvUwe5YrY6q+U5+/K7kt+mp7/63KqXjEMXtr8lxvhy/l1fmp1z5wOLekkQ28++6rS6VtIZ/S51K4gNAAAAAIB/DgSxARPK5GifYO0yfbd2Jba83te2BDs9/bXn1Yplu591Zz2KLRPU+1141+zedlAm7DLh1yf/+qRy9r3u9Ftq0jaT5JkITDpZJSVbJpsTKFWrXOxwaB2XwKxM+iUPy0nwBGFtPYgt+zKJm3w8e8/jK70EM+URoKfc2x+/mYnOKtP8/OQ1k6YJYktAwyKIbXOfgO/laEe1smR/n4Q8bDGJmrLl0ZgJ9Mhj975z5573TPAn6CJb3mdfVlnKNZ7y/LdWXkZwSdJIEFsCO/7zPjfXo7CySsj728X7BHvLa2uDMbGa95mUTaBBVmJLkFeCQ6oFH3mg0qxp6vVBbDseWkGGuV72RyabP9ROSDBiAmESDFdBTK28WbHpt954ZqWfAKa6djsv9ZUAg5Tn/2llzqRx2rC3aR5B19s0jzrs7fnuep/6SxqVnzM/WN9tLYgt73P9Pzrgwqq/BLGNMqVNFsfOyzFWfso10i9Tl5ngT19KnlKG9IVsaYvsS5tlQvknnr/vcpK9HlO4kv5ixaee91wlfSNHnd0Kkkn6PEI35+e4fP+BdniukSDK7K96m/ennm7Sy96e7raiylaSrx4YUObBI/te90AFPPzZyffVqoIZDxJMkTJmS3vd1rb/vO9NdS8cevUnqj3Szyvx1napt+M+suVKSrlWjl0Gsa0Gl7T8VGDdXKvLHJtVndKGCTjJ/ZQ8p1YTxJG++e07n1yBBGmjBBSmT+b96KfpC2n/CmTa/YRlUEFLP+VNOjk+6S/6xzwII+/H6wjC+I+tbhI80YMr5o/vy9sKGln/OLm1QWypo5T35cdeXn0nj2zMIyoT2HZbK3q+Sz11vS5yTtLY7V3X1qNBU76ck+CMrF6W+yr1kePqOmuC2C6qeyLjYsaAnuZ8a/d+jqugsg2CCvPdyHesvk8ek9esTpnVt/7wbRfNfnuvs6r+U+ep63/zorOqXc5taac/5PzUY13v7q9Vm6T9R/2kDHm/63Hvr/b4jzseNtvhhNtmH24npU5HW+T8jM9JOyuKfc+OR7Y66W2dLe/rcxuLkk7ykrL92u5HVz+ucqy077JO5t+V1Xpa2epzvu8vqYMENed+yW9XPlearW9FTz9y7nRGWXMfJogo+c19XH0twUMtv6N+03/yPr81WV0r988B135hMX6POujV0N7X70+vi/ydkN/CjPe5dyvtKnvfck76wp1td1YkTHBxVlXNvmw5etyXIwh2BLFlX12zpZljb2of8jjXp+16RP1u9f7dj8m9kD6TAKQKdjrwmvr7otqj3af5vgexnV91scs5/bHh81+f+XVSzp7/HD/+fkj97Xrup3t9zO+hte3cy5layeqd+W3KNVL3Pd38s6yTLbZ23fzM1fmtEr9jxzyO9N2V37pOu2bqIiux1bh1wMXVlmX+mOFezqTQA4FfkxVo21j5zAN60Gid335s8/uZv0PyG5pxJWNFv38ylr6jtm1h/OyWQWyPFQRdWj2m3dLuLzv2ysXfBj//qtNqvP1Qq+qcO8amUZ7Ua8r67+f1svhboo0nNb5sf2DV0bJe3jn7xb9692KMSv4EsQEAAAAA8M+JIDZgQpkkXZ3k6xO0+bcmHueT1wkkyuMdM4GYx0xlgjQTgZmEzURuJgZ7Wtna2S2dnJfJ0mNv+crse3Y+bvZLB3+4HgmayewEpK1u2Te2Q6/59GLy+vEFsbXPmeRt7zLhmDxlEjWP1KpJ2O3ePnvWnifX5HEmtZOvHLt2EvqoNUFsOabK394n/ZyXlWfWB7EdftvX69z/9o5bZzuc/8XZK1r+/+rMO2a7nfPxWq3rlWfdW1ve57ujruyBWylbtlz/9fMgtj+/8OstjS9VnsdjR0cexvEjOGA1iG2xEtumr647bu1KbKnbmmSf11/qOPW706GX1OPvDv7gsm4ubwVOPl4wf9xeaW2a/Gb1uUzA//Lf3D570Tn3r2m/BBfV53PurS3vD7nm/pp8T9qVnzM+tGEQWy9DD2JL2f9ov/MWQWxVpke+VsdUnZRejq4HsR3+wUcqoODX33HzbKfzP1/XT/3vVnn7eL3mulmVLgFvh1/1iS2CTCofJen3bZG/zX1lsvT/X9n9uKqj1FX2pYz7XftATWRnNaD0kZ7uyqT8Is1ty9bzt6nK8cdH3VqBDXlUb1YizCqAz9nvnNlz9j+/+mGCSp59wCWzH3nDVbN/14573hFXVVunj1V682C44z76TQaxbcq3/d4urS5z7DEtnQSi/PHb1gaxHX/PbPbdOxw7e/JrL6l7KW2ewK70g7zvfXU+7pz1kdYH7q6VIjOu1DXmQQtjJaEEYeRe6+3Y773RF/KaY7OyX8aA1ZWYxjGjT1UQxj1f3zCIIa8Zi7IvfWmHE26voNIau9r9nSCgrGy3DKzIP5uq7nL/5hG6O59wW61UlrrNPbPX6TfOPtoSzbhVh28UxLZYiW20d9rpmwtii5R15D95zWqTCQ595l5nzf7gwPe1fnFpjcW/ddANs+96xcUbBrFV+y+C2K6s9u/X6eVMGx94zd/NfuIlx1WesmJd7t2cl2u3Kqj8Ju30wRedn3Fp9Xem3ffnjvetD5z7sQpAPuHmz1Wb1bVaW4389DpZvQ9i7Ntoi/baxq/0iYyDCXpJQNQi0Gi+OtmibyzOm0bykC196PtfcHjdTze3Abn/frQO17a8r7w/0npE+41NWZ7b7u20Qep0UXfzsvT3zbysacfl7/d9/fe79bGlft8mnZe/6+oK7nrtjf33LcdmjEj+0h/z/vA28Oa35//Xxpr8LmTf6OP5Ldmx3QcZ/996/YP1u5jrJ518l3SSbgKScp3/ftBNlUa+Sx9Kf0w/2/7wS2f/Yedj298qa4PSluXsZR19Pr/fuf/zG5+8rLZzP7aXN5+z5Rr5vU8eLmsZ6qNKs65esvVrNvPv0t9Pv6s/xvMJq48jnY9bI3gs93h+o+r89nfBuHa1a0s35Trtnk1Vlxm3Ukd1fquQ1N+TXndJPd68j5931z2TPj1+5+s+mnj87NYFsbU+PIJgh0Udlt52yUmOuaoNHOkzT27jSn63M3blPyr4SLts8pZ6T784vtVr2uzJr724flf633Ptb5z53xJjy+f8nZe/OU645YuLMS75E8QGAAAAAMA/J4LYgAn1Sb3FhFpNlj68nLyeT4BmQjiBD3+8/3kVYFTTkfOJ1X5un3BdTj727zL5mJVPMomdALacmwnUTOJlwnJs2Zct72sieD45mUnarOqTSfNMotak8hZ5Xr7knOQtk4aZ4M5jA7MaWyY3n7LL0bMrP9knJXNcJqFzvQSxJf08ojDnJe9Jo0+59nLlumfc8/cVJJJgneQ/Zcvjt7IKRyYwU0fZl/Tz/ZhAzzbKO64dy+v3x4nufN7nK40/3fesehxdVvOp8rYM5Niq0U19NZMEEySAKKuB3Nne5/tMEi/yvSaI7Y6aPE0eV+sv6aWuT/rA5+r77U+4o/KaOnjDJffXJPQhV3+q8ljntHrJ95lMzmo4ac8RbJB0V9s0n8e+qtN2teQ7+XnVmcnPyuNNm+Ql348gtkzAZwJ8TRBbVqEb70svR9n89SpLJvET/JMJ5qwalLxk/2iPka+Rx0xUL649b+vVrV9jZVJ91gMcc34C1VKO17zv84t0/+TIm6pubmofxgT2/MQ1Rvpj2xaszU+vi9TP+1sDJ7AhQWwJdsnqMxkLatsuKw8eMHvSdvvU/u/Y+d2zf/+iE6sNElzV276ZB7GtrqSUvpB+m/rMcZnkXw2ayvXzeNd8nzbKa3akv732fX9bfTZ9qQI5Wt/MMQnCyP5nH3B53RdJ59HaP2klX3X/xAjCaP0o9/r6lYSi3s9fk3aCMNIPnnPUzZVu8p30epq9HnNcgizWBzGMLWnl+JHXD7SMHXjNF2Y//tKTKsAjQYO55yvNVtack/ImRzknZUmQ7n7XfXn2ky99V9VxAlkSMFPnzMeNEcSWcSOrLuW8XHtRv+1djuvt0QN0V4NCRn4XNj9S6aduX3/GrdV+v/rmi2s1trRLrp92zvm59m+846YKBsnjCVPPSSvXzfVSPyOYZdTPyFuukbbKCmxZMSlp/OALjqggoJybOshj/RI4lmtk/EjZkk62vF/9nHZKerlHk3637ndlAyNPYxufk7+RTvIzVhz8n/u/Z00Qzzi+Wxm/JpC8ZEs7pc2yGlZ+L0efiMXvSetz2Zc+mODfMX6P/j7KkjoY9ZA6Sfvvcead1a4J/Bntujyur6B6T0v8J5+/T60MlgDk9NEEyf5++639/QPeW+//4ICLZj/91zfM/u8XnVmPHU+/TBDr7u98X9V5Aj0z7iSQMaus5Xc66eQezv2TR1smADeP7E4a/+F/X9jSuKZ+b99w1DlV7vTj/B7ncaLPPGgEVfW8pjypg9GGyXfqbqfDLq7y5XcgfXr8hlX5Wr2N+zX7InXwS2+5tPJ58NX313WrDttxuUa2yAqjqfv6PA/myvXefPEn2vWOmf3J0bdUWmUEsbV7Or/bWcV0NQh+0Y7z8Sjl2ueie+t+SfB+7p98n9/PjB0JOr2jfU76+S7Hrx8/s+Uemmr87NYFsSUor7Xp+D7nVt3mdf5Y0fybc5J+8ppr3tgKlfH2SbseV+NK+k3u26Sfdkx58jfa7+9/af2NlnZI2VfrYmyjjqovNLle8jdWABxB2iNfAAAAAACwLRLEBkxoOXFfk2qZdJ1tPYhtBJ+URx5o3z/Yzsnk5HKits6rdPpEXiYps8pFJpCXk4/N4nGNbavjx6R+PvcJ/0wWZiWXjYLYynwmcP7S05mnlX8z0Xhf2xIglonmBKxlojHfZUt6y5XYPl3H5/zFJOp88jiTjsfcmlW2Dq7VNnJeJlYz6f/E7fapSeMETpRatWalHuZplJQ5jyRrkn7yMoLocv1cJ49S+5GXnVqT3FltaARbVHorQWxZAWsEsaUsaYtFvrcIYlsNGuvXTzo5Nsdk5acnvfS4mnDO5O1vvunc2U+95Kh6xFufjM05m+p9Hv+VCeq0Z/JfCc1XzFqYt0H2Vtts7gFoudarzry9JspHPUaOruNWgtgSePDERw1im58Tm75edZRHJI5gy5Sjp9n66Hifup/nrevlipFWXsfWLYPb0n55zbUSqJZy/PKbL6p6u6NlPP38N950frXjouyxSGD5dvHdNqHXw7K9erBeyvHWi+/rQRMnf3L2ofY57ZEAwYwJ2fI+AUp5f1Pb/ujoHsy053vvr/u9p/fYQWwjiOn/PfDquu9X62ls+Sd9LoEXOTaPKq4+NF816op26yWQ5em7HFH3/eg3UeennHVPjh293P275jGCMHJc1dHmzZX2GN9yf+X+rfuhyXf9nD4uJo8ZKxLEsBrEliC9ktcaF3pexn15edue9pr++MaMP+l3I81+7rw87TXffapt17Ut5yTg410f+GKNU3086O2UYKCMGwnAzdiSZKpMbRtprw+62CgopF970yy1m6C1J2y/fwXFJM/jvl6MR03SeObbr6tjMoak7sa1F0EoK0GMsbhelbEH2qQ9dn7Pl2o1qh0Pu7T6Ssp+2xcTbHnU7Am7nbSm/1Q+x9Z3rHw5vlsr7TuCXlaN0xZbjmuvi/ZuUva9r21jZOvn2x96WQVy1Xe1CtbyuI2u+08teU9dZ3XR1N2B132x+l3lsdX5ov3afZEyZlx+4fG31O/gK8++c9HOoyw5b5yb48d433+/P744fnFcOy/pp+3+Yt/TK2gtK/f98X7nzp6z33mzP9j/vbVVEFt7XR/E9kf7vWf2ptNuqH58x+c313n5XUrAWlbBSzBS3mdVz9zL+e6/jCC2V7yn0kgQ29tOuazylnQSYJkgtl986yWLuljmt0u9pf+mL/7q7sdUW5/VDq66auNNjq0em347H0vr/PY510hA33fv9M4qU9Lox/Y6rvfzd0mvPs/Ht4y9/3WPk2qMW/M415Zu7vMexHZopZt7vV/zoWU7tt/J5D3lGo9Cz6pquX+S/hXtT7o8FjOPY12On33syHlpr16m+tD0+2fx8Z9w/OyWf+etD4KNnLvIW7P2c/Le78mUMHVyddue8eqz6zpH31qjbR2fFTJTr8/Y5fCq16qRqod5+fN3werfs6W9tvrI+X08XY5vgtgAAAAAANjWCWIDJtQn3BaTe5mYa/sWk4jzILYEqmRVrAROZVKyT2suzy2LN30iLx+TTibxM3n39Fefu7KaUDsmk/qbx9ZSzITfCBzY9PW6bib78oi6TBInCCuTleO6ZR4FssxD0um5q+Me+XKlk1VFsmJaJsNHHnJO0svKK9+50wkV6FaTwslPvbbcP/zF+pxzXnT8B2oic6/3fromJXOV1EVWkPnZV502uz2ntC3XXGQoeUkQTU125nP7/7yMyUOu94bTbqrJ1/E4skydZkWUTOxmQvn8VoG5Xq+zPkGeAK20RVbBysR2z2ufuu3tltCSHsSWIILkO4/37JPey/pLTjJxvNMJt9Sk8xEf/Prssq/1ieyUNylWenNpz9RF8ptHS+Z99lVbZrI7eZznc0xaV2nn75OfBCUmP1ktrbdnv0YdNw9iS72mfE96/n5rgpFyzMjPCCAp7fqpz9RFgml+/lWnVHBfHZtgy8pTO3qRz7Txsh66fB7bsP5zl+umbhLsl759SauzBBWk3vZ67/yxtO28HLfI4wbprHw5ibV5Wwlim7dDglby2NT0jUNve2TeD/sxaZNsvT36mJE6Ofjqz1QA1a+/+YJFEEjaP/36Xa1fp+3/dL8z6ru0Wb5PMEMeJ5mVmP7LW69Y9qv067TXaLN24QQoJUgrj+PLo+xybr4b+f3FPY6v65/ZBo92VrtA+mJSa2WsNJJeXrP1Nsm5Ve62L+n1Ff3eUYGUW1tJK+9TpqwANoInqj8n/boP2jUT0NpkDEz95fF9q0EY/Zpte6TVROUpn9u5dd4yCDXjXx5TV/Wf4+bttWV5epBMAkR/aIfDZ685445+raq/hysAI4FCWUHvtHs2V/57fltea+tBF7l6f7xnf3zyCC6p7PW3Ta7fH7WcVd1SXyMop8pQY2fqvUu75ZGiqYMEseXaVfS2pVwJHko5c72M+6XKNC9v0mr1kj5TK0a1PvnTLz6k2jxXydiWMSnBv22I7v2izkv797rp9//8/bztH12OGcfN81Bppc5Gvc/fz+sxdfW8E++p1eKyOl0+V53l3GYRuLhN6I+WzG9D7pn8DtQKVClj2m+o35ZNNab+zKvOnP3I9u+ogOExfve6mW+pk/oN/EZ9v+fpH6i+kRX0qr+1vylWx+BUR/tUfSDtni3nZUufyef0sdwLR3xsNvveefBX/ibJvpyXmh2/pzk+uc023ietvKZv5lGXCSD7rYOuq/sh36WvJA9J4+6WrQRapp/e2BLP/t53Wj+qfLetlTF5Gv0wgWX57ammbePNyE/vL30Vuxo32nlJ74gPJuDqiLrOcS0/1VfrNzP9KfXX3o9xa16nKeebbnikxr1f3f3YaqecV39PtOPGfZh76L+9+aIKKu75SQlbGtke7u9T7l/Y45QK1sojuNMSkf3/dY8T6jftjFb5vb3m+ag2Tv56+fv7pNvLVtdq+/4px8/kKemlbjJejSCxjcerlfdVr8n//DV13fxd2/L3SYK2E9yXUkf+Bkl9pW7Pvn/eXpXPUQ8jvfm+qu8cswwKXh1Pk//VfAEAAAAAwLZGEBswoUy2rQTbZDKufc6/fdJ1GcRWK1y97fwKGqhJvCbnjEnJnsC69JpMKOYxi5kw3fui+xYr5+S8XGdsmdzNlGVNnLY08n2OzaRiJv8yqViTnHWNuXaRXCcTxjkvaWTL+6SZCdi8ZoWRrD6UFaAyIZrjc14mvRNo8O07nzz7gZedNbv0U8s81Pmb+6TzjW3LpGzq4JZ24vg+k+Q7HXpJBQC8+pK/WwQsjHzkfcqR+mpZqH35PPKcMIGsxNYf6/XpxaR08phgqKT7lJccU6t8Vb20/OTcfJ+VahJMcEN7n3QzgZo0++T5Qy2dR2qSf8uVz1bqr71PebPKU1Z3+YuT7pu94rKvVlmPufUr9d04PteNTMA+56geePeWiz5SbVTXnL9mG22byds+4dsnc0d+NgpiK5vWBrE9cbv9KjhgtOWoz2HkKennmNTLCw67vPpLHjmZ9sjxI1/j/NRl8rVo51bGBJekvKmj5Kvaom3jiLzvAYi9j+eYN733EzVx/rLLH5r94dEfbH3sgNmt7ZDeVr3MPY1eh0kp6SZf2Ua9TaXnLXr+Uje1b9M3qgzn3N8fT5fAsAQ4lARCVCDKg/OtvZ+vypjz0wZP2vVd1Xcvnt9PSS9lzUpsaZvVldhyvdRJVtJJMOm373zS7B1Xf676Wc6t9m4H5TV1fsbdD1eA0I/vdsKaYLekk/uxVm7c6ejZHx916+Ia2XJc0sg27s+UcdkHmnZ/JS8VnLL939RqTumLPQ9rgzAi52XlxJQpK/i0rK25x7PlHriwVcpP7vrOCrBafVxqzk/etshLq698n7oc98t+1z4wvx/7cXmf15y/zNM8KKnd67nnU4/pZz3o5OEKKPnDt100++HtD53tf+2X69hRpryOeqygi9YeacP1QXd1XGl9ZvPaILYEyKWf1DHz/pD6THoJLPvBl59ZdZCAteQ9x+WY5fUS5LFcqWh8P8qZ9sn797VE0y9TlrRP7t1cJ6t9JdDleUdcVfuzL2mkTrMlrbwmjXy3tu42srwvcmzOyblJY+QvW2Rf6iKP333iS0+oulvzWOGW1ghg3jb0cSx5vqB1tDwOOP3s0raj/56sPIay9Z+00WsvyYqmx8x+7a+OWQRRdct6qvps/SL1kfsvjwMfv9/VF5vVeuv6+Tkn25A6r8/t+rnWGD8SjJ5VB0f7Dnk/8pAt51Z+Wvp5TX/P47ATQPY7b1/2s3w30kke8zjNlHOXd7+/7sFeH/mnH5vP2Z++mvH/1Wd9uH4HSxsnxrV7MNZqcHAPtk3f/O29zqqg3TzKNb/vaYfRH9OfR75yrYx7uX9+7KUn198K+194R5Wl7olYuQ/T75Lu3tc/uLi/k0Y/th+XwLkc91O7HlO/r7lOvksZMt7ktz2/8Wm/ce6oy5GnbOnb434o/4TjZ7c2iC3tunEQ27J/reZ7kff5uLf8e/OI2b7XfW1RZ6mHBBPnb9jUS353xrmrW45P+qnjfJ9zRxmyEtvqeNrzBQAAAAAA2yZBbMCE+kT2YrJvc6bitgxiy0pmCZhKEFsmJWtyb/NDi+MX58+NSch8n8m80+7ZVOc/6SXvnh3z0b7iRyYGM2mY10yIf6iddMjVn6mVOcb5Y/IwE8q7nfPJmpTteR76JGYmefc59crZPhfdWyuQZII5aec1n1903mcrqGNM/uacbHn/mjNumX37i06Z/V9/eVY9UvPIW/++Vt5InnL9TPL+2Ukf63l417U18Z1SJ3+ZsLyg5Tdp/+hup9bjvFK2THLm+tny/uZ28CFXf2p2yR2frUneXDt1mMnMBNEl8OLF595f5ciEdNJN3v/8iOtqgvdZB1xZgYS5biQPux53fQXzvO7Gfs2klev1NPqRyf/uZ91ZeX/JuR+fT+6urb9cK2X9r7sfP/uuV1w8+8l9b509ddcjqp3zXa6asq5vzx/e7qBFeyawcbRl8p0yf7gV8uCr76/2HPJd8pPJ4AQ19Pac97WYB7ElvTyKLEGDab8qzTyIbdTB+nLku9RtrvdDrT2esNsp9Viz1E2umzpb3x4X3/m3dc6oh1NaJT9116NmP7PLwZWH3s97QNEij/PrZqL6ula0TNY/cb8Pz/6vF5452+7wq+oaPY8r9bapP4Y05ySA58kvObYe15pj16dbx88tzv8/bX6R1eulP6VPpo9lYn9Zrn7P5X1eV7ecm/N2OKEHQqSN049Sh/k+fSXpJQAzfSX1m3PSBnl85bftdOLsO1/xvuofCXLM40nTDkkz7XZl237lLQkaPWy2+9n9Xh75zWvSu+WLswrS+p4djpm97pLP1X0z7sf0gfSFpJm22//C22e3thum9/NW/y2fyyCPw2rFpxybvKdv5hr1PtqHBCUlb7/5xnPmY9THq7/mWtmfcxNY8pRdjq7HGP4/O59UKw4lH8lrrnXYeTfUuHVTSy/3Yc7NljHoxJbIE156fAXgXvNAPyfb2y+4rQJIb21ZTv3m+NRnzjm9ffjR1vezQtSNrS4qmGI+HuT+TyBxxptnH3PXYjWrbOvHxdPvfqiOyyNAk981qtJTX/2+yb2eFRATZPLXH162WcqT8TN1kD7/b150VgUpJqAjbT7qswd5fH1+vWvq3OT4462wN7fMpP3Sbiln0tvp/C9WP3r5u65ejGk5/oaWUOoqfe+vLv1yHTvKN7bUV4Ka97vwrtldn3+kzqviVHkWH+b6uJI6vO4TX53tdtzVs7NbImOMX003+1L3P/uqM6ru87tVY3GzJsltRsr7SPWn1GuCf/OI1p/f+6oK2k7bpc7zmn6VeyKP8cy9edIHPld9t/eq6I8FTT/J8ambnHNr2/7y/L+bfdvOp862f89Xa7XS1H+OybH9vouWl2ZR/fO/K/Jv3W9t7E8bZPxI2ybAOXmrvh3zCl6en3/6uSO9vKY98ljK1X4Wy/P671uCpnLPfu8OR7d+9MCiH6Wekvfc4xnb0gfzKO4EYqX888uW3nO6xbt5PtL339/69S/scVoFnGWV2pQtdZa6W91yj+7R+nJ+zxIE9eJ337i4P3qes80fJ9p+7xLk9r3/+z2z79j5hApmHWNE0kreM6ZmLMpxrz3zlkqr56/fy7nfEtCeek4geFbfy7kpe7ZtZfwceR7jR4IT066/fdB1i3ZdtP98rbkcd/B7PjDb96J76m+A1EvaNenlWif93ayCozOGpHxp09EnEpDa6+WY2etbvSSfqc/VeskYcE0774CL7px9sB0/8jj6Xer8dw68ZiX/AAAAAACwbRLEBkzoMSaPH/5avWYi9Seev2+toJQJzXxfQWw1OfjoQWx5n0m7d1xzf630ksnNrJSTx4TWdsZts1edecfs5//yHbOffP7es7eefn2/dpPzckwmD1951li5q+e563nN/t0OPqtW7vrFPU6oNF9/xi0V6PJnR15fQWa/9cYzZx9p2U2uk7dMUH6pbQkiy4Tvs05/YPb015xdgVMvPP4DFWyVVUmeudcZNXGfVUvuaednQnOUNa9JY/+rv1BlS6Dec4+4poJ+cv1sSePpuxw+e8rz3zp72ymX1QR2ypd859y9Tu+PKV2sNFert/QAl9va26zY8v0vOLzKX4EfmzfXZOzhV32iypXJ7QT85Fq7HHJuBVsMVX+tLlJ/y5XPVuqvXSf5SCBI8vzvXnjq7N++6NRagSYTwdUO84n3KvM8GGlNe25/6Oz5R169bM+2pcw//+KDqj3fdPp183P7ZG+uk3ra/ay7Kz8pT9KsVYrmQWyZHP6f+547e9J2+9TE/uhvSafyVFb7QZfvU6cHXvul3h4vePvseUdeW3WQx8amrbNqztNefNjsp7bbuwIfU6dJK6+p47R18pdJ55qcb2Xe6LrpB5kAf+YbT63gnH/3wtNnh171qWq3fuxKGMO8DlPerLyXR8IlQOLCO7/Qy1Z6uotzmrxf/fxPIddLntJWT37JcdX3xgqF2Z+y5TX3T15X30eOO/nevjJXAvXSfqP8CW5In/3zfc+oPpRzsj91n+C+79vh8NnzLniwJvoTSJDH9P3VOfdU26VPZYWrtM/vvvGU6iOLIJahJZbr5xG8uV8TzPaLu59U5477Mf1vu8OvqL751Oe+Yfaeu788b+eWm7bl/AROpO882uPwenv1lY0S9JLgx5Qtqzi965avzI675QsVcJLHMOcevrQdl8CQrFaWeyt1lnPTBzNupa52eff17f65Zfbasz5U9+sTXnJiq/9Dq/+mPXL95DWPaHxiS/cZuxxa10i/TrnyyOUEi/3AjofW+JV7IeeMvpj6urF1wtyzCfjII0rHWPnXp1xRaad8GV+ystEoz1jZaCGJVcJ9/M33yUOCetK3X3HWXTUOJA//Y/+Lqnx5vGzaNitXnXfXVxfjYLbUQ9o/vw153F7uk9RP7o9nPPd1lVbKt/d7P9rG5luqHrMy01jpbJQv5b2otUW+y3V+Zffj23m31/lvOPOD9br94ZfXY5if+rw3z953+6frOl1rz15ZK/oKjamXM2/8eI1H6de/s9dprU/dUWmPLUG3qa+MOxk/8ztZaadf5aX+jS3Hren0IKC0Reoy93uCqhKYlcd/ps5z7zx7//fOfnD7QyqIas9LPl3tnfNWqyvt8NbTrq2/ERJklnbPqlP/+TXnz75tp5NmT37txbPfP/CyuqcSxLr7O983H3tj3dhXddb/dqh9mx6sNkhQcn7LMn7kfqj7dqN2y29o25/d9VUbw2PRr3c4dPasAy+t/pIDFqdv+kb159yf47HI39PG6QSTVz9q90qCE3/zTWdXPlJP593f+++a68X8zeJzWZYzebmonZtxKgG3CY7KOJFgwj3Our2us+vxN7a/HfLY0XfW97scd2P1q17uubrow1WXeURwVijc4fwvzv77QTfW+19q90DaMFvaNONU7o2UIYFXSavnsect+To/+WrjUfryL7xqdfzMfXj7NjF+jnpNeuvHjxHYuuyj/Tc8ZUsfzX381PY3We7TjAnZ8jvzhN1OqjRSzlyj7tz5/ZsxKW1dvyutXvPY1bRRxuvxu5K/ayvt5+1VY1cvaw9iS5Bu+t2zD7h0Tf4BAAAAAGBbJIgNmM58Ji0v/W2fWFxM/s0nHjPZ+XN/8ZrZDn/97go+6RP/ywnZfu7G8l2mATNhfMItX6wAlASKZZIzWx7B+OPb7zf7vTeePHvjae+ffbQlPtLL5N8hF9w6++nn7jk74ILb55Pey+uO1+Qnq/ZkZZ4EjCX9pJvXJ2239+xFh15Uq6Vkoj3HZ8vEayY7EyCTwJis7pPVkP5i31PrvEwA5zWTtVmB7c52fq6/et0Y6WR1mpQtwTd969dPAEf273X6jbNPtYOT15ybOk56h7/nptnTnrtXrQy0Wr7UWSZnr/rk1yvALxOjN3/0i3Vu0hh5zyRvgq7y+isv+usKYqu8tX8yabu1+huSj9RLrpP8Zjv/ri+tlHVTDzCbv49x/eNv/sLs/9vz5DoneUi58z4Bj2nPlPmj31jWVdrzHe+5ZfaMv9hz9vaWnx6Asvx+BIylj22/97tnP/dne8zub+9rMniLYLK1Rh5H3ta3xxO263lL8E/273nGjbNPzNsj5UpeEoSW9v7lF+1fAYs1fb15JYivLNtnTIon/dR/+m7292N7UEOpoIrensdceVf1iZ978Tvq+qM8yzqeUs9z+vTxl95WgZe/94YTqj4X9T4PEFmzVdbzunys6zNfcUgFCiVgKd/nkEzk/1Tb97K/OaP6QtLM/tT9e+/42+qnCZLIqjh7nX5DBWmlX6XdUr+5t1935oeqT+WcLfpCSyz70i5XfnJTBYTk3NEHfnS7A+d9YL8Ktjn6ynuqbNXOlf++GlECIpKXXQ4+axlw0PpfamdxzUQ3tT05N2W5vF3v9/ZMf+t5zTXSlxLgkODZ1MnTnrfn7Ln7nFr9IGcntCZj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z4UxTifG2xwYa/dgnMOLCXY3JtmcmGS3I9Fmx+SYYMm+VJLdgURHsCY4bOp6qWh13hYo2Zdz4/01wanud0gbNkyJsSFZtTNNbSereyc7bZjotmGMz4lBsXb81MiN7C73IrlbFyB/PsoXZgObVgAbV2DPoiyULszA79PGYNPkUSj8/hOs+PIj9LvyYgy/5K9IOL0dRnRshzHt22JCuzYY6vNglGp3nMeBSS5Vqj/zLKYinzHyeGTJuTFRURiqfhOaN8c37doBkxKxLmUWUFmp33lVjbWcqBWi0j+BUmdQrmcYq7KCVxKw2rMb2L4FCT2eRspjD+M9Ne7PnS70jWuA/rFx+Cw6Gq+4HZj7/NNIfPV5YMdG9Vl3qQ+s+qssQ27CYKzt1w9vNGmMr70+/OJ2oZ+qAT6vrv5ej65fPW70d7sxwGPt9/V48YsnFn1cbvRV76eP6uN79b6+ad4IH7Rpjg0DfkX26JHQS5Du3om5X32GBR+/izfiPfjCGYWBsV4MVv0NcroxyOXCQI8TA7x2DIyTbynlVue9GKTGINcOahSPAY3jkdC2JQa0a4WRF5+PIZdchNSH78PEJx7B+lHDsGTCaPWt16Js60b1fBX6GWUJUTMLmyw5apXarqnS70+WZTUhtdCwWjDAZhUdHQyxEREREREREREREREREREREdF+WVEd/4xTEmKrKsFvKYnAuKH4+dQWGNGiqQ6wTYuyI+VkG2ac7MD0+k7MPNmO2Wrf1JyTgiX7M+upiorBzPp2pKpfqZT60UitX1/X7JOjMeukKHWdtS/npKZHqWvUtbPqx+hr5pwUjTTVVlq9aMxT52dFR+tA2ySXDQk+O75v4sO8xx/A2GeeAAqzUbIoB9iwAli7GCiYA+TNRsnEIcCYgdj8ydvY+8GbmPTX8zDz3LMxrXUrpJ7SCrNbtMLc5i0x2eHUQbmUGOlHniE68HyRz1nX8ciSc8knRmFivSiMb9gYvdu0AcZPxIYZqYDMvqaXubTCVSbEFij9ZfYNsWH3bmDbZox+5klkPnQfvrNH41dpX41fQoV9jz8BH9nrI/fZJzHt5e7A9vWoKd+t7lb9VZSgKGEQtvbpjU99cRhgs2NclLpXfYOkmBhdE9U7Hh8dhbEx/lL7Y20xGB1jw0ibAyPVNxodVQ8jo+thsOrn14ZefN2iCXb064O8USOA0j3Azu3I+vwj/Pbem/jUFYMB9U7CZAklRjuRpN5JkhpvUlR9TIypr0OMVgVDg/IcSR4XElUlN2uISS0aYeY5p2HGuWdg8d23Iue+e1Ez8FdsG54ArFbfe8Ma/bcrQbYaf4ituiYkwKZKZr0LhtRk2yqG2P5YDLERERERERERERERERERERER0cHzh9jW6BBbAoaeeSqmtGmFGb54ZDp8yLPHItceh4wYL3KivMiLUcd0eVAQ7dOVa/MhR8ruQabdiUybGxl2q7LUMTmerY7lRrv1fbk265ic0+VwqfNO5MRY1+SrKrR5deWrMWS7fJjpdCLJq/q85p+YesuNQH4msLgQWLtU1RIsHjUA6xN6I+2Vp5D7YlcMufw8jLv4bAxq2RCjmjXCxEYNMD2+IVLcXsxyxmK2ep45qr90RyzSnWrcDjUm9QzyLKGVo67LjQ6Wef7QY6by1fuRylXvJC3KjZnqmWe0aIkhHToAEydg68xZsJYTlWiaqNYzhKn/YPJTEqSSs1ZV6X+1vTIT2yZM6tENRQ/fj0Fel54lb776ThneWIw66UR877Tp5Tpnvf4CsHMjUFmq7lb9VZRg+YjhKO/XD32aNMUktwfzXR713C7kqnea7VPbbjfmxHqQ4nVjms+NRLddlVNd6wrUFJcci9Ez4g1rFo+fW7dA+ZABWDhxvD/EthX5n3+C9e+9id6qrQkxMchwxSJLve8Mu1f/Pci7nqv6n6G++XTV/3Snekfq3HT1NzFd/e1IWHGaPRozPA4k+xxI8tlVOTE+3ovhjeMxQP1tfnNaB6S/+iIS33sd2PA7KrdtUC/IPyNbVZm/1H5lhf6V5VhrDan5p76Tw1ZFnKfDxhAbERERERERERERERERERERER08f4htrYTYxiZg2Glt9WxlM72xOmhWFONFvk1tR3mQX9+DYvVbGG3Kp0uHumwSTnMhJ0bCaE4dStPBNXVcB9f84bQCtS37JsyWZ/da95rzUVZJv0V2XyDEluJ0Y0KsB1nX/Qtj7rgFWJCLmuVFwLqlwO8LsG5ob5T/+g2Wd38E655+AMkXdsTcc9ohqZEX0+JjMTM2FvM8sZivnilD9Z1Z36UrNIAnzyGhvMKY2EBAT0JpBaHlf2Z9Xu3vc95f0vZsCbE1a4EhHWQ50fHYOlNmYosMsVX6l7q0QlThITa5KjTEtgGJ3Z/EoofvxTC3Q8+glqm+U67bi3EnHI8fHTFWiE2WE925ETWVJVYIrrxMh9gq+vZD34ZNMMXpQpbDgRyHHYVu9b49bmR4XEiN9yAx3o3xDb0YEefC8DgPhsb7dA2P82F0rEsfH9LQg/6nNMa37U7B3oSBKE6cAJRZM7FJiG3ju2+ij/pWiVF2ZDskBBmLbPU9JdyY5vLov60pLi8SvXGY4InHeHc8JrrikajOJTmdevlYCbHN8KpfdzRSpDw2JHtdSGzSCAmtWmJZz2eQ8fqL6tur769nZCtTL1BCbFZwLbQYYvvvY4iNiIiIiIiIiIiIiIiIiIiIiGpXW0ZHQmzVZVibOhkYP8IfYmuJVI9Xh9AkrGZmJZPt4mgXimIkjObSgTSZLc0KokkgzIU8f1n7/qCaf/YyM1OZ2TclbUtQTsJjJhgnITEdMHNbM43NadIYSac0Q9nbr2LxFx/pGbiwbTU2zJuKipQxGH37NZh9w2UY3Toek1p6MTEuGsneaMyL9yAtTrXVsAHy4xshx6nadngC45cwnZ6BzR6rn8ME7EJLrjNl9iN/pSSEZyojyoGZdhemtWyOgae1AxLHY/OsGUClhK2CITaz3KUhW6bClO4Fdm3C5Oe7YfFjnTHUa9dLdUooTGaym3DSyfjR7cCi55/B7DdeBPZs1t/VhNhWjBylQ2z9mzRHstuDTKcDWU47Mh3RyHBGY8Gpp2DOme2ws9vD2PjsY/i9+xP4rUdX/PbcM7rWPt8d69Xv6h7dsKznU1j8ak/kv/ECkDYLmwryVB+lany7UPDF59jw3jv4JT4OiervJNMRiyz1btPU+5ljdyP3lNaY1a4dFl17HfKvvwnZN92CrJtu078F19+A9Ev+jtyLL8LU5o2R2jQO09xRSHXWQ3qcU5UHs9S3TGzcEIOaSYiuBRZ9/A5Sv/1czwKHPXuAKvW8qgIhtppy9X6tGe1kZjtrGdfI5UTl19qmo4MhNiIiIiIiIiIiIiIiIiIiIiKqXUhGR8eoZD8QYpsKjB1WS4gtGEaT4JfsWwEwKwSWHxJik/CaOafDbOq8DnmZmctqKRNkMyG20ONZdh8y3HGYGxuLmU0bY2KrZtj73hso+vpjYJMVYts5eyIwZThSbroCRf/6O1KaeDG3kQczXfUx11Ef2T63Xi6zMD4ORbGNkO/woFg9S1GUHcXRDj1W/XwO8xzWmEPLhNT0fshzRVZokM0KsTmQfEpTDDi9LZA0HptmR4bYlJAQm/4cqmSCsMB5RW+XSYhtAxJfeDIQYpsSY9PLc8oschNPDIbYZkq4bM9m1Y2E2CrDZmLr17Qppno8yHDYke6yI80ZjfkuG3I7tEbiBadj2fPdUPDKs0h/rQfmvvES5r71qq60t19Hpvqd9/qLSH3zZcx8/3VM/+BN7M1Jx+riImuGuUCI7T30iW+AierdpqlvKEG2ueq9pqixzj61HcadeTpm3vIfJN1xJ8bdcy9G3XO/+r0PSXfdhTHX/hNJ/7oSCe1OwaRTGiPRa8N0VxQy45z6W6Z7XZjZIBYTGsXqpWI3vvMq8j7/ENiyCdi9W43DH2KrrEKVzMJWU66qMhBgqz3EFiw6OhhiIyIiIiIiIiIiIiIiIiIiIqLahWR09Kb84w+x/Z4yBRg3HAmnnYoprU5BqscXFmLTy23aXMiPdurSQbWIAFdwmdFgRR6X5UgXRHsDy5IGwmH+NvKiVLuqCpyxyHHHIiMuHvMbNsDM5k0woW1zoNdXWDu4D7CiWFU+Bj54C1JuuwZDm/kwNdaL+V6PXhozJ1a15VPjdjuR53Sh0ONVFY88u1uH2CTAJlVoU+fVsRy7mT3OH8Crsxy1HLPKBPikMqJsSHVYIbZfJcQ2eSw2zJ5uLXtpRQi1ukJUsmn29b/lJcDuzUh8oRuWPPYAhrpiMLl+DDJtXuTEuDHppPr4yePUIbZZb0qIbZO6X5YTtUJsK0YMR3m/fujbpAmmuN1IdzmQ5rZjtj0KMx3RWHDxhUj691VAUSawNA/YtVG1sU3VdtXvDrXvr5LdQOlO9au296oq26NnPEO5qh07UfjlF9j4/vvorb6bhNgyXLHIUt8ypb4Nk+w2FP/7n5hyeyfVRxGwarkVPtu6Vf1uBjatB5YtBBblYe1n76HqndcxpU1LzG3RBHM81nizYt2YF+9DcgMvxjWJw4QLzkLvyy9D9exZ2JCZrcbhD7FVV+vwWiWqUIFyXRJoMyG20Pct/8oXkbKO0JFiiI2IiIiIiIiIiIiIiIiIiIiIaheS0NGb8o+E2Koq/CG2YRgSEmLLirFmXrNCbC4d9sqNcerSwS3/LGp1BdhMSWAttBbUtyo0yCYlM5hJgC1HVb6EnzxWiG1eg3gdYpvYRkJsX2D94J+A5fnAshyMuPcmZHT6JyY08GK2y6uXC81zqnZ1aM2LXIcTBQ4Xit1eFLljka+eQZZDXRDlwAL1HMXqueSYCbCFhdgkVBf6W1f5z1vPYf3KTGw6xNayeSDEtnGOmYkt+ClMmMoqa4Ywa9s6p6+Rf8qCIbbFj96PoS47ptaLQXaMesZoLxJPqIefXf7lRMNCbBVARQlWjBiK8n599wmxzXREqXFGo+CSizDmxquBxXnAqoVA+Q411r2oqSjVJTOt1VSUqz+XSr1EZ3WVOqbOo7IU5dVq3P4QW9EXoSE2BzLUN5EQ2/QoG8Y5bci54WqMvPcW4PclwIbVapw7gb271e8uYNc2VK1dqc4tRdb3X2DtZx8g4fQOmNKmFabH+jDX7UKWz4PMWA9m+5xIjvMg9ezTMfxvFwHTU7A9LVO9p0o1piq9qmiF+tuuQGVEiE09xz4hNllqVP0r71wfoSPFEBsRERERERERERERERERERERWSSRE5rKCdnWm/q8FWJbNzMZmDBCh9gmtz4FKV6Z4cuJwhiHDnbpmcrsajvGro9LSXhKlv4s1GUCaaEzkh1ciE2XzatLgmy5qsxMbOkeH+b5fJjotGN4rBPLH+uMGc89BixOBxbOx9Db/ol51/wdk+JcmOX0INcVqwNwEriTyrerZ7BZJWE1CZtJMK9Y1YIo61fGKX1KmVnhrJKQXvDXCqmFnrdKL4Ea8ivXp6m2Z6p3lty8Bfp3PDViOdGwT6GobxBS+rOoClLHS2U50U2Y/PxTWPro/RjutmFKVAxybFaQMOn4KPR2OrDkuWcwR5YTlZnUqnarO8uB8t1YNmIIyvv2xq9NGmGqy6WXE01z2tQ7i0aKKwb5V1yEUZ2uAVYVA+tXqHtL1CAqA2EvU1USDFMlM5qhukJdV6739fi2bkXhZ59g0ztvo7fPjYnRMchyuZHl9GKGzYZxHgeyVB8j7rsV2LgS2CFjVO+jslK15W9Pt6n63r5BjWM1Vnz8AcpffxWTmjbBzPh4zFXPON9h0zXL5UBivA/9mzfHhs8+R8ZPfYAS1V5FlQ6kqdGjrKYC5TVltYTYrCCbkH/lrVeoDblPZnGjI8MQGxERERERERERERERERERERFZJJ1j5XQsIdt6U5+v1kGiQIjt9DaY3LqFDrFlS/grxlo+UwJseTY7cmNsyFG/VojNHRZiM+E1M0OZCX0Fgmr+Cg20mWNFMfuG2CSQlun26SDbVIcNY70OrHnkHsx/9lFgwXxVc5Fw+z8x+9q/Y1wDD1LcHmR54tV9smyoasvuRpFdtV9HiE2XGoM8Q36UNaOZFVirvXRITVVdx0PP6xCbza1DbAMkxJY4HptnzdAzmsl7D34KK7gWWvqzqApSx3WIbWtEiC1KL/Mq7zjp+Ho6xLY0LMS2V90ZGmL7Cb82aYBpLhcy7RJis2OOIxhiGy0htpULgDVLgco96n4JlFlBNVSqqvD/VknozH9c/e3Isp0oVddv3YziTz/CpnfexC9eNxKjYnSAzYTY5Ptlqj6G3n87sOk3f4jNmt1N0mNmJjqJn1XLMqbbNiHr68+x6b13MOyU5pjauIEOrqXbbciwx2Ce+jucrv5OhzdphJ0ff4TcXj8Ae9V7Kpegml5IFWWqzfKaCh1gO1CIzZQ5ToePITYiIiIiIiIiIiIiIiIiIiIiql1INkdvyj/+ENsa/3Kig89oi6S2LTHd50a2zY7CGDvybI4DhNisIFpkiC109rLQsq4N3zfHAsuJOnzIc/p0kE2WFZ3lcCLZ7cac88/G0Cv+CkwfC6SOx6LP3sC2d17AyFZNMaNRQ6THNkC2V5XNWvo0P1rKegYZk4xZgnKBPkOCZ6FjOtKS5UT1TGwtmmFQBxNiS91PiE0iV6bMMUNtS4ht5xZM7q32YfIAAP/0SURBVNkNSx+5D8PdMZgSXU8HDeWdmxDbkueexew3XgR2b9JLfuooV8UerBiRgIp+fdC/aWNMd3l0iE1mY5tji8YMZzTyLj4f4665Epg5FZXps4ClxahcthjlyxapKkLZkgKULVa/SxdirzpW8tsy7P19KVCyFWXlu4HyXTqUVvjZBzrE1i82Vo3PiSy7Dxl2L5LV39EYtwsZN/0bCffdAWz8DTXbNwVCbNWyBGhVFSqrpdQ7kqooRWVBDjB/DhIvvxRZF56LaTLmmPrIdslSpW5MUX+PQ71OLHz0IUx8rgewbYt69t26vfLqGl3Sng6tSYBNFSQsFxJiE7IdWnRkGGIjIiIiIiIiIiIiIiIiIiIiotqFZHP0pvyznxCbBJ3CQ2yynKhNLykqATEd2KolxBYIsqnzJshmtuvaNyE2CZhJiK3A7tNBNlkaVIJs82xOpNpdyDr7TEy6+AIgaQwwfSKKP3sXqz94A33bn4IJzZtjZoPGSIttiDSHtRyqjFOPVwJsNo8u6SM0vBY6jqNVBxdiM2G10ADbgUJsTwdCbMlR9ZCjvosJsf3kdFohtrdeAXZt2W+ITcJv8n3n2qIx0xGNBRedhxlXXQokTwJmJAP5WUBBnqpsoDBN7c8B8uap3wy1nwMsKQKWq9q9AZXlW4HyHcB2K8S2+d230M8Xj8kSSLTFItMRi+nRDoxxq/dy4/VIuO9OYEN4iM0E2Mr9pWdlqy7HrgUFQOZ8jPzHFZh/0YWY7LJjdkxUIMQ2NdqGER67fidTejwNbN2onl2NpbIClVVWiE3atkJrMtObeh/+7X1DbPsep8PDEBsRERERERERERERERERERERhQlEckKyOXpT/gkNsY0dGgixTfN4kGFzBJYTlQBbgdo2ATYTYjPhs/Btf5BNbUeWhMgij5n7pSRgJmXO6SCbqhynDxkeH6a43RjSIA6LH38Ec7p3BbLmqpqHnJ5PY90Tj2FUfBySvD7Mclrjz46xITvaoQNtOTFuVV69dGhogM0KuFnBOxm3LDdqVfjzmecKnrfKnA/uu5ARZcNMuyMYYps0AVtnmhCbtWRoMKwWDLDJTGHVqNJlwlSyyGVkiE2CW9Oi64eF2H52ubD4+Z6Y/eZrwK5tqrky696KEqwYMRRVfftiQJOmmO7y6RCbvJscdU+614W0Fk0xtW1rpP3jSsy8+l9IvvYaTL7+Wky4/p+YcMNlmHjDpUi67lJMuOZSDL/+Hxh9320Y8MhdwJJsbF69QD3GLh2cK/z4A2x66y3088Zhcj03cu0NkK1qWpQTo51eZNx4I4Z2vhPYuAbYsVk9nDVLmsyWJiVLf0qpPVTXlFuhtNUrMfvxLlh1750Y64hRbZ2kZ5FLc7gxJSoGo1wxyL31Box66F5g7Upgywb1N63esXp96gc18k+VereybKl+30Ghy4eaBUXpyDHERkRERERERERERERERERERERhdFbN2tQC+3pDAj5lWD1jciDENqVNq1pCbFY4S5bmlACbtb9viM3at641QbSDKdOGLCeqZ0ozx+2+wKxs2S4fZjhcGO+LxdoH70d+18eA9DlAdjpmvdwTi57pin5NG2NkgzhM9nkx1+lAVozNCrPZrBCbXk40JMQmoboce0SITT2zFUiLDLFJBcNroaG10OOyhKkVYnMhuXmLww6x6YCVOhoMsW1D0nMSYnsAI90SYovWY5dxJ55QDz/WFWIrL9Mhtupf+mJg46aY4VLP7J+hLs/pQobbieymTTGvRQss+fslKLr0MuRdfhmyr7wM6Vf9TdWFyLzqfHXsfKRfdj5SrroYM2+/HmPv+w+wMA3bfytSf0MSYtuGwo8/wpY330F/TxymnuxWY2ugg2zT6zsxxmFCbHfrEFvNjq3q4azntQJsZYFSe6iqqUTVts3AmpWYob71svvvwSinDckhIbbk+jEYY49GwS1qPA+qdtcsV22vVeNR71k9erV/8jUdapMwmxxUzP8HGGL7YzDERkRERERERERERERERERERERhTGDHCOzrjWodYluTkhRYTtSE2LIkzBURYpMKDbHp8i/NGRr0ssrsBysyvGYq3+bVJSEzHTRT26EBtgJnLPKcPsxzejHN50NK+3YYffbp2PrJe1jy7edAxixgbgrynngEKx+6D4PddiRF1Ueaw4k0px1ZLjVmtV3gcKFItVlki1NtxyHPHotcKf8McSaMVhTjVuVV2/5n85eE2orVeaus9yMz1EmZ8JsVYvMvJxoIsY3DppkphxxiM4WSPcCOrSEhNiemRdl0OE++hwmxLXrev5zo7q2qaQmxqXYrSrB8eAKq+vyCAY0a6SCgzKwnVej2INfrQ5rbi9neWCSrc5NVO+PsNox2xqiKwmhXPYxxnIyJMSdjtKpfXfWRcPop+Ob8tuq9T8PG4iw1dAnZ7UDhx59g8xtv+0NsTvUd1TtWNaOeak+1nXnTDRh2313AhrWo2bZNz44mYTUdWkMZKqpLUFlVomdhq5aZ03bvAjavx/yXn8e6bo9hhMumZ2LLdNiQaXMjuV40xtrrI/emf2FU59uB35eptteo8VghNvmpKZe/8WrVnir/+6xS30DesRVaU0e4jOhRxRAbEREREREREREREREREREREYXRWTVrUwvs6w0J+ARDbAmRIbZoa0a1wDKgNpc1i5cE23Toq7aqO8QmpduJ2K8txGaCbHl29euM1ZVhd2Om24u0tq0xrWM7VL/7BtZ//j4wPwWYl4J5T3VB/uMP4fsGHgxz2jHd68VMjxPpMtuYy4F8pwTZVL86HBeHXLtVOTaf7teM3YTYrPCa6luXuifKi+IoDxZEWUG22kNsbivEJiGrgwqxSVkhNh3eigix6XBVyV5g+1Yk9XwWSx55ACPU80yNtoJcEmJLOrE+ervdVojtjZf3CbGtHJaAql96R4TY7DrElufxqffjxVxPLJLV+5miapwtGuMcUYGaEFMfidH1MSb6ZAxyRiGhY0v8cJ56rnQJseWoPkqBnbt0iG3jm1aILflku/6GEhScfnI0RjscyLrpOivEtr72EJsE2KoqS9Txcn3OCrFtxLyXnsP6p57UITaZiU1CbPK3ICG2MRJiu/Eaf4hteTDEpl6b/FRVqLdYpV5HSIjNKobY/igMsRERERERERERERERERERERFRGJ1Vsza1wL7esEJsa1MnAxNGBEJsKV6vnuVLQlkSYAuE2FRJgC10+c26qvblOPet0OVDTYjN9GVKlgKVynZ49axhs+J8mNIoDqObN0S/tk0x/4E7ML3LPeoZhgLjh6Goe1esebILRjVvjGmNGmCm2435EmDz+VDktgJxBc54FLgaIM/dAPmeeBR6YpFndyNflfUMamxRXlWy9Kg6p6pQ1cIYX2A2Ngm7ybXh78Kzb4gtcTw2z5oBWeIzGGJTmzo8JWteBoNssm1CbIHvFhJiW9TlAQz32DFFlkpVY5X3YkJsi3t2x+zXXgF2bQ8LsS0bNgQVfX7GgCaNMd2l3qnTZQX6/DOxZcbHYXbjBpjVqilSWjfH5JaNMKlFQyS1borJrZpjSstmSG7RDJOaN8PwNi0w9rIL8eu/LgZyZmPL4mLVR7kOsRV99jm2vPMO+qk2p9aL0QE7Gd+MelEY7bTpENuIzsEQm6TL5Fkr1DiraspRVV2K6qrSQIhNX7N2LVKf6aZn2LOWUT1ZL4EqwbtJ9epjuL0+8m+7AWMf7gz8vhLYsE49u7xH9TbVq62qqkG1/JlXWUE1KRNi00G2wPuno4UhNiIiIiIiIiIiIiIiIiIiIiIKEwit+QX29UZIiG38cH+IreU+IbYcuxVks+rohthM7S/EJsckDJXr8CLD5cY8nwep8R5MaeTDuGZxWHL3TUh74A5gXAIwcTjmvfQ0cp7rhh/btcao5k0xOTbOeqa4BshX27luL/Jdschzx+nK98bqynWovu2q5PkC4/GqbSvElm+LRbEtzv9s1tKj8qy1hthClxOtM8QmoSoTogqWHAsPsQWXE134SGcM9dox2WZDmhqvFWKLRh+XF0t69LRCbDu3qe9aqu4PDbH1Qf8mTZHsVt/TH2TLkxn3fD7Ma9QAU1o0wsQOLTDq9FMwsH0z9O/YEoNOb4PBHdthcPv2GNKuPQa0OxU/nqZ+/3kpvr/uciB/PjYsWaj6qAB27ULh559i87vvoK/6PpPrx6ixOfXfkRVii0HWTddGhNisdyDLe1ZVVaCqugxVlaVq7OWq1Ni3bgFWr8a8bl2x5oH7MEaWE40+Wc+sN9/rwfj69ZHgiEL27TdipITY1qxE9aZ1qlErxFZerd6ADrFZy4maEJt57wyx/TEYYiMiIiIiIiIiIiIiIiIiIiKiMDqrZm1qgX29YUJsU3WIbcjpbTC5dQvM8LgCy4mGh9isANsfFWKrreScCbHJOLIcqv/YOGQ08GF2AzdmNHJjbBMP+rVqjI3vvYKln74FLM0FlhVh/U/fA198jqSOp2Hmqe0xzefDHJcb6U4XMlVJmMsq2VbtOpy69JKp/kCdhNhyZbnRmFj9K0E2a8zWc+rAW0jJMQmxzVbb05u3wICOJsSWaoW9QkJs+1AnQkNWgWBb6V5g1yYkvvAUFj3eGQk+GxLt0YEQW+IJUejt8GFp9+cx+9XX9g2xjUhAed9f/CE2H7KcXmS5nEhz2tX7cKL43LOQesn5wMAfgISfgSmjgKlj1e8EYPJEYJKqxElqP0kdT0TNrKkomzcd2LwapTLrW5V6rt27UPDZJ9j47tvoE+tBUlSM+l7q70h9rxnRMRjrtgdDbOvWAFtlyVP1wOrxZKY0CZlVVJShorLECrFVlqNs2VIgvwDjb7wR2VdcjkkuB1LsUUjzODDX69TLnA5W7S7ocj8Sez4FbN8E7JHxlOtgXIWE40z5Z2KTPoPv2CpNfvybdGQYYiMiIiIiIiIiIiIiIiIiIiKiMIFcTkhAR2/q0I4JsVkzsUWG2AqinAiG2IIBtv92iE2WHNWBMn+QrsAXh9w4H9K9TqTFujA9zoWRTWOx983nseaDV4DF2cCKIizt+xO2ffctBp97LsaffgZGN2qEKbE+zPZ6Md/tQqZ6Tgmv6VnJVGU7/SE2m10vhWnCcxJey5Egmy4zLus5awuxZdYPhtiCM7HVHmLTn8Ha3CdgpRNeUmW7/SG2blj42L06xDbZFu1fTtSLxONjrBBbjxdqD7ENH+YPsTVHsitOh9hkRru5TgdmetRzXnA2Jlz1V1QN74ttYwdiz6wkbJ8zHVtmp2DbrBRsTbFq26yZ2KSeY0v6bGzMnA1s24Ddu3eqIQZDbOvffRu9Yz1IjI7WAbZMu7PuEFuVesYq9fyqwkJs1WVAufpdvAjIzkbytdei6NJLMNVhw8yY+kj3ODBPfftxtvror37zHnsQY59/Rj33JmDvdvWKJcRW6Q+xyVKllYGZ2KzgXOR7VuTHv0lHhiE2IiIiIiIiIiIiIiIiIiIiIqpdSEBHb+rQzr4hNllOdLpeTtStZ2KTwJYVZHMFSofY/AGzyDCX2Q8NqB1MmdBaZAXP+6xjqo98hzV7Wp7Pi3w11rluF6bEezC5fUsMO7M1lrzUFWlvvgCkTgGmqxo+DBg8CKn/+idyL7sUE2M9SPY4MdtlQ4bNhnx1v1Su04E8h5QT+XanDrJZITbrHWSr9yFlgmy1jVPemYTY5qh3MKOZhNjaA5Mm1BJiswJq+jPoffWrQ1Zqwx+0sk6oA+V7gN2bdYhNZmKT5USnxNiQafMiJ8qjZ2L72enBkp7PYfbrr+4TYls+PAFlfawQ2zR3PDIdPqSr61NtdiQ77Si88hKM63Q1sCwX+H2R6m+7tfRppRqvjDm09PG9gSqvlgSaqj07UfjFx9jw/lvo08CHJLtdz3aXZfcEQmwZN1yNYffeDqz9Ddi8Rd2vnk1W/jTPqXdkzOp59+xAbp8fsfXLzzGk9SmY2rgB5nrdyHA7kW6PwVynDdMbxGFoy6bY8+3nKPj1J6B0h7q9RC9JWlFVrpqv0KWXKq1Q7Ya9V+lRQmxmxjs6WhhiIyIiIiIiIiIiIiIiIiIiIqLa+YM7Qm/KPzrEVmKF2CYMRcIZbesMsUlw7Y8MsUmFhsJMBc9ZIbZ8mxcFDvWrqsjj1ZXpdGCW14W5rZphSvsW2PLso1j80jNA8nhgehLKRo9AzajhGHXjv5F8zT8xoGkDjIn3IFndM8cRg1xPZIjNoUNsMiObXlo0JMSWE2U9e2SZcZoQ29wjCrFJmaNqJyTEtvixzhjusWNqtF2H2GS500CI7bkeVoht15awENuKEUNR/ktf9dwtAiE2WYo01ebEFKd6zqsuxYhbrgVWFQDrlqouVX/+sfkHE1KqzRr1HNXlqK4qQ6k6okNsu3cEQmy/xPsw2WbTM7HJLH6pUXaMdzmQFQixrbRmYpMQW5Uq/RKk3TL99yizqWH7Rqz8/htUfvwRxjVvjpkNGyDd7dTLoKbbbXoWueSG8RjYSn3v775CTv/eQNlO1eZeVKo2KtXzBwJsqqorJWwn79e8V3kahtj+CAyxEREREREREREREREREREREZFFB4OsTS1kW2/q8xIiKsGalERgfEIgxJbi9eoZyIojQmy5dgdyVIWH2EyFBthqD3qFVui9slyoVNh+lNcq/3G5R5b3lH0Jy+nxSMXYUeByI8vjRarbgSk+F4bHOtC3sRcTr7oYw665Qj3bCJQnjgXSZwNzZyDvqcfwe5f7kXRKE8xv3BDzHNaMbIX+UFyx2/qVGdl02VW/qvQscNK/Hk/ty4uGhthSmrfE4I4dgER/iE1mMdtPiM0KWcmvOiZLXarNGtnRy4luwKTnu2LRo/dihD/ElmWPVX3HYvIJNvRxebGkR3fMfu0lYOdm1FSWqDvLgfLdWDEiAVV9+waWE7VmYvMhJcaBqXYnsq64FENvvgb4rRhYv1T9Taj+amQWsypUSwBMV5kaXrkuWfKzumKvepTysBBb8RefYMt7b6Ovz4PJ9WOsb6beUWo9GybY1Xe6+XqMfvAuYMtq9Tzb9buQh60u2wuU7MbWxQXYvSAP2X1/xKrvv8Kgv1+EKeeeg8QG8XoJWFn+NdvtwqzoaEyzOZB+9lkYo67B3FSU5Gf6x12qxrdXj1GH11TJezVLh+qgoJ+1b0JspuhIMcRGRERERERERERERERERERERJZgVscSsq83dUKqWofYVs+YBIwbgoQzrOVEU7zuiBCb+pXAmAmxqbKCW6F1ZCG2giiZ+S24LwG2gmhfrSE2ve8fk1SRS93j8mK+GtdspwOTnTaM9TqQdvF5mHrFRcDIIcCEEUDGTF0pz3dD7tNdMKhjKySe0gxTY72Y5XIhxxeLAl9cIMwmAbZcf5Ct0Cb9yrNZYwwNsUmZ55YQW1Z9mz/E1vyAIbYwEmKT/1TpWcLUodAQW9JzXbGky30Y4XYGQmz5tjhMPiEafVxuLOnxDGa/9gKwY6NekrNaZjZT964cOVSH2AY0aYrpLp+6T2Zi8wZDbJdfhqE3/xtYtQBYv1z9TexVHVehSo21qqoK1dWVqKqWEFuZOuYPsZWXqEeplJicur5KjW8XFn7+Gba+9zb6ez2YelJ04D3NPtmGRJsdi2+6HkmdbwPWqT42b1Bj26OqRI13G7B9E5CXDmTNxZpvv0Tppx9h8nnnYP7pHZESG4s0j1uH2DI8HiSr7zzO7ca0C87Hr1derr7pPGwtylUvrVSNqSwYYpMxM8T2X8cQGxERERERERERERERERERERHVLpjdsTZ1QqoaqCrDmpQk/0xswRBb+HKi/lnPagmxSYgsNMBlQl6mTGgtsiKvO9gKC7XJUp8hJUuM5rg8yPR6MScuFhM9TgyP8yDx/DOR8PfzsO7L97Houw+BvNlAzmxs7/018O1nmHh6e8xp2wazfLGY5/HqWd3yXW7kO11W2Z0osjn185mgnQmx5fiDbOb5Jfi3b4htYnA5UVSr/4WGp4JMyCoYYJNS10iIbecGTH6uK5Y+ch9Gup2YHu3wz8TmQ9KJ9dHH5cSSnk9j3usvANs3oKZ8t7q3XN+7akQCqvv2Qf/GTTDd6Vb3eZDh8mJGtB1J6ltmXnYpEm66DlhWjJrVy9TfRKkamjUGM9YaVFjhMFmms1JmeFOlrpEn0suC7tiF4o8/xZa33kJ/jw9TT7LpIKIsd5quvlmK6nfeGR0x+qJzkPXM45jV8xnMeOkFTH/5BSR3fxpzuj2O4VdfibFXXYpfTmmKEY0bYUKsB8nqG85Vf4+ylKj5rpMbNURCy2bY+/knWPLT9+rdbAVK96CqUo1NjU+CdjJjnAmx1VSpd16tnkQ9kHm3ovYQmyk6XAyxEREREREREREREREREREREVEYE4YyAvt6o/qohNhMkO2/HmJT24EAW7QTBQ51jSqZlU2CaCn2GCS67Zh3RntMPa8jyj56Heu+ehfITQHy5uK3/r2wpc/36HvhOZhwegdMbNQI0+LiMD82FjkyE5tTPVtIiK042hF4Rt1/WIjNs0+IbWaz5hjSoR2QOD4ixFblD09VypcIIyGrukJsU3oGQ2zTomQmNqvvpBProbfbgaXPPYU5bzwH7Fi/3xBbjt2FTPWeZkTHIMluR8bl/hDb0oWo+X2FGla5DnjJ6KzxWCG2yqoSVFSV7xtiq1BjjAixJZ9s19/KCrE5McvhRI56Fylnn441Xe7Hike7YHnXJ7Gs25NY+MiD+O3B+zDr4guRdtG5GN/Qp5eFneayIcUVg7leJ+Z53JgdH4spjRthaMtm+LZDa6zq9RXSf+0DlOxRY7DCdTK+qppKHWSTEJssKWqF2NS7VC+UIbY/HkNsRERERERERERERERERERERBTGhKGMwL7eqD6qIbbQkvP7K7n3cKvQ5tWV7y8JcskYCp3quKoCVTKTWk6sF+nxsZjqtmGS14Gk9s0x5KzWyH+uC2a98jSwMAtYlI8dwwYCv/bG6NPbIfnUNpjq82GOzMQWG4cCtV3o9mChU5ZXdaAwxqHGYN6LZ58Qm5QJsaU2bYbBHdoAiWOxedaMwHKikSE2CVPJ8p1yzITY5Eyl3lbXlewEtm3A5O5dseTh+zHc5cCUKBsy7F71PTyYeOLJ+NEdg6UvdMPcN58PhNggEbPyPVg+PAGVv/yCXxs1xjSHS31bJzIcTsyKsWOK04nMKy7F0E43AssXA6tXBUJsFWpYsqSoCbFZy4lWWiE2eZaqSivEVqb2t23Hgk8+weZ33kQ/rweT68cgJ8apl6XNUn2mqzGnuOyY7HVitNOGUU4XhjvcGKre6wi3G2PUuST1dzfVa8eseBfmxLowO9aBWbFOzPCo5/W5kNS8CYa3bolNb7+K4s/eBbasBnZtVY9ZpoNqlZVqPDImNeYK9fYqqyv8y6EGQ2z6XYcxoTXrjTPEduQYYiMiIiIiIiIiIiIiIiIiIiKiMDqrZm1qgX29UR0MsU0Yup8Qmz/IZkJsElzzB8qORYhNKjTIpkNsckxCbI5YPRtboVONX2ZT83kxxxaNVHsU0lo2xuR2zbGm60PI69kVKMoEFhdg7egElCb8il/OOwMjT2uP0Y0aqHfgRU5cnL6/IBBis/tDbFJWnzIbm5Qekz/EllnfhjmhIbZJY7F15uGG2NS5vbuB7ZuQ1OMpLHzkfiS4XUiMikGa04cMuxtjTz4ZP3hjsOilbpjzVmiITbVSUYJlw4ehrG9f/NK4KSY7PUhzuDFfPU+K3Y5EtxPpV16KwZ1u0CG26jVWiE36LVctSCBMB+lqJMSmjldX6tnN5FlqqstRIeOrKFXj24riTz/CpnffQJ9YNyZGR2O++luRsFym04U0lwOznDFWkC06ClPU+CXolqR+p8TYVEXrczPVNRJgkyDbjHgnpjZ0Y1wDD4Y1jsegU1viuzPaq37ewczvPwF2b9ABvxo1JivEpqpKwnfVusrVmCurGWL7b2OIjYiIiIiIiIiIiIiIiIiIiIjCSGQnNLYT2Ncb1TrEtjZ1sg6xDTm9Naa0boEUtwtZMVYgywpqeXRQTcJrshRlWIjNX5EhNhM2O3oVbLvQ5kZRjITsTP8+5NljUWD3qYpDkfotsntQ7PaiyONBvnqeXI8LaR4nkuN8mHBKcwxq1xb5PZ7GtFefBxZkAYXpWPfjFyj56lMM69AaqS1a6GVFM71e5LpVX07Vr92hlxbNs4WH2KR/2ZfxyPhMiG1Gs2YY0v5UYNL4fUJsEgaT2c0kVGXKfBYrxGaVDrHJcpnbt2B896eQ/8iD+CkmCkNPOhlTYux6WVHZ/sIdg8IXnkaKzMS2d4tqpES3ILOULRk+HLv79cPXcQ0wQt0ztV60DpFJ0GyUIwYpl16EX66/Bli2EBWynGhVeIhNZjSrrlKlxhwIsVWV6pnZSqWPavVce7Yh/4sPsP6DN/GN14ahMSdjmr0+UiSc5q/pdjuSnVJOTHO5MM2hvod6p1bZMN2tznnU+GLdmNTAjcRWjTGubXMsuONmZHS+E9WD+mLLiMHAlt+BXevVGHarvtW4Kqt0iE3eoYxbZo8zQTbZtt6serf+86H7weVEre9hbTPEdiQYYiMiIiIiIiIiIiIiIiIiIiKiMBLYMaEdEdjXG5EhtjY6xDbD5Q4JsVnLZVqBLSvAdqxDbBJgW6BDbFY/EmCTynfEhYXYFrq8KHbLrGzqWVTlOpxIc8citVETJLZoiTVPPoGs557VATYUZ2DxL99g7Y9f4OezO2JS21OQ2iAe870e5HjcKJDlRe0O5Kk2zPNb5Q+xRfv8ITYPMqIcmG1z6BDbYB1ii5yJzQpPWbVviE2CVybEpo/v3QPs2IaRPZ7F/McfweduJ362xWC424sRqn5U2+/GqW/2ck9Mffsldf1WHSyTyJb0WTxiJLYMGIj31HP39ah7nB4Md3kwRD1TP58bk668BN/feA2wfCHKVoeG2EKX5bRCbDI2va3+biTEVi5Rt+oS3WfmVx9h2cdv4/2GTvzkisYonxNjPU6McTvUrxtjfB6M9vkwKtaqkR4PRnm9/nJjVAN1TNXQpg3wa8tG+PX0tvjprA6Y/vA9GPf4Q1g7ehgWThwN7NqMGgnq1ZSq8gfYTKn3pceo6lBDbFYxxHakGGIjIiIiIiIiIiIiIiIiIiIiojAS2DGhHRHY1xshIbZxw5FwmhViS3F7AiE2a7lMK7D13wixSZ8mnBZ+PFjF6ryUFbKzZorLiZFlRUNmRbO51a+19GeR3aVLlhnNcfp0kC0ltgGGeWPxXdOGWPL2y5j76ZvAhsXA2oXIfr0HtjzzBMbHq+vcLmT71Bhcbj0Dmzx7TowTOVHqPUSrPqN9yI/yokCXG/nRbqTXtyPVZsf05k0wSJYTTRyLzbP8ITbUHmKTMJYVErNKwmM6gFWlrt+9B9i2FbN/+BaLPv8Eo2+6DknXXYs5/7kZczp1wsTrrkHCf27Aol5fI+uXXsDuLagpL9HtobwMK1NnYMfkJAy98w5MuekmzL7hBl0zrr8OU2+8Dhndu2Liq88Bvy1Fxfrf9DhlCU49m5k/xKaDbGq/Wg21qkqNtUrtV5fpJTtrKkuAPduxaMRgrBvcD0NvuRGJN1yLuTfdgLQbgzXnxusx68YbMUuNeVanmzD35psxX1XW7bcj/Y7bsfypJ7BEvfc9336GzT98CcxIRPXMKcDvy4F1q4CSXep5VF9lJer59lrjrKwK5s5UmaBaaOm/91owxPbHYIiNiIiIiIiIiIiIiIiIiIiIiMLorJq1qQX29Ub1viG2VqeEhdhkhrMcf5BNB7j+4OVEDxRiK46yyromGGKzwnZWiK3Q5tVlxiKzsklJiC3f4UO2w6uDbBMdLgyOj8X6115A2icSYluia9Y7L+C3557CsMbxSPZ6kCFLkrrcyJWZ2OxuHWLLVv1LiC0/yoeC+qpCgmxp9Ww6xJbcIjTENi0QYjMzrEWG2GrMcp3+IJsVYlN3SIhtx3Yk/9QL87/7Cj/deSv63fYfDO18t64+t9+K7+++XQfYZv/aRwfKJMQm7clyootmp2Lt9GT0eqAzBtxzlw6zSQ2+4zYMuPM2JL78HIa++TJq1q5C6YbVapzlYSE2CaqVVVnjqVJ/MpXVVTrIJjOySbhNP1fJLmSPHoFFI4bie9VHX9X28Lvvwghdd+jfYXfdiaF3342Ee+7RNey+ezCi8z0Y+9ADGP3wA0h9+XnMePV5LO77A/IH/IytaalYnzEH2LQWFVs26nGhUr29CjW+8jJridOQEJuZiU2KIbZjhyE2IiIiIiIiIiIiIiIiIiIiIqqdP8mjs2uBjWodYlsns12NG46hp7fF1NatkOL1IttmLdcpwbBgiM1TZ4gtT46pigydHajM9QeqsHv8M56ZAFue3WstKeqfhU3O5frPS8msaVLWdV4UeuKR44vFNJcDI+O9mHfL9Rjy0F3AyiJgVRG2jE8AEn7BiA6tMatFU6R53Mh2OpFrt+sgW3a0lBVikwBbkS6vKreu9JNtSIlxILlFMwzoeCqQOAabZiZbYS+EhtjUR6hWvxK+kgCbf3YzCbLpMJsExSrUNyop9y8pugXYulGHurBhPbBxg9pWtVkd27IJ2L4Z2LlVXbtLfda9eslP+b7YuxPYpY5vlnvUvRvXWfdulH1VEhDbru4vUdeVqH7UOKXvCjU8CbKV1VRZpcZZUamqqlKXBO0k7KaDZOUVwB51765dqj01zk2qvXWqH6n1qs/1qp9Nqh8zVinZlmPm+DY1fnmGst1qDKqtqhJr/BKUk7/VSgnMqb5USZ+6b3VYXqMOrvnfm3m3ck6uqYt1nQmxRRYdLobYiIiIiIiIiIiIiIiIiIiIiKh2Orlm0Zvyjz/EFpiJ7YwDh9gkwHasQ2wSUtPLefrHJAG2fFssCqJ9ukJDbPIrgTMpmUUt1+FFvjcW2bFeTHHFYEQDtw6xJTxwN7CiGPhtATaMHwoM/xUJp7VGSstmmOdxI8vlRI4jMsTm9ofYJMC2nxDbpHHYNHO6DofJ1GqyJKeeIUzSV5EhNpldTIexqnWQrLqyBtWl5agp2YPqXduAndtQvX2Lqm2o2bEdVTt2oHrnTnVuB2r27EL17p1A6V4dYqupLlftl6GqdLcOqFXu2KKraqe6T1Xl9u26Hbm3ShXknvISVFWWq75r9KxrwRBbTUSITWZrM+NUz1FZhaoS9XwlpXo8UFW1TbW9davVh78fOVejxiil9/0l/evx792lxizjrlB/oOEzo+ngmr/M+KTMjGvhITZ1XM5Zt9aKIbY/BkNsRERERERERERERERERERERFQ7Ca356U35JxBimwqMHXZYIbZgWUt3hh87iPIHz/apfa417buQH+20Qmp2rw6vFdnidellPaXU/XLcjNkKnTmQ63Ai2+lGutuJWbFOTGkSi2GtGmHzO68h/4sPgFVLgDVLUT5nGjB1HMb89Syknd4RczweZDrVc9tVG+rZZTnRnBgrKCfLiUaG2DLq2ZFqc2Jqi2YYeFo7IHE8Ns+a4Q+xSdzKev0myCZBMB1o8weoJFgl50yIraZcHS8vBypKVRuqqqxlNVFVqQNwVipOXScBLlVV6hqZha26ptwKsqlfXdWqf3WvXmZUwlvVqlQfVlvSZpkOsFlhMHVIlYTYylXbZTIEVZVV/vHCzBpXrZcZ1WEx/zjkGa0G/O3Ldo3qQ4Jp0qec19fIvsyyFl567LJUqRpLpRqb9R7CS5Y01cudqu7kVy+9qp5Jh9L0OFRT/q6FOqLfqZRsB8s6qs/KDf5tOnwMsRERERERERERERERERERERFR7SSx46c3dYKnGqiqwJqUKTrENvT0dmEhNgmMSYhNqq4Z1/YNmYUfD9wXciysIsNrpsKuCwbYpEyIzQTYimOsCobYrKVFTeguK8amS5YEzXC5MdvnxtQGXoxu2QC/tGuOVR++icyvPgF+W6KretZUYMpYjL/wTKSd3j4YYlNtWSE2d0iIzYsCVSbAJkudpte3I0WH2Fr4lxP1h9gkhCZhK//r14GqsBCbsMJUck6CWnrGsQq1VyEhMwl4hczUJuEt9QlNdswKk0noyz+jW025LgmcSel9taXvk2v9/e87E5wVSpOS68rVOHSOTpUVYpOwXLkOscn1epwh7Wn6Af0D0+S8hMQMdbV+zmBVyVjVMWv8VTrAFhpik3HKrz7nD7HJXG0Msf25MMRGRERERERERERERERERERERLWTxI6f3tQJnupgiG3MiLAQW2ZEiE3CZBIeiwyU1RU0M8G10BncdADOf1xCZlZgLRaFUcGSEFphWIgtvF2pQpsXhTGxVoBMrg+9XwfYZBY2NW6HV5Ub2Ta7rvkOG2Y7XZgWH4uxTRpg49OPoejFZ4G0mUDOfFQXZAK5acj55G2se/MFjDmtNWa1ao65EuqTtqKt4Jqp4LNYY5WZ62RsGVEOpNpdSG7Z0pqJLWw5UQlN1SYYntLBNnWVFWKzwlxVFZWBAJcpOS+hskDJfrWEyqxZzAJhNh16s0rCXuZaWRZU2q6oqNAVaFcHxySspkYkgTY1Fh2S0/v+Y9JWRNhMtyVt+sdtyrreKh2YkzBayDFrXHLfvu3Jc1RUlOnnl5Jjul31HDIu/Wes35qw3qEVZvMH9Eyo7qBZbdDhY4iNiIiIiIiIiIiIiIiIiIiIiGoXkuXRm/JPdfU+IbZpISE2CZ2ZEJoOkEUdfIhNjkm4KzTEpoNs/uNmxrVgAC3eCqH5lwOtM8AW7UFRjBVis2ZA86I4ygq+6fCbKmk/x+7RS4fq2dccJsDmQLLXg7GNGuLXVs2x6PlnMfuNF3WArTw/HRUFGUDuHBR9+Dq2vt4Die1bYG7L5pjnkTCcF/n+mddMmWexZqYz5UFGfRdmqvc3rcXRC7FVVlarbXXM/6uP6/OybQJsUlaITQe9dIWG2KwZyw4UYjNlQmZWGMz6c7HKOm6uM2EzHTg7rBCbjEvus8YgY7HaDLYb7CcixBb2MuWIHGeI7VhiiI2IiIiIiIiIiIiIiIiIiIiIaheS5dGb8k91tQ6xrZ0RHmKb4fYiXUJnMU5r2Uybf5YxVQUxDn+FBrdCywq1hYbKdKBNAmyBsFfwfHEgxGbNoibX65nOVN9S1j1W6M263qOX7ZQwmyzdGVzG06mOybUO5NodyHKoX68H2T4P5jvtmO22IyXeh4lNGmLDEw+jsEc3ID8TWFwIrFoIrFyAioI0IGcWJj50B3JvvwFjG3oww+NCptuDfIeM2Rq3hOd0yXPY5Nd6LusdeZBZ34XZNjdmNG+FwR3b6eVEt85MBSoqQkJswbCU7JsSJsRmhbQkBGYF0KRkxUvJZYWGtELDYPqasOOVajs81BV5XWTYLPTa8DJ979u/+Q0tOWaWFA0u1bmv0HbMfaase8Mr8rqjQVqxWgp+Fzo8DLERERERERERERERERERERERUe1Csj56U/6prgaqyg4pxFZ4CCG24Axp4bOqSTsSRpPz+hp/gE2WGNWzqEmf/hCbBNqCATZTVqBMQmw6yCYzxEXbVdsO5NnsyHHYke6yIzPWg3nxPkz3uZEY78Xopo3Qv3ULFHXvhlkvPQ8sKkTVigWo/n2xDrEhbw6QmYJp992KRf+5FkmxLsxyOZDjUn2ZEJtZxtQfYgs8k+rbPFdWPRfmxHiR0kxCbB0OOsRmzuigltqWqi3EJreZAJe+1n8ucE3Y8fAQm5DjElozx2oPscn58PCblJCf0H3TXuj95teE2PSgde3LtGXuN/ea+wPn9fsIXhe45iAc6Do5a11R9zjp4DDERkRERERERERERERERERERES1C8nw6E35p7pah9jWpCQBY4YGQ2weDzJi6gixqbKCW1ZYLVjhx63wmgmy+e+XoJeq4mipYJBNrrOWAfXpvrJtbtWvM7D8qJyT62TpULN8qPQhy3tKiM20XWCzWyE2txPzfU5MdUdjgs+FmWd1ROL5Z6Hy04+x6ZuvgLS5QE4GKhYWomRpEbZkzkLZvGQs7fUZNn79Icb9/Vykn30aZsd59CxshaoWOP0zyqkx5qhx6yCbflaZYc4K9sk4TIhtbrQXM5q2wqD2HYFJE7B5VmrEcqLBsFTIp9FMYMuUOX8ooa0jsb8+ajtnxmWK/v/GEBsRERERERERERERERERERER1S4kW6Q35Z+akBDb2GEYenpbTGvd8qiE2MzsaRJgs2ZOs4JmVoDNH2KT0udMgM2HHLsVYpOSfuW4BMZMiM3MgCbhNpmlTQfZ/H2bZUTTvS6kNPBgdLwL/ZvEYuRF5+GXS/+G3374FoW9f0ZZXg52FeajZNEClC4qxJ60FCBlMrZ++SEqP3obKRechYLT2yPD40KOy4UilxViy4+WYJ1/pjjVr7VEqsz+ZpUVZPMgs55bz8RWa4hNx9KEFWLTn0HvB0kQ7FiG2PYnsn8zptCi/78xxEZEREREREREREREREREREREYQKRopBskd6Uf8JCbAlHKcTmPxdtza5mzcLm8YfWHCiyOQNLb1pl3a8DbBEhtmx1zsx6pq+LskJrEiCTcenZ2vz7cv3sKBtmqj5SG8RjQrNGKL7zP5j9wN3A9CRUzE4Ftm0Fdu4AykqB0hJUr1wOLF2AxO7dkP3YQxh5ZkdM7tAWUxs3wPxYL3K9bhR4VLncKHSqfVliNbTsDjVeVQ672pZZ4Bw6XJdR34XZMV5Mb9YKgzq01yE2vZzoYYbYpI4kJBZ6b+j9kftERwNDbEREREREREREREREREREREQUJhCSCskqBfZrKvcJsSW3PeUohNiCy4DKOSvIFrw/vKz79QxndquCITaXDrLlRnv9ZYXXsm1OXZl2+XUjw+7FbJcPkx1uTHB5MaZ5M/Q9tRVSHuqMkU88jN3zZmJ95nxgzw6gRFXFXvW7E1i2CCjOxfwnu2Dl/fdi+qltMa/1KZgTF4tMrxt5/hBbvkv9hoTY8uzWLGw6xOawB0Jssi/n06JcmGkLCbEljg+G2CKWE9WfQe8HSbAsNMAmZQJnhxM6C7039P7I/f+r/hee4X8JQ2xEREREREREREREREREREREFEbiPTriE5LzCez7Q2xrUycDE4Zh2BmnHrUQ277nQyu8LVmmU2ZVMxUWFrN7ke+IQ56qXFc88l1e5Lg8yHZ7MM/mxBx1/9RoO8Y43Zh97rmYfMF5KPnkQ/z+7RfA0oXAbyuAsj3qOUuAvVuA3RtRsigbKErHgh8+w6bP38fEi8/FvHPOQKLbiWkOO9Ji3TrEluV1Icejfh3+8aiS8Repd1Jok2VMZRnRkFnYdLnCZmIbcIQhtip1vQmxVVer7ZA62BBa6LWhVVVVpUvOy2/k+T+72sYbecw8W+hv5DV0dDHERkRERERERERERERERERERERhJKKjYzohWZ3AfmiIbfxQDDvDzMTmQnq086iE2GRGtnybV//q2dnCyrpO92OzW2VCbHZHIMQmAbZsVxyyPPHI8XjVrxfzPG7McLgw1ePBCLcXfRrEYeTf/4Z+V16CFd9/iew+vYDVK1C99jegUkJsu4Fd64Gtq4D8OUBmKjZ//i6qPngNs887DXmndUCKPQazbFE6wJbpc+mSvjKdVohNljItjvJgQbQXCyTIpt+FAwVq3PpXV/hyosEQ24xaQ2wi5NNoOnyljoaWPlZ9eCE2c11khYbYQtsz9WcXOd666v/6c/5fwxAbEREREREREREREREREREREYWRiI6O6YRkdQL7ocuJjpPlRNvoENt0t1OH2PSSmTZrqc+6Q2xmP7xMaM2E2PJtsWrbF1Fy3ufvQ93jcCLf7kSRx6tLlvGUmdeKYhshP74JMj3xyPDGItXhwBS3C9NPaYZJbVpjw9NdUfRiD2BeCpA+B9i6Dti+GSsyZuO3tJkoW1qIyqV5WD6qP7YN+Rljbr4a066/Agmtm2B88wZIbujDnFgPMjwu1YcLaU475rtsutLUmGTZUlnKtCjGiwX1PcGKcqE42qHKjsKIEJssJ5rc/NBDbCZYJVdJybYJYdXFhLPqIvdWVlaioqJCV13hrciQV+R+JHM8tGo7HiryXOj52s5FVqi6wmmR5NmlzHVGaLuh90UeN2VE7huh14aeP9jjpoz9nfszY4iNiIiIiIiIiIiIiIiIiIiIiMJI7EVHX0LyL4H9iBCbWU70aIfYCuy+wGxsJsyWawtWToxX/YaH2ApV5Xk8eia03AaNkNWwCebExWNmfDwm+NwY1iAWIzq0Qb8zOyLv5R6Y/tarKMmej235mcDOzcCuzViVPhMb5k0DFmYDhWnYNehnoM+3mHf15Si44u+Y0iQeqQ29mB3n0gG2bLdVGQ57oCTAlm1zIzdajSnap8NrCwPlwoIoK8QmYTYryGYtJ2qF2E7BgI6nhofYdDRNWCE2/Rn0vsWElUKXET0aITapPzrEVtsxc1zUdk7KqO1cZIUyz3Wgcf6RIbbajoeeFwd73DyDUdv5/wsYYiMiIiIiIiIiIiIiIiIiIiKiMBKJ0bGYYDYmuO8Psf0+fRIwOgEJp7XBlNYtjlqITe7TbcQ4w45b53zI0RWrQ2yybKnVn7rOra7xWDOjzfd69PKmU3weJDdthPEtm2HxbTcj897bgMF9sWfEYGDlYmD1cmDnFmD3FlRt+A0165Zh1bSx2DxpGGa+9AxyezyJged0wMQOp2Kker4kux0ZDeKQ2cCH7Hgf8nxeZKpjElrLcriQYw8+u4TuCqJVRVkzsRXXc6O4vlPPxGaF2KwyIbY0dSzV7g4LsW2eFRlis+jPYG2GB5bUUR1kq64OhLCKi4uxoGgh8nLykZubi7KyMl11CW1Pt+kPcZnauHGjriVLlugqLy/XFXldXQ72ukhmPHUJHfP+rosMsZWWlupavny5rs2bN+sypk+fruvpp5/WlZeXp+tgHey4DkTu3d/7iuwntELP/1kxxEZEREREREREREREREREREREYQJRl5DMi96UfyRIY0JsY4bqEFtyq6McYpPfkBCbPqfbtUJsuTGxyI726BCbBNj0jGwyA5vPgzmxLqQ2iMWEODdGNIrFsDYt8EuHVpj5wF0Y3+UebBo7GKsmjAZWrwTWqtq5SdUGYM1iYFUxdkwcBoweiAXPPIo1TzyEpPZtMLt1S0y12TEzKgb5sXHIjbMCbPleK8SWbXPqAJuMW4Jr1rKnsWo7FvlRXhRH+VBU342iKCeK1bswS4oGlxP9c4bYhAl7mTpaITY93v1cFyl0TLUx5w90XW0hNnkfRyPEVlu/BzuuAznQ/aF97K/+rBhiIyIiIiIiIiIiIiIiIiIiIqLahWRe9Kb8I8EjCbElJwIjB2Ngu5ZIat5Ez3yWEQibHSjEVnuYzZpxzQqB5Ua7kR/tREGUv/R5aylRCYhZy4pKPy49C9pcewxSXDGY0TgOic0aovD6azD/P9dh19cfYW2vz4GlucCqImDvJmDPDuwqzEN5Xga2pSRhx4wJ+H1QL2zt9y2GXXsJplx1ERKaxWFcQx+mNYjD7Ng4ZMU2RG5sA+R6Vb+qcmTJUrcXeU4P8h3WeGXWNan8KP8Y/ePUM7KpZyuMtt6JBNnC34t6d1EOzLS7kNy8xUEtJyr/SihJglhV6nC1Oigl5+R4SUkJSveWoNONN6m6GWefeQ7OOussrF27VtehMjOWPf7447quu+46Xeb4H82Ezo629PR0XWeffbausWPH6jKSk5MxdepUPPTQQ7qys7N1Hao/avwmnKb/DkLCeZFlrvuzYoiNiIiIiIiIiIiIiIiIiIiIiGoXmXmR/WoJsVXgt6mTdIhtcLtTMLlFU8yQpTwlaHbYITa1L2Evf8kMZgVREgyTEJsbhTa1r64JhNxU+zL7WabTgTSXAzPcMZgY68S4lg0x5NSWSL3tJoy951Ys7f018n79DvitGNXrFgGlsnzoNlTmZQAZs4Gk0cCk4Sjt/QXww8dIvfx8ZP/tHEyOc2O6z4l5PlmiVPXpjUe+NxZ5sq3KBNgKnLEosKvx6hCbFWSTEJsE2GTZ01y7usf/vFaIzarwZ7dCbLPVu5teW4itJjzEZm3VHWITf5YQW2Rw6nCDVKFhrKPpYEJsUg8++OCfPsS2vzLX/VkxxEZEREREREREREREREREREREEYJhKYt/WzIw1Wq7qgIrJ08Ahg3EwLYtkNisMVJkaU2bG/l2N/LsXl1FMe6DDLH596N9KIyKVdf7dBhMB8Lqu1R5dIhNlyMWxQ716/Yg1+tGqv1kJLvqI7lZLEa3boQN3Z/A4pe6A7lpQHG+tVTo7g3YXpSOnYVpWJE4HJvHD8OsF7sjr8eTSLz2Sky7+lJMv+xcpF18NsY3cmJarBNzPA7MVZXudiLH5UKuQz2Xw4nsGBuyox3Id6nxOWOR74hDgV2VGr+E0yTMlhvt1TOwydKnUsEQm3o+HWCzlkwNrWCIrdlBh9ikZPnQ0DIxpZKSPTrEdtMNN6rqpENsEtJatWqVruHDh+saOnSoroSEBF3PP/+8rj59+ujatWsXdu7ciZ9//llXq1atdLVp00bX66+/rmvdunW6FixYoOuDDz7Q1b17d12DBg3SZUJvJlw1YcIEXS+88IKuH374Ab169UL//v11/fLLL7rMMp9mXEOGDNH14Ycf6hoxYoQusyzoO++8o+uZZ57RZa5bunQpli1bpn+lOnfurMulvrHUzTffrGvMmDG6zPKhn376qa7FixfrMqGwWbNm6TLv4dlnn9X9mXHv3r1b1/bt23V9++23usx7/+6773S9+OKLuiZOnKjLLAdr3udHH32kyyxr+vXXX+uSsOKePXv8Xz24XKoJtpl2zPv+s2KIjYiIiIiIiIiIiIiIiIiIiIgiBMNSFv9+nSG2pkj1+Y44xGaFvKyyZjRT7dT36CqMiUW+zMbmVCWhMq8b8xq4MdFdH6PiYjC8bSP8dHorFL7aHWlvvgQUZQNLioDdW4A9m7CzMB2VuXOwfdwQ1Az/FQufeRRrn3gQmZdfhNzLLkTuBWdgwbmnIcVnxzyXHekuh57lTQJs+U5VdicKbU7kRdmQE+2wxuGM1wG2IpsJsanrop16aVFrNjprxrjwEJu1tKgcMzPWyXaafznRoxNiq641xCYzsR0oxCZBstAQmwTYjiTEJqGuQw2xSR1siE2CXXWF2N5+++1aQ2yh9UeE2KT69u17xCE2CaMdTIht7969+quL0BCbFENsRERERERERERERERERERERPQ/wh+eMiG2ygqsSgoPsdU1E1t+fYcOd+0vxGYF3TwojpKgl1USYMuJ9umSmc3ybbG6zQKZgc3nxFyfA0mN3Ei79DxMu+pvQP8fsXNofyB7jqp5mPf1p5j17adYPn4Elk4Ygc3J41CSOBKJ99+G9LtuRELLBpjQJBZJsS5MUW1Nc9mQ6rAh3e1GtlM9g9ODHJcsWepAns2hxqmeQ1WRTcJs6rwsm6rGlaPGnBcl4TVr6VMd3FPnc2OcgVnWpMzyqHomNvVM1pKopsJDbIM6WCG2zbPqDrHJvv4c6l9ZRlSWFK2sqglcV1q6F2Ulpbj5pk74T6dbcP65F+C8884LhNg6deqkq1GjRrr++c9/4l//+hf+9re/6bLZbLr69euny4TG2rVrp+vUU0/V9dZbb+maP3++rvPPP1/XLbfcgv/85z+B8Ff79u3RoUOHQEgtJSVFV8OGDXX9/e9/1/Xwww/rio+P13XFFVfoWrJkiS7Tvlt9J6kLLrhA1+DBg3UVFRXpMqG1zz//XNeFF16oS55RntUsIypLhErFxcXpMu/FhOtMaM6r/r6lzLhzc3N1NW7cGE2aNAksr/rSSy/pMuPv2rUrnnzyycD15r3JfVL//ve/dZn32rZtW12pqam6br31Vl3mvi+//FKXeS6ZhS10JjYjMsRmwm1/VgyxEREREREREREREREREREREdEBWMEpKzUlaamyiBBb4zpnYpNgV+SMa5FBNjNbmwmwyXEJiGXH+HTlxFjtSbgsy+tGepwbUxu6MaRlA4y/+hIMuuEf2DxiABaPHY6SwmwgLw3zv/4QmV++jy0jB2DbiIHA+OHAqMFIv7MTltx8NZIaeTEj1oFUtw2zXTbMssVgbowD2Q4Jy1nLhOY7JGDm0oG10BCbfi41bgmn5USp34gQm5yTGdnMNVI6iCfX6H0rxBYsK8RmlhM93BCblHUdUFZWclAhNgmQmRCb1MGG2EyQrbYQm/QjATYJspkQmwTYpGSp0MgQW4MGDY5KiE3Gd6AQm3nOyBBbbGzsYYXYJMC2vxCbBNj+zCE2uebPgCE2IiIiIiIiIiIiIiIiIiIiItovE5jSaiQtVYaVk8eFhdhmeFzIsDlqDbGZQJcEuMxMZMEQm0dd5w0E2CToJZUd7UKW2s+y+5Bjd+lZ0TJVH7NcNj1zWuG1lyHptuuBjJlAbhpQuh2o2IOqtSuBlQuQ89W7WPLpGxh49d8x7B9/w6BzO2Lkme0xumUjTGnkw+wGbqTFupHucSDd7cR8u/q1eXRoLjcqDvkxDZAbE2vNlBZjjV/PKCehPH8wT8/Gps7J8+ln9J8LDeVZoTVT4eE1/R5UyXWZ9Q8xxOYPKZmKJMtMynKi/+l0sw6xnXfO+Tj33HPx22+/6TLLZpqZ0LKzs3UlJyfr8ng8uj777DNdhgldXXbZZbpM3+Y+n8+n68Ybb9QVGep65JFHdL377ru6TFguMTFRl2HCWxdddJEus/ynCaOZUFd+fr4uY+HChbpefvllXSYU99e//lW3Y8JiW7duxZYtWzB37lxdJqQ2btw4XUbv3r11SchNyjynWd7TLEMqATVZdtQw/ZqZ7mTp0GHDhum+ZVa6G264Addff31gmVHTnnnvZrnRJ554QpcJvd199926TMituLhY1zXXXINrr70WHTt21CV9SRl1/Z38WTDERkRERERERERERERERERERET7JdGXQPyllhDbpKaNQkJszv2G2HT5w1tm34S9pHSITZYSjfIgWx2XpTYlxJbtdiHd60Kyz4HRDT2Yc9O/MPje21CVn4FdxblAxW6r1iwGVuRj0WdvYv37L2H85edj2t/PxeSOrZFyamtMaxSPOfFeZPisWd2yXA5VTqTbHchQ/evlS6PiUBjTAPm2OCtspsd2cCG2YIAtGGKTigyxWeE1q2QZ1ax6RzfEVlpa+l8JsRnmvj8yxLZs2bL9htjkPewvxCZlQmwSYDvaITYpIzLEJoEyCaVJgE1KAmwmxLZjx44jCrEtWLBAh9ikQkNscr9R19/JnwVDbERERERERERERERERERERES0X3WG2IYPCszEluJ1I9PuRJHd5V+GU8JpVuirthCbFeaywl2hxyXAlh/lU/d5dclSndnRDsyz2ZHiikH6aW0w8fwzgAkjsSdlCrBrE7BnEwqTRmDphASsGdkP2xN+wpI3umPji92QeHY7pJ7eFonxXkz3ejFXVZrHjZxY1bZH9e+vbJsTOTFua9lP6T86Vo1NKhi2i6x9xn+IJSE3U0c6E1t1tbomJKRUUrJHh9huuuFGVZ1wzlnn4uyzz9YBNllOVGYCkzrttNN07dq1S5eZ2cuEpsxyoKafq666StfFF1+sy5gyZYoup9OpS5YSlTLLX5rlPU0I7J133sHbb7+N6OhoXbIcqNTGjRt1yaxiUpdccokuCbBJyTNImRBYRUWFLvP88kwSnjPLjo4YMQLDhw8PhOJkqc42bdoE+pk6daoej8Ph0CXXSxlmOVEJ5kmITZ5R7vnkk090mec1YTjjrrvu0mVCbKZds6zqo48+qsswoTUzDhPqMzO1/fTTT/j5558D4UET4jMzrplQoGl35syZOuRmmGVF/6wYYiMiIiIiIiIiIiIiIiIiIiKi/aotxLZqyviwEFuqx62DYJEhtqKQmctMeCs4I1l4CEyOSYitoL4PRfW9KK7nRmE9K8Q2125HsseO1LPaYcjF5wNTJmDzrGnA7i3ArvVYNX4wto/sg/KB3wH9vsHGF59CaffHMbtjW2Se2kaPb57LiSyXzL7mRp4vFoWeWBS4Vd+qcmKcela1XP9McMGg3f+NEJspS/VRC7FJUOtgQ2wS7jKhrv/85z/7DbFJgC0yxDZo0KCwEJvM+HYoITYpMwPc/kJsUqYfM566Qmy//PJLIMQmZcJ6xyLEJnWwITYzU5uQ78YQGxERERERERERERERERERERH9n1ZniG3E4OBMbG4PsmIcOsRWYLcCasXRLl0mxCZhLQlvRYbYpPJtXhSqssJdssSmDwvrq20JsdncmBYdjfHOaKy5/07M6fY4sPZ3YNN6rJmZjO3TJ+Knm/+J0f++GFOvuACpl12E8a1bYHqLxpge68EsjxpbXCzyvbHIdbhVOZHnVP2qyndYJUE5CbEFQmZqDIEyxw6yzDNFHjeBtch9KQmxzVTvLrnFoYfYzCxkcpX5TiUlJSjdW4br/32DrjNPPwunn366DrCFhtjM8pNmeU2zLGZcXJwuEz4zHnjgATz44IOBZUi7du2qKz09Xdd1112n6/LLL9f12muvhVVOTo6ugoICXbLEqVToMpsyrlNOOUXXlVdeqUuWE5U666yzdN100006rLZ3715dVVVVuky4TYJ58lxmWVHTjwTIpJ9169bpysrK0tWsWTNdF1xwga4hQ4bokhCblAmrTZ8+XZdZftUsT2pCfWa5T/N+zHKqeXl5ulq1aqXLLKtqSIBPgnxut1tXQkKCrq+//lqXeQ7zflu2bKkrIyNDV13M3wZDbERERERERERERERERERERET0f9qBQmxJTZseUogtOMtZZIjNra+zAl4+LPCH2DLUsanRNox027Ds4XswuftTwMa1wOb12JQyBeVTxmDo9Vcg9coLkHXRmci74DykNmuCtEYNMd/tQprLpWdeK3LHIt/uRp7DGQivyaxx8iszsYUue5ofrcbyPxZiO+OMM45KiE3qQCE2mS3scEJsZlwmxCazvtUWYpNrDhRik5Lg1yuvvBIWYpM6khDbjBkzAiE2mQ3taIXYpP6IEJsUQ2xERERERERERERERERERERE9H9anSE2/3KioSG2QptTB9IkxCUBtsL6joMKsVmhL5cOksmSnnJdcZQHuSc7kK72Z7g8GNXAh70fvIm8778Edm4Btm9BYf+fsf6nL/FTh+aY0CIOyfEOzPD5MNPtQ5rDjRx1X47Thxy7asvm0rOt5UQ7kKe2pfS+v6wAmz9EFzIz3NEqE1irbT8j6vBDbKZCQ2xmmc2xY8di/NgJGDxwiA5Jbdu2TZcclxo4cKA+bsJgJtxllq9MS0vTZfowy41+/PHHusyyoOvXr9dllun84YcfdEmATEqWJJVavny5LsMse/njjz+iV69eejYyCY9dffXVuv72t7/p2rBhgy45LyVjHzNmDMrLy3WZ8RUWFqKoqAgffPCBrq+++krXhAkTdPXt21fX5s2bdZlwl1nu8/nnn9dl3s+CBQt0yfikzLKmhgn9ffTRR7rM85rlQcvKynTt2LFDlyxNKmWWJTXjljFLmX5Mv2ZcJgz33nvv6ZIlUKdNmxYYv2nHVCDY6A+xmeN/VgyxEREREREREREREREREREREdF+HXKITWY7i/FgQYwbRRJgO5gQm80KkFmhMut+uT63nhuZUVaIbXjDOOz48G1k/Pi1FWLbtgHLfvkBO7/7DANPbYrkph7M8cZgjseDeU4vstVYCvyzreXarD6kfSk9xpB90/8xD7E1b4FBHdr7Q2ypRxRik3DTuHHjwkJsW7duDQuxmRnA/gwhNikTUjtQiE0CbHWF2KQONcQ2fPjwsBCbtH24IbZXX311vyG23r17H1KITcYWGWKTANv+QmxSJsDGEBsRERERERERERERERERERER/Z+3vxDbgDbNkdikiQ6xZUbbreVEHR4dDJOZ2CTEli+zsR1EiM2EyiTElhvtRUGUFzknu5BR34U5cQ0wtkVzVPf6BksSBgJrVwCrFiP52SeR9/j9GNzch6lxNmTEOpAW60am14t8lxuFTjcKnGrb4bMCbWqMpi8Zk8z8FrqMqAmW6bFGqftD9iNLP8sRVGg7hxpiM0wwSYeW1KZUaIDpYB0o5GSW66zrGjl3KP3t2rVL10MPPRSoBx98EJ06ddLlcrl0Pfroo7pEbX2bcZvxHSxzn9muS13nDvX91nX9obZTl9DnEWY/8vifFUNsRERERERERERERERERERERLRfEoEJxGD2E2KTmdhMiE1CYocUYpPj/lCZLCeaH+VV93mCIbbYRhjTvBlqen2DFYN+BX5fCiwrxJynHsHCLvdgRFMvUnw2ZHjtyPBJiE21ERJikzEV2aUPayyRITYpEyo72DJhtMOt0HZ0iM3mDobYJk046BCbCSn9N0JsdTnU/iJDbBJgiwyxOZ3OQIitrvGZY4cbYqur3QM5mOcNbbeu6w+mnYMR+RxmP/L4nxVDbERERERERERERERERERERES0XxKBCcRgDiHEdijLiZpQV359lw6vSRXWU+fUb0aMFzOcPgxv0ADb3ngFeZ++B8yfAcxKwqB//BVJF5+L0Q09SPXEIMfrQJbXrUtCbMVeH4o9cSh0elHs8AYDazZ3ncuFhobL/sgK7afOEFtFhX7n1vuXsFN44MmElCQIVaWukzLBKClruUl1vCo4W1lomeUozb5pz+zLsqRSoW2GVmj/UpHtGJHXl5SU6JKlN6XuvPNO3HHHHbjnnnt0vfbaa7rM8qbm/toqtD9zLPK5Qq+Xirw+siLvM/uRxyPPm3Yj2488Hnp9aDuRZa4LvT7yfinD7NdVf1YMsRERERERERERERERERERERHRfkn0JRB/OcgQW77drUNsMhvbwYbYiqMkuKauqye/VpkQW4rDhzGxsSh59QUs/eBNYPYUIGUiEq44H1P+djbGNfBglsuGXI8LOR43ct1eFLjUGDw+VcEQW6EajwmxFdl91ngi6v9iiE2H19RVlapCQ1BHGmIrLy8/5BBb6HEj8noJsJWWlgZCbBJgk7r77rv3G2IL7UsqdNyh/YQ+kxlTaJlxRB43JfdIG6H7+2vPHDfjMO2bPkL3pepqx5S5z1xnKvJ+s2+Y/brqz4ohNiIiIiIiIiIiIiIiIiIiIiLaL4m+BOIvESG2gW1bHHGIzYS6JMRWVN+tqyDKrWdjy1HHsqK9mGP3YLLHh7S//RWj/nEptv7wGbb/8BGm33Etsm++GmPiPZjlcCLX4VblVWNxIS9KjcdmBdYC/Uu70e5AvzIbW+SMbKHhMjPG2ir0nsOp0H6ONMRmvlGFhNkCYSgJdVlVFxOGCt5jlWk38nygvzqqLuZ8be0cDtNOpMjxitC+TJnzde1HHj9Q1XW9GU9kmfOhfYXeH7ofej70uNT/CobYiIiIiIiIiIiIiIiIiIiIiGi/TEBKqyXEltS06X5DbDL72YFCbHLOhNhM0EzKCrF5ME9dM1OWKb3gAiRdeTH2fPeRDrFNvfM6pP3nGgxv6FPnrQBbrj0WWVFO5Nd3qDEEQ2zSj7SZe4AQmykzvrqqtnsOpf7IEJsVlDq8EFtoWGp/oavIfam6mPOR7UQ62GOmnUj7G29oRZ6v63pz/GCqtuvNeCLLnK+rv8jjkWWu+1/BEBsRERERERERERERERERERER7ZdEiAIxoqMYYjNhLlP6vA6wOZFnc+nKiXYgW92faXNjvtONGU0aYWC7FsCv36Bk4PdY/+XbKPnkLfRv4MFUmyMQYsu1SXsuFEXZg+2pPqwAm0+dDw/RmdCcGYs5t78y1x5uHUmIbZ9Qk7pCSpYTlX2zTKixePFiXWPHjsW4ceOQnp6uywSqTDuG2T9QWddKG9bSmzt27FC1DXPnztZVXFyoqlhfa4JX1rXW9aHthDLXbtu2TdesWbN0LVq0SJcsRyqVnZ2NrKwsrFixQldoUCz0+Q3TX2QZZt/0b9R1nWGuN33LEqxSdTHXmnYi2/v/DUNsRERERERERERERERERERERLRfEq0JxGsiQmxDTm2JxGaNj1qITQJnuTFW5dkcyIm2IVuCbDYnMhxOpDaOV3020yG23YN/xKpv3sfWz97Fj41jMdHhQrpTjcPpRY5d2lT9Rvnb84fYpCTAtr8Qmzl+oAod++HU0QyxSZkgm9T+QmxSEmBLS0sLhK5C2xGh+/sr69pjG2KTCg2xyX3muSKZ/iLLMPumHaOu6wwzXrlP3vvBhNikTDuR7f3/hiE2IiIiIiIiIiIiIiIiIiIiItovKxbl5w+xrZw8DhjWH4PaNMekpo0CIbZCm1MH2CRAVhzt0GUt5Vn3cqLBUJgrJMRmD1SOTZXdgQy3FWJLOLUZSr//COv6fAn8P/b+NNiyLC/PPL+0WZNzREZmIqbMZEgggZygIJNBoMGqJISqSjR0S0imbqMkSm1QZgXqApUKUyOVpOqWdQEShaCECgFKECTkFO4ec4R7+DzP8zzP8xTu4R6Ru++zzn3P/d8d51y/18Njcn9+Zsv2tPZaa+99zrfX1npmYhyPf6n7/A9+ulv18Y93T7/9nd2it31VC7wRfNvwjodbYWa2LCPa9ifKVL/vbUuKMu7M2Dab0p6llHHnZ1MIsS1958Pdsx/8UPfZj3571y2Y1517ftEdlxOtYShqpcTB/QcmyqHuz//gD3c/+IM/2D388MOt/NIv/VIrszU6bDU1npzbvHnzRNnYfeM3fqiVv//3/5tWCLq9EuMmQEfg7NbEcxC6m/58g/Y2d1/7tV/byi/+4i+2cuTIkVa+93u/t/u+7/u+7p//83/eymxNf47RRl2fzX3Vvn37ur1793a/8zu/08rx48dbiXy/SPtz7eetzhCbJEmSJEmSJEmSJEmSZvRqQ2wE02YTYiNARoCthdYmSg2ybXz3e7rVD7+nW/K1X9198Zu/vuv+zf/SXfzff73rnp4Yx8RY/vCHf6B75j/7VPfFh97VPfnOr+pWPPSebs3EOFiGdP1EqaG1fmFMLcQ2UUZdH1dqCI0y7vxsyrQQ27d/x2SIbfGrC7FNbA4dONhCbD/0A3/+NQ2xxZYtW14RYvuZn/l7E1em1xtg3IMQGwE2gmz9egTYaHNUiO3o0aMtwJYQ27/4F/9i8q47m/4cszfX+wiwGWK7M0NskiRJkiRJkiRJkiRJmhFRmmGchsDNMMT22VeE2FhOdPO739sCaSwluu1t72lLek4LsU2UGgarhWU/N76L5UPf1WZSYynRTW+bKO96uFv98MPdsj/3ge7pryPI9sHu33/XR7oj//L/3e39//7P3Qu/+9td91u/3j32yY92K7/9m7rn3/3ObtlEn+sf+kC36d0f6Da/8/0T7b+vbQmrtXG8feL4bY+0svUd72+Fc3cs3DuHQkCufy7Ll1KYIW7lV72re35ivE9/8EPdH3z0O7rusXndmV6IbTCb2SDw1AJOL3+l+8pLBMG+0oJQL03US7l582b34o2b3b/7t7/V/fa//d+79733/d0jjzzS/cqv/JOJ8ivdwYMHu0OHDg1DVATCKBs3bmyF/WPHjrW+0F+ec7Cc57UWWKMcOnSgFfa3bNnUfcu3fFMr/91/97OtXLlyqZVt27a0cvPmC61kadHBc73cnTx5vJV9+/a0Wcw2bNjQygc/+MFWfv7nf76VLCea5VHXrVvXSj/4dfjw4VbyXNevX28lrl692kpmdssyrDlOCK2/PGtkedOtW7e2kuVPL1++3MrP/uzPdj/3cz83DOE99thjrWT8Cav1y4PGEJskSZIkSZIkSZIkSZJmNIzUsNMLsf3Hj3yoe+Ibvm5kiG3rXYXYBkG2FmB752Ap0M1fNdHmOx/p1jz0SLfy/e/vln3g/d0z3/C13ec+8o3duX/2y93+/+VXuou/91vd1d/7t91nP/PJ7tmPfaR76uF3d89PjGXtwx/oNr5rEGBLGQbRJrZ3FWKjcP+rKDXEtultD3Wrp4XYvn0QYls8fTnRUSG2FmSb2K8hNvYTYvvtYYjtkVeE2Cj9EBuBsYTYKEGAjXoxU4iN8kaF2PoIsBFG45k2bdp0VyE2xjFTiG337t1jQ2wE2Ayx3ZkhNkmSJEmSJEmSJEmSpAdcC0gNdseYDC9RiSDTSze7Q0/N67o//Y/dZ7/1w5MhtoeGIbYtvRDb5q8aLClag1sUZiCjTO2znOdgmdFBmO197dwWQmbvfKRbO9Huuve9r1v7/vd2C97xVd0fPfyubstP/Xj33E//37pux9qu27Ox2/dr/6K7/U//cffY131N9/wHvrpb9fD7W4ht+7u+utv67q9u7RFa29YLrXFuy1dN7FPYr8e15NpE6T/PTGVUkK2F+t42cW2isJzo4nc+3EJsf/gdH23LifZDbK/Qvgehp4ndiUKmLfWWLFkyUZZ13/6tH23l675mEKL66Ee/baJ8tPv1X//17t/8m38zWW9J95f+0l9q5Tu+4ztaYelRyuc///lWEq4iCEb5yZ/8yYnyf+k++MGv7z74oa/tfuyv/5Xux37sRyfaer6V7/u+/6yVv/AXfriV//q//i9b+YaJ38rXfz3Lgv6/Wrl9+8VW1q1b08pf/st/sZWMc9DPT07c9w2tZBnULMv5Yz/2Y638xm/8Rivxu7/7u63kOb7t276tlZ/5mZ9phVnmKMuXL2/lR37kR1r5hV/4hVZ+6Id+qJXc9wd/8AetJHz2j//xP27le77ne1phrJRf/dVf7f7X//V/be+X8s3f/M2tfN3XfV17/9/93d/dyjPPPNNKnyE2SZIkSZIkSZIkSZIkPZCIzMwcmxnMkjUITZUQ2599dmyIbfO7Hp4KsbUA28whtsHxIMQ2CJYxe9r7u81vGwTHCLFtfPdEnUfe22165OHuma/6P3Wff8/bu13/1/+yW/p//8mu27G66/Zv6Tb/xr/qLv+LX+m+8KFv6J75mq/uVryX+ybuf/f7p4XY+jOvzTrERpm4Rv36LHcq/QAb5RUhtol398yHPjwIsT32aHfu+VcfYvu2bxsdYvvX//pft0K9pUuXzhhi+8IXvjAMV92LEBtlVIht/fq1swqx/aN/9I/esBDbjRs37hhi+7Vf+7VXhNgyE5shttEMsUmSJEmSJEmSJEmSJOkOJkNs+EoNsf1RCbENlhPd/q6HWpBt6zvf0+14x3uGIbYWVpsMfyW8RmHWNQJdLew1eZ2g2Na3fXW35e1fPXH8gcHxOx/pNr3r4W7LRD9bH364W/nQO7unPvBw9/h3fVP3H7/n27vuS3/YXXri8925L/9J1332D7p5n/x4t/Kj396teN/7ug3vGczuRln/VRNjmSgJlw1DdK1vwmxTS4zesUzen7ZThs9TCudG1UtZO/GOWojtwx/s/vA7vq3rFny5O7to4TDE1gJqhJt6+aZB6IktX+grw3L+4oXu/PmL3c///D9shaVE3/ve93b/w//wDyfK/9Dt2bOnlVWrVrXyW7/1W91v//ZvD8NfCWd9/OMf7z72sY91a9eubSWhsa/5mq+ZKF/d/dt/+7+1snTp4lZWrlzeyicn3j/lm77pw638o3/0i618//d/upWv/do/18ratatb+emf/n90P/3f/N3uvY+8e2KcD3X/6l/9fybKv+p+9md/thXGzjMkPJblUJnhjMISqZRt27a1kvN/62/9re5v/s2/2X3uc59r5Ru/8Rtb+R//x/+xleeee66V9038Tiif/vSnW/kn/+SftJL6f/Ev/sVWli1b1sq73vWuVmj/p37qp7o//dM/bSXXs7zoT/zET7QQXpZDZfY7yokTJ1rph9b6xw8KQ2ySJEmSJEmSJEmSJEmavRpi+9M/7D77rd/UPfEN3zAyxLbz7e/ptk8GxlpY7G0E2KaH2Da/85Hpoa+JOoMQ2/u7TW//6m7j2z4wcW4qxLZ1op9tDz3crXrPIMT25Hd+U/dH3/PRrvviH3ZXHv98d+FLf9J1f/QH3Ze++5Pdso9+W7f8kUe6DczG9s6HWnCshtiGYyh9z6Xk/n44bVqbk6Vfh5IAG/urp4XYPtJ1C77YnV30bNfdutneOSG2aVOtTRoXYjt34Xx34cKlEmJ7fwuBjQqxrV69ugXYxoXYKATY1qxZM+sQ26c+9YkWYvvGb/zQK0JsP/ADn2kBNu6fS4iNMtcQGwG21zrERpkpxEYhwPahD33oFSG2fMN4+eWJr1eOH5RAmyE2SZIkSZIkSZIkSZIkjUZ+pp+haSG2F7qDj3+56/7kP06G2D7UPf/e93Xr3/meXojt4W7HVyWoxWxog7Lxne+dVja/k6VDJ+q8c7AU6bZ3pe4gyNaWFX3nI22J0i3vps57ujUPv6d75ms+0D3+sW/r/tP3fqzr/vT3u8uP/kl3+D/8Vnf9N3+t+7Pv/PZu4Td/qFv6yCPduoce7ja84z2t/Y0T2yxvyn6OW6BscmnRQd9TYbM7lTzHhnc8PNznPGMeVbd/jrJqcjnRZ7/xQ91nv+tbu+7xL3RnFj/TdbcnQ2x8CEJsEyWhtakymL2LOi9N1L398kvDz/af/tN/mih/0r134vs8/PDD3Re/+MVWIuG1//w//89b+fmf//lWEtpKiOvP/uzPWvn2b//2Vn76p3+6Bc+Izk15uduxY1srmYHt7/29n54of2/yetf95m/+5kT5je5DH/qGVr70pS+0QrCN8qM/+lda+cpXXmr1Dxw40EpCab/4i7/YyuHDh7tDhw51H/nIR1r55//8n7fC0qeU97///a0kdPdzP/dzrWTZ1LQzb968Vv7cn/tzrfze7/1eK/F3/+7fbYXZ6CgbN27sNmzY0P1P/9P/1P3yL//yMPT2fd/3fa0QvKMES59S8h737dvXSjX8fizV+4AyxCZJkiRJkiRJkiRJkqTRSEIlDRUJsT3xpa774z/oPvut39It+OCHukXv/UC35l0Pd5vf89CgTOzvePsj3fa3EdIiuDZVNrzrva0k8DU4z3by3ndPnn/XB7oN73x/u77pXYOZ2Abtv6db+b6Huse+/qu7Rz/17d3vf+YT3Vc+/wfdhXl/3B34D7/ZXf23v9p97ru+tXvuWz7ULXnfI92ahx5uATsKYTYK4bW6T8BtECh7ZcjuTiXP0y/j6vXPU1a+/d3dwnc/1D39TR/qfv9j39p1T36xO71keoitzcrVQmz9INv0EBslny0htocffuSuQmzf9E3fdM9DbMzcdqcQW9odF2IjwJYQ27d+67eODbH99b/+18eG2H7pl35pbIitvesJo0JsFEJslFcbYsu3S3lQGWKTJEmSJEmSJEmSJEnS7E2G2PY/9oXuK3/8+93vftM3dF/4uq/rnnzf+7ul73moW/6Od7ay4u3v6Nb8n9/VrXvbw93qtz/crXrHYDso72ll7cS1YeH47e8aFmYmW/n2h1pZ9baHBve8413dyne8faK8rXvuve/o/uTr3tud/KX/Z7fjn/z3Xbd1adftWt0d+pN/19343d/o/vA7v7l76hu/vlv0yMPd8ve8u1v1zok2J8vqd7yjW/X2d3Zr3kZ5d7f2q97ZStufHFv6o2RMw/NzKDzHuEJ/FPYXv+0d3VPvelc37xs/2P277/pI1z315e7M8kWDEFs3WE60hpza/nBmtoTYXposE8eT9X7vd/9DK++a+CaUz//pIIx27dq1Vj75yU+28iM/8iOtsGQo5a/9tb/Wyjd8wze08tRTT7XyAz/wA61853d+50T5aLdw4bOtHDiwr5VFi55rhWVEKf/tf/v3u3/wD/7B5Ghe7n7rt36zlfe//5FWUv9v/I3/qvvxH/+vh+G2J554bKI80f3qr/5qK+9+97tbIXhGSYiNZTopWf4z42fpVMrf+Tt/p5Us85nn2Lx5cytPPvlkK2mfJUF5P/G3//bfbuWjH/1oK1mudMeOHa0sXLiwle/4ju9oJfVefPHFVn7hF36hlSxXmv5u3brVyvDbvTzxjSeXEqU8aAyxSZIkSZIkSZIkSZIk6Q6YFWtyxq3JENvex7/Yvfi5/9j91kc+1H32Q1/XfeFrvrp74v2PdE89/NCgvOc93bPvfqhb9O73dc89NCgL3zMoi97z3lYWvzvlfW276D0PD8tz73moe3ZiOywPPdQ99/BEmw+9u3vqve/svvTnHu5+58OPdHt/+ee6tf/zL3TdjmVdt291t/Pz/767+Ae/2f37T3yk+9K3frhb8IFHumceee/EvQ93z0wUtgsfek9rn5nPFr774e75d03tM66FD6VQd2pMU+dnX55j7BNts+0X+qOw//i739194b0PdZ/7yIe73/jkt3UvP7egO75i8cS7vjXxzgd5talwE2Gnl4bhpwSfaoitmdj8/n/4vRZie+fb39FKP8T2iU984lWH2J577pmRIbYPf/iD3T/4Bz/zlguxUWIuITbeyWxDbFwzxDbFEJskSZIkSZIkSZIkSZLuoB9iu9kdXvpMd/vJL3W//5d/sPuzH/7+7gvf/bFuwSe+o3v2ez42KJ/6rm7RJz7RPf/xT3QLP/GpVhZ9/FMTx5/qlnzsE60snSjLv+vjbbv0Yx/vlnz84xN1vrNb9LGPTdT7eLfwk5/oFn3qk60s/p6Je7/7491zE/3Q/tq/8Ve7p37qx7pTv/evu31/+L913cltXXduZ3dp86KuW/lk92c/8aPdc3/tL3dPfvdE/5+caPcTtPdd3fOf+li3eGJciyf6oL+UZZ/8ZCvtWhv3x0eUwfOMvlZL6k2Mf+K5KG1/ot1apup9vHvqY9/VLZgY3xd/5DPdv/svfrh7cckz3Yk1K4YhtpcmXvtUyIkA2yDERt5pKvQ0FW5rJjZ/+Nk/aOVDH/z6FvbKcqIvvfRSK7/8y7/cCktyUn7qp36qlYS/MsPY+vXrWyFYRvnhH/7h7kd+5M9PtEm7X9/91b/6X7Tyuc/9cSvf//2fbuUXfuG/byGugZe7/+P/+J3ud//Dv+u+5SMf7r7lW76p27JlUyvPPPNU9+yzT3ef+tQnJsqnug9/+MOt/ORP/mT3Ez/xE933fM/3dN/93d/d/dN/+k9bOXr0aCvUpfzLf/kvW0l47Nd+7dda+cxnPtPKj/7oj06M7692P/7jP97KihUrWkm4LcumPvroo2150fiZn/mZVv7CX/gLbXnVpUuXtsKYKAn7MTbG8Su/8iutxOc///m2vCnLnlKoR0n4LQbfcirM9qAxxCZJkiRJkiRJkiRJkqQ7KCE2ti/f7PYve667+NyC7l//tb/U/fZf+Qvdb/3g93X//ge+p/vsD3/foPzQ93b/6Qc+M1F+oPvsDw4K+5Q//v7PdJ+bLH/6mU9P7n+6++Mf+HT3R9//fRPl090f/uBnJu75TPeHP/T9rfzRDw8Kbf/Bj3xfN//v/Hj3Rz/9k93uP/rtbuOf/k7XndnbvXx+f3d629Lu5rpF3e/87b/R/clP/PXu9//8RBsT7fynibb/8Acn2v+hz3R/PHFMX7V8bqKPP5ko7Vqr/8ryR98/MYaJsY26RvujzlOf+wbHPzA5Ft7D1Jb38Qef+d7u//jB7+1+56/8xe7/99f/cnd5xaLu8LqVXfeV270QWwJso0Jsg/1hBmpEiO1LX/rSnENszCzWD7ENZm6bXYjtH/7Dfzg5oJe73/3df99CbN/8LR9qIbatWzcPQ2yUT37y421muBpioyT89c/+2T9rIbZjx46NDbExwxkBtl//9V9vAbZPf/rTLcDWD7EtX758GGIjwJYQGyUIsP39v//3W4DtTiE2Sj/ERoBtriE2vsuDxhCbJEmSJEmSJEmSJEmSpiMTVUsNsbVzt7rb54533alD3Y11y7vba5Z3L61c3L28glnQFg7Kiue7bvmSibJsqqzgeKIsXTxVlk3cw3Y59ScKS2iuXDpVuGflxPlVE/VWT2wn2v7Kqon2d2/sun2bu+7wzu7Wsd1dd/lk11053b188VjXnZ0Y15bVXbdh5cSYaHuiMJ42pol26LNf0v+wTI41ZRljnRhPSv96G/vENs/Y6k+UpRPnl04et/eQdsq2vQeuL+5eXLW4u7J2ot6Zo93t82e67vat7qWXvtLduv1yd/vll7qXvnK7qyG2ts5o+zxTIaiJS5Pnv9KdPXNqopzoNm5Y123YsKE7ffZMd+bc6dYOda9fv97KypUrW0lY7ezZs925c+e6TZs2tUIdlh+NkydPTpTjw+VAV69e2crZs6dbIZxGOXToQFv2k75efvl2d2ZiPJQNbTzrusuXL7Yy+RDdvn17uv3793aLFy/qlixZMlH3THf69Oluz549rRw8eLCVmzdvtpLlPTMzW8J5kWU/H3/88VZYanTVqlXD5VSvXLky0f/l4XOfP3++lcF4Gc++VrZv397KpUuXWsmypVkeNPfXIFodR+5nDIQACeFRIiG2lAeNITZJkiRJkiRJkiRJkiRN14JqpSTAhnbudvfCxdPdrbMnupNb1nenN6/vTm1cM1FWdac3re7ObV7TnWW7cW13bsO67uzGlLXdmQ0T10YU6nL93KZ1E2V9d2aiTbanN02cn2hr0O5E+5tXtv0bh/Z0V4/s7a6eONBdPnGoe+nqhe72tQvdi5fOdi9NjO3Mzs3d+R2bJse1prVDof8zE+OcVhgD/U+028rkWKbGvW6izsS96ybqraeN6dem6k+V1s9EvdPrJ7aT9w3bmSztXCncc3LTmu74xPt76fyp7ual893LL93qbr/0lWF5uZsMsHW3hkG1yfxXCz8RoKohtjOnT7YgG4GxjRs3thDb6bOnxobYCLoRxiLARpAtIbaEvuJehdiuXLnUSh6CEBuFENvixYtbiI2SEBtt3W2IjfDY6tWrW+FZrl692kJslH6ILe9yriG2wXO+3N2+fXtkiC0z2Rlim84QmyRJkiRJkiRJkiRJkubo5e7ll2523e2J8jJhqsnylYljysuT5aWJc63cHlEmr6Vuv/7Lk3XSXtu+MLGlsM816tHGS23GslbYb+cmr7304qB+Su3vTmU4nnGFMU6O816UNu6J8hWOb3ZfefnFQSCKmdi+0rUyKsRG5mlQJkNsE9t+mKuPkNXt29Qd3DdbCWnN1bj7Etq623b7Bs81VcZJv+OMG89sx8mSppQ71c847jSe+50hNkmSJEmSJEmSJEmSJM0RyyWyzOWttj9VCA3VkvPdYEK3sh3o3zNVf2q/Xqe/1JtC9oclN1++TYBt4mDYycsTu5TbrUxvazYlYxhXYtS1uZfBWNm/PfEYBNhudy99ZeJdT5yaCrERdhoE2dqUa70QW0o/xNYPSBliG/Q7zrjxzHacCbHl2UbJGO40lgeBITZJkiRJkiRJkiRJkiTN2iBsQ5CH5ShvTxwPAlVtn9nPEq5q5wfBnMTI6nZQJu5r5dZkGRwPQj2DdplxjNJCXZOFYFeW1yTglUJWaFAmrr/80kS5NVg2c6LN28O2B2X6ON/YwhsavKWJ9zo5xsH7nXyOyZnY2sRrE7Wm3dPaeGUQahBiGwQNb98eBOK4nhBWQm79knZynPozlVH1EiLrt5PjGjSrdfv1ZlNqfylpJyVynHeRNvLc9flHtTOqXr2f/f49o0r/vgedITZJkiRJkiRJkiRJkiTN2iB0Q1BnEGIbhKMGx8MQGwGryXAVCF6NDrFRJu7tlQR7WkCrhNgIZNHP3YTYptoelLdKiI2gE8+ZABtl2j2tjbyv0SG2vLdRIap+STs5Tt16by21Xi0EwJiJrH89x7me0Nm4erMp6a+WtJMS7Oee7FPqO6znUy+l1qNk7Dmu93Hcvz8l9XLfg84QmyRJkiRJkiRJkiRJku7SIEg1G4npzC2uk/Zn38+DyiDUG+9uvoHfbcAQmyRJkiRJkiRJkiRJku7Sax0uu8v2yQU9YNkgw1B6KzPEJkmSJEmSJEmSJEmSpLeoXsgt4bUHMMQmvZUZYpMkSZIkSZIkSZIkSdL9wQDbq1Jnc3ujZ3a72/7fLDPSOTPe3BhikyRJkiRJkiRJkiRJ0qtCXOfNGtnJ2IwUSW9ehtgkSZIkSZIkSZIkSZL0qrxZQ2I1wPZmHJ+kAUNskiRJkiRJkiRJkiRJkqQ3jCE2SZIkSZIkSZIkSZIkSdIbxhCbJEmSJEmSJEmSJEmSJOkNY4hNkiRJkiRJkiRJkiRJkvSGMcQmSZIkSZIkSZIkSZIkvQV9ZbJIb3WG2CRJkiRJkiRJkiRJkqS3IENsul8YYpMkSZIkSZIkSZIkSZIkvWEMsUmSJEmSJEmSJEmSJEmS3jCG2CRJkiRJkiRJkiRJkiRJbxhDbJIkSZIkSZIkSZIkSZKkN4whNkmSJEmSJEmSJEmSJEnSG8YQmyRJkiRJkiRJkiRJkiTpDWOITZIkSZIkSZIkSZIkSZL0hjHEJkmSJEmSJEmSJEmSJEl6wxhikyRJkiRJkiRJkiRJkh5QX/nKVyb3pDeOITZJkiRJkiRJkiRJkiTpTYZw2bgyF3OtL70RDLFJkiRJkiRJkiRJkiRJbyH3MphWw3H9Ir1eDLFJkiRJkiRJkiRJkiRJb2IzhcpGhc7q8bjz49zpuvRaMMQmSZIkSZIkSZIkSZIkvYncKWz2aq+P07/vbtuR5soQmyRJkiRJkiRJkiRJkvQml0DZnUJls7k+U1t3ul96LRhikyRJkiRJkiRJkiRJkt6ExgXN5iJt1NI37rz0ejHEJkmSJEmSJEmSJEmSJL2J1MBZP1zWv5by0ksvdS+++GL3wgsvdFeuXOkuX77cyqVLl7qLFy9OK5yjzrVr11r9GzdutHtffvnl1gfb7EuvB0NskiRJkiRJkiRJkiRJ0l0gPNY36txMZlOfQNnNmzdb+OzcuXPdkSNHun379nXbtm3r1q1b161cubJbtmxZt2TJkm7x4sXdc88918ozzzzTPfXUU92TTz45LBxTuEadRYsWdc8//3y3dOnS1s6aNWu6zZs3dzt27OgOHDjQnThxortw4UILvN2+fXvOz/dqvJ596Y1liE2SJEmSJEmSJEmSJEl6lQhcjQtd9a/NVJegGDOonTp1qgXVNm3a1K1YsaIFzQiePf74490TTzzRCvspHPeDauw//fTTryi0wzb1+iXtpw/aIfBGUG716tUt4Hbw4MEWqGMmtzzLuGfqP/s4tZ26H/W87i+G2CRJkiRJkiRJkiRJkqQ56Aer+hK2GnctmGGNpTzPnj3bAmsbNmxoQbF+kCzhsho8SxgtgbRaRp3LPZRx12vbo64RZiPU9thjjw3HRbht+fLl3ZYtW7qjR4+22eJY2nTUs6OezzuqJef7W95VjnX/McQmSZIkSZIkSZIkSZIkvQqEq2ohcFXP5xgvvvhiC62xVOfatWvbcp6EwWowrB8qoxAgI3z27LPPjqzDcUJtKQmh1dI/z705N+paPc65tJ/rbBl7Zm0jiLdx48YWart69eq05wfvZJT+u+rL+9T9xxCbJEmSJEmSJEmSJEmSNIN+cGqmEFau1TosuUmgi2DX4sWLW+grM5rVcFqCYQmHJSxWQ2Qp4+rRXq1XS62X+2s7/XqUOq4cM/sa9egr93It9yfQxpZjZmpjCdLz58+35VLru6nvbBRCbTXYNlNdvXUZYpMkSZIkSZIkSZIkSZLmaKbwFeevX7/eHTt2rFu/fn0LfmWWtQS/EhKrYbCExBIGS+F8vYf9tJXAWEJj/ePUyXmCc7meOrXU+2qf/b4zrow35+s9OZ+2Off8889327dv706fPt2WHY36PvvvtR6P29dbmyE2SZIkSZIkSZIkSZIkaQ6YTSwIYiWMdePGje7MmTPdhg0buoULF3YLFixoobCEumrQKyVhsIS+KAmQZZ9CO1lylLosQ8oMZyxJSn/btm3r9uzZ05YpJTxHOXHiRHfq1Kk2JpYwTeEc16hz+PDhbt++fW2mtM2bN7e2Vq1a1ZYEZca19F0LY6sht4y7PlP2c1zr8F7YMisdgbaLFy+294fMukZALQWcN7R2/zLEJkmSJEmSJEmSJEmSJM1RDVVdu3at27VrV5tlLLOYUbIUZ84lyJXz7LPlmFBXZixLyIsQGWEyZnMjoMaSpITQrl692gJzdSYzZDwzhb3uFATjOs9269atNpvcpUuX2qxphOO2bNnSQnOEzxh3gnUJtnEuz5XAWvY5z3HeA8+WZ+aY4ByBOpZercuH6sFgiE2SJEmSJEmSJEmSJEmaA4JehLyYzYxQF2GsBLlqcIvSD6yxTT0CXQmucbx06dJu06ZNLTDGbGmE4/pLblYcjzpX1eN+/RzXczNJ3Zs3b7Zw2/Hjx7udO3e2AFpCaZktrob28k5GvYfU4f1xH0FAAoGXL1+e7HXKbMc62+fBXOrqtWOITZIkSZIkSZIkSZIkSQ+UGlyqs37lPNtap55/8cUXu/3793crVqwYzkKWIFZKZh1LyXn2CWpxH/tLlixpy4AyA9mVK1emLVNa+x+njqtuY6YZzag7mz5mg3aYGS4ztq1evbotd5pA26h30X9P7FMIv3Ef+xs3bmwzz9VxZp9wX/bZ1v1Rah29+RhikyRJkiRJkiRJkiRJ0gOnP8NZDUHV/dQjvLZv37424xhBq7osJrOtJZiVoFYNbCW4Rl1mLSPodeHChTabG+gngbP0fSe1HvuzvQ/9ZUhjLm1gVL85JtTGbHLbt29vYT3eAYG/vLe8nxpky/viPaU+51euXNlmfcu4R/WLnMv1USG+UffpjWeITZIkSZIkSZIkSZIkSQ+8BJ+ihtd2797dwlWZQa2GrrJPGIvwVT1HEIuAG0uOMtva9evXW5u1n+z3t7MxauY2tjO1Ua8R8qptzFa//XH9ZSy8S0J7LBPKkqm8G95lZrHj3bFN4b3xLjMzG/WpS5jt5MmTrb3aZ39/pmOeuR7rzcEQmyRJkiRJkiRJkiRJkh4oCTGxrbOS1XDTzZs324xphKkWLFjQwlV1xjUKIasEsBJay2xjBK6YuY1lQjGurzpbWO2/r16r+zWU1W9rVHujzsVM12bSv6+Oo6IeoTmWHd2xY0f3/PPPt/eVcGDeJ++cY0rec32/vNtz584N24yZ+r3bZ9PrwxCbJEmSJEmSJEmSJEmSHigEmvqBsoScCFkRXmMJTMJVCVZlRrCErRKuYptwFfds3ry5O3/+/HCGs1EBqlHBtdTr1x2l3hN1djKW8jxz5ky3Z8+ebuPGjW0muDVr1nQbNmxoy3vu37+/O3HiRJsZbjb9jVPHkdI3rn3Ov/DCC92xY8fa+HivvG/eZQJrhNlqoI0QYfZ53+vXr+8uXbr0iv77x+gf683FEJskSZIkSZIkSZIkSZIeOP2gE8Eylqok7EVgLbOrsZ8gG+cIVSXAllnEVqxY0R06dGi4XGj0Q1P943HLgd5Jvy5jpzB7HCE6xsi4mUEuoS+OGS8l+zwDQbDjx4+3ZVPT1p3caYyjrnOufz7nKITRCNgRVEuQjXFSeJ7MgseYucY2obdt27a1QFzajLQddV9vLobYJEmSJEmSJEmSJEmS9EAjQLVp06YWjiLclQAVwSkK+5zLrGtZ/pIZxE6dOjWc1S0BsDsFqfpBsQTI0A9a9Y8j7eY6QTTGx1jZZj/jJvSVwrlsEwRbvnx5d/To0dbWXPXHEv3j6NfNfoJ4LMPKUqOMjXHmvec58kwJFFJv4cKF3cGDB1sb45aIHTcevfEMsUmSJEmSJEmSJEmSJOmBkjAT4TGWDiUMRRCKQBQBqcz6ldBUzicURuDt7NmzrQ2MCkdxrobVxtU5cuRIt3PnzuHxbFCv1j18+PBwbCmMO4Gvekw9tjwj53k2zhHe27Jly7QAWIwbe38co871jbpW78mWb0MojTBbZmbLN2G8NVz47LNPT4x/MOvcypUruwsXLox9jlH9641niE2SJEmSJEmSJEmSJEn3lYTH2NZwVN2/ePFit3r16uGsaglIsU8h6JVzhKgITG3YsKE7d+5ca+NO+v31t5Tdu3e3/gnR3bp1a1roLXJPVc9du3ZtWjgtY2afkmepz8Q+feZZCYRxfPXq1clWBwiC9cc8Sj0/bh/j7h8ldRNmW7JkSfsO/UDb4BmemHi2wbPkOu+Wd1qlzf4YR52PUed07xlikyRJkiRJkiRJkiRJ0n1n1CxobAlmsVwlQacFCxZMC3MR8iLQlZIZytasWdNmXuP+uYaa+vUzhnXr1rXAVZYvPXPmzLS6/f0aKEP2CWtxfwJdU8GuqUAXQTmeheflHM+Z8BzPyfn9+/e39mh3VD+R41H1aqlGnbuTfv0XXnihjbEuMzoqnJdwG+912bJlw9BhZmbL76I/puynnl5fhtgkSZIkSZIkSZIkSZJ0X+nPwBbMvrZq1aoWgiLolNBaQl8LFy4cBqEIdhGCOnHixKxnSOujTv9elrpcvnx5az9jYL+/pGh9huA459gSuGKGMgJqaSvPQuFZmcXs5MmT7TlYdnTjxo0tvJYAHVuW4GTGs7RL33Xc6Td9R+rW89kfNf7a5kz67eWYLWE2gnv5Rgkh8g74fnkPPBf7XNuxY8e0EGBtE/1jvf4MsUmSJEmSJEmSJEmSJOm+U4NJhKeOHj3aAk8Et2rIKUGnBLsIQxFsO3DgQHf79u12P2hrNiGs9Fv7B/sEqQiRzZ8/v/XBOOiP/lesWNHq1D767WQbBLoSvMsz1P2bN29O1pxqC9x37NixbvHixa1/Am7otx+5t16f6bj/nmYbXqv67Vecv3TpUnuXmWWuhtnyDTnON2U2PQKEVb+Pcf3ptWeITZIkSZIkSZIkSZIkSfeVGkYisLV169Zh2IngGIXwGsGnzNzFNUJPBKOuXbs2bOPVhJyoT4Cr3seSmAma1fFwfOXKlWn9JkRXl7jMPtd5tjwD99fgFvu0V+vXtsH9p06dGh6jP2NZAmjs1+Oo9yLX2ebZa51+ffTPjWoz5+qW86dPn+6WLl3agoG8B56bwrvNt+UdZdY2wnu5PzJm9PvW68MQmyRJkiRJkiRJkiRJku5L58+fb0t3ZvnQhMYS/MosXVwnCEWgKwgz3W2gadR9CWKxpGkCbFn+knEwQxwBN2YY27VrV1vKdN26dcOAFeGyftiKkBttJbzFNiWhti1btrTnun79+rT7a7gNNbw2SsaffQohON4xy5WeOXOm9UGd2k7ts+7fSb+d4FzayXWWQmWJUZ6Z98jz978z7yIBP0KNtFH7uHXrVtvqjWGITZIkSZIkSZIkSZIkSfedQ4cOdc8///y0UBOFfUJr7BMkI9i0c+fOFshKoKkftkrgKfuj5Drqfj9whVWrVrUwFWOhELZiHAnZMWbGyPivXr06eddAv5+VK1e2++rsY7VN+qEtri9ZsqQFuJiNjNnm0kYCbei3H9lnS2ht/fr1rT/ap5+8U8azd+/eFmhL/aht3Al1+vfe6b6zZ8+2ZVnzXSm8C8aVY64x1tWrVw9n3KsBtnHfV68tQ2ySJEmSJEmSJEmSJEm6LyTkRCgtwarMxpUQE4VzhK8IidXZ19APTlVzCTiNaoctbTA7GkE1AlWDsBmBtkEQjfERumKf8Z84ceIV48gx4TMCYyyVyX25n+dNkItztJewWUJtzALH0qnnzp1rbQVt1/HWLTOebd++vfWX9hISS1AswTaODx48+IoQX91mv6+eH1Wvfy77bAmkbdu2rfXPO67vhH22FK7xDgi+oQb59PozxCZJkiRJkiRJkiRJkqQ3lRpSyn49rlskKEXIiiU4E7CiEGZKcIkQU2biIozF7GtR2+svrVn3I6Gn/n3B+VxjS7iKWdCYKSzBsoyJENuzzw6CdjnPPuMkaJY2antx5cqVbvHixcNn5v5ss5/nT0kfBLkohL7quxhn06ZNrT5tJhDGPmXRokXDfQp9EHbjmVHHj7qPUc/Wv2cuTp8+3d5LgoyMiXfEPmPLOZ7h8OHDk3eNHmeOnaXttWOITZIkSZIkSZIkSZIkSW9KhIb6oSLkuJ4nzLV8+fJhyCqBLfYHQbGpmdlYTpPAG2obdVlJjOobM50jyDYq7MTSlfTN+AjS1YAZAbYnn5xa9jSzmXGd4FjGivTDNqG506dPTtR9ZXAv7Se4leNcq++FcB390G6dPS39Masa7TCu3M84mc2Mtgmssa3hMK6zv3v37tZGpM3+e8r52m+MOncnN2/e7DZs2NDGluAgY6IwvrynhBpR+6ihxJjrGDQ7htgkSZIkSZIkSZIkSZL0hkowqAaEasCJ86PqEDLi+Pz589NmAiOYRLgqx4SVEtRi+cyZ+sk2Jfr7ua8GvsCMZgTWUqfeR6CKcSQ8lfE99xzHU8uJrl69ui0TynMlWJaC2ufg3MsTfV7p1q9f3+4naJYAWfphW/vk/aQ/zhP0YplT9J+JMBhLrzJ27qF+gnGcS5vpM+3SB9fZ9me9S9vIfvqNWmcu+vcdOHBgGFxjbAnaMf463rVr17b6/bFR+t9S95YhNkmSJEmSJEmSJEmSJL2pJDgU/fBQPT516lQLI/WXuSS0lKAVAS2W5SSMFQnA4U59pfTlHNtLly51mzdvbmEvxnHhwoV2rSJMxbVaBkGqwXKizzzDuSfavf3++seZJawfaGMcO3bs6JYtW9ba5z1Q8n7oj8I5wm45HgS5nuheeOFaa69i5jrCaDW8RlucW7lyZVu68/r1693+/fuHfdS+qMe1fkit/w0IuuU56vnZBMj61+v9OHPmTAs69t9DZryj8Hxr1qxpwcG839pOLbq3DLFJkiRJkiRJkiRJkiTpTaUGh2rwqYaHbt++3Z04caKFjwgiEa4iiEU4KwGlBLj27dt3xyAU10Zdv9M5wk7MmEb/mZWM0BwzqUUCUSx5msBUQmYJjxFgY0nRxx6bP7y3jqn2Wc9X9V3R59WrV1sAbevWrS1sVseYd5TZ0ghwMY5jx45MtjDVDzPD8Y4zY1neLe3x7Hk++t+2bVtpbxAM4ziznEXGnz4ymx7fimVdc71K3XptVL2q1uf9r1q1qo2HZ2B8PD/PwTg5xzXq1CBb1Pere8sQmyRJkiRJkiRJkiRJkt5UEjqqAaV+CO348ePDZTNZjpMA1lQYbDDLGOEkQlxVDTWxTbuUGlpKnUid7IMgHbOHEYBihi9CaMyoRt/r1q1rdSraP3LkSHf58uUWkiLYxVgzdpYUZctsYOmjH5yq74H+67gwqj6oc/HixRYS470kYJb3xDH7XA/u4fkSeBuMdRBi43lZHjUyhsOHDw9DbLWf5cuXD8daxwTeCyG7Rx99tNVn2Ve+W7/eOP3r6aeez3ujL5ZNZYyPP76gfS+eKyE29gkhEjK8cePGsI3ZjkV3xxCbJEmSJEmSJEmSJEmS3pQSGGJbw0SHDh1qYaepMliOky2BNsJYzOp17ty5afei7lc5398iASYQgiLYxYxj69ev77Zv395CT4PZvAYhNMJQzFrGEptIgKpv9+7dLUzF2Lk3y4ly77Vrg2U9uS+lIsCGjI2lSpnBLUE86tdxI22w3GjGTGiL/hLEY0y1L5Zr5R3zTAl65b0zE16tS3+E2HI9oTD2WWY1Y0bGyZZgH+NhVjS+3fz589s9hOSYoS367yBGnR9XF1zbtWtXe98E2TJWnq+Oe/HixdO+g147htgkSZIkSZIkSZIkSZL0ppLAUD84REiKwFOCUZTM9pXwEUEsZv1itrPcE6PaZX9cf6jXCaURFqNPwlaMIyEw+k8YLOMh5NXvv/ZFQKvWZ59CsI2Z5hL0AvVpa9TzMK4sC0pYjDDbpUuXhnVTD+wzExnjT3ArM8hxP89XcZznzLvmPko/aAdCfXyDWo/9JUuWDJ+njotAIIFD2k9d3iP7jIfxEbpLILA+yzipU8cV9fjgwYOtvzx/tpyj8BzMyMayrJhN37o7htgkSZIkSZIkSZIkSZL0plMDQ9lnli9CTQScBuGrwTKQ2Sd4RICNpTpHhcfSTr/tejwKM4gR5lq6dGmbMSz9JnTFlpJgW2YT27hx42QLU32mvxTCXdRPQIx2OSZolntQg1/1PDZv3tzGlfAV4S/aY1lOrrFEKIEtAmarV69uddIfgbGpENeT3enTp1ub6WPPnj0tzFWflS3vos76lsL75zrPkfo8D0un1nFnn7Ad74D3lfBaQoH5tjwPQTeeoR/sG9VmNe563idBQ2a/4x2wHcyINxgz46BvgmyE7frt0wbnRvWruTHEJkmSJEmSJEmSJEmSpDeVcWGjBNUSjiKIxTnCRgStCErdunVrWoANNWh0p9BRvZa6BKdYWpKgVQ1/ZRxsE2wjKMYypmfPnh25nGnFecJquZ+20h791JAYz3XlypVpIS6e88yZM8PAFf3nvbBPm4SwuM4+Wwp12DJ7G+fpL30S2MszsyXENm/evNZenpl7CcP13zPjo15mYkt9AnYs35n3UJ8L9ElALePiHtphS8l3Zp/w3MmTJ9u9o9qr57NFv06wf/r0yYk+BjO/Zcx5n3melStXtnBk7ons97eaG0NskiRJkiRJkiRJkiRJelMiEEQ5depUCxURZKphKgrBJ8JHGzZsGIaMqn6o6E4hI66PCsEdPXp0GACj34SscsyWIFZtn3bqMfv948FMYIP2aCNbztEez3ThwoW2TOjOnTsn7xzcSzCLmc8S8KrvhUI7CWPVc9RnZjOO80wEtZhtro4PPDfX0nYCcoT6eL6Ew5BlSvOt0ieF50TaZ5v9tMGSoYQAqZ/7807STsa/bt26tmRsvlV/3OiPr19n6trLLcjGO2H8PGP6S9/0SZCNMCEI3lWj+tfsGWKTJEmSJEmSJEmSJEnSmxLBIIJKCVkRjkooK2EpzjMDW0JF3JNAUfZzjP65/nHUcwk7sTxnQl8U+s8+QaebN2+2ev22UMNWtW3u4f4EpwhL8XwJcREWY8Y0ZoEj4JV7ae/48eNtPBTqMh623J93xTEl4+Ua+zWYlneYMQb9sNxnxpK2s3/kyJHhPYTUeIZ8l3wj+iKARxgvz4y6j/pczOhGII428ix5x7V/2t+9e3cLlqU9vlXaCtrkOY4dO9Zmx6v16zOfP3/+Fe+mBtroL7P9IW30t5o7Q2ySJEmSJEmSJEmSJEl6UyFYRCCImbmYHSvBrhpkImTEDGzMyJXgUrB/N8Giel8f51nGMoGmBKwYWwJPmRlsVDt1RrA+glFpk2dMcCr7LMfJNZ6VdtMWwb3Tp0+3GcIYB+8jgTPqs007CZZxPe+RsBbHLPU5aqlM0Bft0zZhuoyR+xPqYlzpK++CQn3uywxy/bYj7yzYv3jx4nBmN9qgzxTGQEn/d5qBj/7zfijcc+3atWkBNnAPITfeOfXYJtCWb8Lxtm3bJu8Y/0yaG0NskiRJkiRJkiRJkiRJetMhZJTwFCGihKNqAIswUg0iEShKuZNar9ZnvwbO+uGzjIlQUw2KEZLaunVrq9Nvrxp1jRnN5s2bNwxp0R7tE9KqoTACfXne/nMz0xizkjE+2kj4i20CXITh2E9bmzZtakuV8oz9cdb2Wc6VexLooo18E9rnfMJlXEvQjT6ZhY1vOeq52WafIBozyxFcW7ZsWXv+jLW+a7aUvBeeO+3UduPs2bOtLmPJ+2W8S5YsaTOq5TkzuxoIstX+GAf35Zj79+3bN+23UfvU3BlikyRJkiRJkiRJkiRJ0psKgSLCTISFCA0RIEo4ikIgafXq1cPlO5FAUQ1fVTOFjGoAKupxvU7AieAWgSZKZuiiEJZKqCrqvaPOU1544YUWqko7aStBrQSnmNmMZ859qM/LzGycJzR25syZ7vDhwy3YtmPHjrYUKcGrLKlZZ15LW2zHBbO4P4G4hMoo+S4ZZ94HY6c+y4zW9uv+jRs32hiZyS338W1phy3HOV/b5vfw6KOPDmd4i9p28MzUzZgZF1ve54EDB6bVzT7vgPdHXzxDniVtpB1Cd9Wo/jU7htgkSZIkSZIkSZIkSZL0hhgX9iF4lRBTSsJHhImYqYulRtGfkawGierxKFwjzMUyoMxIRgAt7dZ2IgEvZoBjLHWGrgSdCN+h3jcqWMf1FBC2YqY02iIslbZpMzOHEQiL2n5tJ/v1etWvl7HlOCXqPkE2xsd42PIO8uxsGW/eC89y8ODB4TujHfq6cuVKC67xDrmPtqhPSTsU3kHebfrJu2CfGecIwfVlvHkO3lnu6be3fv36Yd2o+8yQR73ck/toh98nY+S3M1u1bU1niE2SJEmSJEmSJEmSJEmvqxrmqSEqEBwirERQiFBTwlwJOjEb2bjlKcfp16UQXiMst3jx4tYufbJl+UuW2STQ1pd2Ll68OBwjJeGmFO6twbX+M7LtnyPsRZCNcBShq4S7li5d2s4zWxvqfbk3avv9crfq/cz0xixuq1atGgbQKLyLBMzYMuaTJ0+2e5AgGzPC8X7ybAmEpeS4hsVoj3dCf8y+t3///mnvt77n+pynT59u35gxZwnY9EP7LN/K9+f+Ue8n5/bu3Tv8fSRkx/2coxAurDMC5r7aJvuj+tAUQ2ySJEmSJEmSJEmSJEl63SXUU0NIBKQIqREOIihE4IjZrggOcY4QEXX6AaGoYaHsjwo5nT17ts3mxmxhtJnQVPpIkIzwGAGs2maW7Ny8eXMLNnFfwk25lxBcJMAVta26BcuoEpBjBjOW/WSf/u6l2l/UsYy6Pgoz1zFOZmfbsGFDK4TCTp06Ne2Z0x7LcyaUxvvOd6VwPvtc592zz2+B4Br9EFxMuxln2u7vM/sa34HZ3nh/3Mv3pk3a5try5cuHs6j128kx/fH7qTPQJQjHMc/AeHl27qnji7qP/rEGDLFJkiRJkiRJkiRJkiTpdZUgTw2YMWvWihUrWsCIMFgNshEYohw9enSy9gDtzDYwlH0CTgmbJVCVQiiJfrMltMQsXoSgUNsjYFbHln3uo+3z58+3ermnP5b+cV+tM1P9/rVqpmvI9XF1RgUAo16L1Mm1HLMlUMZ74d3yrrKfIFgChMzitnXr1hbiy9KuoM2ZxgOuE3LkOyQMx2+KWey4duDAgRY+ZHa1ugwo1+pY6xaE09atW9fa43dC+wku5nvTJrivP7ZRbWo6Q2ySJEmSJEmSJEmSJEl6QxEi2rZtWzd//vwWDiLkVANihIf27NnT6tZAUA0F9Y+rzJB15cqVtlwoASfaZZ9tjhNMSlCJLdcIsiVQVfshbEWIibqMl/ppg9AW/Y4aUz1X20P/GDkeda3iPTKbG6EtgncEtQjbpTB7WrZc45kID9Zxss37qmbqe9T5eo7wYb5t3iv7TzzBEp+Db0x47fjx468IlNV9cB21fXDMM2V52EH7g2VO+c4sQdq/B/Vc9ke1zTslEEd79feRZ6KwhOko49rVFENskiRJkiRJkiRJkiRJet0kyJMwEgg5MZsVoaBamKWL8xs3bnxF0KoGgnJcz/fDTmxXrVo17CfBIwJPS5YsaYVrnEuIjkKAjuASy1oSDEt7IBTHGGkv9dMu9yTUVJ+13s9+Pa5musa7YCws0Xn48OFu165d3fr161vIiudYtGhRG1eej7FkS8kzUoeAF0ttErojlMeSoMxWR+grAbdRMr6Zxh/MSkcQ8NFHH239Tn1f3tdgPBQCaMyWRr+RdsZtwfu9efNme458Q9pnOVL2880J79X7axv943yz+u24n3ebkFyehX1+J7z7hB25L/f2+9ErGWKTJEmSJEmSJEmSJEnS66oGeZg9K0tKEgZKwInw0YIFC1r4iVmwxumHj/ohoRwTQEqYqQbOduzY0V29erWFtU6dOjWcqS0hL+oTUCK8dOPGjdYW0i4zxNV26/gJlTEzWsw0zplCerTB+A8dOtRt2bKlW7ZsSQuAPf74glbonzESrkrfKTmu48tx9nle2kg7bGmLZya8R0iOYBvvqT821HH31fosEUqbjz02f6Jfwmu856kxMr558+a1MBjhvNu3b7f7ahuowbJcY5yMm98Q4TX2aZfnoO3ly5e3oBvq/eB+ztV+skWtzzMkCFgL/dLnhg0bXhFeq23VfU0xxCZJkiRJkiRJkiRJkqTXHWEewlnMAEb4hyAQgaOEyzLTFeEtJBhUA0K1VP1jAmLMMJaQF4WA3Lp164Z12RKoI2SV/hPuIozGDFvpq7bPeYJvCUtl/Ln37Nmzr7hnJpn5jODeyZMnW2iNUFcCWYN3NQiAUZ5+ejArGIE7+qbkGSn9Y8ZW92vhHPVpL8d5DraEwwiL7d+/v82uxlgT/or6rHmWnKMQJNu9e+dEPywTu6CF8dJf/f7sr1mzps1ml/ZqX7VNgmMJ8XE/+5mFjbZ5f8xcF9xTf0+j2sxx3QbBR94H7zzfnX22vKsjR45Mu2fcvqYYYpMkSZIkSZIkSZIkSdLrjjAPS0cS+iF4lLAVQSC2nGeZ0dRNif5+P9yW42BJUsJNtE0hfMQsaqA+s7AxBs7nOkElQnbMCFb7i5zbt29fC8URZKIPCjPIMXtZglx1PLWtus8ymtxDKGswY9lgRjTeSUpmh6PUd9bfr8eU3EOoa9S1/v3Z5j72GQvPxri4zvKdzNJ28eLF9hyjnmvcsxIY3LRp0/A9Zyy1T85TWOY0s+Cln7S1c+fO4XgIruX7ZbxsmUEucl9tA/1j9K8H35SlaXkX9Ms3ye8448isdZodQ2ySJEmSJEmSJEmSJEm6pxLeSYCrj+sEnxJYYpsAEMeEjwhy9UNA9Zj9OovWuJAYOE5gKv0Rjlq/fn27xhKRXKP/FEJJzIKW5UAJlxG8QtrPljqEzgg1MesX4bv+LGTZ7+Mc74IwFjO60W/CUfW9UBj7nUJo2c5U6j21rXquf439BOjSLyVBMUJ7zECWJTuj/8wc13dDeJB7E0RLoR+ele9EWI53TP20x/dmydH6rhhL3g/3sc9Mbsh9c9lmH/3vSaiOfijpP/uMifBjrY9+sFJTDLFJkiRJkiRJkiRJkiTpnktgJwEeZjNDgmdZRjThMQJAhKQIHxHmYplO5P6oM3JF9kedi82bN7e26YtCSGrRoue6DRvWDcNHnKNQjyUjE1wivJYxLl++vM28lmVOU4cAFzO7cUzflP47qDhHwIr3QLsEnxK8omQsFK4nnMVxHWuOeY8ptHOnQn8pHNd7+32w3y/9vmmHfb4h7yGBP4x6/vwOwDsjkEYQkP55TkpmNzt+/Hirl/fJlvAb/VGfd8MY2GZ8lEOHDrX6oK98q75x54N7M9ZsGQPt00/eQ/+7MdNg1OfVKxlikyRJkiRJkiRJkiRJ0j2XwFEN7mSfcE8NPSUERCGM1J89K22B0BczqNUwW70enK99E5JK4Ig+CEc9+SRjGAS4co3g1N69e9s9aWP79u2tfsY8f/78NntYwk/pp99n/5hxUpjVjftpi3bTd0J87Oed1P3Ur8EzrhH+oj2CeizvefDgwRawop8zZ85058+fb6G7FN4v13gnBPJ4vnXr1rUZz2iLftJH+qXQF/1T+vsp1MvSqrRLmK3/DnJcz4NZ3LiHdjIzG8vAVtxz6dKldo3nzzurATb65x1E/zuBfYKV9RrLuQbnOde/J8fZMmNgfU95B4yNZUVfeOGFaW1oNENskiRJkiRJkiRJkiRJuqf6QZ/q2rVrLdyTABKhH4JQBH8ILhFi4r5RbRBM4r4EvQhhRe6p9SvCRAloPfPMoBBge+65qUAWbbMUKNLWuXPn2j0JsFGPkBQzgSFhJ9S+67kUAmUJr9EX2/r8lMzmlXBY6uaZeQaCU4TVCKIxYx1hrNrPODNd5zwBM4JchN54D9u2bWvjzUxnKRkXYxyMnRDXVPguhffE9d27d7cwWwJjqOPoj4vlVQkq0gf7yPUrV64Ml11NgI0+EmJjfCzNmmBj7su2hugY1+LFi9vzZqbAfv1skTYrfleMh77zTrLPO2AZW4xqT1MMsUmSJEmSJEmSJEmSJOk1UQM7CQkR6iFoRMgnwaMEf5YsWTJtNiykDcJaCQslSMWWmdn6ASRkvwaPWCKU8NOzz7Jk6GBLSUAtATZwPwE2AndcJzDFOAlNMWNZ+owajgL7OSZ4RSgrs4tRElbjGdinfc4nAMY+/dLnqlWrWuDq7NmzY9/P3ahjRP8YPBfBw2PHjrWZ3nh2xsezMD728x7zHRN6y7MSZuPbEUK8devWZMuvlL4zjgTYwDHPvnTp0mGAjbYThKQ/xsN77j8D0mYwIx3fkkI7zL7HdZ63hu0wqj3kPMudZvY52so35H0wLn5HaVujGWKTJEmSJEmSJEmSJEnSPUVgJwGfGu4ihJXQUMI+BH8SeCIMFP3AD7OCJXSUsBT3cXz2LMuPvjwtIJX7ayCJMBYhrPTNlrYIXVEIWrEMJ8tt7t+/v50jMEWdBJPo7+TJk629OsY8MyV9siV8xn0JpGXcnCMg1w98UY/j1atXt2VXmcGs/y5qXynVqHPgXL+tccbdzztmRjlmO8uMaAnn5V2yz5ZnzLl8O4KKzCAX6YdxsT+uX0KDhPlq23mP9MEYVqxYMQz51d9Cv02+C+8397MlhLZ169Zp46m/nby3ej1bzjE7Ht8u3zHfmsJsdqmv0QyxSZIkSZIkSZIkSZIk6Z6qoSH2KQSCli9f3oJMBIfqrFWEf5ihLXX79xN+oy73cl9CTAkJbd9O+GgQOOqHjSLHBOXoj/sJkRF+Slts6YNQEyXnWMKT89y3ZcuWkW33zzFzGaEq2qetOubs0ybHCWExHmaLI7g204xl42QcdSwznesbd76qdW7evNne57p169rz8H7qc7LNPs9Yg10ExliKEwmL9ftOQAwsMztv3rxhe/n95N0xQ1vaA/fV+7NPIaSY70l7jJlvRDvMNpffUD/ElrZqm6AeMwXSDmOqY6Rd+mIWOuReTWeITZIkSZIkSZIkSZIkSa+JGvo5fPjwMDCWkA9bAj7M6FUDSMF9BIWYPY16/XsJMBFEIsBEkKj2V7cJIyV0xFhoj0LQqLZbSz1HGIlQWsJltJ1ScZ3AVcaW8Bb3Z8y1/Tw/s67duHGjtZdxjmr/tZB+7lT6co4ty3MS8MszsaXw3PVd5nyee9SsbP3+2Cd4RpgwQTnuZ8sx7Vy6dGna/eC7M2sc35tQITPx5TzhO343tMO4+B3km+3atWtaW9nvq9fYMnsfv/H6jROQI6DI99VohtgkSZIkSZIkSZIkSZJ0T/WDPyzxSNCIwBABnwSZ2Cf0wyxVNbhV7du3bxh+SziI/YSjEjw6d+5cq087/TbqeLI9cuTIMGyVNjOTFiUzfXGe/tesWdNmHkNtn/2E5JhBjcAd9RlfnjXtZPxco29CVDx7lsDMO3gr4fkzbrYExZhlLd+Wd5p3wH7/nfAuWJqU5UL7+t+M98typLRLO/l+BNX6CK0tXry49ZPvQX2CdgmT8d75rvldUjf1WTK2fuf6u6rnkeenPYKOtT3GR+Ec4cZR0l7/+/f7uZ8ZYpMkSZIkSZIkSZIkSdI9Q/CmhnE4ZpYxgmYJCSXYQ1ho5cqVw3AYanCH2b0IAyVQRkkoipJztENAKP2OCv9wLmEzcHzq1KkWOqMNxkdJ2+wnKLdt27Zh0Ky2XfcJxWX5SO6vga20w/GCBQtaoI9Zu/rLX9b23szqWPvjzjcgcLZhw4bhd6+hwKefZnlVvh8htMEynmvXrh3OlJb28r1qXwTQCJ5xD+/z0KFDw2v0zZagGn1RCI9ln2/CfYTbGB/oY9WqVcPQWb4b4+X7pO+ox+z3r/Obog+eM89Mm2w5vnLlSqtX/yN1/0FliE2SJEmSJEmSJEmSJEn3VII9bAkCEd6ps1OxpXCOGa+i3od169a9IgRV2xgEogaFYFKCZlEDRv22s2V8LDdJmI5wGYEz2mZ/48aNwxneUMNGuZ8Q1N69e4dBNQrjqWPN8/MszDpWw1Fss4/+8ZvVTGOu+ywDyoxzCZ3xLgiuJcA2CLM91c2fP7/Voz7676DO1MY+QTaW/UTtn3MJI9JfCkEyvgFbrhNezIxs+Y1SL9//y1/+crd79+52Hf3xoJ6rvw1+N/PmzWt9MY60yTPeaTa22uaoPu9XhtgkSZIkSZIkSZIkSZJ0TxG+SQCHWdgI9BDiSeCMQqiJkBr1Rs1ERbCsBsNqKIz763ECSmfPnp28e2BUIKi/pe/sX716tbt+/XqbLevWrVuvqBsZL6G5TZs2tdnVGCvjYiwEojJ2zhFeIiRHIK7OBlfRR7+fN7s63v742c974pmZeY73klnK8nvgPfHOOE7QjVntMNP7SH+1H75//X3Qbn4n+T4pBNkIm4E2GF/65x7GSpBx1O8gW9Rz2b906VJrgz7zW6DdPGdmgRvVzoPKEJskSZIkSZIkSZIkSZLuOUI5zHRFiIdAT8JEbBMyqrOcJcTDluVFCRBRLyEntpTNmze35R8TDGJLWwSQMsvVuEAQM3gReNq3b19bujLhJ+SeuoQlhTrZr7h/9erVLaDGMyYwlWdLWIp9Zl+rM4lFv02MOvdmlHfSH+9M4+d7s2wo34r3wjsjfMh7WrhwYfuWhMs4xyxota3s55vVbwe+29atW9v9CYvl/VNom2O2+c1QWLIWe/bsGZ6jUJc2uD5qHP0tss9YduzYMQzF5bfBPuNjeVrUNij9Z3qQGGKTJEmSJEmSJEmSJEnSa4LZrQh51YBXgjyE0WoACAmQbdmypdUhbMS9CSMRbCMYRwiN62nvmWcIHj3RlogkLJZ2Ewqq/TDLFzOnETxjP+Gy1OmPKTifawTY6IuQUg1MMV72aZvxMd4zZ860e+r9o/rg3FstxJRnGvU8+Zaoz8XMZgTU+J75DuwnZMZx3iXLtHJv2q9tgms5R52VK5dPfJP5rb1Fixa1NigrVqxoATpmalu+fHm7nj75rXGN5Wg5V78lpS53izzvqG9V3wOz+aUdthTazz6z/kVtq7bxIDHEJkmSJEmSJEmSJEmSpHuOZTmXLFkyDAzVIBv758+fn6w5FdwhzMP5GvbJ/YTCCK+B0BGzdXE+Ibannx6Ejk6fPt3qIAGnhIQInxEsoy0K97Ok6agZ4Wq4Ledoj/ARgafczwxijIW+M5sY4TZCevSH2kbGUs+B8/1zbwUZbx37qHOo+3wngmYE2fiG+ZZs890JQDKLXeTdZVvxbZYt4/c29btgy/d+4YUXhn3z/QjK8Z0SWGMcfE/O5XeabWZqG/Uso45zji0zrtFm7YvC76PONJct6v6DxBCbJEmSJEmSJEmSJEmS7hlCOJRDhw4Nl4okEMSWIA9hoQ0bNkyrS0mIixnOElCrs3Qxm1ZCaQTMstwohTq0TTgooad+gI22M8NbxsR93EOIiSVMqZO6dZuxXbt2pVu8eBB4yvMwNsZJoS3azAxiyDgeZHmPkePLly+3pWGZPe3ZZ6e+Y0q+D2Gw/jdB9vOu169f3347+S6UlStXtmv1vswER+F3wPfMDHCcY8s5Zm178cUXJ+8a6PdfjyPjIchZf2tpmy2BxxquG9fWg8IQmyRJkiRJkiRJkiRJkuashm8qAjwEt+osbBSCRQmnXbx4cRjaqe0Q/iI8RJ0aYOPeuiwnmOksdRN4ojBLWkJn1alTp1qAiPbY5h6ODxw48IqxIGEkMKva0qWLJ+o/3kJJ3JcxJpjE+cOHD0/eoZnkHRMe3LRpQwuy8U3qt8m2zlyW+5D9BAX5xtRNO/kmnA/uqb8F6tb6FPb5bR07dmzyroH8HuoY0B9T/d3kd8o4+P3zm6G/efPmtd8d+u09iAyxSZIkSZIkSZIkSZIk6Z5IGOf48ePDQFBmoSIYRMBo48aNrV7qZssyjwktURIu4h5mUIvUJ2BECCmBMrb0QUngDQSKmE2LGbkIE6Vd6nEfM7xxvT+eur1x40a7fxC0GgTfmEkr4+WYcNKJEyfaPZobvtH27dvb8qH1+/Bus1wr346QY+pHnXGPwu+L30x+dxS+Db9J6vKNmMWPNvOboU5+O+zX0BzqbHo5V8cQuYbsM9tcfie0n30Ksw5mprfUr208SAyxSZIkSZIkSZIkSZIkaU76gZtsE+xZs2bNcJa0hHeyXwNmNYC0bt267tFHHx2GmKhL0IgZ3W7dutX6qIUZvDKrVWa4oh8CSISdUg/79u0bjidj4T7CZ2fPnm11qoyL+wkZrV27tvVBgO2pp6b6SriK5UhHtaPR8m3yfcA+343vl1Ag23wrtpTMdJd7aztsWcKTYCLt8H3qN2eWPtodfMtn2n7aJSyX/hKWQ37T2fb7o/Ab6YfRKpbP5XeSwCV957dKqK62V41q635liE2SJEmSJEmSJEmSJElz0g/dsM0+S4US0ElwiEJYiMDO6tWrWxgo9RMMAvcRFkuIKYGfI0eOtOtpv1q/fv0wkJQ+OV61alULvuHKlSvDEFTd0s+OHTtaHdRnAPu3b9/udu3a1ZZ+5J7cX9sg/HThwoXJu0bP0KWBvN/+e67n9+zZ074h3z7flHfN74H3zT5ByP575lulHQJlzN5HuJB2aI928rsijPj005xnxrZB+/mWWXq0jolQ46jvSpDy0KFDLWhJCPOFF15o53NvnDt3ro0hvx3GwJY++Q3Xvh5UhtgkSZIkSZIkSZIkSZJ0z7AsZGadStiLsmDBgu7o0aOtTl2eMfuZbY3QGuGjL3/5y8OATw331H2WFKXd9JXQE/ssAQpmwUrQjfOZ4YslJVMn0na2jIWgUW2XvhKIoo3z58+3ujDANjcEz0Zh5jzeO98qv598Q7b8PphxLb+NOnNe/YaXLl1qy8Dmm/H9+G6D2fT4PQy2hBSZPfDatWvtXtQ2g3Mc81s9cOBAt3Tp0jZOxsRvnhngGBfqfezTPn1n9rf6m2KcqV/ve5AYYpMkSZIkSZIkSZIkSdKcjQrdEApjyUaCORRCRwSI5s+f3wJfzJCV+gS+RrXB/uXLl1sYrj/DWb8eM2ElwJb+KASLWKbx9OnTw/ATJcGhXK/tRc4x2xczc9UQW11+kvbq0qgxqk29UgJ/NdBYMUse757Cuya4xjdgn8AYs/olBNd/5znOkrOEx/IN00b2+X3wW8s9tS32U8BYCa8tW7asjYt7aSMhOcZFsC2/29zHsx4/frzdMwjRTc3IRghz9+7drd6DzBCbJEmSJEmSJEmSJEmS7glmWkvAi22CQgR1WJYTNRBUt8g1JDxUz6FfZ9OmTcOQUsJJ9M3SpMzCRbCojoUgUZ3hLe1l+VGOCeMRYONeQlBpk34SQjp58mSrjzxD2tJ4vKNxM9YRckS+C0t08u5rWCzfktnTavir32ZCjyz3mdn68rvkm3KO48wOmD6jtsfvgWVOCWLW3wD3Z0w5x2+GwF0NONIWgboEPLmH+owjwbca8KzjeFAYYpMkSZIkSZIkSZIkSdKc1LBNLQTKCBwlqMM2+8xOVe9DDQqljRh13Me5w4cPtyBQgmaUuk/QKOGl7F+9enWyhYGMI30QnkooibHTHoV7CcERjBo1Ht1ZfW91OdH+++SYcCBBxHwLSkKFFM7XMCG4r7bFt928eXOrS+EbJjh28eLFV/SLnHvhhRe6vXv3tvBa/Y1lm99VHRd9EJBj3ITf0hbbzC6X+9MG9zBrIOp/4kFiiE2SJEmSJEmSJEmSJEl3LSGda9eutSBPgjkJ6hBqI9BTwzz3Cm0RFMoMWfSZvrPP+YyLIBKhpNybkmMQiksQj8K9aZNw0rZt21o9vXp556PkGr+r/vflu7DPuSVLlrRZzvrhr/pdmeVs+fLl7fvzDTds2DCc9S1q/RpeyxKgCTPSd44zDn4jtM3vhqVG+Q3Vmf1AIO/SpUvD56i/L8a0devWVu9BZYhNkiRJkiRJkiRJkiRJc0Y4JwXMTkaIh5BRwmOEdDh34MCBVid174W0xZaZ0xIoSjiIkuARY6AQpusvWVldvny5BZfqvTxHZuFatWpVmz3sXj6HZsa7PnXqVPsmCRPybRIGI2TGTGuoS9P2Mesa9+3bt2/4/fIbyDGBOZYNJVhWw2v1N1VDdBR+V9QlvHbkyJEWXqvtVwTt+A3lv5HfGIXf3fXr1ydrPngMsUmSJEmSJEmSJEmSJGnO+gGdtWvXtjBPgkYJGREIYmYrvFZLJTLzFX0TCkpJOCiBOvbr0pM1vJRxbdmypZs/f34LGDHu2gZtEnLT66f+xnbv3t3ChHyLFL4J35YgGctx9n+TOU64rb+8Z3A+4bUEHtlP+7Uvthyzz3hWrFjRHTt2bLg0am23Px4QouO+BOL4fS1cuLB79NFHuxMnTkzWevAYYpMkSZIkSZIkSZIkSdKc9MM5WUqUQA7hnMwyxZZZ0mJUgOjVSPiM5SRruIhtxsGYCCVt37691eWeUf0TIMq9zz33zMQ9g0AehfuZZQszzfale2PU74T3vmbNmmEAjN9b3TKTGXW4JyX3oT+DHvv8bnfu3NnaoN2E1Ch88/x+KPl9U4fzLE969OjRYftpO7+vFLDNb/Xq1avDNmmHwm+MEOaDvKSoITZJkiRJkiRJkiRJkiTNSQ3ngKVEMxNaAjoJ5jBLFVL3XqhtZX/Dhg0tYJSwUQJojIGAU2aDqxI4IuC0ZMmS4TM89dQTE2093vYXLFjQ2oYBttdP/cYJgDETHt8035fvnX2+U5YKHXUvcv7SpUvdjh072gxofPOEyRIoS5ts+Q0k5EZhSVp+0/kt5DeE2i/6YwHHhPEy9vTLPr9TApn9ex4EhtgkSZIkSZIkSZIkSZJ0VxK2IeRFGKgGf5jJiuO6hCPuJqDTv2fU8fHjx1uQKTNlZYauOovauL4PHDgwnOGLQoCN2dhoqwbgaiBKry2+Vf1eefcHDx4c/raefpqZ86bCZ3xzZlfLfdlmhjZcvHixfVN+K9yX0CKFUNvUuUG79EUheDZuOdoq50ddA+f3798//L9k7PxvOHfmzJnJmg8WQ2ySJEmSJEmSJEmSJEm6a4TUFi9e3MI4BHEohHII/mQGsxroGRfumStCTTVUxgxWmY2NsbAlmMa5GirKNveyvCPhpQSJ2A6CUczG9mQLwOX+3KvXRv/9jjqmrFq1avL3xvKfg9nM+HYE07Zt2zasi3zn3Avupz5hNX4jCcPxvfn+bPn9Umf16tVtqdlIG6htou5X/Xp1RjnGntAcITaWN30QGWKTJEmSJEmSJEmSJEnSnCWYw8xRhG8I4lASzKEcPnx4WK+GeF4LaZ+lHplpKzNdsXTkONyya9euVpfQGrOvDWblGgSaWDqyLhuJ1/o5NF7e/YULF4a/Ob5Tvltm32O2tSr3ZXvu3LnhzHu5J6GyGl7jtz0qBIdR+zPViZxbvnx5Gzt9pdD3smXL2vXZGNX+W5UhNkmSJEmSJEmSJEmSJN21HTt2DANBg1nMpmaYytKOKa8XZmVjRq59+/YNQ2ijxnHt2gstxMRMXAlCsc/YeSbCUsg9r+czaGZbtmxp32gQnCQMNgiEcW7z5s2tTv+71e26devazG38XvneBMoonD9//vy0Wf7uNfrfs2fPZHhyKkDHPqWG8MY9w/3GEJskSZIkSZIkSZIkSZLmjDANhRmraogtgSBmMRs1e9nrFcIhvNbvqz+e3bt3D2dhS4CN5Sl5nq1bt04LwMXrNX6NxvunXL9+fRj8GiwpOlj+lWOCieNmYwtm7CMAlyDZ+vXr2wxt1Mt3R+5jy++n385sjLrn1KlTw5nY6n+H2diOHj06WWvK3fT7VmKITZIkSZIkSZIkSZIkSXNGqOaFF15oQaCEcBLIIRi0c+fOyZrTg0CvJ/rrLweZMdy4caNbtGjR5GxegxBUtjxLfzas3Jet3njMApgQ4mAmPQJtz7YZ1vL763+3ul27dm0LYV6+fLkd51qMOlfNdO1OXnzxxbbsbWaAy/+HsTPLXHWncdwPDLFJkiRJkiRJkiRJkiRpzgjVMJsUoZvBko6DABv7zCZ14sSJYfAm29dyica+UcGfenz48OHuscfmt/DTM8+wjOMgCMU5QkT9sffb0huL3xIhysxglt9gjhcuXNiWlR01q1oQJOv/JqlTS4w692ox+xshyoybwn9nyZIl3e3btydrPRgMsUmSJEmSJEmSJEmSJGlOEuRhtitCOAkOUQjkECAiYFQDP69lgK0fLOqHjfrHBISWL18+MXYCeE9PjHmwjOiTTxIoenI4C1s/AFXb0BunfgeWfeV3l6U5KQTa5s2b1x06dKjVSf2Zvh/X6veuuDbTvXeD9g4cONBmkmO8+e+kzDQ73P3IEJskSZIkSZIkSZIkSZLmJEGaNWvWtPAQARyCbIRvCLWtWLFiWmithnFe6xBObb/2GxyfP3+2BdYyA1tmYWNWOWbHyj112z+nN1a+yaVLl9rvrv4GM6PZsmXLWt38FmfzDdNurTtT/bvFmC5cuDAcb4J47LM9duxYq9fv+7UYy5uBITZJkiRJkiRJkiRJkiTNCUEalmp8/vnnW/gmASIKM0tt27ZtsuZrFwKqxgV96vm6v2XLprZsKLOvEWBj9rVBmO2ptkQq+vfWY73xCIHlmxA8zO+wBtoIsp07d+4V367/bWtb47ao9V4t2mE5U5YOzdgzfsa9ffv2yZrTx3C/MsQmSZIkSZIkSZIkSZKkGY0K0TCLVII3zz33XAvfJIDDLFK5p96bGbFmcq8CO6P6Z//69ett+UZmXWOsjJ/Z4zheunTpyPvQP34ruh+eYZTTp0+38CQlMwPybfmmW7Zsac/d/+2Nehe1Tq7X7ah7Xg3aW7lyZRsroTt+l/kPrV27drLWa9P3m40hNkmSJEmSJEmSJEmSJM1KgjRsDx8+3MI2deYrthxfvnx5Wt26Hedurs/mnlqH/StXrrSZ4ig7d+7sdu/e3YJOHDML21z7qX30t28m93pM9bmjnst+/1xfvY5Rdfr697z00kvdnj172uxlO3bsaN+V78nx3r17J2sN5L5xfY66Do7pp69fLxKIq9dzfz23a9euFr5LCJRCEG/RokVttkOM6+N+YohNkiRJkiRJkiRJkiRJc0b4ixnM+uEblhhlmcRIAGcuQZzU7QeB2M62nX7g6E5tzKVt1PZiLve/UWYzG96d1Oe8ffv25N745++f57iW6NebST8Q1m8r6vX6m6h1x+2PCqLd7fur4017tDUuDMqsbIRBMW589xNDbJIkSZIkSZIkSZIkSZqzNWvWDENs45ZBREI3dxO+4Z7c1w+lYVybOU9IqNbpB5Bq+zGqn77+PRz3++rXeT31x5FyL/Xby7vN+byPft/9++px//vMVr2v7qftcdejP8bUGVd3tkbVzbn0ybK8CYHWEBuB0BMnTryijVFt3g8MsUmSJEmSJEmSJEmSJGlOCHotXry4BW0I3zz33HMteEOojSUckZBO32xCOLl3VBuzuR+13qh2qjtdH+du7nm9ZGx1jHf7nKOMm9UsRvWV49mc79epxs3+VsNn/fv74cT+dY5TcgzaGtXebKS9jKvfBscsGbpw4cL2/0mIjf8U/6V9+/aNvOd+ZIhNkiRJkiRJkiRJkiRJc/LCCy8MwzZ19iiCNwcPHmx1CNuMCtzMNoSTegkfEQQ6depUd/bs2e7MmTN3LKdPn24l90bGlRKjzo2TOtleu3atO3ny5LDPOo7ZjvdeFsbAmHCnZ5rN8/blfeZ75Bnz/JScz37qEtqK/nvEbMaT9532KfR/7ty5Yb/sU4fZzNjP9aCflFHGBc/S1qhCv2wzHrbnz59v+8y4htoe+/SzfPnyYSC0htg2b948WXN27+WtzBCbJEmSJEmSJEmSJEmSZo0wDUGeGl6rheBORf1XG8Dh/nXr1rVgz2OPPda2FJYvrce1cJ5g0KFDh4b9j1oqtD+2GnibDdrctWtXN2/evG7BggXtHYwaz70sPPdM5ctf/nK3e/fu4bOxpfBs/ee9W8ePH2/vmP7Y8uwJNTJG3j1bzqcO51auXDktmBgZ42wcPny4e/TRR1v76Y9+aJ9+KLnGOb4NY2C/Btkwqs/6nur1K1eutFkHaXumkmdlTHk3vK9RbbK/cePGNr78n3iPHK9evXr4juo99yNDbJIkSZIkSZIkSZIkSZqTI0eOtJBNQksEdjKL1NWrVydrDRC+GRXemY3cSzCOIBB9jQrOpTAOtgSNsr9o0aLuxRdfbO0lEFTDbLRfw1QYNc7+uXrMso+ElXgHeSevZUk/48r8+fO7vXv3trHNNO5RzzlOrctsakuWLJk2JpbEJMDFfg1jUfgebHP92LFjky1NmctY+H4JNdIXbec3+Oyzz7Zz/D4zBrac571s3bp1bHiuhteqnMt3pr2ZCmOhPwr9r127dlq72c92z549rd08S56HJXtv3bo1ckz3G0NskiRJkiRJkiRJkiRJmhPCPP3AElvCSgScCN3UEv2w2Gzcvn27hXnSD4WQzyDwQ3BpEF4alMExASDGQl3CQVu2bJlsbXpYqj++uci9lJ07d7Z+Ep6bGs+rK3lWSg04zXSOwlgIRtXnYzuX95/7RtmxY0f7/s8+yxifaNsnn3x8GFbLt8r48hxsKc8//3x348aN1la/n5n6rS5evNjaJ6zW75f9FI7zW+CYYBnL4d7pXdRxsE+YLKG0OxXq8TugT7bM4Fal7WyZWY5vlvvzHLTDe6Je/577jSE2SZIkSZIkSZIkSZIkzcm2bdtaiCmBHQI3hImWLVs2MmQzU/Bm3LWcZ6nOzKqVvthyjvAUZSq8NAix1bpcY6xnzpxp7WGuY7wTlu5kpjj6ShApYaR6nJKwG2PM2HMuYx48z9Sz5Tzn2M+92aZtrvFueG+v5jn79TJ73fnz51s/CbFNvfPBzHwZC+PieXiuOj72CWxt37592EedGW8uaGPwOxj0lX76/eU474YQXiTMxlj6z1zHd+DAgVd8H7b1GTmXfin0RcAxbfTbB+f4bVI/z0A7aYvlT+vYRrVxPzDEJkmSJEmSJEmSJEmSpFkjRLN+/foWYqrhIArLJs7WqDBOP6jDbFsJdyXcQ2CJbfpO/7VeZgargaDly5d3t2+/ONH2IDBVg1N3Ewyq9xBiY6lKQkv1fYwqXE8YqhbO5XydlYvCM+e5KTxr9inpk/659uijj7bZ8hgjIa1xAao74Z5aaIdvnHHW95x3XZ9v4UICdk8Nfyspea5Tp05N9jT370F9ZiljVjdCdIyFPmv7KTnHdcbGUqh1drQ8X/YjY2I2QO7Jc6Ut3nX2KXyj9Mkzcw+zvt3peS5cuNDGSBv9sdZ3dD8zxCZJkiRJkiRJkiRJkqRZI5CzcuXKFrBJYIfADdutW7dO1poyLsAzU7CHaxTCcgS66CshrvRZw2z1GscEpwbLXE7VoZ39+/dOtP7ytL7745hpXKMQdGKWLsJUixYtasEllj+dqVCH+kuXLm2z17HPOd4rxwTF2C5cuHDaMw+ebSrsVL8Bz0p9ZoSj3VHhp7zXO+nXyWxlBw8ebOEs+iXAVd9zxpGxDPYJfT3Rxtq/TuiP53zxxRdb23N576nL9siRIxPPPG84jvq++oVrlMFvYX9rA3Vp0f44OD5+/Hi7J23nG2Q/beebsKU+Y0PCcHXc1fXr19vY8z3TPm2w1OiDwBCbJEmSJEmSJEmSJEmSZo3AD0GsfqCHWcCYkWw2aohnVGgIR48ebSEewj3po862xjGFfc4NrnN+sPQo5xMuSriJ+y9fvjzROqGlqWUkg/3+eEbp12OmLmbcIpB18+bNVxRmDKvH1KNwD9e4n3Lr1q3WHrOEEeBLWCzPXZ+FLefZ5zkJl1E2bdrU2o0EqGpQ60767wQErRKqS/9T75ftYBa6+q7ZMu7c1/9ubAmTpY/a72xkljlm2eP3l29+p8KYCAnyLehzVL85x3ehLm2n/Wwz816elcIx34GAXg2v1X76/dEHQca8F9qg8Pvfu5fg5UD/vvuJITZJkiRJkiRJkiRJkiTNGsGfOkMYoRv2CdwwI9lsgja1zqhgDyGsGoJKiCvBKUrOs0+9wZgIsA2CRRkX+wlWcQ/hMAJsL700CIyNGstccM9c2qj1+/dRmPWLGd3yXIy9H5bKs3Ge6zwX1/vvPyEqjOpzlHq9Bt82b97c+ss7pc+MhRnXBmUw5tTJe8/5jDv7tEd46+rVq5O93Hl8UQNi58+f741nemitX6hH0OzQoUOtDfT7zfHZs2dbXe7hefIM6af/TBTGwphqm6P22aYQlMt3pC22vJ/t27e3uqht3G8MsUmSJEmSJEmSJEmSJGnWrl27NgwnUdgncEPQ59ixY5O1ZicBHtTA1bZt29qymAlopY+EhrLPNWaFYwY4QnRT17lnKgyUsXL+iScea0GxSP9zmakMdezoH99Jnjdb3isBO4JL/WBUfd88T465xnMzE9mlS5daO/0x9c1ljKl75syZ4bh454N3PBUIy1gIED755OPtewwCd4TsBt+pjnlQl/uemPjdLGgBubsZF7K/ZcuW9pvJuMaV9M2YVqxYNvH+p4cZ++PIN5l6xqnfFM/Ic3E9v1GWSeX3i1HPVM/xm8vxmjVrWjtpmy1jZGa9GNXe/cIQmyRJkiRJkiRJkiRJkmaNsFQN2qQQuDl9+vRkrdmpoZzsE5iirfSR8FNCQuwTJmKfANeuXbva0pw5N6g/CE+lPmUwmxszag1m/2JGOaRflnSci36gaC4Bo37dI0eOtHHz3JSEovLstfAcUyGwp7qdO3cOlyGts5NVHCekN5tx1josI7pixYoWUuR90jelji/nCQguW7akfQ9CZY89Nn+izvTwGPewn5AbwUK+46lTpyZ7nDJurP3zfDtCgLRJXzOVOl76P3lyEGhMm7Vtfut8D+4ZjLfeO/X7z3Px3ZhFr84sV997PyhZ+9q4cePwHafQ97p16yZrzD1o+VZiiE2SJEmSJEmSJEmSJEmzdvHixbFhHpZe7AeMRql16j5hrNWrV7cwEO3SfvrIcfbTP8s2gmUX62xsBIBSP8cJUDH71+7dO4d9jwp4zfY5UmIuQaPMvsa480z1OfMs2eY5qE8Qb9SMctWrGRuozxKl9XuwpSTcxdiee47zzML2ZAvVIbO3cZ2gGtdTL/exTThs6dKlLfx2J/V56j4Bvn379k3+BgbLmz7zDGMe9FVLnoO6GzZsGPnuQBCPZ8p9ddz5LvUZqMsYoj/Wcf1g69atw/fF75S2KPwfct9M97/VGWKTJEmSJEmSJEmSJEnSrBFOIrBTAz3Zv3DhwmStO6uhnmwJABHkSWCLNmtJXxTqEfCJK1euDMNECavVe9LGIMA0mKmNQB5qOGi2QaGZ6tWwWP8Z4/Dhwy2IliUwB+OaGmf267kEqgi+EYBDv93ZjJ86dVx1P9jPO6XffJOMp85MlpAax8zcFitXrmyziyW8NljidVCPGcvYJrBFoIxlSDOGurxsHRfGHTO7HsvLMuNexkSILeOkL/brs1Dq7zZt8RzU5z7qsk072aaknWXLls04o19/3MH5HTt2vOK3QGGp2LmGD9+KDLFJkiRJkiRJkiRJkiRp1k6ePDkM2NSwDfssvziTUSEezlEIDSUYldDQqJL+CD4RqEvAh9ATSzLOdH/uJdzEbGxr166dNqZR4xulHyrKM2Q/6nmwn6U2eVZCSxkvpYas2PKMOSa0x/U9e/aMXDaUMdXj2RgXjkr7vJ9BCO25YbiQ95jgWd7pwoULWz1mw6vPfOLEiXae902orD4P+4TaCJzVoNzly5fbveg/Z//5al/B7HSZ2S7vM9v6W8jY6ZclaVHfx8GDB6fdU/cTxsvvlS198t+4GzwDYxjMIjd9fATjaqDvfmWITZIkSZIkSZIkSZIkSbNGMKmGkdgmyMPMXbNRg0fZZ1lHAk+0XYM8owp1mKEKta1z584Nx0ZJ/TpOSkJI9HfkyJHJu6e3NVvcM+q+GohKHcZHKIkx0DfhKgJgjJmSUFR9Vo4JN/G83F/VcFPGMGos49R7sp9xnzp1qvWbJS7reOpxAmiUGkCjHcbH8z722PyJelMBOMoglDf4Dhxzjf6YZW6m8NqoMSPj5hzhuwTCMt4E8PJbYD+/FWbEI1yYNplNjXHneu7Jti6LyrmMO/3PRr8es9Dxm2BcKbS/ZMmSGWd3u18YYpMkSZIkSZIkSZIkSdKsMdMV4Z4atBkEe54bLnE5GzXkdfr06RbgSdBoVKnX6O/YsWPDIFDdEmDKmCi5N2VwP7NoDYJIbPtLc/YDRuNQb1TdGqjKdv/+/a3vGtTLeOr4MuaMn7rMcEbICrRd3x3qGPrXxhl1D+co9EWwi3HwXTMLHMcZW47ZMqPc1q1bWxtIO+A7Mesd7zr3TrUzfblP+po/f377jVUzPW/267nz58+3d5lxP/HEY93ChVNLzNb3zD4hNMKZwQx/3Eud3EOhrcF9fL/pAbcEOOs4ZkK9WpeldLOcKN887fIdDLFJkiRJkiRJkiRJkiRJBQGjzM6VgA9hm7mE2GrwiIAOQZ3MekVQiHZreCiF65RVq1a1+0fNRHbhwoVWp38vJe0mPEVhlrAdO3a0oFQNFdX9Ubjer1PPJXjFO1m3bt3wnVESAMvz1GPeI2OkPrO0EQKrap+1v3p+tvr3JyzF0paEyTIutnyffBvOJXSYMbOU7Kix8B5WrGD2uannnwrxDQJhtJt3QeH3cOPGjWntsD+bmec4pvBNE2Lrh84y7uwTYlu9evXwXpZ7TYgtY6Nexs+zMItcAn47d+4c9j1b6SsIOdbZ4zLGRYsWGWKTJEmSJEmSJEmSJEmSqoTYEkRK6IawD4GtcUGeer7us4wiQTJCQWkv4aK0XfuhEGJjGdADBw60QgCILbNZsZ+wVQ0e1ZJZ2LKcJedYPhPjxtnXvzbqPt4VgSzeF31khq2MI+PMM3KdcBiF5VWvXr3a2qG9mcYSc6k3agtmMWMsedeMnTEyNkJbGXsKdXhG3v2hQ4eG3yTl8OHD3cqVK4d18/yD5yYoNvgOmZGNPpiRbFQwrO7X2dnq+eC3yLhoK+Ou/bPPNvuU69evt1noCA/mu/S3g7Hzex8sf0ofN2/eHDmGmfTr864yE9ugj0F/jKWG9+5XhtgkSZIkSZIkSZIkSZI0a1lOlIANJTNVEbwhBDSTGty5detWC2kNgl2ElwZBKcI7lIR5RhX6I0DElpAVoS/OZ39UGxkv+4PAVJayfKLNOsYypFmyczbqs9R9AkfMnMUSoPTFeOg3oaSMJ+PLuHKN90nwK8GlftiJ437f/eU276TfZmb64pvwHvIO6/hq4I5CeCtjZpugHtt8B7a5l2t5PtoZtDUIsSXIRmCL30DaZFa9jHXcFnl+ztXzBMMYQ+0zbWfsFM5Tj/pHjx5tv63B+Kbq1JLwI89IcA+jxjVb3EPfmYktJcFBQ2ySJEmSJEmSJEmSJElS0Q+xJezDdlyIbVSwh3MEphJaSmBnXHCoX+gv4+A+9vtBq1H35VruySxdzIJFkGi26jNln7DR5cuX28xjBJz6z8T42Of8YJyDIB3HBJh4H5l9DbTbf3c5Jrg16vootU72R91LeI4wV31PlDru/jvONbb1Xo6zz7Y+fwrvhrZynXM55n2sWLFi2jj740X/OWpd3tHy5cvbuDOObPv9UpYtW9a+Xa1Lqb+vXGN8zAiY75A+7wb3jQuxEezjesr9yhCbJEmSJEmSJEmSJEmS7igBmhMnTkybqSuFY5ZwRA3bjAveHDt2rIV2arCp32auZcv1hIhmKqlDCIgAEvcTsKphpNSlTQrXCQwRIhs1/v7MaGzrPgiB0fdsyqB/wmvz27iY0SvtzFX/vv64sq0zlqEesyQmz8/YGA/fOO8976l+B87lWSj9kFfuyX49N6oO57KfdigsDxsZ72yk7pkzZ6aNLf2MGlsKdVKfbc6xpS322bL0Kvrv+W7s2rWr/R8yLtpnS7DOmdgkSZIkSZIkSZIkSZKk4uTJk8OATS0Ee5iFLAj01FBPDSCxbOeiRYuG9yUgRCHEQ3CIIBXnOc4217Kfe2pJezW0lIAa+7Vef596GzdubGPM+Otz5BkSKsrxCy9c6zZsWNfNn//oRL/TxzOqpD+2W7ZsGS5jmmU970Z91+NQJ2Ou9TnH8qfMRpdxUfINMu68e74/1/KO811y37hvQ6ntpm49Rx3aog/K4sWLJ97vC5Mjnf1zBs+2efPmbt68ea3d/ngoGUtK6mUcjDGF84TNduzYMe170edsxjbO7t27p83ElrEwk5whNkmSJEmSJEmSJEmSJKlgZqsa+Kmhm8xMFQn1ZJsAFQEgQkUJLiU0VMNPBHq4ljoEzAgUcZ5Zwijj9lNyX4JS9FP7S0k/6YPZ5lBDSQkp9Z+FusuWLZnof/5Eu7Q1WFJzppK+nn/++RZi27p1a7dhw4ZWCNGtW7fuVRWWJWUGs4y1P3Zk/GzPnTvX3hdjy7tKaCvvpo6f89RP0IzwG89D3bxDSt3Pcb4LbdT+6IM6OZfz1CeEhjr+O6l1CVfSHu2n7bRfnysl4bU8d72XewhE1sAmRr3juSBEmHdDn2wpLG+aNu+27bcCQ2ySJEmSJEmSJEmSJEmaNYJqCdgkbJMtAbdREpgCgSkCQQSFCAXVNnJcw2a5RsCLoA+Br23bts1YqEcYjC0zWdEfASpCSbXP2gfnE1Ji9i9mv8q4+yGiul26dGkLceX+fuBrXMlzsU0IjGOCTOyPKjNdq2X+/Pntfd0J4+c5V6xYMQxpMYa8B85xzDNlvBTOr1q1qgXwWAaTb8I+4cSE8tjWknN8F8ZYv3/6y3H2Uwgo5reVdz9bqb9v3772XtJvLXmulDwr2zx73g/fgLbqOOY6plF4N7yXOg76WrNmzbD9e9HPm5UhNkmSJEmSJEmSJEmSJM0KIRpmoKpBGwI+KSw1Gv3ADYEwCjNLpT7BIEJChJRqUIrwTsJgXCOQdbdLKl64cKEFl2iP/tJ3xk4wqX+OPlneETzHuBARx8uWLRsGnNI+7cxU8tzM6MVxxpB2cty/L6Vey349Rzt1WdQqx3wL9pmxjffNfQmXpR1Kfa6MizpXrlxp7YxrfxyuE4Cjz7SXb5O+81vIlnq859n+BkaNiSVbaaMfFBtV0jd16xg5pg3aos1+yPFucf/69euH35/+GEd++2n/1fbzZmaITZIkSZIkSZIkSZIkSbN2/fr1YdgogZuUo0ePTtYaIHRTgzcHDx5s4aV6/6ANZkljn8DSICSVtgn21Fm4aqCntl31w06bNm1qgSD6pG3aTUCKknGkT+rRb10ysgaW0i/nmMUs7SSU1i9pM2Wqb0JSg/7rM9fxjCq1rVGFd8wzY9R7yjFBNNpj3DVERuE842TLtYyZ98hsd5H3ku1MMpZTp061QFjeS/3u6X/wfqa+D7PV7dmzZ7Kl2clzMrb0SzvpY1ShLwr79J13wD5jzlKzo6S/uWJ8BPt4z3UsvGtmaLvbdt9KDLFJkiRJkiRJkiRJkiRp1piFatGiRS3UUwM3BKcOHDjQ6iR0U8M3165dG4alqEs4aCpQNgiyPfsswaHBsp8EeAgNJYw1m5BUX+65ePFi6yfhJEqCSXkOjhPU4pi+mR0rAahRbt++3WaWo24NetFWvySkRtvU4V0Q3BoE2abO1yDX3Za8t3Hjznlm+WLclIwzz882hWPGxXd7/vnnW5ARo77zuD7BNQohQ95t3tuTTzIr2/RvkfeQ38zgfT0zDBbO1A8SZEw9jtlfu3bttGdLoa88N1vGxn6+aWZFQ54j+1H354LfWGb0yzgo9Llz5867bvetxBCbJEmSJEmSJEmSJEmSZu3WrVvd4sWLh+GfhJ9mmimLEA4BoPnz5w/DQQR0ElQjxPT44wvafs4T6KEey4HWEM9sw2ypx72U7du3t/4JYtEP2/TBfsaSwrV58+a12eNqO/2xLFmypNXLM3FfbScl/aVQl3PcN6r+TKW2M6rwnP0QW3/shw8fHo4h4+CYLW1wrvbJ9+V6DVXVbS2zwYxm9Z3QR30f9Mc2Y+Ia75kQGvr91ONx+3wvfk95pn6pY8l7yDsiVMe9MdvnnA3CkPyn6JfwGv2ypd/+f+pe9vtmYohNkiRJkiRJkiRJkiRJc8LsY4R8CNpkS+CGpQ/RD9q88MIL3f79+1sgZ+/evSPK7smyd1hn9+7d3fHjx6ctDTrXAE+tz0xwjCFtZzz79u1rx2wpdYzsE/YiuBe1TfZZQpVgV+6n5P5+menavSy7du3qTp8+/YplVYPzvNtxz51x1vO0yTvjW94LBMqOHTs2HAPb2udMpT8THNivx+gfg3NHjhyZ1ieFdrOtz02h3smTJ18xu9urUcOY/DaZ8Y3wWp0NjwAdv7970d+bnSE2SZIkSZIkSZIkSZIkzUmWgkzghi3HnK+BmxrUqUGw2aCd3D/XEA/1c0+9N0tKjmqvnqv79RmQa6Pq13NvFoxp1Lh4rjruul+31bhQ3Fyl7XyPalS/41B3XP07tdu/d9x+5Fz/2qi6o8x0H8vd1kBotvynCM89CAyxSZIkSZIkSZIkSZIkaU5YmpOZ1wivEbZJiG358uWvCDrdbegHqVvbnM39/To1vNa/lnPjwmpgP2OowbqUqPuj9K/fqf6rkbGlj7rfV8/366fcS/327qaPUfXruZmusx11PXItQb9ad6b75iptE1TLEqL9MBsBt9S9nxlikyRJkiRJkiRJkiRJ0pywrCRLHT777LPDmdgI4SxcuLB78cUXW51RoZs6+9dspG5/O1v9YBpoo7bTbzP3sB013rmO4Y3Qf0aMOzdODQ7mPYx6n3NR+xu3P1vcU+/rjy3Xbt++fcf2uT7u2XIv2zu1M1dp79ChQy0U2g+wscRolm+9132/2RhikyRJkiRJkiRJkiRJ0pwcO3ashdgyE1tCN5QrV660Ogn9pOTcXPTrz+V+6mYGthzX/bhTMKvWjf65ejyq/utl1LhSYtz4RtXr1x1372zMpq1RfY5DvYTrctxXz42rx/Fszr0W0sfu3buHIbYUQqFLliyZVQjvfmCITZIkSZIkSZIkSZIkSXNy/vz54YxRNcDGkqKnT5+eMXQzm0DOuDqcv9v7Z7o35/tb1HPjZvt6K2HMKfU4+tfmupTrbPT7i9m2P1M9ruX6nQKKGNdWPT+bdu5kVD85t2HDhvbfyf+JGQ45XrNmzbSg3v3MEJskSZIkSZIkSZIkSZLmhCUOWTq0H2RjNimWGg3CNyl3a9z9d2oz1+v9169f706dOtWdPXu2O3fuXAvjXbhwoTtz5swwrNVvtx7390fV7Z97I4wK2802iEW91K3Pkme7m+fr3zOq3bkY9Xy4fPny8NvyXdlSarCy9se2tpXzqPtR770XaIvf3bJly9rMa/W/RIht27Zt97zPNytDbJIkSZIkSZIkSZIkSZoTgjeLFy+eFmJjaVGWGN2+fftkrelho4RxEsi5UzCHe2udeu9MUqfOIBYE7BYsWNDCdoSEHn98wcSY57dxnzx5stXJ/f2+x+HaqL5mwj0ztXmvjHqGuh21H/1z/ev3wqtpf9TvY+3atd38+YPvyTemcMzMZgQY79RHrvfbHXX+XqC9F198sXvuuefafynL8ybExjKjDwpDbJIkSZIkSZIkSZIkSZqz9evXt9mjCNzUsnr16mmhn+yPm+lsnHrvTGaqU0N07DODXEJCBIaeeuqJ7rnnBuE7lnScyUzPkbH2z0UdR9TrGHVvtrmf41H10O+jHt+6dWtyb3Q/qPvgOOdqW6Pqod9/vb/eQ71R52Oma6PGke21a9eGYbD6jfm2W7ZsaXVA/XF91OOZnqcade5Ocg9bZgPMeOu4CeBlBrmU+5khNkmSJEmSJEmSJEmSJM3Zzp07W0Cohm8ozz//fAtN9UM3Ob4XYZyZ2hjVb84RQFuzZk2b5WowZrZPtjDekiVLups3bw7rjmon2wScaiALzKpV1Rna2E/d3F/bzDalr3++hqxqsI4y6hqyn+v1WtRnqn3296t6vj5brUdfdZyo46z163nUdpDjev7IkSPDUOUgoDj4XfIbPXbs2GSt6cb1xzHLkrI8ae2jX+/Vou2jR4+232PGm/8S24sXL07WvP8ZYpMkSZIkSZIkSZIkSdKcHT9+fBhiY7lGCvuUS5cuvSKglG0NBb1aaWtUCGlcnwcOHGjjzkxsgyDb0y1IxDP11Xaq9Ekwi2UfWcpy5cqVbYY6QlM1sFXHkO2VK1fa0qvMxEXdPXv2dNu2bet27drV2mP2MPaps2/fvnYPfdI2s92tWLGi27hxY3fu3Llhm/0+g++xefPmdg/3Hjp0aNrsbLnv8OHD3bp167rly5e357lw4cIr2tm6dWu3Y8eONlbGxrh5llovco5wIPfs3bt32BdtMyb6DJZ05Zl4J6Pai1zLlvfCeBNOpPB9s2UGPtQ26379/XCesdEWgUy+AbO89fus99+N3M97ye8x4+U/xHK9vLcHhSE2SZIkSZIkSZIkSZIkzQkBHIJLzHyV4A2FIBvhnwSTEtRJSOjVBn8q2kp7td2Z+uIcs2sleMc2oSeWbySAlnrB/rg2CYIRnlqwYEE3f/781gaBpHnz5nUHDx6crDWFdiiEwZgR7nOf+1wL1YGlML/85S+3diiPPvpoa4u2mSWOvvfv39/OcZ2xs0+fp06dGhlg4xwhN+rSHnXTPuPmeuoSRuPb1X6pz4xkwWxnXMt16tI2hWtV3hmuXr3a2lq0aFF3+/btdo4ZyHhPhOaCQNef/dmftXeS54n+u6/4pvmOCYHxPvl90n69N/ujzoF9QoM8I+8j759nyPWqfzxb3EdZtWpVezdZCjWzyfF9atupf78yxCZJkiRJkiRJkiRJkqQ5I2TETFUEbggPZUsgh9m6kNDNaxG+6Yd6CE31+xvVL+cICBFSSuipBqAyq1hK7ol6/syZM60dQk6nT59uM3Yxm9uGDRva0qL1/uzXIBiBJWYnw4kTJ1rhfmZbYzYwZk2jHrOy0TZBJ4JV1GGczBLGMf33JUSWNpjhjDbpg3aYlY0x8h0JaPH9KITvmAmNZ+A+ZmVLoIx7Ocf7Y9Y0xkG7nOO3wBiRZwX7nOdZqdNvi/tBPZaoJRiXYF/U9qKeY+Y6fncJVea3SPv92fVyX7/Nesw7oL28E0Jt4+57NZhpjXfCuBO6Y9z0TaCvb1Tf93I8byRDbJIkSZIkSZIkSZIkSZozwjOEmQjcJARGIVRFQGpcuCbnX034JrN5IfuEoy5evNiWuSRcFqP6YRYwZtjKbGxsEx4iSBXcW0sfM84xexrvoc48BuozpnofYyVIluVHGQOzq0XtiyUwmbmMwkxjPBMzqBEQTB0QMmPs1Mm5XGdMhKS4niUxKQTgbty4MaxLYIrwGO+OY3Cd+wjIpS6BMGZPYxlRpD3GQACLMeb+4B3wLLxj2sr3IsRGW4TlIiE2ljtF2q/65xIEy2+PLX0RYCMYNmpJzn6byDm2hNh4ngQcGX+/33uB98Xvr/ZF4XdIkLHvXvf/ZmKITZIkSZIkSZIkSZIkSXeFWcQSYiOEQyGUQ3iIoNTrgWAPAa6lS5e2vglGMbsXAa5+sAzUJ5SU+jVAxD6BqOvXrw/rRj9ARBiL2ddog8LMZOmvX5fj/jmCWl/84heHS69G6rG0KQG5zEpGqCkBstoWz0FgKyG22hfjWbhwYbtelwUFdbhOyIylTQnUpU7a4D0ldMYx4T++d0Js3M/5TZs2tfsJpnHcR4COd9SfiY17MhMbCNPxzITIaKf//ThX22ef98h3q8vD8j15ZkJx/fr9NvpY6rW2Rzv0kWedTRuzxRKutJ9xU9in7yxfWt2LPt+sDLFJkiRJkiRJkiRJkiTprpw6daoFfmoAhy1BJ0JKUcM3o4I4dxPOqfcQ4CI4R/8UZi8jfDVTvwSmCBAleJfxM5sXs6MlbNVHO2mL7bp169o7oC32WYqzXq/7dUsfX/rSl0YuVcmMcoyFGc5Y8hM8I+cIgrHP+AjO5Vx/vLRF8IqlSBnbypUrWyitos6tW7daG7y/zDhW1bEleFZnYuMe7uW9JbjI+doO5/vjpC3GtXnz5mHdzMSWEFtkv3+OtpYtW9b65hvU3wCFWe9qEK7en1Aa6pZQYf1dJODIt2AGvbRZ27ob3M8sdPxX0geF5yCYyPU6rn5//eO3OkNskiRJkiRJkiRJkiRJmjOCPASsCOAQIqpBHMI/hJMwKmyTYFEN6fRx7k7n65ZAEAEg+mY8o2YFq8fMuEWAiPp13BTCVuOWoey3sXjx4vbsFAJejIHgWMJntX7dJ8TGrGNZTrS2TViKMBezsNV7CFgxZsJahKoyW1hmUMt7zRYEyLK8JmPtv5caMMuYI2NKfe6lf4JjBNkoLBHKMzPm2m7FTGy8336IbdRMbAmxVXUMdXvkyJH2rRk/z8g48nskUFiNG1ttj8KsdGkzvwnaZMuz0wfPz7Ku586dGztrX0pfzvGu8/3y+6Ft+qDtSP1Rbd1PDLFJkiRJkiRJkiRJkiTprhCsIfRTgz4EfwgBMfMXgaVx4RvOp+Q4W+6rQay+1K0INGUGLYJABMlqm/176IMAFWPlHsZNqIgt7bDUY+ph1P2Esghisawqs6cxkxjtcT/vpT5D/34CagmqVbRLQI1noE3kXgJvCTrxrumbMTM7WMZZ0T/3ElRjrCxHmsAZISquMasbYybglvGylCUzxDE2ltLkmLoEz6hLGzwj42fLWDLWUQh6zRRiy/ONCrHlGjI+ztEOvzHGkrBZZoTjHLPU1XvrfmSp1KDN1atXt7bSDvu1JHg2f/789h14JpZTpb9R3wD9vjkmeFjbT5CNfrPE7J3Gfz8xxCZJkiRJkiRJkiRJkqS7RtiLME+CYARyCOdwTEBqlFHhLs4RxiI4RThpxYoVLeBE4IqAELOejZspDASlFi5c2PpnHOzX+qNCQPSXsXNflqMkSMSSpJllC7mfLWEl7qUes3LV52F2roSRzpw5M3n2lf33Q2xcpxA44/3RLv3kPKEnxkfhfVCPezPWPGvqB/uMj5nlmOGL0BlhNgJjyFKsvK+EsI4dO9ZCWinHjx9v5+mX4BmznJ0+fboF0Zhxj/dNG/TR7x+vZia2fls5JlzH2GiX900hYMb7WLVq1SvuQ86xrYEzjus13i1j4DkZc0KDKbVPjnmfPH/9BjFuf9euXe1b0FbaTLv53/Tvrcf3G0NskiRJkiRJkiRJkiRJuiuEaghqZUYpAjgJ5RDQSRhpVPgmoZxcI/xFEIhgEu1lhi8CRAn4MFvY2rVr2zKWzFZF34MZxQgkvdzOE4xiHNyX8FXUcWSf9uiLvhMmIgzFuSzrWO8LAl30wZjqcxAYI/zE/ZlRK7hGoS4BtLqcKDhPu4SiCIfVdgkLfulLX2ozpAXXWEaVvrivhulyXz3HPuGvBPcIBjIbGe+bIFxCaJwnUEaYkLYJnHGe98lxAnDpgzGMmlUu1+9liA0vvPDCMFyWmdH4fhyzz7uo8g76bdV3g/51jvl9HT16tM3sx7emfcZNWI73lv55B7kn7WQ/x2Cffglp0kaCcLwfjjnP9Xpf9vvjvZ8YYpMkSZIkSZIkSZIkSdKcJWBDyIdwD4GezIRGMIewE2GuGsbpq+dpZ8mSJe3+tEEwiXAPx7SfQliJLecJM61Ysazbvn1rC0SlPnUIqNU+sl/PMaMabdEf24TZMobz589P1py6jyDWjRs32vPynAScOOY6hSASATXu7QeSwP64EBvHBLmYgS44z7MRnsp40h71CLdl+VPOp8/IfrZ8lxo64zl4b4TNUoc2WCaTUCGBMyR4xrKpCaNRn3ZojxBh7TfmGmKjvX47HOde+iHwRYAs3zvfj2VcqUf9tFH3UceOhMMYJwE4vgGz0WWZ1tQjPMcMdIyTb8xvjO/PcxCo7IfMap/IOAgJ5jfG+Bk7W9qq3z3STu6/HxlikyRJkiRJkiRJkiRJ0pzVMA1hJwI4CeMkWEQ46urVq5O1BkYFcZgNDISDaCf31nASgSXO1cAZ5wgSPf74gom6T7T6uc4+gbTBTG1T/Y3aJ0hFv5lVK8EiglKEojK+OnYCSwSd6I+gFzOZMUtagl8E6Ai2VfV+glqEz/qzjhHQIsh15MiRybODvgjKEZYi/FXDUoSeqJ+gWdoPnp9SnyHBt/TN89dZ3tL+6tWrW58EtzhXQ2wV933hC19oQbp+/7jbmdgyDrZpl7AY3yglvze+FVvGGtyT+/rBtXpMYdY8wpj5/Q1+V4+3ZV15X8wUGNRnTITRWBaUb03ArUq7/X0Qksv/Jc+Q58kStP37o+7fTwyxSZIkSZIkSZIkSZIk6a4R5iHMlRARwZwEiwh41ZAWEsKpwaRsCSAl0EOgjDaXL1/ezhF44phgEe0mxEZ/zz1Hn4NzBNc4R+GYpSBHhYDquYsXL7YQWkJFtRA2YgnOfhsphJuy7Cb9sRQos3TV8FytHwmxZTa0IATHs546dWraPYSsaJvAVN5dltXk/fAMqH0QomPWNWa4y0xxjIvxErTLcqu0zbPS1pUrV9o52sv7vXz5cjuX4BlLnSYEdvbs2XYf34ZZzGr/cbchttRlS7tsCZXxnvM7YXzs87tgSU/eTZXxsK2lnuN3x/ejjczER5sJSTImzvNu0n7GFP3jtJ39oN6qVaumjZ19nonfej/42Ffbup8YYpMkSZIkSZIkSZIkSdJdSaDm+vXrw5nTCOP0g0Wo4ZuZ9gk60Q6hKIJDLOlIeIjQEzNi0R5BJkJnCR5RuKdfCEkxk1rUgFPtF8yoRXsElxg7z5AgXYJco8bNlkIgLGNnRi/eCdJnrQ9m4/riF784XDozZf369e15eF6kPu3RPs/E8xMkI5xGsI3gW+oFxwTWeE8E1niXeXccM8YEpghWLV26tIW16IN6PHs/ZEZYkbHRFu3QP/vUY9a2zPbWdzfLiY56b8z0xjdK8KuGwNgmgIdRYba0lWtsOce74LnyvWmLfpjd75lnBr8l3s+oGfnqflXPpQ6FMWbsdUup7wK550FgiE2SJEmSJEmSJEmSJEl3JQEbtgSfCP4k/JWADqW/pChqOKfuJ0zG/QSLmAUNtQ5BKEJlzALGdfpm9jMCW9xHEIktM47V+2sbqMcEvghlEcJLEC+F9mg/ASwkABUc37p1q82mRbCMkBpG9UtdxsVz1hAbeBb6Zya2yDVmR2Mc3EcfvB+WGc2sbwlnIfu8J2ZjI7hGaIx7CWRl5rZaj8AfdWiberSdMB4InuWdEF7jO7NlCdR+aI9t9gluEXLk/SYIxgx5hMUI4+X5CCnSPzPD1XcCZkvjmya0Rr9s87337t07rf6dpC6zx/E8tMPzENRjmVCeNTP8MSbOcw/PyZh5N/0x1uP++WDpVd4tffKd8xycq0uhPmgMsUmSJEmSJEmSJEmSJGlORgV1jhw50sJEBHMI5SQYxLksmVnrB+fqeYJp9f4aHht1f4JSuHnzZgtjETjKzGk1eAbq9/tMHUJEBMMISvEcCUwxFkJGO3fubPfVPlnSM8dc27p1awuMEWKr57OfLfcR7iL4lrGw5Twzl7HfL6A+s9OxjCn3958P9JH6IDjG++Ce8+fPt3vq9exTj7b5BtTPWEEd7mNsBLm4zn5dNnWUjIW6PFtwniBdPcf3I/DYb5N7mfkt4cRnn316Yn8wax7fhZnU+s80G4yB3wpt0C4zxQXjIMDGTGz0zXsn3MYYUn/czG8ZB9vsc/32bZZyXd7upfD7ym+MvmtgMOb6TG9VhtgkSZIkSZIkSZIkSZL0qhFGykxoFIJfFEI/zIhGGCeBphrMyXHOEUZixq6EfNgSYkKtm/oVoSJm8UL/er2nXqvnsW3bthZCY+aw9E9YKuE8Qk/gHoJOjJVlIOmXWeQSeDtz5sy0dmcj9TOmen9/v4bXat1aL+876j3jQl+v5lxVQ13IMff1r2FUe4yRusxOxzfhewxm+WOp2cFMZnwTwnm5vz7jOKlD28y4liVS+a0SQiREx9KmBOUee2x+mz0N/MaZxY5++cYJZ1bj3ivOnTszce/0pW/5vdA/v7s7vdP7mSE2SZIkSZIkSZIkSZIkzQlhm5Rgf9OmTS0IRDAnAZ3MNkXQaJS0QaAo+1lWMrNecVz1+7127Uq3ffvW1ieBIGYT43yth3qcIFV/y2xYzIqV50iQjVAbYyFERftgVjOucf7zn/9829I/y2umPaTfbHOtBp762+C4npvN9XF1cr5ez3nGVM+jH8hK3Sr3xqjrVY7Z1v3on+fb817rb4othd8Iy4imbr33ThJkY/Y3Amz0wTfmuxNMHPTzRLd8+dI2C1uekUBmwnME3fpG9Z/3yBKk3MdvivZpJ7PJ5f8x2/HfbwyxSZIkSZIkSZIkSZIk6a4kcJPtqVOnWoirBnQI7BAMIsCDek9K5JhwGMEewkW0R6iIpS4TPAL1mDHr4MGD3aJF1FvQAkL0tW7dumG7hI/qfTHqXGRZUdrLM7DPc2U8mR2OMRw/frw7dOhQm7GrzgrW34L9lOif61+Pen2Uer7uzxQyw7j7qv55jsedq+dr38hx6tR7+vexRC3vm/fPd+D9s59Z01avXt1+F/17Z6OOg+/G9+U3l289+O0taMt/MgMbvxfCi1znt824mImt9l3H0H9u2qDN/J7YT1/8nvr1HzSG2CRJkiRJkiRJkiRJkjQn/cBQjgkUMYtZZqp69lkCP4TBnpg4v7C7ceNGq4faRr89sGwjoSLaY2Yz2gZhHwrLei5btqzVIdCUQBBBp0cffbSFyfqhN0oNC2V/1FgIx6VtnoNnYEthiUnCTXmeUeNPf9nvo+9aJ8bdU+vWfeR41Pn6vFW/XmR/Lvexrecx03GtX7e1ztGjR9v35LfEN02wjO+cgCOz5vXbqm3MhOVeWQ6W3wjPunPnzmFwMYVvzZKiBM/4rdE3+1xjP/dXGUMt4PeU32l+q7TFs+zZs6fVeZAZYpMkSZIkSZIkSZIkSdKcJJiDGtQByzsm5PPMM4SBCO482QpBHtT6GHXMbGgE1ZjBKucIGzFLG0s60j6hIAJOCRZxzJZZ3zJTGrg3JcdIkGzUPtavXz/ZJv1MPcvChfQ3mPGNEFPuA/s12JS2qtTv3xej7umjfr9E3R9l1PU7tZFjtjONr38f6rlR76u/PXv2bAup5fvyTVMSAuO3MRe1z4sXL7alSJkBjdkDuUY5fPhwW1KU4Nygb/obBDJr31zbtm3bZGsDtf0+liNdsWJFa4O2aSNBT57z8uXLM97/IDDEJkmSJEmSJEmSJEmSpFctQaArV660cM5g6UeWFCX482SbvYzZrGqIaabgTr3GPmE2ZmSrs2URBhr083Q7v3bt2hZyQ4JW/T5q3/1ryDnuJ3zEjHAE1hJko2R2OZ5pw4bB0qW13Wwp/XHkfH//1Ug748qd1Dr9e7Jft/1z6F9PiVHHfbwrluzkm9YAW75xzu/evbvVTxv1HY9qty+Bssy0t3nz5uGsevzOaJ9wGd+XmdioQ6E+Zc2aNW0Z2YoxjHs+gnKD0Nrgd0ToMs9CW9Ef/2ye5X5hiE2SJEmSJEmSJEmSJEn3FDOUERIi7EWA7bnnCOw81oJmmfkKdds/h5y/dOlSmyErs2Al2MR23rx53apVq7oTJ05Ma4Mw3datW18xk1v2U3cm1GGWrEWLBoGmhPIyQxeFZ+R5s9wpatv9fmbT7/2I5x737DnPErCZVa8uI1rPbdq0qdWNmd5vP0CI/fv3t98hbaVdCr+vQ4cOTdbq2lKlx44d6bZs2dRm/iOAycx8Bw4caO31+50J99Env51BGPKZVgjEMeMg5trm/cYQmyRJkiRJkiRJkiRJku4pAmU1hERJAI3AFwjsEDJK0GgUrjFzGwEiQkCEfmiTtlgOktmyCB4RIEs7zJ7GTFr0SR32ZxMO6oeI6rgIV9He1PMwmxZLQg5mZONZV69e3WbnShv9Pvvt38/qc456D6O2J0+eHC4hSmE/QTMK3593nKVa+T61jfq9OM61ikAjS82mfb4lbXOc3yuz+RGAHKCPQX91idhx7Ue9RgCT9vPboT9+v/S3fPnyV8zo9qAyxCZJkiRJkiRJkiRJkqR7KsEzgjoJ7CQ0RKDn7NmzrV4/CFSPE0o6c+ZMuy9tEAai7N27t7t27drwHvo8ePBgm1GLwBN1uIfQ0FQoaaqPft/gXD1fA1OErAjRMRZmYkuQjVnm8lwsU8mYot/eg6SGzDDqPeTc4cOHh9+Y3wvfLN+OY947s6HdvHmz1e9LO2yzn5nxCDWCGfX4TSawRrv9Gdn4zdDX888/335LL73EvVPP0X+mO6EuswHOnz9/+Pun5JmY1a2aS9v3G0NskiRJkiRJkiRJkiRJuueYIY2gDuGdBJMS9mK2qxrYyX4/xMMxgbcEjBL+OXLkyLS6x48fbwGltM+W/gi0ffnLX+62bdvWAmn9Pvv9VfVaAnU8E2Og/UEoaRBk45hCKGrp0qXdhQsXhvf0+8j5+1n/mUe955zbt29f+6Z5p4TKKPnd8E75tjWICL5nQobgvY57t/S1YcOG1la+1Y4dO1pAktnd6nl+ZxzzO1q/fm136dKFyVZGP8dMCM4NQnJPTzzLIDiX38+iRYu6GzduTGtzru3fTwyxSZIkSZIkSZIkSZIk6VXrh3FYJnHJkiUtxEMwKCGhBHnOnz8/rFvDRxynLbYElQgxJehEOI1Z0UBYjOVJc62GnwghEUZi+Ujqxd2GyDImZs+aCloReBosa8ozZiYvtkePHm31kXvvZ/UZ6/er+5kVjX1+H5s2bermzZvX3lcCbHw7vnHeJd/++vXr7b58uxpeY5/zBBVZnpNtXaKTvlhGlHbz26AfAma5zjflWsJr9D34xo+3b1xnTOv/ViP7bFOHWdhoMzP38RvNc+3Zs6fVybPUth5EhtgkSZIkSZIkSZIkSZJ0TyWQQ/gns1wRHkqAiLJ+/fpWJ2oIqO/EiRPDkBNtsc/MWgSC+u2zT1m1atW08FoNF/X1+5way6BEzmf5S4JJWU40JQGoBQsWdNu3bx8Gqmrw6kHAu+q/V3CO2fVYHjSBPwrvjvBavjPXqNOfgW1UkG3Xrl3td8A9FGbMq+EwwnMEKjNLH78TZgPM0q/UYZ9AZL4hYyHExjfmW/J7yxKls8Fvr/4e2SfM9sQTg2dOMC/G/TYfFIbYJEmSJEmSJEmSJEmSdM8RDGIGLGbHIpRUw0opp0+fnqw9OvRUj0+dOtWCSNyXMFvaJXCUmdeow3KjIMjEPjN+EYjavXt3Cw8RGKpt176zX68jISPO0y7jIeDETGz0z3gIYLHNsxKoYnnROutcv937Uf8ZEygjBEbALO+G78c747gGvviOLPPJ7wdpr99ujglE0l7uJTyIWn9qVrTBb5D6zPKWWf3yfQko5vsNlop9oo2Ne9esWTMtPDcO/W7evHk4ptoev5edO3cO62Vb9x9EhtgkSZIkSZIkSZIkSZJ0zyWMQ3AsoTMKga+Egpj5ilDQTAGeOkMVs2FxH/enJJBEGGr//v3D2bKOHz/eAm1cywxczKhFcIk6d5r56k6hIsZ97ty5btGiRa39QZDusRZUYlwJ2GV5yr17995xJq9xfd2te93eXNV3zMxkzH5Wg135fvWY64QOmcGujr//PeqWb83vgnfO+2amt/69tLd48eJ2PWHDjIUlSG/evDmsu3HjxuE12hzMyjZom5DbnfCs9ZmyTxv0nRngQH8Zaw1KPmgMsUmSJEmSJEmSJEmSJOmeSziHcNDzzz/fAkAEemrh3NGjRyfveGV4J22AgA+zZhFWIhS0cOHCbv78+S0cxCxbWZ6RsBIhJAJr1EuhHlvCSfv27XtFXxh1bpwEji5evNhmm6O/QYBtENjL7GwUnpVxU+/MmTPT+hkVprvT2Njv1xl17l6bS/uZsYylPAnw8f5595l5jZLfAe8qobHMUnYnBAgJu/EtEyikn0uXLrXr/B74bbEUbZYkZZsgG/0maMi34TfK/czcx2+LsXCOmfTYpx73EcSr76HOzJbzzCJH2/SR30Cen1BnX+57rb/fm5khNkmSJEmSJEmSJEmSJL0mCOVQWEKSoFANdiXUw8xoBJ36s1DlXmQGMwJDzN5GYIx7mZmNEBmoS4CJ9uiLABF90BfhI7YJLnFfnXmr9pXtTPp1Cc4RqJo3b17rk+dMOCv95xzjZqnJLDGKGmSr/Y8aS//6qDqvVtod137/fP84z0OAjNBYvj3vhvef3wDvI9+EwBi/k1H99fHu8k3zPusYCK8RROMaheAcATWwRClLy+Z8/U3SJufZZ8yEIZlVLUE2rrOP/jdL38wKl7GxFGlm5uOYMdVZ2DTFEJskSZIkSZIkSZIkSZJeEwn2EFJjFrIaZiJAlFAXy4D2ZyTLvTUgBAJMhJAISCHXCLAREkqAiGU+CbtxTBiJGbC4ntm3CLv1A0X9vkap12t9AnYHDhwoAaapkFYN0/HcvAfGsn379mljqEG+ce9jJnU8d2tUGzlXz/frBOeZFW3VqlXDQFiCankXPHvOZ4lX7pmtgwcPDgODtMvvIe9rz549bYa+9JXvQb3169cPx009zjPGfBe2NXi4ZcuWVnfHjh3Dmf3WrFkz7Kt+LxBmTIiSdgiwEWRjLPQzahY2DRhikyRJkiRJkiRJkiRJ0j2XYE+CPseOHWvhooTXCASxT7iI7eXLl1u9ijbSTt1nZrbaPrNrJSiWkmASs3JRl3rbtm0bBqu4TtCK8FnamkmtM64+fWTmLoJM9JOgFVuCTTlfx0iYLUte9tvmuF/utbTZb3tcf7V+ltPk2VnuleU2ecf1+fnePGe+d56ffQJihL/mgiVZaTchxYTNTp06NXzX+c4JzFEYE7Pw0R9jZxY/jhkfoTjGR52MMcE62ucc/fGt8vz5bQfBOPrNM6cwRn4TN27cmKypPkNskiRJkiRJkiRJkiRJes0k8JOlQAkJ9UM+nGNJyASi+mgj7fS3WLFiRQsZ1Vm0mBGLWdtSjxnPCDQlSMW2H0piO6r9ul9xPmOudThHuwlOJUTFsybMlXO1Du+A4NRMfXM87tyoa/fCTO0SCGMZUEJavPcEwPjGKTw357jGMfX4FgQba7tzGfvp06fb74nZzbiPYCNLktJX+swyoPW3QciM30YCZdxL8HDnzp2tPoXfE+dw/fr1Nqsf99EOATpkrPn+zASY58zz53m59/Dhw63eXJ7xQWKITZIkSZIkSZIkSZIkSfdUgjr9wA4BrYScEiqqIacjR45M1px+77jgDzNhsaxoDQ2xz9KlddYrZmOjP/ohQEUdCuGiffv2zXkmMNTZ4PpynqAVgSn6rAGnJ598fOJ4EKxi3BTOU49CiIpx1aVGaXNcf9Vs6txJbaPfL/s8O8/GDGUEx3iewbKZvP/B7HL12fKtE9bjPmbPG4VvOptnqOFB9pkFju+Z95jfErOzEULjXA0PMu7+7H88V22Xkpn1eIbVq1dPux6MmUAd/edZs+Ucs9OxpG7a1CsZYpMkSZIkSZIkSZIkSdI9lbBOAj/IOZb0TNiMYFfCPhQCXzW4hRr6qe0F7RGOok0KbSRgRv39+/e3tqlDX+mPvgnA9UNLfaPOVXVJydpGzhOQ27t37zBIRajruecIdw2emVKDbGx5jtQlOMUzELjiuUYZN/ZXq7ZJKJD3tWvXrm7JkiVtbLzTwbvn3fItn277PAfvmWfgWXjX1COcV2eaY1vf32wDbFF/D2vWrGkz69EfM9qBtggwEl7jfH3HjIdvkhnX6pjqGLJP6C5hx4w54yUwVwNs6Yc+OZdlSeuzajpDbJIkSZIkSZIkSZIkSXpN1VBQlmck5EMh4ETohy1BoK1bt07WfKWEgBI0orBsJ+El2iA0RKgNzHxFmGn+/PntWoJF9LF48eK2/GPGxbKjLBNJUKyOdZxRdTKecQjnMbaMIc/eLxlnCs9E4Ip9ZphjFrNjx450Fy6ce8UMcncaw2xwP+EwQltnz55tM8IxyxjvjDHwrjMuxktAjG3Gm2+ZQpCNewl6jQtx1XHPZvypz2xwBATZ37RpU+ub8XEeLDWad01hrIwn+1xjyyxuqH3X/f7vLvvIMrW0yfPm+7Gl/bpcLWobmmKITZIkSZIkSZIkSZIkSa8rZscimJXwU90SjmLGr37QJ8d1SyF8xr2DGcEGs20RHCLwlQATQSW28+bN69avX9/dvHmztXHs2LE2cxv9JijGzGcE3DLLVvpD3Uf/GDk36j7aJCi3YcOGNkNXAmGZwYvCWPI+eBau5b1QOP/44wsmzj3ZwmHMQEbw78CBA23pTGYWu3LlSgsL8pwE3ZjBjb4pBNQ4x8xqBLAYD2E13gWhr40bN7YZ0whm0R/vJTOq1bEytowzxzlHfQoztjGuhO3676b/juoxuJdxoQbJwHm+J/3wGwDPcvjw4eFyp4wr7462eF6ejXvq+NlyX9UfS9RxMia+Zd5Nv7BkKd9gXFuaYohNkiRJkiRJkiRJkiRJrytCRszulfBPQmYEiwhNMVPbTMuKItcJEh06dKgFuhKMo10Kgau0SaCNkBYhLgozd3Ge6xlHQk0EuPrLXmbbP5dwVV3aErmOup/6hM2YmS0zgg3eA7N4PTEcN+cGhXOD5TrZZ5yDsTKr2CBgluBYAlq8Q0JkhPQI9BHeYst74jwBK/ru38s7mep3KlRHmxlT3lPO55h7aY8+Dx482GZzG/ce6vvqvztCeIQJeS88x9WrV9v5vDtCcbwjCn3yXLmWPni3hNwYF88LrjFD39q1a4e/D64zWx+huIxjNmMGwTfG+MQTzOg2CBzSHu+E8wngxbh2ZYhNkiRJkiRJkiRJkiRJb4CLFy+20E+CUWw5JhBFAIgZrgj6pAT7hJgINxFUIrxEIei0cuXKaeEktoScaDPLWXI/ASmuU5ctJeEvtvRP8IlZtHJPAkz0s3PnzjbrGSEt1PFF/9yoYwphPMJ1PM9jj82fGMv0Wc8G72cQVmP2tWeemQqY5XyOec4EylISTqvnElSjLu3nvtyb8/Va9hlbv17a45sR3CKkGDO9h+xnyztm+dK0T9vMVsdMcwmpMaMagTzqpH9CaNxXQ2jMuMd3pB3GTNAx/TBTH2POt6bNqo4r+5FxEHIkBEgbfJfB9xmMiTGz7Gvq6s4MsUmSJEmSJEmSJEmSJOl1U4NBhIdqkCwhIGZCq+GihJMSCtqzZ0+7jyASs37t2rWrza6VUFPa4jphNJbLBPcTbiJ4xP0JYHEvoSRmD+O+BJ9Y1hS1f5bvZGzcxzhpn2UsY6YA1LhzoO2TJ0+2GeoItNF/QliMk5Kx5fkIuSXoxnFKrZP9ejyqrdpH3U/JfZQE4yjM6Mb7r+9gFJ4v3w95F3l+3v+qVatam/TV/12wxCthv5xnHOzzrpgRLbO1BUG1+hzU3bFjRwu7ZeY/xs5xxlDHg3H7hCgJTPJ9eP9PPvn4xHbQR9qtMwXWezWaITZJkiRJkiRJkiRJkiS9rhLqIeBDgIxA2CAMNJjlK6EpCuEm1CAQITaWiqQ+oSfuZ5vQEvcxGxYzrmVJS0rCbzWURQiOUBIYTwJOtEmILsErgmwcJ1hGPfogdMbMY+mjb9S5vv69169f744ePdpmNquBtgS8ajiL4xSOc77Wqefrfr2HUtup2/TPO+GYmdAIhBEOTMAP/WftPxf6xyzvyXeh7Xwbtrxf+uQbElDbvHnzcAy8B34vjOX06dOtnToLG/juPFN+F9TNt+OYdhJSRD9sNmo/W2aGy7sYjJVZBAfvMe3W+zO2OkOdpjPEJkmSJEmSJEmSJEmSpNddQj7M4JXgWAJGCR1RCJkR6gruIxRUl50kSMSWYBPBMoJLhKyolwARM3klIEVd9hMKY4YvsORo2qMww1cdJ9dyL1vGnRm3qhpgYr8ejzOuHkuaEtQi6MUscMz+xtgIS/WDbRkX2+yn5Fx9t+zzzhIIS6HNBMaos3jx4m7jxo3t/fAeE+xDP/yFOx2DcwQUCenRT34D9fswM14ChiwHmvFRl+ssI3r8+PF2vaJtyoULF4Zt1mfn2ZhBjwBdf2z1ebKtz8uY8l4yTkJszMbGcrBbtmx6xf1R29F0htgkSZIkSZIkSZIkSZL0uuiHeoJZxwgEEQwicESoiqARx2yZkawfOGI/S1Bm1i7qs8zjqVOnXhEY2rJlS6tDXeoRBqPQL6Eklhkl2MR+Ql3nz59v9zKDVl0+kmuE5TKTVw0tpVTjrtf96B/3Q1WEupgBjXfGkpkE2wiZMS7eHWPkGQiiUTiXknOMn2PqpXCOZTCZZY33zRKhPB+zoGWmuWC/P87+uXF1wLdkZjW+Q33fFPYpPAchwuA9ZMY26hEe4xl49itXrkzWmpr1DPR35syZFoQk8EZ92uV+zo8LlWWcdUshFMeY0z/7bB9/fMFE2493S5cunni2m+0ecM9Ms/RpiiE2SZIkSZIkSZIkSZIkva5qeCjhnoTMEhJK2IyQEOcJVVU1GETQikAbs6VVBJqow5YZv2iLEBdbAknHjh1rfVEIOLGlT/ojyJU+6JvwVMbGPktK1ufIfrYZ22ykn3rPXO4nKMVsdRcvXhwG3AiA7d+/v42dsNu2bdvadufOnW3mub1797Y6J0+ebO+OGdZYgrMfAuuPi+frf7/+WPvHfXwn3iXvPAG2vP8UvhGFgFrGxJYZ4fIt8tsgeHfjxo2x4yA0x7Nu2rSpvQfarN8pJcfI9fTNjHuE4ervhP7Z5xn4XfGb6t+v2THEJkmSJEmSJEmSJEmSpNddPyTEDGOrV69uoSTCQQSDEhJiS3iIJSWjhq0iAaI+QlNpi7ARAbTUZTnK2lf6I+hEHQJeHHMfwTrGwYxlWeZyXJ/IGPuhr1E4P1NbbxX1GbLf34LlYPO+CaURsFu7dm3b531TmO1u3bp1w/fI/ewz+15+J/k2NXSYujHqHN+kHoPjlByDuszEx1gJr40K4LHMqO6eITZJkiRJkiRJkiRJkiS9rmo4KDjHTGJ1xrTMxpawE/unT5+evGMgoaPaZvazZYYx2iN0RPiJwBQSjiKoltm0uH7kyJF2LzN4LV26tJ1nTISV2Ge2M2Y/GyXnZxtg49y4829VeaZaoh4vX768vXdmgwOzwfHN+da874TEmDEvuJdZ0QgSph5bvhuzzEXts34D1GvoHyPnuJdZAvn29JNtxsfvgRneUn9UW7ozQ2ySJEmSJEmSJEmSJEl6XdWAUB8zoxFIqgG2hM845jxhpxoaShkl15jljZm90uaePXu6M2fODGd3Y+Y1glEsN5kAGmE3+qV/QkvMEkZQKn3RBgEmluYkaJXZ2cCzUeosYnWM2e+fG/VO7kZt97VCH+P66Z/Pe0DuI1xIUJD9PDdLoCYsyLdin2/eXy6UpTtzne+Z38mBAweG9Wr9qp5nP6UeB0uv8hvg+1MYC1v65nyWMo36/Wo7mpkhNkmSJEmSJEmSJEmSJL1hatAnQSeWmiQglHBSAkQUzhM2u379+owhoVxjSzl16lQLPFESfnr00Udb8InwGXUIVeU+QmkJLzEGAmwsKVmXEV28eHGrk7EyixzBtps3bw7bQZ21rZ4PzuX8qOt3cjf3vFoZ86i+Zwpy5VoN92VL4XwChwmLEWhjuVBwf+ryjTJLXkJlbJkpL+321fOj6qRtEIjLb5B2Kfk95phZ4aI+t+bGEJskSZIkSZIkSZIkSZJeV/3wUIJJwT4znBFKImRGcIgtwTO2nGcpyoTF+u31j4NZ12irBs8o58+fH97DWAgmEVBLv9nWeswgxqxcaSvjY58lSJnZrR/Uqjg3bpxvZXmmPF89jrqPesz7Z3lX3i3+vCy7AAD/9ElEQVTvPd+cUFtdSjb3EBrknWfmNu5ZuHBhm6mt9p0SdR/946NHj7a2KBkL7RNgoy8K4xzVtubOEJskSZIkSZIkSZIkSZJeVzMFiBIIIgC2du3aaWEzwkSEhwgpcX7ZsmXD5ShT6mxYOWYbzNLFrF7cS1CNWd0IpwV1169fPwxFsSVIxbKSQR3Gt2vXrra8KO0xHupxT8ZGyA4Js6GOpe7fT3iulKp+G/SPa33e94IF87qnn2a5UGZbe7J9K95p7su33bJlS/t9EDBjxjz2Cbz1v31fvVb3T5w4MRlKfHzY/zPPTAUaKSx7mnvYplT9Y41niE2SJEmSJEmSJEmSJElvmBr06c9cxoxozLhGkIwAEeEwthwTWCI0tmrVquFyoLmvv49+oIl7KDmfcvjw4dZ2wkqEogjTsSRo7me/BqlAaIqQVWYOmz9/fmur9on0Eznu13srqs/BlndC0I/3MJPck3cJlnZdvnxpC5A9+yzf44n2PXbs2NGupy73ss/vhHfON8gMabk+an8UrrHs7NRvjSVsCSYyI9zjw1BjAo01nIiZ2tbMDLFJkiRJkiRJkiRJkiTpTaMfZLt8+XK3aNGitpwk4SKCRBQCTQkbrVmzZjjrGRJWShs18FT1j1kCNCE5tgmkXbp0qV2n/rFjx7qVK1e2WdzYHjlyZNgXYTfuZWyMa+/evcNrN27caPcygxczfV29erWd7xt1bpy51J3JvWyHQgDtwIED7V188Ytf7DZu3DhZY6D2l/3+FmfOnBnOrMZ3YEshpIZ8V7b0yQx6vNeobQXnal+1EGBLUG3Q3yBAx+8gS8eyzG3qpw36z7mc19wYYpMkSZIk6f/P3n8A2nGV5964TS8JhHqBQAIXAlwgkAsJ+ZL7JTfknwIf5JIAl4SShAC2uiUdyYRiYwccY+zgIheMwQ03uavLtorVi2XZltzUXXAvknG3rKP5r9+75p1Ze87M3vscHZUjPz97adoq7yqzZ82s56wlhBBCCCGEEEIIIYTYJ3GREst9+lKivmSnz8SGwI0ZuBCUVWdkg/TY99Njh7ArV660OH0mNvbvvPPO3EdmwixEVThPH3EdIi0Eagif0rC/+tWvLBwzkrEEKucQQhGG/Nx8880mbnNSURbU2Vp3DqrX02spadxO3X669TBQvY7okH1mzdu0aZMto8qsaOlsdosWLSr8d4v7p4woN+IhTsqPuk5nxkvjTs9htx+n+9UtICwkftoY2yiUjMuYerqIJdMwYvCQiE0IIYQQQgghhBBCCCGEEEIIIYQQQuwzuEjIZ2RzAdX9999vYiIcgiZEYAiNEBexj9Bp2bJlLaIw4kpFR1UBkguhSAvBGXH5LFwI1a6//nrzhx9mhEMsR9o+Exx+CYNNLrJzsRXLWiKMQ9zFvvsnbg9PWK4xA1x1Brom/Hp1Cx4HcN5depzS7hqk18Hrwrd+nhnMXNzn+UK05+VB3aSz2XUCPzjywwx7lJmXL/uIAJnRDlJxmpMeu63AeT9Oy+ree++1+LHf2xV2syU98uNLyqbhxOAhEZsQQgghhBBCCCGEEEIIIYQQQgghhNhnSQVJzGjms3LhEBzhEI1xHsdMYAjOqlRFYmzdAYKz2267zeKaNm2azfDGEpUuekLERPyImly0xnKhCOcQObnoiWuIoW6//XYLh9jKl0IlPNddJIXjGkI2xG4Otm7bts0cefFrqXgsFVOleXNRl+cL2u2nx5CKvjxetg8//LDll3wh+KO8EHUBNiJa83ogf2wpozVr1mS33nqr5aUuPaedHS4w9PL1NLZu3Zr7KMNXt8B+Xb6A5WCpr2rd+D71s2LFihZxZErVbjEwJGITQgghhBBCCCGEEEIIIYQQQgghhBD7FKkQyZ3Dsp0uYkLYhNgI52I2ZutCyMYSpGnY6rZOBAYIoxCm3XXXXfmZKNJC2IQQjfhxCOoIh5gLwZuLn7ANUdr27dstLOI3F0lxnXg9DZ+5DHufeuops41riKZIg/yxxe/atWstLbcf2E+PHT/nNnCc5jEVw/mW62lcvo89LN+JLdiLY0Y68kgZe7yI1fBDGVEW+KOu0jTS+DuRhgPKkXSJl/KmHKv5SKlLj2O3l7AbNmyw+LztYLsL2NgnP+QdMSPUxSkGB4nYhBBCCCGEEEIIIYQQQgghhBBCCCHEPoULhVLREFsXLd13330mCnPRkQvIcJxzYRJCM6iLD9Jj35JGKv4C0nNxE+kibAIEUaThaeMQnd1xxx12HRYvXmw2uYjtkUcesXh9mdEbbrjB0uMcQjbOIZ7C/jRN4uUc4SG1FxvWrVtnM55t2rTJZj1zXLTFltnESJelPTkmX4jDli5daiI5lgX1eLmOPQjsKE+3w8udLedYChVY7tXz6M5tBY+3P/hMb4RFSEj+EcshKuOcx+n+qqR+0n3yxqx7aTm7I08ukERM6AI2x+MQg4tEbEIIIYQQQgghhBBCCCGEEEIIIYQQYp8hFRs5CLX8nO/70qJROIXAa04hasNxHjFSOqOa48IucGFcmkZ16yI2Tw9xE+ItwiBo8zQRPiFaQ1RFWNwtt9xiAjTEUWyZRcxFZulypcByncThojz8u0Ns5eK8Z5991vwjMlu9enU2derUFr+ERdAG2IAADDsRyBE3cbjdxMmWWc44jxjNbWKmMs5jO37IN7PCpeFuuukm88sscQsXLjS/OMqJvHs54MDj9uN2VMOQD/bTMkvjaTqf1jdldt111+XtJpYxZYJz26kDxH3VJUQ9zm5sF/1DIjYhhBBCCCGEEEIIIYQQQgghhBBCCDEkqAqWmDksCr5mZ1ddNasQfyFmQ5zkQiVm3UJkBakQKY2v7ti3PmsacbnwadGiRSYEczGXp80Smi6aIiyiKReBsSUs9rFMp/sBwiBIQ0Dl6dx5550m1kM8Nm3aNAt77733mn/yzyxu+CefpO+24GbMmGGzsgFiLJ89DX/Egy34Z+uzkRGGOAF7EKV5vpitDShHhGyc9/IlL+QD4RxxexoI9tJy97x2ouqP41SgBn7MNvXv6fg5tl4fvjSq5x/bPe/YzDnKE5FbKnxL46vaIQYHidiEEEIIIYQQQgghhBBCCCGEEEIIIcQ+T5N4iCUrfQlOREguunJxEo5r119/fePSkGncqWApBTGZp4N4CwEY2zQdZmFz8ZOLq3CEdbuw0QVevhSn+/VZztwfM49xHhEdM4P96le/Mv+AgA9biBdHfMx8hliNsLj58+cXS5UiSHPxVlpGOPLis9gRBtEb+eAaeSTcjTfemKecZXfffbcJ3ogLG26//XZLg2VKXRhHXIRDdJcKwroRgRFX6pzqueq1KmlaiAspI+z1Mmb2PgSQLvDDkU/icpvr4hWDj0RsQgghhBBCCCGEEEIIIYQQQgghhBBiSOIiJWbYYqYwBEou4EKY5GIt9rmGiOmhhx6qFUE1kfphVjWEZMxwhuDMhWweP8uOAmFwLCvqM5GRLgIx/GMXIrCbb77ZrnkazMTGdReaYS8iPUCMBu537dq1xRKg2IFQDrZs2WLiMRdluU3MQOZxuygNER35ITzl5GXHeYRsxI0dhCM8wjniZ5/zOPJN2Xue2XeRGNfWrFlT2DwYeDqO71fPA8eI0davX2+2pHmMjroohYVeH2LPIxGbEEIIIYQQQgghhBBCCCGEEEIIIYQYUqRiJRd3IbpCXIVYCVESwitEWAiXEFtxzkVMCLEQmEE6Y1o3uP9t27aZkI34EJMxU5pfB4R1LDmK2Aw4j9DM7XCRGiI3TxvBGva72AyHuIplRR3iIc8I4riOX2aAIw6uMXsbcZOGLynKNWaiIy7CIFrbsGGDxffss8/aLG1uE9uHH37YwhCv2+Jlh32EdwGfX/NZ7ihbrvnsZtQB4j/wfO4KHkdTXF7+bJnBDmEg9visctjqdnlZpGVMuxgMO0X/kIhNCCGEEEIIIYQQQgghhBBCCCGEEEIMSdJlKgEBErNpIVRCmMTWxUupiAkhFqIzBF8piJdcBJXuQ5OwiaU1lyxZ0jLDm89u5kIvF5Kx3KYLxdgiREtFV/i56667zHbC4gcx2JQpU2zJTod4yA/x4IiH65s3b85uu+02S9MFZ5wnbpYa5djzjz+gDBHbkR5pkTZLb8LKlSuL88THNRzHCPhuuukmWy6Umdu8LtgnDfzjDyGdC8TIX1M5DpS6+MgvM9AhEkRg6PZ4eVJe3j7Yp77SuhZ7HonYhBBCCCGEEEIIIYQQQgghhBBCCCHEkCIVr1X3ETUxyxiCJYRLCJV8H8FSFDIhyJppQjAXbNVRJ7ryY7YufPIlQ/0aYjKEYoioEIEhmGKZzQULFpiICps4x+xoVfEUcTBjG7YSh88YRhiEWVxnljeEai5Ww7koy4VqpMP+unXrLF5fUpP84xcBGmkT34oVKywOD4OQDhC6ccw10rruuuusvBD/ud2E93z7lny5+I1wzJBX9QNp2G6phkn3sYmZ5RAyYjdpu3jR2wD7XifMNEdZOl4eYs8jEZsQQgghhBBCCCGEEEIIIYQQQgghhBgyuMioScjkMEMYAiYXL+EQd0XHsprl0pIs+cnSk2nc7fb9GOqOgRnQmIWMdLEB4RRb0sQurt1///3m18Nw7MuLsgQns8URDkEWoiufPQ1/nCce4iMNrhMnx1wjX1OnTjU7iI/Z4FzExnVmWXNIx8sCPwjfCPPAAw+YX8RobBGjgdtLGRMPQrBUTIjYzm1xERlLpVYFe7tCmh72MAsf9qZLoFIm2O42cI5jzrPMKEugel58K/YOErEJIYQQQgghhBBCCCGEEEIIIYQQQoghC+KjVICUipKeeOIJEzUhwELAdNVVCLIQtCFoKmfnQnDFLGmIslJxVJVqOulxVVQFW7ZssXhdzIYdiMTY+jKfwBa/LH156623FjPKIVZDfIUIi3A33HCD+WemNmz3uJh57OGHH7bzCMiYSY3Z4DjvQjnO4RdhGY5ycTuZlQ1hF+exk6VHAbuYTQ4bSI8tS28Cs7GRN8K48M1BHMZMcp5f9rFtsEjLnX0Ef5Qb9pFmKljjGNu9DLGXWenq6iuNV+xZJGITQgghhBBCCCGEEEIIIYQQQgghhBBDChcbpTN7Ne0jVkLMFWflKoVszMbmoi2fnQuRE0thPv7444WQzKkKnOpsAA/n57dv324CMoRizHh24403mljOwa8vP4odbJnd7M477zT/CLI4jxAO8RX+t23bZuewnTwwq5hTtdNBREZc+GeLsMyXQfWlRl2Qho0eDzO4uQ1uIzOypQI2tojnUpjdDrtYfpR0quU0GFDWd999t9mCHV4e2MjWRYo4ri9cuLDP7Hd1Yjax55GITQghhBBCCCGEEEIIIYQQQgghhBBC7NPUiYtYPtJJr6diKc77NcRUCLei6Gp2NmdOKXZyIRv7PlsZ4q1nn33WwlYFWB5nmm6aVnq+SSTlcbJ1ERtiMYRXpO/iMD9GZOezmSEKw178YzviLF+GlGVRV6xYkd1xxx3mFzjPkp/E40IvZiZjxjRgFjjS4xzpIKIjDLbhli5dauXiZYRzQRzn16xZY/GAh4M074PNo48+ml133XVFOWG7C9ZwXm5s8YMgkBnbsA8H6TZ1Ys8jEZsQQgghhBBCCCGEEEIIIYQQQgghhBhydCs2Sv2xBCazjM2cOT1LZ2LzbSoM8yVGmUWtSTBXFT3V2VTnJxWwOcy85oIr7PEtojJsYblM/Htc5MMFdziEZsz25suXco4Z1hxmb3OhF9fI62OPPWbXWCLUl90k/yw1mtrGsqyIwIgXf9iEIx6WHvUZ3aqitWp5VI+davmkW0jPIdIjTfLhNrPv+fKtLx/KdQR9bls1/jQdsfeQiE0IIYQQQgghhBBCCCGEEEIIIYQQQuyX1AmVEDMhTEtFTgi6UvGT77tDIMZMblUhVEoqMGNb9VM9l/p1EIshPGO5TuxAkLZs2TKbKc2FYkAYRGluH/a7qMzdtGnTTPjmNrOsKXlN/Tz00EN27YEHHjDxGg5hGPExC11qG+lTBizNioCOmeqwIc1H6r963Ik6/+nxM888Y2WDbdOnTzdbKSO25N3z5qI2BHcI77AxpT82iT2HRGxCCCGEEEIIIYQQQgghhBBCCCGEEGK/wmcRSwVLiLn8mOsIxm644YZC/OXCNURRLmxzYRfnEXchLnv44YeLeNimM5ZBesz11AZIwzrpPnbimP2N5T5dvOZxpX7vu+8+s9vzgCiPfc4xW5kL2AARmy+nSp7YIuYDlhp18d6SJUtsOVJEY1BN0/fJZ105+/n0nFM9186Px+3iNWz3fLp4jXryukoFbeQDkR15hqo9demKvYtEbEIIIYQQQgghhBBCCCGEEEIIIYQQYr+kKlxyBy62YinNa6+91gRQCKEQSeEQQiGOwvnsXi4UW7lyZcvMbNAk3AJP14VZ7i89x9bj8+t+DdK0/DogdNu4caMJ8lavXm2Cr0ceeSS/GsE/bs2aNTY7GbOpbdiwwYR8bgMzlrFUJzOwVe1w/Lh63mk6D1xLw6fHTnruqaeeMhsRr1E3Xh9sXbhGffg1X+b0+uuvt2VjnTSNtDzFvoVEbEIIIYQQQgghhBBCCCGEEEIIIYQQYr8FEVMqXkqFUg5CMJbeRKCGMAqRVLpFHIVoygVVHLNlqU9mM6su9enbqmgqveZUbfEwqZCs6sepE7Z5eA/XFNZJ4wD3n4ZtioO0qmXbiXZ+mH0O8Rp1gbAQYZoLCF1E6M5Fh1xn6dBFixaZsLAaP8fd2CX2LhKxCSGEEEIIIYQQQgghhBBCCCGEEEKI/QpES00zl6VUzzMbGUuGpmIpRFI+Q5sLp9iPM4HNzmbOnG4CKpav9JnN0nixIz32/Wraabiq/6pfQPAF7cRuflz1g6sK0OoEaR4+pe4cVP37flMc6XnsY/a4tWvXmljNlw2tlr+LCV3YhuiQY2ZsYwY58Dx0W+5i30AiNiGEEEIIIYQQQgghhBBCCCGEEEIIsd+BmMnFUqmAqSpiSo+3b99uW5YYRczGDF8IpRCvIZxiJjbEVD4r2DXXIGqLs7VNnz7dxFYsZ/nQQw8Vs7MRP4KqqkDMt36e/dRBJ1GZH6fbJj9eHuCiNictK0j3neq5NL6U9HxdGBxwnlnX7rjjDitrythnwqN8KW8Eal7WlC0OIRuO84jeqkuH4tL8pTb4Vux7SMQmhBBCCCGEEEIIIYQQQgghhBBCCCH2e1IxE6THLqwC30eEduedd2YLFy4slg9FTIW4yrelmC2KrtjHH27JkiXZunXrsq1bt9amk9oC1eOqEMu37hzfT8Vhvq1Lr+6cb6EunLs6/HzT9RTiRSjIsp9r1qwxkVoqEqQc3VGWXrY+ExvLi+L3hhtusJnbnNTGOif2fSRiE0IIIYQQQgghhBBCCCGEEEIIIYQQIpAKnnwf0RWzhbFkqIuoXFzlQqtU0OZiNpz7X7ZsWbZx40ZbrrS6zCV0ElpxvZMfcH91LqXpPPh5BGfpdT+fnmsi9ceWpT4feOABmzltwYIFxWxqlA3lVhWw+Tk/7/5Xr16dPfzwwxav2L+QiE0IIYQQQgghhBBCCCGEEEIIIYQQQoiEqlDLhVh33XVXtnjxYhOnMYMYAiufJQzBFTOLcY3znHMxFgIslibleOnSpdn69euz+++/3+J0UuGXUxWSVakL0w3dhOnWT5MNTz75pJXXjTfeaMI1BGuUjZeLOxeqpeVFOeKfMuM8M689+uijlk46S5zYf5CITQghhBBCCCGEEEIIIYQQQgghhBBCiAp1wizOMZPavffem61ataoQZvmMYoivEF2lM4xxjHOxFoI2BHCcQ9zF7GJbtmyxZUdZwrQu3ZR217nm1zvFA6n/lE5hPZz7Y4tojWVCWUKVpVQR9/kMal4GXg6+xQ9lxTFlxzkXCM6fPz+79dZbs8cee6xl9jrfiv0LidiEEEIIIYQQQgghhBBCCCGEEEIIIYSokIq0UvwcwiqWtrzppptMjMWsYQiw2Hcxm4u1XMDGMdtU4EYYwiLmYsnS6667zpYe/dWvfmXLjzYJ29y+1NVRPe/HabjqOSfdB46ZCe2pp54y0R0zrbFEKKI18oNgjfx4XskT512gxnn2ffY6nAvZfNY14kLU9/jjj+epllTtE/sPErEJIYQQQgghhBBCCCGEEEIIIYQQQgiRkC5Z6cKtlOoxs5Bt3rzZBFgIuaZPn14ItBBupWIuF7G5iMuFXS7ySkVtnGO2tmXLlplYDHHXfffdZ7OTkeb27dv7iLoGY7nN559/3pY6RUj2yCOP2AxrLIHKsp7Y4iI0ZkzzWeU8b+xju+etzvk1yoq8EpZlR1liFdEeAkEgb74v9m8kYhNCCCGEEEIIIYQQQgghhBBCCCGEEKJCnXgtpW5GMMRfiL5YBnPhwoXZtGnTTOTlIjXEW2xd0Ob7nHfn51zshfNlORG44TiHkIw0EJWxtCkiMNLdsGGDid3uuOMOm80NARrCN3cIxTh39913m59NmzZlt912m4nkWNqUmeCIE/GcC81IM7XBxWhVO/183b77QeBGmRB2+fLllv4TTzxRW55Oeq2dPzF0kYhNCCGEEEIIIYQQQgghhBBCCCGEEEKIhKpoClcVtFX9VK8//fTTJhpDHIYgLJ21zJ0LvVKxVzorW+qPc1zzWdDS6wjDEJix5byL3fycX/fz2OGiNL/ufups9LTZcs5nmHM/bhdbP49f9+e2cMxsdSyXynKkKV7OTroPdWUMVX9iaCIRmxBCCCGEEEIIIYQQQgghhBBCCCGEEG1woVTTthMszfnggw/aTGmIuBB5uajMBV84F4CxxVXPu6uec/9+ri6cX/fzda4uvvRadb8pHbaI4cgfwjVmd2PGNZZBTYVolF+3ZSj2byRiE0IIIYQQQgghhBBCCCGEEEIIIYQQYg/ggi1mIWOpz5tuuslmaUP0lc6K5mIxd6lYrJvjqksFZu38pa4axsNVz3Hss7uxj2iNZUIR7LF0KTPSSagmOiERmxBCCCGEEEIIIYQQQgghhBBCCCGEEHuJ5557zmYou+uuu7I1a9ZkS5cuLcRhPlsbW47dudDMRWXVa76PIM7FZ3X+0/MuSvO0q359uVHcjBkzCpsQ4THT2vr16222uSeffNJmW0uFaz7jmsRsogmJ2IQQQgghhBBCCCGEEEIIIYQQQgghhNgHcKHXM888kz366KMmbLvllltMJLZ48WKb5SwVk7mQzGdwc5cK0Dhmm55z4Rr7aVzuEM654xh/iNVWrFiR3XDDDbY06D333GPiu+3bt+fWR6pCNQnXRDdIxCaEEEIIIYQQQgghhBBCCCGEEEIIIcQeZCDCrueff95mOdu2bVt23333mcCN2c+Yve3666/LVqxYli1dujhbvHhhtmDB/Ozaa+dl8+bNyebOvca27ubPn1ucw8/ChddmS5YsMYHaqlWrQlzX21KgGzduNKHaI488kj3++OM2YxwzrFVx4V2ap3b5G0jexf6PRGxCCCGEEEIIIYQQQgghhBBCCCGEEELsYerEX9BJAJZeL/cRl/VmO3Zsz5577pns2Wefzp5++snsyScfb3RPPfWE+cEvs6nt2LGjiK/OhlTAVncdOF93rem8EI5EbEIIIYQQQgghhBBCCCGEEEIIIYQQQuwFXNxVFXj1R/CVxtFNuLrZ1OroNr46f92GFcKRiE0IIYQQQgghhBBCCCGEEEIIIYQQQog9SDuBV9O1/gjD+uN3V6mm1bTv7Cm7xNBCIjYhhBBCCCGEEEIIIYQQQgghhBBCCCFEIy5UcyfEYCMRmxBCCCGEEEIIIYQQQgghhBBCCCGEEEKIvYZEbEIIIYQQQgghhBBCCCGEEEIIIYQQQggh9hoSsQkhhBBCCCGEEEIIIYQQQgghhBBCCCGE2GtIxCaEEEIIIYQQQgghhBBCCCGEEEIIIYQQYq8hEZsQQgghhBBCCCGEEEIIIYQQQgghhBBCiL2GRGxCCCGEEEIIIYQQQgghhBBCCCGEEEIIIfYaErEJIYQQQgghhBBCCCGEEEIIIYQQQgghhNhrSMQmhBBCCCGEEEIIIYQQQgghhBBCCCGEEGKvIRGbEEIIIYQQQgghhBBCCCGEEEIIIYQQQoi9hkRsQgghhBBCCCGEEEIIIYQQQgghhBBCCCH2GhKxCSGEEEIIIYQQQgghhBBCCCGEEEIIIYTYa0jEJoQQQgghhBBCCCGEEEIIIYQQQgghhBBiryERmxBCCCGEEEIIIYQQQgghhBBCCCGEEEKIvYZEbEIIIYQQQgghhBBCCCGEEEIIIYQQQggh9hoSsQkhhBBCCCGEEEIIIYQQQgghhBBCCCGE2GtIxCaEEEIIIYQQQgghhBBCCCGEEEIIIcQ+yM6dO/O9fYN9zR6x/yARmxBCCCGEEEIIIYQQQgghhBBCCCGEEEMECcnE/ohEbEIIIYQQQgghhBBCCCGEEEIIIYQQQggh9hoSsQkhhBBCCCGEEEIIIYQQQgghhBBCCLEXaTe7mmZeEy8EJGITQgghhBBCCCGEEEIIIYQQQgghhBBC9AuJ68RgIhGbEEIIIYQQQgghhBBCCCGEEEIIIYQQQ4w5c+YMqrvmmmuyuXPn2pbjrVu35ikJsfuRiE0IIYQQQgghhBBCCCGEEEIIIYQQQoh9kHaznVVFaIPhELGxRcjWjYhNs7GJwUIiNiGEEEIIIYQQQgghhBBCCCGEEEIIIfYhNm/e3Edgtjcdojafoc2Pr7/++txaIXYdidiEEEIIIYQQQgghhBBCCCGEEEIIIYTogv7OPNbJfyoU669DRIZrOnahmR+7n6ZjF6mlYrWBOCEGgkRsQgghhBBCCCGEEEIIIYQQQgghhBBC7AHqRF84X8YzdVVRWvV4d7mmdDhXZ2c3jqVJB7L0qJYrfeEgEZsQQgghhBBCCCGEEEIIIYQQQgghhBB7gKq4y2c9c3FYKhKrislWrVpVKy5zN1CBWep89rZqOsTt5wYyUxsitiYkVBMgEZsQQgghhBBCCCGEEEIIIYQQQgghhBD9pBvxVZ2gy93q1atbjhGJVc8hHqsTuNW5TuIyrg9EgNbOIazzfY+7uq1z3SBx2wsLidiEEEIIIYQQQgghhBBCCCGEEEIIIYToJ3UiqzrBVpNLBWrdOGYzazejWRO7KgZ79NFHLd3UljphHaK16gxudbO61TkhJGITQgghhBBCCCGEEEIIIYQQQgghhBBiF6gTZuGYWS0VcXUjWttXaRLD1eWhv85nbUvRTGwvLCRiE0IIIYQQQgghhBBCCCGEEEIIIYQQYheoirJwCNa6nYksdQNlb4m+6vIwUOdIwPbCQyI2IYQQQgghhBBCCCGEEEIIIYQQQggh+kmdCKudS8VszDy2efPmPKbdw2AJweri6SZu8tmf5VKrbneXj9i3kIhtP4efjN2hTd1d8Yp9jd7cDS5qP/spu1qxahhCCCGEEEIIIYQQQgghhBBCiH0cxFW+9GXqVq1a1edc1e0JmsRl/RG0DZb4rQpl0GlmujrRG+ckaNv/kYhtP2d3aUJ2V7xCiCHMrv4w6IdFCCGEEEIIIYQQQgghhBBCCLEPUhVVpa5O0OYOsdaeZjAEaLtLxJaCKK2uvKrncIjYUnGb2D+RiG0/p0kT4uebrjeze2bmEruK18vg1s+ut5Oqc6rHYr+g/w2lQt4u0ka3S/EJIYQQQgghhBBCCCGEEEIIIUT/qYq4UkFVO1cVtA2WiG1PiMr2NN2I2Krl6cdi/0Qitv2cdhqQgf3ESXy0T7MbnlsDjzIXIxXbFLWj/RLqeZfaYN4uPJ5djk8IIYQQQgghhBBCCCGEEEIIIUr6KwZLBVTu2i2FievE7hKkpfHW2dXkEIbtTdzuOttSVzfjHdSV5+4qY7F7kYjtBYeLh1LXjm78iL0FP7up21Xq4wn1nybS10Mt7i3d9iO4GEI016t+P4QQQgghhBBCCCGEEEIIIYQQQwtEanWCqTrHEpf7yuxgW7du7WOfu3QpTlxT/va2oA2qNq1evbqjcBAnhj4Ssb0gyUVJXSERyguJ3S0y293xi71Dc73q90MIIYQQQgghhBBCCCGEEEIIMXSoCqMQf9UJqFwUNpik8TGTWH9nE6va1l/H8p442FMzmXVKJ7Wvm3yJoY1EbC9A/CeAbdV1YmfWa07ilH2FtC5S10rn+m0frsk51eNWW3KXeOjrX+wfJHWtChZCCCGEEEIIIYQQQgghhBBC7IO0E065GCqdqazdLGDd0K0grNv4mqjahms3o1xVFJaK2HYXXhb9KZO6PDTlSwxtJGJ7AeI/BWyrrhMSse2rpHXSt14612/7cE3OqR632hJcxUNf/2L/oW99CyGEEEIIIYQQQgghhBBCCCHEvgqCqHZir6obLBByDVbc1XiqzgVr7fK5u+lWuNZE1d5OS4yKoYdEbC9IKgIjczkSnwwpvLp2JK6r6uu6nkPb2Pl84irtpYGqXX7sTuxfdKpXriF/HSid4hdCCCGEEEIIIYQQQgghhBBCiP5SJ3xqcrsD4nVxWXVWtE5UBWFVcZoLvDifkoZL/e8OdlW01o7U9naujt1pl9g1JGJ7QeJCpNyl9yf7ul+HFF5lqetI1x4rbaXaXtrgSaTeq8fihYHqXQghhBBCCCGEEEIIIYQQQgixL1EneEodIjAXgu0uqmmmrr/UxYFrErGlQq6tW7fme/2jGzHY7hSMpUI9z6/XW1UUyDmx7yMR2/4C931x79cIjxLcKzNkPZ9vjbrfjpZ4xb5FqFebHW177p7Nt9RqWecDrb60jaTOZ1YzattHZ7tqg4n9jsZ67roB0F7clUgZL4QQQgghhBBCCCGEEEIIIYTYFdotq4lD9LRq1Srb311U00xdf6mLw4VcnehGxLYvjtG6iC11LmLzY69nidiGBhKx7We4NsRdSvUaro8giU1xIuAexT4JVUMdpm4wq6saf5/mkJ/ggZU+tNhLw1XDuxP7F9YO2CauljYXO4YVQgghhBBCCCGEEEIIIYQQQogBkIqaqrN3+b5f21Ok6aazhyEsS691IvXb5HYHHreLx/YEVX0CpPl0V52NDVetW4+nGp/YO0jENsRxsUedYKjq3G8xs5HNlpXPktUbfOieHFIwr9njwT0c3P3B3Zdv0UiHWg0/suGfhPbVG9tE2UaANhJi6n06uCdzxz6zqnEt95YSzjXZ9WhwZlfuxNDH65I6r/7e4JxuH/j4qovH0xFCCCGEEEIIIYQQQgghhBBCiCbajUumorVObk9Sl36T6yZ/Liarhm3nmmhKry6OqkOEt23btjzEnmHz5s21ttTVvdg3kYhtCMPPxXPBIRh6MDgXC7lwKD3G4QdhEWKix4J7MjhERYhEwH+AuhWciL3LM8Gdu3hT9tXjp2b/d9L87HOTFmT/OGlu9m/HX25toqjFfKebWsWP+/P9OkGR06ethEO3659PmJF94aR5Zhdb7Pp1uFaNQwxdqEd+Q/hN8d8Y//15KDh+Y/iNiuTi2Ro8HgSYHoc7frOeCg6hnNqNEEIIIYQQQgghhBBCCCGEEKK/VAVMuKrQa0+SpovrVnjWibow3TgXeXVDNWw3bk9Q1S7U2VF1Yt9DIrYhDKIOREHf/Mml2TtGnJm9YdQl2VtH/tLcm0deaO4tI8/P3jri/Owtw8/L/uCI2dmnTl2ZfeaUZdlBF6/Lfjj/geymcB8jFEF41Bv2ua3LW7s6M5fYl6DuD596W/a2EedmvzFmWvbKMVdlrx19ZfauYaebgIj2YeQVWFuPycnqddoEgqI7gtuYO/Y5x7VaQiQI6A6bts7a4WtGB7sOmZW9ZkyrXbW2iCEH9Xjvs1n2+988Lnt7+A166/Bz7TeH3553Dvt59sMpN5owDeGizfzIxv6FcjY/riBW+/PvXRTa8y+zt428wOLBvefg07KfXL7E2lz0HoVwakNCCCGEEEIIIYQQQgghhBBCiG6oEzC5aKw/Aq7BIrUDt7tFbN3OQtcNdeGanC/nuSeoE7F5+nX555rY95CIbQjDzEUIP7504uzs1YdMyw7oWZS9ZNyc7KVjr84OHHdtdsD4hdmLwvbAsXNt+6Jx87KXj70qe+UhM0z09PrRl5oAauTkNdkNj0XxUSF8Evs8zKb3rel3ZK8dc3l2wLhFob5XWD0jWmQmrLIuuxP9VK/THpjlDfGZCYuCY/+ffzLVBHT47ztrX6/ZdeiMYNfoK0M7XBjsWmZtD1Gb29XJFjF0YBa2r551gwkV09+e3xg7PfvTwy7LfhWux9nYttu/Zd3Hmdk4RqA2/94se9OIi7KXjJ1n7SX+ls0xIduCcE0iNiGEEEIIIYQQQgghhBBCCCFEf0hFSy5kcmFT6prYXavYVdNvcqn4iuU5uyEN764bgVzq6qjz18ntSRFbHaktaRlURW1i30EitiGMi9j+6YRZNtvVAROWm4gJEcgB4xE1Lcm3+X5P2I5bkB04PopEEIi84pCrst8afWn2gZ7zs2vuj8v/9SWKRuqJQpRWF+Hn3F1f6v1WqZ4v90PY5EJLWDvgOvM/5elwrsVTPe6t6r16XMTbLZUImuNrjdf99fVfith+a/TlUSzWUyMWs4dqjK8avh345RH4+UnzTez4yrFXW1th/3MnzTPhUhlfPmNfnlZp16VmD+0PQRKCSWb9q4rrwMLHXaN6nNK+o9Bafr7fNz73VzrirUu3XXpV/33DJ2nkF9qa3yV904mk53fS/jlgisXCjoj7c1el6Xxfek3QeOLyrTb7GiI2+50JvzcIZmmLsx7IZ+7bGaVsZbyUSa9J22hrh0+9zYSP8fdqof2OvSL8rn3siOk2g5+WoRVCCCGEEEIIIYQQQgghhBBCVPHx3Oq4bipSQrRUJ+Ta3XRKJ7Wl6rB3V6mLtxtXR3o9FQJStg51kPqrut1Bu/F8WLVqVVcivs2bN+chxN5EIrYhjIvY/vGkq6OIrWeFzYIUhUPMgHVt9pJDrjIhCIISBCa4F42bk1+PAjeOmZntgxMuyDY9H2dNarzNuVC56KdqLrWhVVQDnX5coI+PygmPgk3VdUMn/34NQY2Lapr8phR5M0FRiYevc51IxWJx9qslJhZLRWyR1nLuBtKnbX325CXZq8fMiDO9Bcf+34VzXCttjCI2Y+cOE0L+cMqa7N3DTrNZ4d40arLZ9D++ebyJ3yi3SHu7OpVBfXuptqvqcRmOf6uuoM+J/uNRpG1lsGhnXjV/6TLB3dxj4P7bE8v2qfAvy8x+sOdCEzoeMH6x/a7QFpkl8NAZd1pbxW9rvCH8zuftd+ye4P7X9y7OXjV2trVjwiOyRaB55LUPm1Cub3ghhBBCCCGEEEIIIYQQQgghhOhLnUgpdd3OajYQEENV02ui6q/ODSarV682QRfburTc1VHnD1cH5/sz411qk8PYdrfj253weFJbSLMqxvN9sfeQiG0I00fENmFZhnANURpCtleMmW5L8f3u8J8Hd2b29hHn2mxJLPuHwCQK2aLYjS2CE2ZD4ufahEY7n68RnUThCSc5j1AK0RszLeGwKYqUELjgDx+EsZM14M9dBK9RrkK4JI5a8JP7y0Oxhx2Ia3DYhY2cL80gvhhnPOfHVefEffwSl8fNfpMoy34IywRz8IMlfe1Ny5BzRlHehGuNv0nE1jrjWTUc8e2o/bFPz7DfImIL7ePAniYRW9j3+MKG8mApUvw8GBy2sKVdkbc0nB3YCbezam8F998nTD3mza5ThriQ93jUUubePiLBv7e7GEENebp9rufnA5QDcXtbIb2I+4n+doUy+Tw+ay/xfDWP7Jdt1fPHmYHaEdMkHep67IWrTQwbZ2JjKeO4fPFHj5hp9U9KrcWFrc+b6JHZ2hA6xpnc+B1bYoK43x5+Vrb0ibzsdm638GUeBmq3EEIIIYQQQgghhBBCCCGEEGJ/xsVIqRvI0pwDYTBFbOksZ4MBwi13dem5q6Pqp91SoWlZp66K6wxSm5qo0zj0l9SWOiFfXZ5IdzDSFt0hEdsQBmFHFLHNzl55yIzsgInLM5t9bdwcE4P875/elt0Srt8ZHDMlbQxu8pYs+9LZa7PXjJmavXj8fFta1IRsE5aZ4ORPDr/CZkVCmNJXNFIKc5gZibSZ8WvmhiezaRufM7c6XEC0xIxbCJkQBxFHZQIyiwf78YMYi0cEcabCMBx2kB7+0useHVv3k9q04N6ssGn6hmeyG0IE2MV10kvT8Tia7OE8ftknXxuDZ+K0eINnljrELzYQXyfwU7V3xvpYhsSZluETwXl+qz+M7URs5UxsCIWicIt8IBgiXcK645jzXMc20uMcbeaTp66KAkkTOy60fc7RpigjHHFQbuTJ7AyOsuI818mHl2dad9hXtcdt4VprbiOcIw78eBgc6ZNmXfkThvi8HZXt9qmiHpvabWoD+8SfthO3mbSJn3BsyS/CLeKdvjGkE9yGUBWkncY/GLidqW2eR9KdtjHkMWzTPKb1vWsP3F6Lg/xfdNPW7A2jLrG2mDrOzQ/3Y1k/reIzymr45LiUaJxFkpnYlmSvPmSaLWdLPiycRGxCCCGEEEIIIYQQQgghhBBCiDZURUkupmoSJ6XbwaIu/ZS69FK/Vbe7qEvLXZWqbakIro7Ub+qaqPOLa2JX66wurdSRP7F3kIhtCIMIBbFKIWKbsCw7cNxCW4aPJUQ/dcoqE1gh+nBxDeKVXwX3+XNuszBxRrYogELE9o7hZ2fLamc+imIVBCe39mbZUfPvyz7x4znZW0b+Mnv96EtsFjfEVMz09raRZ2f/dM7a7KSVW000Q5qlaKfXBG0IWuau25odMfWW7NAZd2Q9M+7JvjN9Y3bsFStMGOT2Yv8tIb0zb34uO2zauuzHV6w0Gzwu/CHKwWYEXX95TBRxvXnk5OwNoy4Ntl1qIhqza8Qvs08cO8/8IRi7c3tMh3xFex7Nvj/lZrNn4oy7zZ6jL7/OxEjYgdjpq2dfbzNGER9pvCVsP37EjOx709Zn60JExFP/cxkFN4ipED3dGjxRhv+/H8+1+F4/8hJbOhF7WX4TW79y9k3ZpBVbrb4oQ+xM494WnIvYrA57GkRsSTkdN3ezhfn3GXeG7Z3ZodPvDraHfF65Opt/+8Nm/4ZHd2RHTrklGzPrwey9P1gcZ8fKRWzsv/cHC7NDZj1g8eAoJ+px9obHLB3azuz1j4dzt2Xfnr7ZlpNk+8MpN5rAyvNxf/B41JU32jW3if3j52ywMmrJbyLEuzU0AOwz+/Mwh09dl52zZIu1GcBvDBtnCvN2e/S82G7/24jzrKzLMr8we+vwc0zgedKKbVZ+2BrLEGL7px5oJ7HdxvKzdhLKj7ZOO1l4T5aNvOiW7L0TLi7aCvFzr3zimLnZpOXbzB95IU6jNLjfEKxoVyHC8t483/LGvfm6cA/4sq5fPWdNdvLyR0ys6nm05MODvsWEdvYk1zx98s+sa8ygZmI0lqAdvyh77eipNsMj7c/yywxwbILzcO+beFn28kNCOxs7P4RbYG2Nujlt+QP2e2DJJeGEEEIIIYQQQgghhBBCCCGEEMJhZjXER6nYqrqc5WBQJ55qEp/VOWgnwEI8VY2vjqY40nBNYR2ukxYuFaXVhUuvVV2Vurpo8gtVP9V6w1XZVREbVNPA3t3RZkT/kIhtCIMIphSxzcoO6Fmai9ji8qJ/d/IyE91kO54Od/HzuXvWhCvHXve0zXyEcM1FbIRD5HLZpiggQ8QGSEdICxHKf829M/tQzwXZ60denIvgrs5nc4uzLiFeienPMOHOp4+eYrOiuXgJG/g5QZiCgIllThHZsAwhYrMPHHSSzQCGiOiSGx/J/uJ7F5iwDhHOm0edn33woJ/YNexBMLUlmDj+guvMD6IXlrtEDPOSsfPMFpsNKtjns9ORX/y9e9jp2VFTVptoi/whAEKI9I4R0R5mqiOP+Fsbrn1n2ubsXcPOsPPE+yLLa3QIBhEI/c3R07JNITLKLv5kRuGa/3x6ff1kziYrQ0R22IvosLDV4oxlSJkggPrbH03PFt7bW5ZhHi9lWIrYFraI2BAoUT4uvnokuOPm3JG9fUQsJxNvjYqOsvviDy7I7ghlSRpXr38se+ewn4f0p1p5YY+L2NjnHOXw2lGXWRui3ig3hF2UJ459znGN8mT73oNPsfxT3t4GPvHdC7K3jsjFViEutpT5mm2xvIpyDO2GfFBPJ1yzwWzGPwKpN428xOz9wZS1ljb+CUc6hXgv5D2W+SVFmXt5p2VOu6XMPxXqsrXdxnLE5h+GdvP24b+wfHn6tI2l4RrtBPt/K9hGfNSH1W3eBl8+ZqYJH//+qEtNHOmiO8MbSj8gSNquPjgh3JujL8nvzTyPPYuKPHKOGc4oc/K4KNxMLhh0oaCZUew0kF9j47MsUjYI+2hb3H8+oxq/RX962GUmxoxtsvxdob4mh/scEae3MWzFTkR4CENb2kHe9oUQQgghhBBCCCGEEEIIIYQQwkmFR+5cmIUwabDxNOoEV+5SEZf764T7T53H0w3VsANxdeVV588dpKIyzjWVSxN1fuvcYOPxVkV8OMqdpWFxYs8hEdsQxsUrXzxxlglFDuhZYQIQxDPMhvTpU+KsZQg/EKnYz0bv0xbugjsyE/SYiK1nkc3i9qJxc0zEdmm4B00M1LvdAiG0YbaksRfeaGGIH/GWi02Ig/RJE/GKCWdyOxD6sEQpS3CSrgvjEBYxexaiJfwidnnx2GtM4MNPzxfOXW/CMMQ4NjvThJUmwnnXsNNN5Ea+EIz97Y9mWhyWD/zlIhiEbNgThURRTOTpsEVo860Zm03Ag5iG+Jg5jPMeB/a8Ysz07PePv9nyR1xxdqkozmGWKUSD+MU28vrFk+ZYWaViHcqeNKir4RettTJE+BbLMArDiJ+8xrKNArzo5li8/+9hkwtBT5yRqtdsdhEb8WAT+ayK2EwotCWz2cdIJ607BF0fmDDZxIDUM6ItZqnDRvzgCnER7STfL90iiwdBGQImypM4ol2X27UDxs23fGEXwi0TTAVMODjvPpvRDlEZcWEbaf9s+YOJuCrkNzjyQ9l+7cyVJqKz9EN9kCefQTAVX5btdnXSbmO5kp61kTFx5jATXYX2Q37xR3683Vo55uJL2u1h02gnsd1aOYaw1Ocbv3Nt9rJDZsc8Y1vP4mBfcCFfUSgay5L4advM4EYdlo/zGrjY4IHT3q5GTL6laFcI5tyu2K5m2f2BXW4zeee++ZPvXWoz1Fkee5+zOGOZ24lK8n0FZMW1UD60s9mhwJlF0GZVy+8T9hHNzXog/12x9hvrh/JEhPqbh0wP5cVyyLE90S6ZFY/rUNohIZsQQgghhBBCCCGEEEIIIYQQopVUeOT7qTBpsPF4++s6URfGXZW62cjqwnXj0nLDVUmvVV2V9BpiNo+bbRNpmNR1smtX8XjrRGw4idj2PBKxDWFcxPalE+PMa1HE5suJXmXLiXKdny78uqgJkdFx1z1lQpyXjc+XiuxZmiH2YqaucjnROPuVCXemrjeBGQKgKHi7NqQ5I3vz6Iuzjx4xO/vMycuzPzxilgljTEhjgicXjF1qywm6oA6wCxFPFCMtMZEaApbfOGRm9rZ/v6acUc0EQSGuiass7fccfFrGT8TdwQ37+YIWERz+yDfnWNYQmz556qrs9yZeFpfsHI3I5ypzCH6+k4uukNREcdI6S5dyZFYzysXEQMEGhEcWdsz07FVjZ5ooKM6gFtJGQBbKz0WAl23eGWfAs5jjUp7k/cipUcAW7Y2zYxHXG4O9f/T96dlnTlmW/cER0X4rQ/z1sERsFHZRXtjrlCK2y/M4W5cTpQ4RCq0PZthyjcFmrxfSp3zfdej0bNqDUXhGO0FkNGvj09k7Rp5j9Ut8Lxofl3eM5bEwe/Ehc60sXCBFHSKQ++7UdZZvbGQ5VmaSs7oL7YWwbx11gYnKXMSGX9ra24O9JiKjDYT8UgcI1QoxIKKnXCS1JhjJDG/UR6ynFdnLx8zO/uqYq22mL5NH7dxetttQp8zoZe02xM2W+BHO0UY+fcry7H9+P7Zbu4csn7TbhXauvt2ut1nqrI2EOGN5hrIZ7wK5eD+SDlsXkJmIzcIsMj/UiYvkSoFW9xCO2c+YgY5Z/dJ2Rd3RZqxdhfuAezSK3EIbMMFjFIuRx3+fuSVvV1G05vXjx9E26GtfcS2UOWWPePL/PeyykHfKMuQ1pEU6zFg3fLKXZYgpBKQ+qbMPjz8r2JXXZwhDu2R2uzNu2ZGL3lqXNa6zQwghhBBCCCGEEEIIIYQQQgjxwiMVHFUFT+1EU4NBmlaT6y91cbhzqsdO6ndXXZVq2aauSrvZ6bqhLlydG0zq4k8dS6SKPYNEbEOYviK2lSZSiiK2WdmnTl1ZiNgQmOAf4dCdwf3DL9dnLx87KxHXIACblX2o5zwTlpg4Zefz5n/OfcyudK5dR/yCUAdBzFfPvt5ESIiNSAcBy+TNWfbeCZeWMzH1LDERD4IdBEhRZBQFRt+btt5mGYvCIcRVCF4Qi8VZyV4z6gpb2pFZq1gC0QRzXz/a7Ed4FYVW0SYcYf7u5CXZ8sdj/AizsIvZv5i1bdrGZ2z2tf91+OXZ+w86yZYPReSFTfzkIFhiBi63hXxiOyK8D/ZcmH1h0hyz+TszNmWf+PEcs4vrbj/+XzPmyuwrZ99QlDuCG8rwmlBIzBYW/S8y0Rbis385qyzDh4JDfHZxKMN3H3plKIfol7qhnt5z6OUtyyuWy4nmIjYT0s0zIR15Jl3EfsxWZ6Kr3E78YgfirtOWP2B5d4EQwqh1W3dY2UyccWf2/h+EOjE7CBtnEePc+Om/MoEYjqVDWRr2mvWPWngEUd+azrKSVwZ7orAK+2lDqYgNv+T5H0+KS6dGMdgSq3+WmV3bm86s1pttC/+esPLXVu6x3caZ8BBinbr8ISuPSCzz+SExysLriDD4pX5oI17mtPeLtyD0y2cmzO1gn3NFuw3xtrZb8haFjpQLdc8yo5+bND/7+plLTXT4r79YmX3s+zOt/SJy8xnZ2Ge52tOX3W/lZW0ln6Estpsa0gth3+9NyuoVY68xm8kj7TW9N71dMcNi2a5ifeKfc32X7exLnV3FuVzwSh0cO/eu4j7i98juo/B7gJj03nA95jLen+esfSq0w19GEeP4KGJjdjzuN2ZcpI1IxCaEEEIIIYQQQgghhBBCCCHEC5O62cacOrFR6vpDu3SaII2qYCud0WsgIjrEUk3xVV2VOj91rj+CNCe1Y9WqVcV+uvSon3NHGA/XX9KwnVwnuvXrftI6TWeSa8dA2o+oRyK2IUwfEZuJQKIwBQHOX512g81ahvAGfwhZlj+RZf9y1nXZa8ZcbuISBDgmgBo734Q5LBmKXxOKhPsMAczoi9aYQCcKX5ZYWojFiBsBFHYgMGHWJMRTLFUaRSzRP+kgHkKAZKKkgM2SNXW9CbB8GVD8IWBChMMMaszmhZ9JK7aaoOqkFduyCxfdbvk44tpHQ5yXZC855JrMlm0M4ZkR7Lw7o5iOdPiZQASDfWwR/ZAfrl+9/vFs3bYoqHERG2Iss8fsjsIryuSo63eaoIaw2E0eEdL9ZNWTlq+4FCZhopjprSPPtdnPUrEZs1D95ugpRdyUITPlEQ8iJvxihwu7zg0XiBsbbLnXEI5yQfSE+Ae/USzWOhMbZYg4DWEWAiaWmazGQ9t486jzs6Pm32f5ScVB2IstpIFt1EMUL2L3QrObc76kK478YQvlS/jULuxpErGxJcwZy35losiYhyjCRKhGfWMHduGXcvnS2TeZ4A3RE/4RR7F85YbgIQqenrdZvmjDYy66sZwNzsp8hs1Ktilcw2b8U47ebieHTBX1nwsHW9ttFLHRJssyj/cbbW/MrAdN8EZc2Ipj/6Zw7k+OW2risQPHzo3xB8c9hSAOW61MTKwXyzASxVrFcXnBoOypX8SevswtMwUiXqV+yCN2k8/adpWXC3lBzFgrprN/KnbUUrad1SEixKfUPY5ycrHh+Tc9anVOfs3+i2+3cvD2iz0cU3fYG8slLuVq+4ZEbEIIIYQQQgghhBBCCCGEEEK8UHGBUTvXicEUHaXppgKogc4El8aXulRQ1S7uapj0uMkhGOtEXbiq8/Sq6faHNFwn1w7quC4MLiVtC3V+Uyd2PxKxDWEQjLSI2PLlRBH4IB5583fmmaDl709ekP3dycuy90+4xAROCLMQMrloCEFNFF/9Mrv+1z771fMZkppbepnp6edRyGQiqEXZaw+ZZsIyBDoIUrADkQzhXPz0nkPj8pUvHj/fhEYIWBDDIRjiJwC7bUYrn/lswnKzmyVL14ZriJ2IC2ENYhwEL+wjr2H/yGsfzl43JqQR4o4iGZZQnJX99Wmrs8tD5Ih4sI90mMHL7SQ8zgVMwBZx0uHFTGzMILfMhD5vHX5Otj5cIzzgl3hwxH/w5HUWphThXJu9YfTk7II1WwsREbPAsUwrZYwf/L5+1OXZcdc9bUId/OCIE6EO+d4Y3AcmTLYlKfFPfSLam3DBCss/dlAe356+OQqvxrLk5xJLAwHRreHapJWPmTiMc9G+a60+EMONveh6s590q49nFwxhG0ucIv4ykVRwrxodlz0lLDbgL3VAvg+dcWdeliHdniiuo30hQCQcaeCoB5bUZJauWD6xPZJvBGsusqNs1oe2SBzUi5cJM5x985LNVs9GaLf4vTUEetewM2yp0VgvC82e41c8Zm2L+nRxF2VAWdJusQOxGXGn7Rb/2OsiNpbHjLbGMue+ui1cs+Uvs96ijQBxH7/yiSgesxnHoj3Mjvf5SfOsTKzsdsYQsRwRapXisfjgLI8pw9iuzi3KjTJBAHbMqmetPMgXdmMTcbKftitmyYvt6tJs/AXXZY+Ea8TdIqazf8p0O4Ef0v6LH8+1dmN1Zb8bS7JXhzKj3Xmbpw15vR/IEqehfWEPAsZpG58ryjzb2X36QgghhBBCCCGEEEIIIYQQQoj9gyahWZ24qOpSBlOwVkdd+u4GQlUA5sK1boVhqZ865/GlbrBEbE2uP6ThUlvr7O5E1b+7Jur8pq4du7udvVCQiG0Ig+QFwcgXT7wqF5khYovCFEQybBGSIPThOmIRzuHHRU2IRxDtvHnk5Ow70zabSCcKR5438QtLECLQiUKZJSY0YXarw6/dll22eact0Tlzw1PZ9A3PmJux6ensojuy7A9/stKWoXR7ED999uQlJuhBUIPdLSK2YPtLx8+1pRERoCEuynpLMU283XvDznaz66ItWfamEReY7eQVh2AGYdCbRl2YvXP4GdnXzlxpgqPTlz1gtiH6cWFZFApBrwmCsIelMUsRW7An5BkBH0tyWvq9T4adKKhJy+etI86PZT5hmeUFURmzuhEngrQZ658wYY7Z2ROFOqTz7YVPZ1dsyqz8EO1g4+wNj1mZ/jIUwp8ey+xdPgsa5T41+78nXmPiH8qHuBGxIYiLcS8x4RXpn7s1Cr6sfGyWrnKmuz87doHNRkf7qf8ZjXmkLXz25EXWflIRG+e4Fusjd7YfNjt3VERs0S7SrorYgC1xmRiQJTetXcZZ0PCPwM1FZuevecwEeLE84oxyCAbPuGWHlQV1gi2Iny4L5coMbcSDIBH/zJZ22IJfW51R3pS7td2N0dFuP/5fK3NRVWy3v3HIzJZ2ayI2ayeI2Ggny6zMWSqWdmvl0PvrWBR2+KSFYzY2WzYzsYf6/Oyka60urD22E7HZXjzHPmVCe0GkGMsjtivuzW8tfDa7clNvdtWGJ7Ipm54zR7sij7QrnxXOyxE7vnDS/HKWvGAHacR9/int6EN+ko3thjqgLv7rOkR7l2QvHUc6oe2Ee4M0P9JztokFuTcm37i1tD+0LcocPx87Ynr2QLgeyyFQRC6EEEIIIYQQQgghhBBCCCGEeCFTFRVVl5109qSgKLWn6lgetL/UxVPnBpumMquer7MFV60Ld52o+u/GIWjDOU2214V1MWA7uF7Ni6fZKazYNSRiG8K4iO0fT7raxEmtIjaES0uDWxzFVRNWZAdMDI5t8IewCBEbs5chwjpyShRdRRkN9JoY5cTrHjehSYyTWcTiTG8Id0iT5QsROSFuYnYnHNeicIX0VsZtCPuhI+daGi4a+970dTYrnIlYTDQ2p1bExvKQxU/Ozu127dbeLPvg+PPzfIf8mTAo5ulF4+Jyqgj4WMLztaMuszwgimJ2L0RMiJEsjQD2cHz41NvirGbYHuJDgPPOEb8we/DjIiO3BREbghxm/HrZuLkxn+MW5MuyrjZREI+kXyy9qxDHef3gyC/lT5m9YsxMsxdBEduyDhFKhTL81ho7/vjhU01UhyUuYos2U4ZLTCRFmfzOUTeYGIvZtqKIbUkxC9vVT0cxn4mTkt/y9IedPeqIZWOxz4VG7HOOa0nQknASwVfLMqf50pyIyigTK0uD9KPo7Ky1z5RiyXFxeVjqbPKNj5itzN417sLrTaQV63mhtbsP9lzY2l5C+viftHybCTMt/6EuabeUd2y3tI1Y7u5s1jAT/MW22NRuSxFbLr4M12lrbx92li2va8Kr3qfNb7TpWTvHtWI2vjx/1DWzJNaL2KAUjxVlvfN5u04ef7r84bLucxfbVZyZ0fOFo6zYFkvfkseJq4JbbXX00cNnWFuO7fxpSy/WU6yjFhtyu4z8JDbZbqgDcoFoj/ySps3gGMqSNoDY7xc3b7clXVky1Moxb5/UFccIIIv26bQaEKkeCyGEEEIIIYQQQgghhBBCCCH2G5rEU3VLVqaCpm5oEj05Hi9u82ZGe9uT+q86p1OaVeriwu1p6uzGjibRmrsmqv6aZp7z/Woanm43pHFVXSfwU7UtdWL3IBHbEAaxCOKaQsQ2AbFOKmKLszMdOPYa2+IQkiC6QdTCTEl/9P3p2VlrnyuWqCx/fnpNjGQzfY2+NI8zithiXKUYizgRtqXuwLFzw7VwPncIa9424lwTAZGOi9hKAdYyE9i0iNh2RJlZIZCBXMRDPKctf8AEeAh2zD4TyyAQQviF0AlHOSy0csEO/CKWYllOFybhWkVs2BPFSczEVtizc7vZ4SIjZsNCgPSeYadkLxt3TRQ+hbCI2L504mybdYx4j5qy2pZ5jOUXy42t71NesSzzsho/t7iG4MqETyEs9rzn4NNqRWz4jzOexXxSTwjqPC3Cu0joq2dfb3n3fMTCRTBUioY4hR8Ea8xGZmUSXBSxLbNrZVtJ9sNOKmIjfeoAm+pFbHH5T/L0p4ddlqcVRU2IvMZfcL2VMXXwP8efa+URBYsLLX5m8ytsSURs35u2MXvTSMSXLmIL5UK7DFsvW2urwS7KPZZ/ec4dZc+Snd5u2XYUse181tpLbDNRxIb9+IkCzyjCY2a4z01qFbEh2CzrJe6RN8sf5O2f+7WlveauJW/uivzFvHreOEcY6hQhJnVgdRPsIL2YemwXLTYk7cT38WvXwz3CPm2fmRBjuw/llAtsESZ+/eLN2apw/f0T47KmUcQW73/ayOzQSLi3sizebzFe/knTDZQGCSGEEEIIIYQQQgghhBBCCCH2c1IBUVVcNJAZz6qk8dU5F0/Vibqwp0kw1a3gKsXTQEBH3gYjf1WaRHW7KrZrZ2vVb9XVica2bNmSh+4OD+ekcXkddlsnadjUNvb7E4/oHonYhjB1IrY4E1kU5LxqzFSb+QiRFeKndw87zfY/Ovbn2ZdPnJWdsfReExUhOopzniW6kJ3P2wxZJy7faks2IoY5oIeZ3RbmQrALs3cO+3mI83SL2917Dy7TMnfwycW5//lv/2mzlyFywe46Eds7RkQRm4lpeltFYyZiCSc4h0BoW3DTNzyXfWzcmdmbgz0IYhDnIJZBwOXCHpyLlxB3ITpili4EUAjBSAt7DpuWitjiMpG/M+yMRMRGiZf2ILT5VXDkzWa4ykVszHaG0CmdiS3GG0V11A22IuhBJEed/N6wn9qWssJZXYV433fwJDtmeVT2/59/O7wQHFJvh07bYnFHsVaIf9wiq6uXHTLbZsHCkV8rk7wcECUeN+9OE2RZvmqgjCmTz0xaHIVGeTmy32kmNkRkh864w8R8Md2m5USjQIpjbDli6m3J0qix/D/Uc0F2S7j20/CPLQ9q7XCZxYcYcWGIkHqw+PKlTalTZmJjCVf8US7YQVnQTihza7fcF6nL2+1/P/jUoh4499GvH23t1u0sRGw9UTBJ+fpyomZHPhMbjn3OcQ0/JkgM9lNPrxk9rY+IDb+xfcWyAc5ZvBDuS/bJI8vkFuUV2lXM4yxrV4jS3H6/79N84mhzlMP7Dzop+/i//YfVabSjXMY3/tMsYvMOTHk9iuxomyz/GuuA+zHOPod9b/332dkPNmTZa0Zdkb3kkGtyEVuc8e9v/3NG0UZcxOb3W5quEEIIIYQQQgghhBBCCCGEEOKFRSooSsVEbBFO9Vd8VaUad9WtXr26UbTUbsavXRE67Q0RWyeq4ar53RURW9VRv51mwmuyx0njc+FZt3WShq26/sQjukcitiFMvYiNmdLiDFKf+Okt2bpwHVEIQhl3iKsQ47iAKxJFM9zedovv3G7CnYvD7wHCn7gMYRRhsaTjWXdm2cZwndmbPH627jwt32epQp+FC1GKicamrs+XE40zNfURsaWiHjOqFPVwDgEWedgcPJ+8fGv2lbNvyt438TITqCHkQdzFbFcIZxC3IfDzPCCQev+ES8wOL8dyZivscRFbw3Ki4R/K55ZgErPHWfy5iI20j5y61uJEzDN941N2LoqNoqALEdTPQuFRhtWyuzc/l5Yf5YxgjjgRF5J/xGL/PuNOWy7VxFpJ3hAPjZz9aDZ89jZLO87mRr6i6OoDEyZn14QKwb5SJBThR5480kZalhMNjv3PhnNcs3KosnNHP0Rs0GvpU5bXB2OYWc+EauOjUI26/K/QiL966T153cQypE7/8pg5Vh6EL+Lb+XzRbt808ry83svlO8+8K8vWh+tpu03LnzLGpeX+YHDebsn34dPXxxnGmPkv2GntZMQ5iYjtSfNvbSbsc45rxXKiuYiN+6hFxNb7jPmN9RHvRyjzFlzvDtuQx2kbn8veOPqyvEyiOJI4fxoywHKd3G/V/PmxtzHyypblWrmXLK1QhsC/pEMboU7pauA45k5oKfeC+BvCvUl675t4ibW3KFSLNlIG7/jPZLnbYP+LwjXq97h5d1tabgfbsjyiTYgWscHtwT+2cz76FUIIIYQQQgghhNh38e8dfOfgG0rVcR6HP/tGInYblK/XA9+73Hn5D3X29/ztElYA/g02dUIIIYTYF6kTEKUOAdmuUhdvO9cE1xA2pX4Hw759jf4K4BCi4bw80vKpuv6S2lKNe1fFfy4gTOOsOjG4SMQ2hOGFE/FJIWLrWZELReKSoX9z6moTkiDuQIyCY59w/kGkvJ3jS1ohTOndbv5Y2o8ZsEyIYqIdlnmclv1g3v0WN+IR/BGvOz/2dEgXsRE/D8SP4/gwRGy+LGOwnVmZuhGxcY34iZc0cAi7iJ/ymLXuiWzKxudNlDZi8i0mpGH51APHI46KYhrEVYjzZq9/3MJiz5HTbk1EdVGc5Mubmj29T/NPNGXnDhPSnHnzcxaPichCGOJFQIbAiLLBxoX39pqfKOiKQh7EdYct+LUJjbys3Hk5khrlxz5CHRxpEic2cIyIDfGP5Y2Z2EL8vzl6SjbmohtNOIgm+W+PnpYL0eJ1hF3U4Sd+PKdoH5anHN93EdurxvoSn4uyV42emX120jK7ZhT1Ujrs+tb0O61uLc/BLvKcitgisT6Jgjqm7j5xzFwTqEVh1rVm9z9c8evsrd+e27KU6BtHX5odPe8eKw8Pb6bs3G75mf1AFtI7NxeNufhyavYf8x820RZ14x9v8F8te/ZpF+ST/Hi75ZiZ2KoiNgRqlLXZsCPOxEb8tBnCcQ0/NvOYiU2jPd3OxGbYTikSW3hvZm2tKmL77oIninaVumr+2JJHyjBtV54u185ceofll2VrDw1tbWJwh029OZu37mELH21txe2lrA6++BYrKxczssVOtvFcFEfSJplZDyEj8UaS36NkBrpzF2/Kvjf1drMH9+/TNmVHTL3F7uUYNtpf4AYB++mxEEKI3Yr/7FZ/fjudHzj+/HRXJT+/6wl1oCn9AdLH3kGO3xlouQw03L5Gkof67Hi5dyr/TtdzOpZbl/EMkI7JF7gdu2jPLua3e3uFEEKIPUen51N5LX/OhRO9wfn3Ur7H+B/pufPvf3yXwV/xbaR4VsbnZbt064npO+y6GwitA1alXVX6O7DViscbXZO9Tec7gW18w+N7E9+x+D7M90m21AHl30287fLItUb7Gi800OC/XTTkj7ZE22qfv/r664ok8Vo7GgxsOF1Qvd7JfxNp/RT7FlnIM3/MW3Udy8LbZEm1DbRrE91iJsbdfjHQcEIIIcS+TJ1oyGfAYn9Xn73VuHGdRFY4Zgiro84vbk/O2pWWT7eOPO9O+6plWj12m7dtYz2+gZHGV+d2hWpc6dKiODF4SMQ2hEGI4iI2E/6YiC0KQhC1ffqU5bnYKL5U2c+3/VP3IhZfvoqf+N7t9pLLTFQs6chSjC5iY/9PDr8iu3VH+cKLX/+oguOY89jIxxfEKYf+dIqJTLjGyzJCFJtdi1maelhOtCIay2c+K4Uy0W7iuGDhbdlpV99o+XMhHenh/CMQZcNMU8uD+/T5d1r8B46Lgh/KCQHQzPVPWHjsQQjzGpvZKtqDOIklIJnVyiwJL7HYQhrYgFAIkRdiJI+XML89/KxsY8iA28RMXu+bcFEUAuaiHerrY9+fmd0asuSCKi8/tuTfHfkhjptCQX731Essb88Hj2wRF7F8qYnocpEQ+fK6Ie7598bZ9GgXLh7CP8uKIlCinKy803YSoGz/7uRlse6xO9QTQrJPnbrS8o7NhEvthShiuyOK6xAqhXaDsLJJxBbpNXt/OP+B7HWjLslnUItt+fXfXWxlZ3mcsMzOsZQts+BRNuBlh4gNu2i3Hxz/yyjuzMV7lPkfHz41W5uXOWHcpeVOvVG/5GN1MOrff3qFneMaZYI4shBfhrixrW45UeyoitiiqC4K8folYuMfvnLmu/ixdjUxlBXivrxdkd+PHjEzuz14SD92uvOwnOc6+bk59AO+e9qllt+YVhSM8XGL35a3jDjHZvND4Em+EZr+6IpVVobVuowWBkIcxH/xlszEaT6TI/dJKl6jDBFg0sb+6Zy11haxLxJFbParFOqVfe7Tfz5hRva2EeeaLTjaO78b3L+kicAUO0pb8i20XBBCCLF/Ep9Je5fyOT4o7Knn1wv9GZnkv7kouqnXwar/QW5HFbpvVm7HLtqzi+2re3uFEEKIPYc/n+oGzfwc//JNg29LfEvh28f657PsopseyX4wZa19Z/ryibOyYWcuzo4I+0dOuSWcX2N/IHvDY/H7j3//5HuOp9lf+ohsErdv07n/0U0+mgY2+bZ47BUrsn8+YVr2pRNn27cwtt/8ycVW5ru1fLoxPGEgg7N84zx/8brsa8dfafn6Ysgf7e2bx02u5G8X+nkDpFP26663898fiMe/33Jv+nd8znVOYxf7xQOly8zjbbDKSQghhNgXSEVCdW4wqIsXl+KCq6rwqonUT9WlDKSPl1IX/666ah5T50KzXaVJ0Jaeb0e13Kphqw5h3KOP8ma1a6Rx1uVBDA4SsQ1heLlC1MELqM+0xfJ8CKmYeewzp/iMWfGlym5l+6fuJSu+fBW3ey7YIvy4C68vRTu5IIljZs1CEOR/vcVLPw4hCcd8lEFMddT8+7Lfm3h59u5hp5kwhhdCwhw+9TYTUkVRSxQDIU5iBjETxyDqCQZhRyTaSNzfm7Y+e9ew07N/PWtldtbNTxVLbXKN9N0OhDnEN/qqR6yM4vKFcSY2xDVrggde5gn7/Wm3J/lEVDfHZqFjSVbixSbiJQ+kd8KKJ7I3jLo0X/4yxkn44ZNvMT8ONoy4cG0i6opiM2ao+stjrs5uCnkkfbcbx0cEwlH+CN0OW7At+8CEC7Pf/+ZPTPTkIqTvTdtoAqMoYluUvWLsNdnbR5xrfmgfgO3fnn6HlXUUE0UhEcIhyoClN0kToZBt7N+Y9mdOXm7CqBg/S9XOM9HQsidiOWAnjn3Soa5ieptDeqUYDfEWwiPEb+XHgKQdhrSx9+ZwAUGSzbpGPYyba3Hgog1xedODfrHYyoxyALe52m6Z8Y4wxPXiQ+ba8V/8eK4J4PCD7dX24u326Hn32fK07zm4bLeE4YNirMtSkOjiS7MjF7FZG85FbFxD/OUzGnpb+dyk+c0itlxMZnEWO8XGbB150c1RCIogLLRZyoh4vV1hr+eNLW2dPPMBlHv3yGsfzj7cc272wW+eYMK/1A7K4bMnL7J2+tJxV5nYDLtpR3xkJX0vf69Ltw3bucZ98qeHXWZlRB1gn9el3Qu0jRD3G0ZPzk5Y+Wuzzf4Kkk3ujFzEht3/98RrLI+Ex1Gm3APfmrHZ2h62tIbNt9ByQQghxO6H3/Q2rvhdrrmW0/5nu9WvU/259+PUdUOnMJ2uF3T0MDCq0XY67g/dhPP4B5rG4NO+PTS5TtSFwQ2UwYgD0njqXCtpubSWU11YnFM9dlK/qeuGJn/VuFLXX+riwFVpOl+lW39CCCFemDQ/J3rt+xDfZfgmNmn5Nvue+pYR59p3M75T8Z2Lb3S43wj7rxk9Lfut0Vfat463jjg/e//EydlXz7ohO3X5Q9md2+P3vphW8/O9itvXamP7MFDvv/zukrqS0l9f0mupq6c5/m5pjb9vXPGb5ucnzbfvXXy/4jvTq0K9/O7wnxd/bFkNUxLirrnYN51WOxrpG7AP7qXb+PlWdtjU9fYNmPzxjZaVHN45/Az7zmbfL40kvEWexpfH3zfhQIO/nNoggZ07Kdnov8lPJI+zxbXi4VvjCP76nIxhOcV9xHdTvsvyTRTHPuf8m3pnUpvKuPskW1D6q6MMk8aZOPtmiuuSZkOEEEKIIYGLlFKRkAuF2A4W1fjdVenGT0rVb7firCbaCbTauYGG668bCOnyop1cSlXAxlKfnfLZxEBEhB4nYr40DWxoYlfFii80JGIbwvBChZDnSyf6TGzLsgPGLTChEsf9momtz30TXyARvTAb1fsnXGJxxiU5F2YvHj/fPrR8/PCp2Xemb8zOW/NENmXTc/ZXgizledqKR7Ovn7nSXvj56MILMrOB8fKPuAW7mQUsFeDgBzFQIWLrjaKqKOpxeu3jQs+Me0LYS829edT52Yd7zsu+cebS7LTlD5gNM9Y/mc3c8FQ2fcMz9qL+7kOvzGfligIuXtb/+sdXtYiTDp+6rhSxjV9i4jQ+YPznqh3ZFZt6LT7iPnn51uyzJy22/CAYtJnkEJAdclX29uG/MIFXFIVFKRP7Kx/Psg9OyGe0I7/BP2IeBELMnPXdGZuy89c8FssvlCPp8XHqoDMX2UcFwrGs57tG/NwEUdQ9H8Ao+1QISBky41cx41mwgS1ior/+0WzLN8t0YgNCIj7MINRi5jjKIf0wQ9kgYnr16Cm5gIx8LjSBJCIpxG/Y+bNQ5v9ywhT7q0XsQtzETGyvHeMzxEXxUjoTW5/mtjPO/MfHk6+fuTzaaTP/UVbRXnfM1HbBmq2Wf8tjC63tlrxR7y8evyA7MBePEffHvz/FhJC/vPlJK++pG57Opm7aYWVO+ogp3zTyEqvftN3GdtI6E9srxl1dLINrbbWNiA3BVlzedKHdP/9w0rX2gcTKo5OIrXLf0q6uC3mMMyVGkRjx0gZ+c/QV1q5o+5QV96Tfn6cveyD7Wrg3mT2OfOC475hxMNoc7eDjKr8hLx/DcrKh7FkGtWeFlR9l4PdOJPmNgWA7+cAP9xX2EIcLz2J7jfcB9cPvxNoQ2D4Scd+EfeIq44vtg/bD7HV2LzPzpM0+eW32m6FNTpxxt7U9bGkJ28e2fCuEEGLP0frD3HxcPd8RfuNbn49NeLT9ij7QX/+19DtfA2MPJdPCnk6vPd23h73NYJRb/+q7uVw8nnbx1Z3vJlx/8Xiq24HitrnbFQYjDiGEEPs/5bMiPnv5bsK3ClZJ+PPvXWR/GMo3HP+jT/vDS77nuhuP47tR/HbE9zT+YJVvMenM+DEd+4qT7w+kH9R//y3Co8ZBmHC98aHpdrrbNQYyEESYNBzf/Fh1gu9pVgcTVlr5U1d8hyLH/U9l34Fvc3wzi99ayd8qa1t87+SbZGxF0EV9UBB9CiOG609dVP3WRlvgdnmb6cLOhNa0cluD4z76t+Mvz9538En27R3HPuf45rzX8UIx8/N8F8dd0l//QgghxD5KKhJK3WBRFzeuSnXpyDo/KVW/qRsIafg6W9z5tSY/VbHXYIjc2om32lEVsTXZ0il+RGx14XAeZxP96cc6xEn5VkVs7dIR/UMitiEMgg9EP184aV724rHXZAdMXB1eRsslRT956ioTi6UvaPGf7l72/D2Hl7rz1jxuH0teeQgiqPwjy7goxEJQgiCHpThfN+YyE8XwYvyyQ2YnYpX4cow9vBzzgQAB1m8eMj3aPCHYHvz89vBzbOlFe4HuNUlLLuoJmEG99vGHl2/SjCKpcglV0iV9xHEsf8gx4jKbga1ncXBxxjdEM4h6EDuRFi/0zLD12tFTLV/MsoVQD0FgzN+V2WtHXVLkDXGTCfqS5UlJkziIK34AiC+YfLDir94uummrCcxMDGjlwgepRZYO58iPC/NID7EY4jX7sNWzysIgruIvwygZ4jx0xp0m4Ck/Qiyycka05gIjig3BEx/M3nPo5SE+Pspg83ILR/6+cvZNFq+J73K7if/oeffYRxuzdwJta4nlmzLEPpbEJN/4YbY32grhembebdctj3z86Vlqflo/jqTEpSMJj5jvNaMQPYWwCL7I20TiWGZlRR74iET+rDlXaG23T5hAK85UmLfbUEaUKWWO/bQTyrxPezFxYmy3qfgS8ZvFR75CmVMeCPQQgVlb7X3a/FrrzUVsXGNZTivHiaGeJizLXjl2dvbZk5dYXVk+cvFYbO98mHjeVhC1a0Z53/JApRzJ4+QbH7HZ98p2hd1ROIidJlQbdZnVE452Rvt9Ef5CmdLGKaMtIa543223NPlt+fQpK619WNm5iO2QmTUitiqlmJB2h5DV4qA+icddiI82PnLyGkvP4utKxHZVCM/vRvy9o94QtnYlYkvKUQghxO5hZ/JbjOPZ1s6lflPXRIw//T1nP3EWONk2uk508D/A+Kv5qx73wT3UuRa6t8Goi89dfzD/NWl3G1ef8A14fEmcafTp5fR8a9yJ6+PRrznuL3fFdY7DJtASvIivxm+Lx8r1wjURr/eJpiVs4vp6NPx0w+WcJHzVU2PASvpNpPGmroWauPr46UBL3G5PEmd6vfCTunbk4bv2L4QQYr/Fngcp8blQPF7yP0zkjyH5g0m+G/H9w//YMzr+2C+48fPsD2n5VsX18tvOkuyAcYvjNvjl287h0+LqD/Sh/buR7Rt1/QUnfXbF55f7rffvtPqFVMjW19XFF89X8ThT/2UaYc8uhrDeD/NTqesz4JT7zXF/kda4gA3f+v7u5GX2HTOWP38gGlfn4A88/X0l0hS/n88d37b4kpWkU8ZRUnfez6Xny32P37d2siVM6TfCtzJfMcPbn/8RtK+YESHOvnGlrqDPidD2Ql1wqra8WtpMGdxdE934MdJ2wmHi6uA89R5XoIjjCzj2Ocd92zaO5AKbvt9vKy7xW96v7cGv+/d9d0IIIcQLBRcFuQhp1apVLaKhwcLjqzpoJ47qhv76TyHtavrtxGvtnC8BWnc+PW4SkblLr6f7Vbu4ltKNUCwN3+TqIO46v6mroxubOvmpS8ud2DUkYhvCIJLhhevLJ87KfnP0FPugkYrK/u7kJfZhI74wpS858biW3FPql5dZXt6ufiDL/uj7UfSDiARBkQlTig8v12YHjp2bf2wpz/MSyIcalv/kxZmXL+I7YuotJmyyjzTBb/Rzhomp7AV6ZxSxFbaw07vDhDuHTV1v4iLsYIYtSwuRGnbYsdsQRUuIknhB54PE7028LDt92f3FRx8c+1URG2GwHfsIy7Yub5Q3Iqi/OeaqQojDy2ta7qRB3mffn9nsdYiJEIIR3uLLBVMcF+eCszI1oVxcRvP9B51kHxhIg3L4zvRQDqMvjqKk4Bdb3j7izOIjRFmPMX2Wdn3TqFBuY+OHMxzxstTnsXPvMgFatLvXBEi3B8M/Mv5ca0/Ygv+yDKJDFMd1hIXYhOPjCMIl6ocPceTVP45QFkZqXIBD8oWf901k5r8ZJvSi7EmXPDLr3IjJN1t9tQTPD8pzsd3i75oQ4R99f7qJufq22zgrWGu+wvlQHy8dN9/KhjZJPH4f0G7JG/kiDG2Kv9ZjBkHL246nLB8myOp92mziGn6I70XjF1hbos0gQEWYZXaH9l5+fIx1wPk0T1W8XV2V35tluwr5ymeyi/mLebTzwcX2Fq9Td+87eJLZEe87+9d+WxCMUebYTfnzEY979odT1li60Wc92I19CAD/4hj+aniqzURn99P4uVavOO7jC256zNpNjC/mHYq8J8uJ/uNJsR34fUk7MRHltA1F+60rt3blKIQQYnDpKzIrf4f9Nzp1VerOpdTF38xu/N1vykAHqsG6jsY9tfWc5LdTpJ5wNd5O4WoJ6aZx9Zt+1FOSRpqcJ++uherF1BVgQ40ddWFw5SbSci0pDzveVar9G3B7c5em1+rR6HA5J48Hqp7aB+wej2ew4qvSEjdl41t3OZ62+/PjrkjiEUII8cKkz3MjPmc4bZd2xu9qfJNiOVD7A0G+0/CHmuP9jytn2DfW14+6yL6NsNIEW7458Q2L63yHOWAs37HiSgn8YSXfa+K3o/hHiJ2+I/m51A2Earju46t/bnZrh/vztGIum4jl4HiYdo5vffyRKd+tqBe+nfENjD+05jsU5Yu/bkjj7Yb++E1J06lzKXy/+/b0jfFbZsgf3wLT77Tlt72yvTiN8fY50drWqCPfb+e6oT/+6lwdnOd75f932nWxTOwPlVfaPrPycc3rvSmOlNSf79eFazpfkFx0v3VOCCGEeCFQJwpyh2Cqjm5ESXXUpYFrEnSl+DkXcfnMYk71uBOdRGR729UJ4ToJ6wZCf+Kp85u6XaVdu0rzXlcOYuBIxDaE4SUT0caw/7owe+/Bp9jLJzMq/ffhP8vec/BptsRjnP66+hJavsx3A+F4cSMulp1ExPOhnvOyt4w838QkiGB+Y+x0+7iC2IVZkTjHXwjyAeYdI36effJH07Mzlv3KPuAQH4KVY69Yln3goBNsVrTfHn5W9u5hp2cf/cZRxYsiwpW+b2bxI9Cie3qzfzphVvau4b/I7fBZ0qaaqMgdM5qx/OR/G3GeiYjGXrg6uz4UGuXmghm2fLCw5URDmCh8W2IfLV4zelr2idNuszT4kET8ls88btJ934QLrEw2hYg8f5HWjyak80Rwm5+LaVGG/CUm9lFexEnZme1WjlOtfEkbkdnfHj0tO2fJFis7yoe0fnTlSitDZmhjech3Hvyz7CPfOMY+UJBmaguiKj6+0C7ePew0E7v9zsiz8unSJ2X/e8zx2Q13bYtlH/wTljqnrKk/7ODjmtuHoywQY5E2ZcBMbth19JWrsv8R4iRuZvDDvg9/89hCOFhQGljskr+JFyzL3n3wySYgo00z09i7Qhy//82fZAvvjWmYjW0eHFxpbbe32bKzbx1RtlvLi+fHyj8Kwd4S6pp0yffPl99j+SIub7eICckX+aYsP/r1o63dmjW54MryGfY5xzX80MbfPuwsa/NMUf/14y8tBXn5X+nGcPxT//HRKE9auyKPtD+W6GV50TSPtKmiXQXHuTeMie2K3wzyePaSO+yesLTzdMjr146/0n5bqEeWyiW/7z9oUvaTy5dYmtF/QmKXg78T5qwrpuen3Mg/bYLjPz7kVPsAS/uMwUP69hea8djOhbLhDGX1zZ9cXPzeUZbEQX3Q5nwmwSKc0b/fOyGEEIMBv738noeHE8vD4/jjBGbZZVt17sf84UK48oe8K/y3v1vXjjr/qXPqrrlrR51/nJPuO34u3bpz0nPp+YLGC+XphsuNeJRNrqT987h92JK6892Ga3JN+HX6IPS3cOy3hqv2OyLVY8f9duM6URemzjnV4zr8eid/4PE1uTqazkM1fNUNhLp43EF12440bOq6pt8BhBBC7It083POdf5IkW+NzPDFtyb+CI8/KuQPVRFIvWH05OwzpyyzVSou3ZxlV2zqNcHblWF77pqn7PvO5ybNt28ffN/hjzL5XsV5vqGYDfSbfb/oraT2xf4X/ZfQ47ZvJv7dLvqhv14cdIC4yvj5hkM8Hifxx6uAX3eV6D09O5mn30I8x2ni8zTYtnw3qo2/7ntQdB5fnb18a+IPwfnGGf+4dYnVFd/NXORVxpkS4s5n/6KM68qE84bPFNZqYImdi3EVzv3mjk1aJrjWb2lcJWxKr+XvW9PvsBVULH8TltkfuvJNuviDViMNy77Hl7oKMfGccN3e42K4apl4HZZlgt8y3paoWiDefFtxXiZp+2a/KJPCtcJ17iNmXeP+jPfmtfb9FEFjcY91hLjLPBMmzTO29M1z9Nue3G73X4TrFDYPJ4QQQuwHVMVAqWtHN37qSONvcgi4Uhijrvrx2dPaUTe2XY2nW+fCqVRcNtgQd514rZ3rRgDYDR6uWvbQSfBXR13Z18XdH+rSdicGjkRsQxhegHgZQrDEkoR35I6ZzDh2YUhfBvAyYy9KMT1+eknjkk1xxq1/Oet6e9nn4wsfZ3jZ+/tJi7JvzdicnbP2qWzl43EZQOz0lza3m/PMUuV2YzOil/gTwgua7ZSEYyxBcIMga2WI5LItcWnSEZNvsXRJH3t4EeWDD39tdtbaZ7JbQ+LEz0tkjDa+DBIfH5b4EIQQzv8ykr++evPIydmqcO3izVl2+PT1Fv9nTl5uaXzh5Gst3bUhGsqkm5dkznl65PeyzTstjq+eHcuwdMssLcr3rJufylY8EcuKfFOnpMOWdKtliGAKW6AoPvsoUNYf7QPdN2EIi+PDTIswKQQmPOXFMqAsf0AZt9q5JPva2atMwLb0nufMJs8fYVK7qC9e4guboOUAyvIhPOEIn+bNRXz15Vshb7fY5fcJHwe/M21z9s9nriraCuXN1trt9DtCu32mpd0SC6bWtVvixC7Kzghp4teylqfPNfz4fUpY8kc+0/bIw7NPkTi5sMsoEnCiSLFoV+He/O6MTXZvkscynyGPJy+wNse9uTzPI2Xq7crLlbxis9cB7QWH3Wk7bKHPiXJGPNLxuLzNcVzbLnIbOOc2saWsyKO3X1xalt7uW+minQghhBhk4u82Ty6eA50c/qqufAZ0h/vv5AZCu/DptSY/KVwnzzz7eD7SN8XxHON5zLMsxtH5+dVNei30O0B3eLRV10r3+ekbtqR6jbKkn0X/rFqW1b5KGn/q+hBOcp64ve9BnwjHPv2gsu8S23oRT75THNfg/ju5/pKGY0v+KZu0nbHv7SxS9rlSuk3f0+zWfzvSuOrcQBmseHaZvW6AEEKIwaDjz3m4yHWetfwRJn8QG2fGj7Pj2x/MjpmaHb7gUfumQf+CvgXPZ3cc0+fgO8qaENm3p9+RvX/CJfaHnkddeaP1e3wFCPoq+HfHNe8HeV+AuNaHDvb0jU9l0zY+Y3/cS7reJ6Dv3Q6S8v4radCn4DsM8U3Z9FyI87lsVUiY74ppP8z79CmcI038YCt9E7bkg/gJx5Z4iA9biX/6hmeyDSGw240/4o7l4LT2y9imZUB8xEN8Mzc8ZeXLeb5NffLUVXG2PFu5YEl2wNgFhYitLh8cp3nBLspkZh4/Dtv55kUescFtrkI85Jl4vA7Zehgc5UM8ZZk8Y3lZHyqG+miOP4rYDp1xR/aaUVeEvIX8IWIbv6BVxGYBo/CMPBGf2+LObeJ6TCft3/da6Xte8EveqTMv82nrn87WhWPOe52TNnFV7XY7vJ14+oThfLVMVoeLpIMjDcokbScO+5zjGt8TP33KchOx+T3KH/8yExvXvG3i8E++sMtxu9N7g3ZAnVA/3Bu0B469HaR5rieWKTambcJdnR0tuFFCCCHEfkCdIMhdO1zY1F+qadS5OrGTX3MxGQK2bdu25Ve7x+NJXVWk1U60lYrMmmg3MUw7iDuNHzvIb5M97c73Fw/rZZ/mIY27zqW0y3tdvfaHurTdiYEjEdsQh1uOFxdegFLHucYXGoOXos6DSSmk5en5Cy0vcrzw+8AI++645i+31Re0NK6q3aW/Zvua7EhtccdLYtWONA3OEe7wqbfZrGK2FGnPouxlh8y22bg2hWu8KPKSiD9ePD3e9OWxGq/bX54r/eDfX7iJu85uzqUvym674/FwnrjcVf0Z+Ym6MOzjPA9VOIc/bK2r77QcPLynkbqm+OtI7RxoHFXa5SPNT12Ze5q+X7Wtk111YboJ1y2pXZ7HbtsV/utsGEyb07jSNueO693E2c4mXDPV+7E8FkIIsXug38VzB+ExA0MuYE4d57nO4AmDD7h0oCf+trf+Zjc/L3J/CMjdpeeKmd64lp+v0Bq3+6lxjJbhuZhRwV0l3RrIE8/p8xevy7540tU2cIL73KQFNgMqAx9mR8vMGuBxtnHmueZ8J/oRrvWFP/hBZO/l60/mLsoh4tebXKRPmsl1yvLMpXfYcuOI9SlL/pDln0+YZv2dog2ZTWzzfbPV4+m1NIp0gh/2vJ6+dNKs7B9OWWh19I8nzsn+LdQT7TQW23O2bU3HDgJ5/H2Oc1ccV+3JIVwRto4kfJEux9x9sS/44ytWZl84eb6VC39w9PlJ87N/OX5aYn9lGTKzJY+3cLnfClZe9kcWVf/uUsKx25e6log5Jh9suY4tqT3tabUxj6Nazr2JvXX2mKtS5ydxxNOauBBCiBcA5U9/fB4Ux+HZwz7P4dOX3W+zqNnsV+MWZQeOX2z7nEPARn83PkfCs9uf5xZfPM0R/RH6xqwwcO7iTdmC2x+0c8D3ldnrH7fvmfwh8aEz7rQ/hv3hlDX27Qd3+cZe+wNHZnRDUPemUZNNnPWxI6bbHzgSb9HvTmbFL4l/NIkNt4fLR8+7L/vLY+bYihHERV5wxMnM+185+4bs5JWPWr++Nd5YLpybt36r/TEs9vbMvNv++JjZ9QnD+8PCe7Js5EU3Z++beImtNPCmERcUdn/ix3OySSu2Wl/m6eCirWWZlcSVPHjPOPfmZ7OvnnWDrfLAHyu/YdSltrQmIq6DLt6QnXhblv3vn95uIjZm46KOXjI2zlRGOlhfxh3Tom7oa/IH00fNvyeUydVFmbDihsU/6qLsd4efHco/lMnyrfbeQ90RV2ordlKPlAl/WDvR6nGj1aN/x5sTMjL6ojXZ+yZcVCw7i/MyOXn5I1Z+xOU2OthJ+6CeLH89cTlb7CUMebH6CfXk73DHzr0j+9bMO80eBHATZ9xt7QUR5fx1D8Ywob2WeYl/JE5Y/mCWcH/0/alm3xvzNkKZcMzyusMn32Z/ZEz5UiZug8fJuWvWP2ptm3Zy6MxfWfreTnhnQiQ63NtJqKu0fX/imLnWTvBHntxO2vK6R3dmR05dmx0y64Hs9364OF9iFfFiKJdQ77/3g6XZITMftDzgSJe6oY5iLxs7y/i4N5Y9kef5sCnWZmljzJz4ppFpnm+xP2bHfm8Hsa7ivWHH+eoelON/TrnJBKzjZ95nbmLY5w/wZ254srae8wgjRYRCCCHE0KQqBEoFVLg6fNnO1F87/1Xwl85qlqbpx1WqYq3+irSq+erWebp7G2wYaB5wrd98+4fH0SSYa6KaZrfhmkjjq8blTgwMidiGOvZSEl71bFAuvEr5Mk0+SFe80MSXopLqcXvKWzCEIV53ATMhd05f/zX2cIydDTan8bVStaH0j/OPC2zLDw0eBr/Rf6QqYrs8flzqWZK9fOxVtuQhA6wWR+/TtsV/jDNQY0eVwm+gNVyZX87XuYjb3lCGdj4vwz5+qngY9586wlbCmREeBmdnK/ZVyf17m6zG3xwwpym8xxGuNeSvale573nw8PFanYu4/9wVVGyj7Xq7rZZdC9VwbN2Warh28dRT2G12lPFW8+YuktvkLv9k1Ho9t9fc0+GU78f4E89t8HQ8zx6Hu3Aut7WJvjaHcFb2eRxeB1yvhfNN14QQQuwOEEuny1LzhwEsJ506zrO8OuKgz500zwQ2Xzxpji27zl/r8/GegS5+4bt65BS/9w2u6Ae6a6U1japfdwE8uqv1464v5IVBTQaAGNBgsIw+J33Q9ww7xQa36L9mvc9Y9LZfpONU00mvQbtrNTTmpRNV/02uiTq/7rqDsmQwh4Erlv+hPJndhJlKGBSjvOvjr7q8CCD0KdhnwO8HU9ZY3HHZ+WnZG0dcnL3n4NNNhBnr6Vnza+lYPzemGOE4xm3UlnHVJeC/MKqJEMb6RknY0DciGPfPV068ygYMaWOvDGXDACJlw8y40f7y/aaIKxCTLW1qNsP9VF0NRGIRNfnLzzUK49rTamPw3yet3BV2OFU/VarXK641YSGEEC8Qyp//+DwojpN+BEIZ+844bkEUsNksXwvt3KWbd5r4BRFMKzxbcDzf4zOecRH8IVzBeRj6yUdMvS17x/C45Ohrxlxpz3363beGa/SREG5xniVMmWkKERNCHZYnRWDzqR9NsZmioigmJJc7YMt5+hTHzd1s/Xbif/WYGS3xWZzj5lh/gz4TIiviXXBvtDESZ/myfvCU1SZ4YzUMZsF6/eg4y9yScI2VE94z/GdWRizB+uKx15R2hzTozxD///nPy0wMFMui/P7l+9i9KeTr62cutz43/cNoc7T3xePnm72cxw7iLZd8jWVUL2KLoijEUT+Zszn74IQLYpmEfBM+zugVZ9zzciYNBFZ/+6OZ2aJ7ektxXw7vTYikKBPyjX/i5HhluPa9aettnzomvjKNOHsYy6CSx08ffYXZRZl4WQBt8Tsztlh48o1YC1sRsRUzsQW/bKlrBGxce+2Yy80eHGERQn7+hxdld273vi/f8+I+5U3atDnaI2Hol1Nn1TLxcn/bqPPsD1GYWY52YWWS3D8/nHJj9o6R51j9eJnw/mjtZPrG7N3DTrdr5CVNh31r3yMuyP7+qEvNLuzzdoEYje/9tD3aBPUdRWxL7P586dg51u/3vCOMI++8o1p75p4MG4RotA+vO8ortiNsiUsHuz0xz1dauX5h0hybOY5693oq2ljox7PPO+H7Dp5kab9q9HSz5/WjLrf7+bBpt+V2JK3IAsf6NjiOkQshhBD7NE0iplQAlIqUUurESIjQXIjm22q4TniYgbj+UBe+neuvQG5vULW5SeA20LqBNJ4m1x92NXxKGkfaFptEkKI9ErHtR/jPtb+n1P/0D5T4UWZ3MZj2tsbTzu5wPrwc+0v6YVPX2wvsAROXZwdMWBleNOfYSyp/HRlfzuOAUPmK2N/yaLVlMPNbdZ2oC4PbHfQ//tYy6iZ8p+tON3F1S3/jSNNO3WCxu+NMXYEdtLsPmuvSgu4Cgx2fEEKI/lP32+vnGJRjmW4GFpjdlgELPugzyIB78dirspeMC/vjrrIBDgbDXCj02tFT7YP9Hx8+JZt9fxzEsL6Y0fe5Q5r0z/CTOs6lLj1f/9yof265f3fg55uc+bWPKa32MqjEhPLFoCZ/PDF+kZUBwj7ERdjo/U7bz2mJu7KfOvfnrhMeplpmnUjD1Tmu4acJt9fjcf91YVJ/PhEeUJY+swRtjMFh2lk6s4Tb0rTvFOnuLGdAYICMujlgwqr8/WCezeCxLlwjfNb7pPm1AVSLIA5C2bUELrnjepMrbEjxgAVx4CwNwxYbYrrlzCNfOCkui0QbYyCNQU4Gv5hpmjDZjqeLsA7Hhf15ui3JJ3C+akvVr59zV+fPzze51G83eHxex76P87Td+XUcxwWpp3zjfqr77ejGjxBCiKEMfb34bDZygQsikykbnzeBFiIZF/HQ90PQ8q5Dp2bHXLc9m/VAnJ2Yfgt/YIuwBZEUz5n4EAlPL1x+6M8s0qSPzMxr1g8ax2xSCHCuzl4xdkb2+8evzV4xZrr1XWJ/E4EOblGcFS70CxDw0Fenz07aHr/lJaRJ/4AlMpkBDBGW9YlYvSLE9+LxC6zPRV5ecshVdi4Kga41G/i++vHvTzEhmfczyAXvCIh+EPzg1wRjJjqalb3xO9eGLe8IMS8HjGPmutxmiz+6l42/2gRN5B3xE6R2U34sKYlo7HVjrrD4olAphqdMSI9+0cvHzLZ8eN240JBjhGHUi8eNIy+IokZMvsVsIB6W5oxxh7yHdxsrk9AvLdOMgjNETH962GU2ox02er1SJuSF+DzvXiZv/jZlEtIo6jEXW1nZhP2x8+0ajnZw5LRbLT5sTuNnlrC4+kiIo2eZ2YdIj/qN9RPFdZO3ZJZvyoY4ycNLx8+1/uQHJlxo9Vm0T6PXjsmTlffIy7KXjZtr4XDEYW0y1GspGFsYtrGtIk77wITJ2bzQcaXtx/sp3gsI4nhfoi4Ih6DR24mVsbeTom0HNzbURSgTyob4eaekP+8iOYRn/LEU9+UB4yi7eF+6XXWOdLCT2ejMxp07rK/NUql/dcxsK1fsiXmO7Yu8kufYtmLdHdizoIiLsrw6NC7i4c6gpmKdRREbfzDzrmGnm19/j+Z9mfwwS19aVoY1/nhsu0bre6gQQggxFEhFQFWX0mk2rarrDywH2jS7V9WlYiz2satqW3pcDdPJDVXxEzPibdmypU9+quVaPe6GprqhnHw2vv6QxpHGPVDS+FJH3NW2IdojEdsQh+aO4wWn6nbpVvCIC+JHGfBLxWXbKa+npH4L/wmcG4jNtXHWBo521frnWnih50XRZ2LjhT9+kGkdTLQX+t5kuR2LqLU8CloTyfHyKcP0yW9tuAiX3KX4ubQMzb4Gmvy78+uRaCu0nu+M+6/G3y1N4f18HU3nnTS+bvC0qvGm8dTbVJZbWt/VcH3CtkbST1rbeLdRdfLPebfVP6i43SVpfivkHtvF0xpXe9x/Gl/qhBBC7Fmqv+PpMQKgT5260gYPbJBlwsrsgJ4VNmhibkLuepJBB3OLbPCIj/X8JftvDz8nO3PJXcmMBX2fO54uDj/pcTvXDU3+0/O4YoXR1NmLaau99Cl98I6BrFgeK6ycmLWg+scTtm/07c+m++Avwvj0a+n1JlK/qetE6jd9HlfroEr6wp76c9dEnT8Gb1niiAFYG2gK5clAFMv4+MwS7r/ONpxT7Ocitjh4dlsZd3hHYEAPgdzGcM3qpvdJCxfribqO9VTUWx4pm25dH/pcqG8LpIndPuhM/j83ab4NoMV7b6kNsDFgud797qjMxJbHHePhn9h+PZ06uNbiOnyQcX8phCnCN7j+4GHq6huX3q/Ve7egcpJspdeTSwV1ea/zJ4QQYj9m5w773UfYw2xLCIIQrrggyMQsYUvfD6HXW0ZemL1r+C9seUVm3Dp92QMmCEI8RZ8RkYs9l434rHbHdZZaROhi4iue96EvfeB4RE3xj0d49iNqow/Dd84Dx86N/Rr852I2ZmSbvuEZE/h4WuSB+BEAvXHkRdnLxl0T4w62v3zsLBNc/cERs7NPn7LStvRrEXDZN9UebFlkQjX+cMMFRPQ3XJxkInv+iJj+f0+cpQ4xGGXlf+SCzbwPkAcXAvn7Ann7vYmXZZtDxMTrz1u3m2UY+cYbwxGmFCO9adSF2Z8fG5db/9PjFptQ6mVjUiFevYgt7ce/fuTF5sfLBHsRM/3BkTPtHegjRzLT8qX5u9CCkMclZgs2IVijD+t4PZb92bweQ7w4whEPadgf/owpZ/uKNsQw+PlQzwXZutA8qiK5KGLz1UfoL0cRG/1F/Loo632hTCnv6I+yWGTHiC6nPZgVosFqeX/tzOss/mhPeL8J4Qnn7YQyob7IP3VKu/O65I+Y/uboWSaoixaXf0zCtQN6QjsJ/dhYN6FMrH3PszZJXN62EY7ZH7Vgex73yw+ZY3minXg+Z637dfbbIe9pmLSsaSf0n2P7m2Ftmz9iYZZAv0eYge0bZy7NxZie3kKLkzx+9IiZdm+859A4ix3n43hD9Ee8n/jx1SaIJM+0LcqSWZI55p2Q2d2wz94XQzhs+60xU2y52VgPsZ9uxMDlrpFcF0IIIfZR7HtQ8i2lTvzjrh11/lPXHxCxVcOns2q1c52oC+OuTpw1lEVsTUu7tivHbhioiK3pe2U1Ho+/iaZ4nGp8OM+z6B8Sse1XxI8Y5riH2t9He5c+9uUvVnvUZtJ83l4+efljOnum3OcFlI8a/JXhBw46oZxaPZ8m3UznR8rz0M7mbvzUUYTxOu3AQNIwOsTfZbx9vPmJ4kKX+eiDhxto+CqDFY/TT9v6lMvg0BJVbdydbGy67ucrbrBsr7W1CzxcEdZtE0IIsSep/oynP88MPHz65MX2gZ4BgTjoEAftGKDiI7y7A+2v5fOP/z2LwjkfkFlk4f/ssMnWH7M/KrDlldhJ4Vzop9lS009nCHNsuzMcu/NlqH0p6ox+Xf78cKMLOBd6f+aCv8LRI/QwYZ/lrD0+SyNNN8ZfNZU8MGjFgF4c9KBclthsdfRDy2Ue0xmASS9Pv8Ued24rNoUUqufd5ipmXJ4Xc3k4yqYI14TblOY7Od7xVNxvGw/na9JPwpTll/iznnkMS1n6oFxsZ0ts4OltI36Z3RuuWflZOK+XxBXLuxM3Hp24jBHCyeMvX5T9/kHH2lKvON4NPvZvPyiWliIe/FpwSyfPs7k8/jwvxTlrh4k9xT7XY43XE/McwWZciK9o7yE8edrxhF1nUMxmYhvDoNkyGxxmAI1Bu0KEF8L6a01pC3YQN1vz1Vo8DraaH/KJ/WxxhHE7ndxWd9ZO8Uf4/PqOcG7HM+HYyyV3HnfwU2tHTnnNbSccZUN6uCQuu+4uv+7nq7a7fdUwhSvDtLMv+qnELYQQYsjBb33t731+Mr2OYOszpywL/VmexXlfNxeO4ejvIkZCMIM46TWjrjDBC+KpPzxyhvVxlofHOv3q8ARL0o3PlLQfZH1nm50rCmkQDzHDFX2B701fZwI5Zo0ifsRFCIHMpmAHQqGvn7nS+jeWRni2IdZhdiz+MABxFP0stswE9a9nr85WPR7tQsCE0OvizVn2/okX5jPAhnh7lpgdHxl/rs2Khv08MfHPHxGb8M5EUqEsgi3EjYgL4c7nJ83LvnHmYrP5a8Gujx0Rl1OM7wfYzLvEtZbH05fdn89KBb1m9/QNz5ndCIDwh2Mf24nTRYL0ldguCp2+Pz5ueZHPA+19JIq8XMQG9A2vCSf4wxMTF4Wyo/6w42tnLc9WBkMoQ8qFuK/Y1Ju9e+JlVg72zhPipq4RVbGEK2UCfJP+1vQ7rR6jCCuUS8gj9cSMYawS8rlJC7Kv/2KJCQApkz844qrstaGsSd8EiaFtsc+37Ekrtmb0Bq0/F6AdVtsJ9vCHGdhJmbF8JTOpWb1QxvaOEuucOE9d+qDFY+9jefujXCgTZjbDD31wwhI37QAh17IQuZcJZbk8BPiro2eZgDOKuhaaGO21oQyZXRlbaIMmdpy6vhT22X0T7BkX8h3eoWI7mZ8d9IuloU43trQTq8P8HmPGQOrnZ8vutXLG/i2PPJMdfeXqrGfGPdn/+I9QztSl5TeKI9//gwVZz8y7raxpq0dOuSX74ZQ12TXrt1obxkbaO/dpGXah5fmPD5+SLQ2FT17JM++wHH/imLlmd1G/Ie+IHI8I74TcE1au1Ffoi7PPrMm0P8v7xJuCW13cU2Nn3peLIJN+pd248bj1d0IIIYQYWqTCH0RJ3c6MlYZrcv0BIVsqZnMxWRqfn2dbpU7o1O0MbJ5WHZ0EVPsiaTmmZUAeqd9quVRpynOdmK2Kn68r+5Q64aK7/lIXR+pE90jEtt8QXyBb3CD+lrVEZQeeTrdU/ftxxRF3V3ZXwnRD4q/cjYMhvIDOCy+j/DUdszkwRfh3Z2zKfnTlSnuZNP82QJGEtR23owH8uEtpCVsTvgiT+gmuGk/1eq2flBr/7urCuR1t46zzUhO/uW5Jw/jAUOoSOtjWSk34OjxDdXHbudSW3LW1o85vem7XKJNO4m+xpyGdwl/ddT9XU/594u9ASxoV1594jJo4Ctee/pothBCiPXW/q36Oj/Z/d/IS+5jPQEYc0IgDSAxaMJjwlhHn2uAJAwDxL9TjLAvFX9D3rCgGWFhuhf6aD8akkJ7PpsRgCk8uPv4/HRxh+It7HOe5jsMvz46dDaIhrnt8vu/O8esMQBE/W9KthknhuovYGEiKgxgMSFxViNisx9kiYoukcabOSc+lNnQiDZe6drgf0sFeLwMcefSy7iYe/KXO4zaXf6jw43TWLOqPsrSZNkb5zA/lcqL+hyjuH7u8nnBcI76+xPcD/DDYRTws6YNjgO+B4DhvQcP7gcfv1OYjcVxzW7y83H97Wvs7HhcOW72tA3FiN4N7DIrboHm4pxCF+kxyhPPlRK3NGXFA0q7luN1V/HyTc+quuUvhGDuw3esoLZu6MFX8OlvCpeXsdV6Nr+qaqPOL657u+qtCCCH2bcrf//ibXj4LwnE4KK7nQjATu4Rnbzn7VHBjoyjH+4HRRSEMApw4E1Sc2YsVIsZddIPN6ka/h2dbpBSx0Q9ycQzhEf4ce92zNpsTAiIEQTiWLeX8G0ZPLmfbCmHohyLMWhuyEPsEUQw/6sKbcrFRsG3cAuvX/93Jy6y/inDM884zFv8sRUkf3/r+PXHJSvr5py5/yMROxI0dCINcnIRgjGUiEU+NmfVwtiZE6qInFz7dENz/OpY/jkEMFvt7lCVxfGf6evMX66PX9sdcuCZ7zehpufApLpvKuwZ5x07K0PsEOM4xK1sUm0VhFba7iA2/5BXbmTEvFXrRt2LGLfqI5DHtb+D/3NCBtOUmgw1RXHVt9rpQRsy4R38SKEvqEZGTidLydkDZI6aiTOjXkTcXDTKsyWxyrxgzs2hLtBviYFa3VOREGG8nMX/xjz7IH7OfUd6+PGpMP8ZHG0GcdtT8+ywvXg4W787tdkzYL540x8Rj1o5DeVOOxL0gFAh2EAaHf/J6SwjOTHUmpszLBPHY+yZeYnmkfrydxPeleL9gM7OijZr9YLY2RJi2E+rwpnDuT45bau2ZNuj3G+3ksKmxnXg/kLLn/vjkqauiyBRBZXDYzjnaOOWG/fjFcT97vX42f8+NacT3D9o6Ij38kldgSxzU4ccPn5qktSR75djZ2Yd7zrX7knZj4w47n7X8+3KisR8f2wO2UUeHTt+Ut51Yv+SnKOQW4nUhhBBiX6UqTqoT/LhrIvXj4q/0XOoGSl1c7rqhLhxu9erVfc7t71Tz2+QQqHVDWudVqvGlx6kD2mJ6rlvxZBNpXFUnukciNjHI8II09F6SeAnlhZGXaV5S/UWVF9T0A1H6Trh7FM/dll+X/lKDK+wO6/tNG/tKhl576i5fe5B+2+Ptq8t21g/2brEMfn6EEOKFTLvHC4MEceYJn4ktzjzBh3sGBm4N130wZuPzWXbZpjgQw8BEHIRjMC8Ofr1pxEXZ96asy2dZiL/jni59OPprDCYwCMNgBAKdVcFddEeWXRDcRVuybMYD8TwDAgz80M8jLPGV+YhxM9hAnPjxQRHiJ336i4RDFMN5BjiYvYE0GLhbE46xg7Deh0zLyAcyWmZi61lmSxi9c8RZpYiNGaPyfeLBHvqn2JM6znENx2AGdvo1t5nwpQ1l+eFIpRqOOAlndrRQPkMJhz/ySrmSdy8DBqyoB8o5HcSp2uDl2FTOabmRB87jl62LtYjfBv1GX1kMar74kLnFoKPHT1ujbmgT2Lj4iTiQ+0hwZV/fiW3C08Qu8okjTmxkkNLsYyauAHn0NuNlydbzT14JU9dmGHAjbvcb4+WfJnrNH/6xh7JmgPz8PG/ki/iYweHvJ8V7Lt5PcVCRWeoKEVvv00UbwFGn2Ij92NvadkoISzj8kE8PQ3gP56Rlgx8vG69nj4uBSC8b8jE55Imyoe62BdennvoYVtYbeWEw+cbgiMt/AygrbPX81tlUTSeN0+vWHeFpY+Qx0vr7JIQQYj8m/7Evf/PDMyAccGzndj5vzweeHQiWEImVs4khEooCm7ifHrtjBrFczHbIFdl7JlyaTbpumz1rPU2eQ9YPGnVZIU5CvIPwiGeqP2uxA8czmudqFKchOoppIyBiSdFf3Ly9eDYjEnr78F9Y+m4f4q3jVz5V9Ft4BvKMJx3s4jn77kOn5jNyLbF3APpoIybfbP69PFiu/bcQsbGMaOjvIwBi5rR14RpxkT/88vzFEeakFdssXy8ePz87YEJcrpL3BpZOJ0/+DCbflDVCJrf71aOnZv9n0mJ7DyB/1A1/yGB9oQDx895CXl3ExrKrb8n7k24H7yz8MQDlhZ8X9cR3l6Ove876Md4f9/4E/Rfeed596JV5Ocb6NsHeRTdaX4K8Ui8TQz2W70FRjIjYsFqP3m/CZsSBrxt5WREvM9pRrwisuO54O0EQdqCJrpi1jZnpLszWhmsnrPx19oYxl1q9xfe2OHM24rvxF1xvdlLX2OplRh+YPCJI4w9xYnlHMSb5+/qZy63srLyT/hGOtoLQLs4M56K5hTZT3swNT1kZ0l/jD81N7GjtZIkJARGKUaaUGXERv9tGPo9f+YQJFl86LrSTfGZC7GFGQuwx+0P9YzvtBlEmYrRow6JcqLnE6hM/XuY49klvfTigP+2CP8oMweFXzr7Bygq/2OMQD/VRijdJK86cR7u/NNw45MdEbL1RHEg8H//6Edn7Dzope9ewM7L/fvBPs/cdPCn78DePzX58xQrLc0u/k3/SRIUQQoghRDdLT9bRTrBW5/YG7cRT7qrsHu3Bvgd5T8unrj45V0enMmo3s1qdS6le61ZQl+JtetWqVYMS3wsVidj2E/xdxd3uonP8vEDFl6hu2N327moC6Q8h+7vd3v6UXzeGNBjspxsu96Fbf07X/hs8+umu4mjHLkYy4OAdAg443g40xtshwb6XW9uhX+/rr39U43E3EDxc/+Lpx/0lhBCiI+1+e/lQ/3enxhkNbLCkZ6mJ2BhYQViDwMQGNXZGQQ4f6uc+ndlgig189TA4FQe13jxycjZp+TYbwPHfcfvtD30zPuBfvf6x7Iipt2X/cPLi7O3DzjIB05tHnW8DIfy1Ou5NIy6wQaePf3+KLTfD0kM+IEP6kSiCYQBq3rqHs6Om3mTLL317+kYbbDvm8uU2oMGgyoJ7s2z0RWtsmSYGUxhkIj3S+OtjZmanLX/A/DEbnA2W5HaTFgMsJmKzQYwlllcGZX5n2C9soIqBDkRsbgvxnHT1zdkRU9Zl352+xZbMYXkbBnZ+fMXKbMlt92T3hUDHXL7CzrFMEo6BkklX31YMGsb6is9C9in/27fuzH54xQ3m/zuWz3W2XM75i9e1DDoBYbCN+BjEO2buXdlf/2i2DeJQR28ccXH25tEXW3mwxM+/nnWdDdpiPwMz1XKm7Oeve9DS++7UWM7Y/OPLl1r7IQz5Z3/d9iw7f83j2Q+CX/LsA3PloN/UfNAxLv9EXTCQyuAUdcHySNQN53G0EZb7OTykuyXETTp19i1c91B21JU3mj/aGLYee8WKcgB5Z5yJjfBz1z2aHTVltc30QFkShmPaGW7+/ZkNWH5gwoVWRoUtw88x+34W2iRlRboWdw20Ja4TH+XxL2eusIFa2jcDdsT3uwefYbOETLoty/76tBtsqVqb8WHcArsfXcRmafQ+bWV49fqtZivl/+3pm60dHHf5MqvrtP0aISBlxTX8kE/C0IZ+MGVtdt7iDfm9Cr1mL/fTD6beWLQz0jn68utsMJG8LLqn1+6n90/kfvplyMeF1qZi2cy2OvT7NdrTCnnBJvJCnD+Zs9naJvVMmXB/MvBNuyT92Q9k2blrn7D75bvB/ni/rMuOmXKdxZGWP/vk5z+vuM7KBcfvAuFoj/Nvf9jsMhh8ZGP/CiGE2K/p82Of9JnsW2I8pu9Ev+GKTTuzPzn8CuuX0h/mDz1ePnaW9XXpu8SZo6KAykQu+cxQ5sZfa7NW0Ze5PjyA/bnDs9hn8Ipho4iN5x991mhisIPnU9JnmbLpOes32AxeyQxXCIu4Th8QgTzPTvqoUXSz0GaF+u6CJ+zalNAZnLbxGdteuanXtgjqP/aT680GFzQhbvrMycutDHhK8jwvRGzEO2GllQFCKERm9pzfwfLmeXmGLfmNYqmfx7hDmChOujL77MnxvYJ8EhbbePa7wAh/9Ll/NO9XRf/R+9mWVtjBNkRsrxo7O5ZjKBPS+W8jzitEbJTLjI3PWv1RH8SLAAvR04RF27PLNu80ARZLiOJmbXjSyuSskKk//K9VwZ5QjlafcXlZlgeln4oNxE3Z0589cOx8sxs76BMV9cg/lIn9AUWv2cQyrdSR2Zy3E9oVwizK2cIFUhGbta9gA/bQbs4OmSefcWY+4ohiOI7/7NhoI2lZ8sFhb7TneasXm2kw2BDLO9R5KDtElfSzSNfKuOhlB/t7t1u4WaEvRn84lgttZYnZQ98K2+kTFyI2a0vhfSnYxNKq9PHNhh1PWPyWRujTkgp/ABGXwPX3Sd4/p2b/cNK1Jr6Mtsf6Jw3aTzHboPmN76pFW6ncP/QTWT4V0ae/49JWuJ/OuGWHXTf/TghEOPI8PxQm7YfZB8kTQklmx2NWae5lSytvx7QJ2iXlT/vGsU97oFzjn9FUsMwJIYQQQ492IjZ3daSip31VLJam32Rjf9gTNu9OUvur5dAfEVtKXZl0ErFV66KdXbgmmuqD9rxly5baPLWLT7QiEduQJb7YVCluGDYt6+24/6prvsm6oYi+IzGtJjyelri6i7iFPnHkkMddyWe3sCRV7bJUTYblNNrm4dqEHQj9jZKhvFb/Zfsx2kTYkjf31+I/xNNyXNJULp3qsiG6fZT290Z/GFr5TigMz9tV9bhwKbm/fZHC/sGAuy+63U23Zu9y9hoi6BhvRw8DJW1jaTnnx33SbTo/QLqKJ7FrV9P18G3iSX9j23jbJeribJ9OXu6FE/sqXo98+G+ZiY2P9bmIjUEbBhHs837vdgvEh3tmX2DQzQYzmGEhF3ch0rnm/vgxP11OlK4uH/H/8aT4V/nEzeDGK0N4tsTzknG4ObaPgAd78IdI5lNHT89uD902i5d2tfN5GzQgzh9OudEELwycMDjFwMS7h52eLQnXxs+8z+xkoIl0XjJ2dvbScXFJnJjGLBs8+/TRUyyfUQwWBzMYBKJsjqiK2ELYluVEdz5rtjCIc/S8e7K3jTzbBjlYGgmHPW8fcW722f+8NLs3JMAgx59/7yIbyGKAirgZQHrn8DOym0KGsCHWTbyHSIN8nnDNBouHvFAuxPvOYT83MVIsb3zGwRTiwB4GAd8/4RJLh7wyOEk9MViE45hBThwDPAi05t4bB30iMT7SRyDGYBTpU86IjZhxgMEpBmouumlr9v98f5oJ5LCNen7vwafYICf5YUDoWzPvsvCpiI1BzWnBYGaiYLAIW7xNsGXQmLbAtU/+qNIO+th3rpUn+Y3pT7LZzvDjg2CUP8JEBletzYT0iJu80WYYmGSAj0Ey2ojZEMrM2wz202awhQE1HyzMK62A/K4PVfJvv1hmbZgy8zpg5g7aOsekT/5olwxE2oBlcKRF20XEZgT7Y3u8xdofZUx4th846IRi4LJ1MK7X2gLX8POGUTEM+WZw/csnzLY8WFmGcJQjZUMbpl4oA+KnrBaEaxNm3lu0Abtnw/3k5WJ5GzPTyuazR1+ezOiREuuL35BVT2TZXx5ztdlEe7ZyCWVS/gZcZedjfcY6tXtlzOVm07uHnWZt3Oo2h33yw5JOzEhiYYJ/8kJ+aSOkHesrllOl2vocCyGEGLrwm97V73ruiecIzy4E0QhQzrtpW/6HEBfas5znivdT4ixcuYjNnc1CFZcTxO/YC6NAnujpW/kMXlE4FvtBPoNY+TyL/RvC8Fynf1qIn/IwPB+HXXK7PdOI12bnCn0Znp/RFkRb8+z5zLPcn5+2zR39ErfDhUmkwdKR9Dd4SrJFzI7/6G+F9R/pdxf94F7+DCQvwvAP/R9EPPTFrYxaRGwLchFbLOcfzn/A4maJUreb5zfCslJkv93itvgDLmIr3lvyMqHf5yI2wp6x9F6rg1hH11ofC0cZkSbpeFnQr6B86MdEW6J4zEV7LC15V4iTOqIPSl+RcvXyo19L+qUYEWI9AuVEPeLHwpgwKi4d342IjTC0ud856vpK24tCSPxeHaqBsinTj/vxOJYnS43STmJ46nuh9cMQNnI9tkHvR9I3fNbqiRmD6f+ZSDJvK9TnuPNXWp7pex05pYOIrfdJi9nbDGlxjb57q4itfP+0cPl7FulURWy0Yc6l5Rftju+J3B//dc0Wey/z8qKfSV+V2X/L96ecPBKvr/K+o5zjTIX88Ql15BAE/7Q72j5x4tin7Ir3hDq40HhRCCGE2DepE/m4a0edf9xABHEp3fiBpnHqdqI8RE2pgOqFTlo2nVx/qAvfziF6c+quDxTC1okXRXdIxDZkKV9c25L8hpbiqt6OIqD+0F1MnW3tE88ATexfsC7LcQ/Tp34GWBbt6T7fJJ+asMvtp9vg1YT3WQbajga3/Q2Z4hoA3eSrm3Y5mL99e4Y9J2LbYwy0oSbhdnc9NsXe5/zuNSMhqX/S3JV0PXyXcexqclW87oo4u07Afy/diX2RtDpbRGyIaPKBFQbpGFhhgIFBAD7EM1DGANFpN8eZExgIwC8DKAwAIVJjkMHENNR/nggb0mHJFwYnCEeYVERF+gy2MbhkAzw22BBnnCBuFw3ZUMPOKIYhTmZbYuDJ/I9bbGEZZPidb800sQ1xEocPXpmzAYk4mMHACbNjMcOTCVzytk8eeC1unVlgiQ3K+OCd9dh3Pm/hGHBDdER6JtIax8wMsRwRkjHbAIMa+D3i2octTiu/4I+ZtxiAYjY0rsc3AcovLqFDmTMrHWVX2HHI1SbMWRwqhYGSOAgTZ8CgDsZfcJ0NlmEP+cURBrGRCY5C2ZN3F5Sx5BM2/elhl9mMZ7EOY3nHQcxQzlYOwd6eOAjE4M68cO1ff7Eye+ewMy1ey08oW+oT+3w5TNpPHPTzQVPazbVmx9u+fZXFjX2cw8U6yusptMmXjp9rA20sMcRglbWDkN+0HVDfcWCrNX3zu+Npa4eEZTYyBvFi3MssLwyEvePfZ1k9UMfY+OKQJltvL16O2IctCAipL7cFRxrklTL81NHTTBxo9RzyQDjKnHyS71eNnp69auzM7CVh3+49z29w1FspYqMtPGvtH9u5H4iLwWTiRsyIWM/qLF821chFbAgJ8fNSBi17ysHkz01aZIN0Mf7nrWyY/Yxr0Y44MMzSXm/71myrI9qzD55aeeT3VPQf2wXtjplbGOSLd1MJvyHMbvGRniiGS8uWNsj9TzuKvwlRRGh5tfiDGzvfbPLB6nivRNhHsOeDjh43+SBP2ERbiWFaB8Vj/fW1VwghxNCl9Xe+M6l/nu0uZqMvzDLn9GO+cfGm7KNHzC7+GIHnFc/24pkT+nQ8d+iHsLQgz2DicvETz77YD2oVX8W+BJTPI55XXCvETyEM6bh4hz4INnrfwPobwY8/V/kDEf/jDfoeqXtFuGbng8MPs8FiM8J1+r/YE/t/zMRGP5v+X5wVrEXElv+RgD+P6YfyLH7vwadZuaQitr+viNi8PGK/Itr9+tGX2OxZJjCC0K8hfi8fbOL9BFu9zCkbZvSirIiXMmFGXuu32ntN3l8J/vFLnulnFeWRl4M7+micxy7se0/IC3aTx771WKZPW/FyiMS6xHbKhH5dWUehHkPbaRaxXRrsDe0plLnbzdbqNdgV0y6Xgf2Xs64v3pP44yHwOLGDtlK0EyvvKGKjnzpt4/PWP4u2x76s2R7qlr4ldc0fUFA2UWyGiG1q9pUTZlmZm4gt/aOf4PBLOylEbKEfjm3WV81FbMTLH0BZOylEbFOzFhFb73bz2yJio1yC33gfLLHyw0+aX9KyP86YkrTfYFfsp16YXVIRsZVhY1zki/qycu5ZauVMnmnDPmxKmDRccWBbys+OmukTgRBCCLHvUxX4pK4JrqXiIPbTpUcRi7GUY91MWE0gZKqbwSul07gU4rWqXWlcOE9HtFItpzqX0q4u3D/1722gCue8zaSu7txAqWtPqWtid49/DhUkYhuy8NIaX1xbSNq17YZ/2OJ4ZfT9quuaIoCnn7u6SNpFXBdHi2vFk01dgR3Uh0upu+nLuNK0U9c/yvhaaTof6Zue+28M13jBSeMs4y3hnH2GaHCdSe3rY0pxsoyryW/f80mYpM5a9nNXYAep/WUc0Me/U7nQ6K+gmoa7TnTyF6+Xabv/xLU3rIGaeKDIaM21Otx/EWbwIWo+6vhHoqprOo/zSSc7kgeIbSnkIz/uQ9P5grTMqq4LKvGXu0k8+cmO7d5OJOE8bIvHJirhqq7reFrpE6w44XE3UU239F/3+72reDJ17a6bdlhSsbvqwfY9L6Wr8xrJ/dRf7EifYMUJT7vEL7X474jHU3Xt8XT63K9+oct4xL5NUZ0BBoPqRGwMPvzxcSuzM+/IbNkdltlhGZqemXdn7/zW1OwVY2eYPwZCbJas/5ya3ZGLn3zwJIV0GGgwIcwh00x4xl/o/9Uxs20pGARuDJAwKMhMCHFwhsGpOHBDGqcteyj+9XseP3EiPitFN6nQiNmu4qxuDHgw8MBgEYNSJoox8VgcDOTceyZcmq0PPx7YT/Q++NEiYutZagNbPrMA4HdN+Of3Jl5mopvUDuJ996FXZnPuiwNqeGZwbekTmQmsbDAoH+yhTL5+ZpzRIIqRggXBMcCyNtxybx/+i2TwKM5UgLCPQTEbfgl+sYUyYfCL8iJ9LwvqF7HeHx4eB3z+6PvTM2a4KsoDu0N5MNDDQBR557eUuPlcwyAmZejtgzgZyHzdd1j6MgriooCN/EQRli+HSTzke0Kwy0SMNngW02MAjbiwg/rh+m+ELXFiexx0imkSDvEky3NaeYbfIvLM4FVsBwxsRb/URScRm8WfDw4yqEU5sMX2Vx9Cm4ltlVk5vByjTcvMvg/3nGczw5mIkFRCHZAWdYgYrBwojDb57B/YxSxknz9pQWj/V1ubL8R9if0dRWwTVoRtOxHb86WIbfgZceA0hCF+8tZexEY+k3tq7Fyz/+Xh3uR+wmEj58xu/Fp9xnb/3nA/hZ+MaFMO+wwKfuLHV1v4GC7m92XjrsleN+YKKxt+ExjApGwog+K3KbeFcN2I2KL9xL8o+83RU0zoyP0Rw0jEJoQQ+z/8tle/3/SF5wKu8BeeidavCu+2nOf5RX+MvhHPSp7zPHfPXfOU9WF5Lnufy547ob/I85FZ1i4NHUaexYiE2onYWtIPsM85Fz+VYa61Z+jEGXebMIl4T1jxRIs4iecxfUZmzWV2VfqtLOOPYAj3u2xHnGnu7fmWPvjvDvtZ9pFvHFMImnhm0v9DUBWfqVGchNCtexHbCisX+v1VEZvPxFYKu5gZrBSxxfKIf7BAWhxjE8Iv+oyxTGLfjTKiHImXPuLPlvlMbDFe/NK/4xyzf5EHyoKy8bIojvNyYp+ZXz/6jaOs3kmfsrFlYYPd9MGIm3Knz9tOxIZt9HGsTHJ76GPy/uNxA22M+GNfL6/P3D9tiv5n7HfT3sp+2hvGXJodN3dz0X9vaeuhLVMmJ6zcZuXr8ZqILfSrKe9SxFbagoCMtk9d/86w9D0kvs+xfD95pn/6H9NuTsp7idlImRLW4tvxrJWDtZneOLuaidiCH+4dz2fsn85vL2IL/kjHRWykj5/C7gDpcH/wB0KUpYUJttOn557jnbZOxMY7LD1p6os25fcUZYxtE8M9TBlDmV78nYmzkPs2xOvHXdNf/0IIIcSepSrqWb16daPoKCUNk4rXUlI/qZisidQ/zuMlbCd8+chqHFURnWiPl5mX20AFZdUwdeEQOdLe6vxW3a5QF19TmxWtSMQ2ZGl4CeFtJ33D2l1YGh1egrqyo7uXKc9W6lroc6KZqhiiPOpsRzd4/N2JLjz/rWkT0t3AqY87kl6ru94djTbWZKBPuTeUUzfl5oLMVkI+7GTf/HC6c6zdkJZZ6nYHHu9A40/ta4ijobz64AU4OIXYyB5KJqdDuXQ0IoQ1P8l2gLQm5fH1hdMtl1pOJOk3hK/Hw/XD/j6GDDIe9+5MI6Grn+oayt8qyi44V2fVxheu2/mynN1rrXdovDD4dPO724rno8xPJ9L87sGsiT1MWr8MBtWJ2PhozwARH/4ZmGHghYEOPuAziBFFJXGQ7KuX/ipbHeJhsKCu7dB2ucZf7DMrBQM2P711pwnBGMzCMRiI2Gb6g1n2uXM3ZCZ2ygeHmGENYRvLXTKoEOk12783bWMuMosDOTgfqGI2h0+euir7ytk3mPjuS2evzT5yxDXFwJcP/pAPBl4Y8GKQh4EQhjQYpCiWxwk2pIMyLK3DQB1+/vKYuDRkMXgZ4iT9N4+cbEs8FX+zlw/EMLj3+UnzLY9W3j1xUPB3QtmsDYVngyp23/Za/Cet2GZlb4NOwS/pvH7kxdmpy3NRH+yMs7DNu5cZOy4sxFOEwf7/e+6t2bUhYsqY9Bk4OjccvPvQqdmrxs42m+OySVdnfzDhHBP0MRBIOdSJ2LCBNkAdYbsL0PBDegwQsZwo9Up7wLY+M26MW2T7hHvnt6Znnzl5edYz4x5bBvbPjl1ky6xaW6Nce5aGMEssnX896zobzIr05uKr9SHdUsRG+TNI6SK6TiI28k0dkqa3GQaI/+mctdkH/yPWFX5ie0E8xsDzhdnJy7cWgjrql0FARJ/cLzYoZ3YvsrDU4fiZ92Q3BD+0edoy5cMSUH9y3NKWQbxWEVugnYht+BmNIjbKvV7ExkwXiYgt256XYzoTG/Vc3k+UWSybm7Lx039l99OHj6y5n0IdxPvpfisP4qfs+Q04bXkcTDzQ2lHMq7X9f5+eHXntwzZjIUt2YRd5mh/a7B/95Ppgu4sD4m+TD1Zb3eawzzmfscb9Yw95kohNCCFeaMS+VOtvfTyO5+JvP8/KjY8+l63busP6VRzbs8LEbOG5Gp7BcVsK2+gj8VzjGTtq9sMmqOHZE/t1zCQcReosW0h8PA87idgKgnHYRxrrwoVSnB37TfSzEDrRXyTuyaFDzYxazFpr/Y7w3OPZfEZ4oN4artPfxk76ftV9HPs4+rb0EelP0P8rRWz5jMehz0RfpbqsPra6/djDM5zZy2K/Y6XZbiI273eEAIS9KJQNfYLY34/9t9eGvsa5a5+werA6oszDhvgpexexpQL3WI6liI2yRpj1xtGXRbvzsqYvd1rogN0WrlMGnn8vA98PZhXlwZYyoa6BPl8pYivTp1/iIjaz24jti7wSB+9T/m5DmVBH1ZnY6HMfOm1LKPNUxBbqPbx/0A8bPntbNuyqx6zcrF+avEd8sOdC+8MZ8k98hR2hDDmHcIu2ZDbYe03dcqJpuO1Wn8tC4CjAI71oD3948IMpa8x2+qdHMBObzYwd+3f2vjT8bCs/i68iYuMc1woRm8Xr/dM4E5vZUytiI40oYvv7U5aaDYXt9r0kCh/JM3+ERbnFP85IlhMNiXOd+MHzzJb2vzpUOP38+Ic+vmzrpdm3ZmzO20LZbyRPlBPnabc49ilTzrttnYm/T0IIIcS+SlXckwqY2lENV+e/zg+uiapgqk741jSO0rSEaFWMJdrjZebl5i6tm25IwzaFq0unye0KaTzVNibaIxHbkKX1JYSfzfKnM5y3jyKJK/znrs/1qp9mPB1PszXtBiqe0nBV1188TDUeP59SL36qD4vrRKufpFwD5TXKM7zA9vLKGvbrphFpweuAuMLGXXG+QhJd6j053Qe/zktv6lrDlGm1xhfO+1+AFTYlrjWSHM6Tn/iBLvoNsMRty/mwsX+hN/zXN7La6AN+nq27XaW/8dT57SaO6nUP0+S6o/yI2uSgetxKU30OMrSnoh3kH3K5X+yY/dz5cdV5ewp0MjfNb9dZKzz3TSfd+n5Kes791PlzauOodowrkfhh5XRO+jG9L2m4OldS5r2Jvv47h4k0l2tK0+/3wAnp0u6sbYV25+2s2t6qx+by37EuDUrz5a6O6vU+flsOWmm91E355/nn+eT5qaNihB9WXRNN19OwffzUnhRDgbTamkRsLc6EQXFQwhwDDbk/Bim+fNl92XlbooCEATX6KtV7j0GlVXc/md38WBygwZ9f9v4NJziPcOejh8dlRqMNi0xEg8iLQScj3A8mupm2OXv9qMvj4F4uSGKwgr+UvyWYwMAKeSRN3K0hjf91LMs8seznvFxM0ypy4U7DHgYhTMTGoMyExRY/g0QIgtaHawiRJlywwgayrHzGLSiEXW8cfWl2zNxfWfrk3e934mZgI84MkA+qhPJEjMSgCoK1ODgSy4c8IqgqZh4I9mIDM2sUs4CFssAvaY2+6EYbAPK6Y8COwSBsNb/5bwr5Ix0GrhDb2UDZhKVmBwOqJ694yAZ3sNcHMaO4KZYX/mkzDIYhyOM67uTlj9jsdQgCz128ycoQiIvB23LQL87C9tpRV9gMIgxWkY4PAHGMAJBBwSgei4Nm1Ns7hp+brQkZsDYT8mPtYHoUMxJnbJf9E7ExGHfojDuKNuMDUOwjrIpCRdpjvA+o49eNvCz71vQ7rV1Fem3/oIvXWX0xuxhx+8AXZUN8lIXZFOKlbVA3DOySt5jPOhHbdgv77WJ2jmB7JxFbqD3qnHvmd0f0FbEVg8nWNrdb+VeXEyUMg9cIC2lv+HFHXikvBIfxfgo2hXDkmbogLsobOyh78slytbTJA8eH+yn8rjBwyRJcDCYSJ+VBPtzxm/LpU5Zb2Vt9hTD1IrZ4b3HOB1qZ7QT7vfxpn6QRw0jEJoQQ+yutv+3p16ry2M7l/See+T+6YlX2R+POyI5f+YQ9N/2ZVPglrL9j5vEQnr4CfxRAX9GesyYqoq8Wn+OzH4jx0L+lb1qK2HJRdr4MZbQHF+NlFxHMeWuesOdw7H9EUTx9GMRx3l+dHR5+9N3oH7q/V4+ekv1w/kP2XMSf9/3Y9zxx7M9RznsfzP1RBnG59tAvIF+hD0EeXZwU460XsTGDmT23J6w2e4iDWbPoC5BHwjBLHX3Q2M/DbvqtU7Phk28x0Rd+WHoS2yPxD1j4owfeP6yvEuwinTePOt/CUNa4RcEI+qjeN6HMifuwBb+2/pTnPXVeLsAx8dBno1xM8BRg38WI3ocn/VSM6HHEdhLLCdvwY2WS92npq/IORl/J06ZvZf3l0J5i+cWZz7B9TOjj0zYpe5ast/ekXIxGf5Djv/jxfEuLevBSo/w4vjoYSB8JQdwB9MN6Flt/rUXkb2Xt7Tv+ccYFIUHaXNG+Q3rWBm+Kf0xDedLHYtZb+tUsd08fjH44okArj9APJ2azKdQp58gHs93FeOmfks9pRf/U7OndbmFaRGxmwxLrG3IO28EFbN5eqL8F9+zM20F892BLW+RepC7NL9+783DEwL06ZdNz1t+mjEiLNkobO/PmZ2JbIFxuG+kffeUqe7/gj1X4g5xvzbwzlOtt2awNj5fvXy2kx+xXrwshhBD7HnXCHhePpfgYWeqvnSAI/+m16rKe7sddeq3q2lFnV5MD9y+aqdYVrlrXuE5U/VfDcExaaXq+7+I2jneVqrgxzYuWlW2PRGxDlvqXEX7+eE3i4zwvNP5izG2A84ETPlrwAsXLFy9HhIs/nXvuJcfTLNPuB10GKL3FjxmUCXmnLCiH+Ara14bqcTvcr5c7jn0/Rxqc83LuBH7wT/1gK3Xm9voHA0tzFx92FkfFtVLfDvDn9qVtq5197Hn5FNdzVz1fkn4EjNcpC17kadeEafVfUoTbw9SlORA7qvb7cfV8M/E+rvpviqPuXCTEU39hUCEJbwf8JrFNHXWPq573a36/eZ79oyDthXsIP8C1AWVnQIEiaVBPfyDRkQfuMfKU3mcw0DgdD191u87AniVF+uEftuSV3xv/naHeBwPirv5Gu6u2sbpzZuM+Tfvy9/z3Nz/4c7++Xx+21zTb/tyt3o9QG772pBgqpFVng0G1IrY40xaDIiy9wgADjuPo4kxHfNRnAOS3h5+TffHEq+wv1/ktqJI+P/x+9XM8C2h3tEPsWRfcqFmPtojYGJjzwRCjEPUgSMpFPT0rbcsMEfgjXp44ZTPttd+n/1r5lA0IxiV9GJRbbIMiXzxpjg2SYBO2cT8UIjbKpWeZ5ZelPW/M43nHyHPi4IsNMi3KXjruKhv0GD45LrFDXDH9eK8TL2WwPhQAS5CWA3fXZixh+dVzbrQy8LLZFHbK2Q+iPwZfDr74tmIQDkEOcSIoYnkkG9jL6xG/DMgyoEW9YIvbQJkzgMRsbJYHBnfGL7D6HHnxrVZW1BP2MBDD+WhrFHExgMWsYsSNX+9rUm4ckx55AI6ZuYJyjwOKCPcY9LvQBjSxx7DBpNgWGAwcOXmNzbRwQC5Oox0w28iZa+MSR5RrFLExE5uLr7oUsfUssHqjLTOwyMCgl5EPIhOWPJ26/JEk/wst/68ePdUGZCkfwlBWlAWD1szAQrzcO9jCDGa0h1hfAQbBdzxh6WATbS+29wYRW2/Z3qOIDdHhrs3E1lnEFgftGGDnniQu4vc2hO20Ie4DRIBmU2h3B4a6In7EjdQh8eN/cbghieuVtGWEsWOjyHLERbdZuVmcvaElkAdrB89bW2KAkjZgg7kVERtlHol9S/Lw/oNPsHsGP6RH3b572OnZj65cae0w1m8MaftGvD/LYyGEEEOV5t92juMzKT4L4jON5/DhU2+z5wX9gz8+/AoTnjMLGtd4FtGnpK/Cs5atO57thy3YZs9Oew7m/YRXhufWB8f/0p7BPHEIXxWxsSVNnoHEW9gVoD/CM5pnadE/CM/NKOY/22budb/0AT444QLry8fnd5yJ7U9CPhCg2xPPnq/x2Rr/IDE/zsuIZ/yakNHvnnaZ2cIV8o7AqewH5yK2fJlIi7dBxMZMbJbPiavMJvpQPM9dxAa2XH54XkdBWiw3+kzvOfRym5mZ/hdpUM6UB30OyvOvT7sh7z/HvKYiMvzj6DP9j56L8rjxd63N6sxy+puCB7OdvFufo+pi/4/0bt+6M/vuqZOtDZBPzkUR25XFexNbTz+tQy9b0qKO8RPr3vt6MxpEbLG/HAVvzOi70JaGvTVERz8Gt+BeF+nNyf3xRxPXWrjDp22w/FNuMY9xeXnK/sM9lPesYDc2uBBsiZUrbdTtIB9ejt+4mBmy83Yb8ksboI+1OXiivmM7yWdsJm/+vpS/t1l59DaL2Ox9DPFbqMv4xzetIja23GctM7EFO8gHf+hAuXubxa/bjiPc+ydOzgWesZwI96lTV1oalAv+Pd/khzAIBqNgLpR/cIRh+X7uu9gfDrGHtkK6xPOBg06wP0bCfhx9dfLG7wrl6m3BysKIxyXVYyGEEGLfAhGPi4a6maEqFRtVXR11/txVqfODqxMZVcfm68KlTgwML7+mGdOa8Pphedd2bcZd02xsKbuqx6iL320TzUjEtt9QvrjwEs4L4c3hjenMm5+zF+GDwsshSyzx1zscHzX/PvvrtFuDH16kePnhRaz1xacUwRTnbSdeq3et9AlvBH/2YlbnuBa89AkU46+NK42v5Tj6N8JLIPuUy9eOvzK8vC7IvnTi7OKDQRkud35sLvop043njHCS87xg8sLPBwRedHn55IWVF1fS4OWTa5Qz540ywpyYHmGok2tCRCxlha3MUsDg0mU3PWTpxDhi/thvta3qIoUfdiyfXuapaw1TR2ofA1J/f3Jp36X5X8yFmGJcIU6So00y+MPHDcqB8sFPep5yI+5oHzvJbviHfH/pxKutPL75k0stHOVu1NYbLg/fh8RPkUiVMo6Cwm/NtUbyNOrw+Ip4c2zf0yC870eq3p3W80l4d7Vl5K4NVXsGjXI6fj5Q8ZGUj1F86GKfre+nx+l52g1tI7a5+FGQuP7t+MtN9HDk1LX2QbC1k5HmpcxPa/m1oxo+dVXqzrXSkmZS1qk91v6Pn5V94aR52XGXL7M8WZ6NNP3UdaIuTHDp/dRNgbjNicHJbu118MPiVJEuhG1v+N0O9Ubef3zFShuI//KJs+w4iWZA0E74HeJ3xNsdW36Lqm0s3fdj2l3L7zn2FrCf1l88bilXc5GWMqj1564BCxyuJxG1xFlz3fPPKxi/yTwb4+9p3+ds63FqT8XxDAnbwn947pKOP3f/8aSr7X6k/krS8O7sghiipO2F+6tOxMbgwzv+fWb2qVOXZ1+YNMf6Y5+fNC/7UM959lGej/MIdXxgCP8MXjDwR/+DllY2E9pPPKZN+7OEGQHo69I/+cdzbs0+dcoqW1aRARgG30x0Y/FHMQ2DIQx4GKHtko4LkmxgZQIitnkmWOF3gv4LaWKL/Q6EMKTPzFos6fOyMQxoMNiyxEQy/Hbzu8F9hn/6SswqFkU9cbAHm5hB7cxtcVYCBipePH5+cZ3jTx89xe5ZTz9S3nc4yv3gycxuMTUffFpky0AhvkG49nS4zjPkopu2WjpeDqTvMwHE+5T7MS4TdNmWOEAWxXnYEwd4Dl30bPbLUHAs28RSQiw7xT7uzPBj+Qc/ucmEQTYoFNKhLfA+4oOHPjhlg5g2cBQHpxhE9WVV+V2gzLysPZ9OKK58eaRcxDZusdUVIiP6317mHo54yNP0Tc9aecf8LzRRGAOhzIBG+QL2fW/a+ryeoj/y3UnEZn4nLrcypT34YFZqN2HJH4PADE5FIVWccc8HHykn/D0RHDM3MNBo99K4OEBNuR157UNWn9QXecNlvbH/TZtrGaQOdvWdia26nCjtvdNMbFHcyDWW8Y2DhA0ithCOsqmK2KJ4NNZztDnOOmFphX22CBmpxxh/sH+cD0IusPsAsIOZ9bC9EI8G91uhLs9d85S1Zasne0aVdcB9wlJblM2L8jDtRGz++0K67sgjZUf52zuMEX+ThBBC7P+Uz/X428/zxs6FZx9bnjXfD/0I+ij0CXi+87x6/4RLshGTb7FvsvyhgL9n4hBg0adi9lX8MrNo7M/FfgjP0nEXXm9xkwbPIBc/RTF/nBUKIRJ9W67Tr8HxTOTZddx1T1vfw5ZbRPwdHM/vMRfGZRyNEDlpjL1wtc2+Fvvx5fKZf37sfLMVP8RLOvSv2NJ/4VlK3o669sHsPROvtD60fyskzOHTbrF+mPVrQrwu5uFd257BFREbz1mevSwpb8KhCcvsuU0Z0S+wfoe9Sz5v/v7qmNlW3pQZ5feSQ66x4w/9xzXZCdc9bqIh0iIPv7h5R/bpU1ZaGVBP5BFHv4J+Ae8Fbgd5GH3RzVanVi+h74pf+pDMrkvfxfsGqaNMOE+6hy94NPvA+Auy9x90ktU5cdPPsOVEQ9+OP1yJ6V9t/XdPn/KIBKMDnKOc/Y9SLJ/BfkRSPpMYYXCk7/3U2DePf8BBXyztp5I/7KBcicv7R9Q5fVrapvWT6ReGsqauiHv8Bddbuv6egD2kxZLu1Adtw99ByI8vQYo/ryPqh6XlaU/Ygv3fn3a7zYwd23bsx/qys1YeLSK22Gao1/jHN8xEnPeZQ/3QJ8YWq8vQvthiC+8mxbK9wT/5ftOoC7OloQOODWkdYhtpUU7cw68ZdUXeDqIIjzb9w/AOSpkShnol79QT70fUVbSL+2lJ9qpQZt84c6m1DetL0l/N+8G0De4byp40KAPEk5Trd2ZsMVtoC+S5XPAlto3iUAghhNjHqYp6UtdEddlOFzi1I43XXUrddXcpdUKmujCpE7tGXZmmrlvw2yRWq3P9oZuwVT+pE81IxLafwE8nL0e8YE3f8Ez29TOX29JIDDjx8skLdnSX2ksVHyx4Gf/dg8/Ivnbmyuxny+63lzderuzlz+g7mG3YCV6M6lxfauMwv6RUCe+e+wYwmuNyB8QT4t4ZB3PsZS68zPKCysDje4adYuXAyyMvimV8aTypq5Kfs4BxYI2X02HHXZC996CT7C+lFt5+r72A8mJ7cHJ+3rqH7WXUglYyQjyE2RKMRqzBxwRmkaD+eGllOvwPf+M4qyfiIG/UN8ekQ/0b+SBNpMxDkVxudykYyF3ity/lAM6W7ZmJERhgpB3RrvhYwQeI3//mcfZybgNQWflRgw9hf/T1H1rZf+Cb/2X2klfs//jXj7C/pqR87CWchHJji91QicRBmyW9Dxz0E/v4UOaZf9I8NOXDyf14Aha+SjdxDAJ16RfncjsLF6kL0kw1jibXif747Qbied7aCnX7h6F9MBDKfcmg6buGnW4fMflAxbE5Ow5uRDzGD23umvVb8w8+UTTDx573HTzJfv/+z6SF9rGJ9FrLbVfz4uFTN1jYL5fZSn7YUkYMmnPP/cvx0+zesTwXdLCntsFU/HsBVV031Pgvdm0nj79CS5D8dyge4/9Z+/3mdxrxGr8x/HV26+/2wKDd0S74/aHdvXX4OdaeWJ7E2lhNu2Prxx8Mv0H8npd1EOwuXmLKfBR5qXWR0h/U+XPXBo+kjKjctZ0QPrnm+f+Trx1uH8+/csIMe/5TB3ij3Xk4NmXQqk24HHv2pDMQPGstmfvx90Iabwm/3+myHCX18bWmK4YKab1R13UiNo75K/XbwnX6MLRF+g60FQQtPhBnf9VuYaKIi+f/GUvvrfRVY3um/3BD6Fww0PahnguK/i+DUQxKMFjAQA2DdQxi+SAFfwHP4EkpYgttMDxLHgh7dSI2Bs68/0E+scPul95nbJ84+P2wwTX+8j84RDKpiI1w2FuI2GzGgnIZzd896ro4EDV2bhwUsZnC4nI/C5+I5UU8kXjPFOUe7kPK56y1z1kfshSdLbTyQLhGvfA7Ou7C6+JgUzFjwiwTEjLwY/2r/J7GVkRCzFIWB7OivQgNGRDiufTGkRfZFj84+qykR5xFWQdHvj52xHSzgdh5tiFio25tMCeUF3X0u8N+Zu3B8tRLjvLfBmwyRz3FU/QpfSY2K69gH3a+JdQpdUU6Xj446otzXEO0FwdPfTmoaTYTHf16/GLf96bny13leaAt0VdBBEY8jSK2kBfsoG2ldgDPC/Y5R7v4byPOi+WEiM0GqOIyUNQ19pLH4+Yh1Ls0tyPkcew8K3OW/fL6ol1Y2wjlQ7h7g2NgN4rYQvmOi8tzliI2yrGNiC0872gPMU5EbGU98PyjjmpFbCfng8kWf1XEFu9p7hGfcSXeQ8+W9ufvbVzjfcMGOLmfQljqyOOnDMk7wsPfHH1F3j6JP7b3aRufs4FWiz+Af/Zx2OQitgPtHitFbF5fKR6W8771fa/XSF5GQgghXjjkD4LimRCek7zH8hw/fGr8w4LYf4pLRCJEod9CX6X6nsl3QJ7v9NF4vvKMIgzPuFeMmZ69b+Jkm8nNv4XRT6PvTJ8sCn1iGq8ZfZmJ1a7Y1GvPwykbn89OXf6Q9Qvoq7wi9OPwR/y+BPfq0AHyeIH960MCzPBL3yTt09Fn/dj3Z4b+wx3ZOWufsXRwl4d+yaQVW7N/Pes66y9Fu2Kfhf4Gz076gcwklfZr6Bd4v8OewRURG7bw7OebovULQl8F+xGtlyI23HYr92Pm3mXif8qNcvFyJB3yj22UvZf3a0ZPs3hjmUSH3bxT0FeL9RoFXCtDOfG+Yf0rloUM/TfSoY/ykSOusT7VuWufyC7bvDO68IJz8sptRZlQdjgX85NH8sdMafSViIv02aYiOrPBiH0NzmEbceKXsiSvvPsgzKKvY0USHGXifT3i5v2CssCGot+T9yXp3/3NMVdZflraX2gD751wcbY+JEw/0OPG9tWhs4odxOnlR7uirEdedHN2Zd4Or9i00+ygTdEn9fZE3LRBhJ2x3xnbyWFTEYF6PzyKHb3/SNpNM7HhB1viu2ScbdrbibWpvH1RRvQrEQ9a+879c/8hSqSfjc2nL73PvsMde8UKyzt5Xhbey0inmg/eL3if4H5gfOaKjTvsPnn3oVe2iOW4v2lf0zc+Ze9vnm/6weTH8xH7waGfHfrC1C+/JxNn3G3vB7QFglhZGLFtlMdCCCHEvk2doMddFR972V0itrrlKnEpTSK2/s4QJ7qnrkxxXl/dgt+qiC2t82od9oc0XFNYv1bXzkQzErHt49T9KLYSX1h4kWZ2BT5e8ALOSxQvOrxA8ZLEBxJeVtnywsN1Xih5aeIDymtHT80+fvjUbNLV5cBN/hqYw4tQHBBpcqWlDFjkuwXBzp34ipfY8xdNH7DwY663xNWHaAt4XB7G4wCOiddSTV4C+VBBufhHFLMt/Iu/quN8LZ5gCMsLLB8OvnhSHHykjGdteNLKkRdkZhnhhZmX95kbnipe9quR8xJMPMyyYR8Lxs61LfVFXVFH7z34NPuggF9eWN978CQb3EHIk354wHYvBy8rI0+T6wxFeXm54xzXnCKbeT7Jz6eOnmYfopixgnZEnvk4wEs/YjTsw68NdgVbsJVz7zk4/gXZm0ZcYB9haLPY/L6DT8p+Y+x0Kx/Oe5qp4x+u0YapOwRK2EIcXPf6Sp2F60PSdvIBxMLZvda3beFS+BhpPvmnICnjBPfnYQqSA3bd+Xk2aV7cFf6MMs3YguNe6erjwHk81eN2uJ/U7RrBxnwQFHEpf2Hoyz34bxcfyvjAwzH3AMfR8duFn6tskJ4PsibAyZcE4D5/14ifh3vxUhNK8MGO9LhGO/c8e/4jrWXXQiXTHtZPVeNtjCfHw0W/EP23nivt4xzt3z6uht8DBF18bPPfEveXOmtzDc8PP98U1h3XzeE/BmmOM3eG7ZT592vF9YLWfONI158HXGOf3wkEIPyO8kGw+Ii8C/C7FH9/JsWPm/mHc37PaHM42lza7nhe0u5wCOr4IMlvUCTOelOWW8y/58uvpWUbiWVQVw6pX/Nf7LjvkuRSvtO+/Mk/v6EI2Hhm/c2pq+NH0HBP4o90LY5wDB7W43G72Hrb93z4Nf+gvDk4BmX4/WbmLT5GQxpX6ixsI33vE7FvkdYPdV0nYvOBFX6raYvUO/cS/SZ+1/i9+9dL7rI+BvegDbSMX2HH/+c/r7DfP34bSIc2xjECGQZ5rM8U7mXuV8IyAMGzgEEs+hm0d/oiXI+DDeHeD/4QGtFWY7tvnomNfg6/Hdjt7d3IRZutgyaIbuIManUiNmYmNBHZ+MVmiw/4RLsoq1he5nrisjwMfhXpW2Fjb3LvBNtJg34XSz29avT0PJ5lZgezJPDMxc6P9Jwd7WS50nHMXHW5CbZ8gNHu/9B357fBy4LfQq9HbEXoZM/oEA/P7dgvnGX7DI5yjTBx9rC5VobUE3VGGj6IWZ2JzWdYiHaUg5iWxwrYh4gJ+2P5RREbA2nl88J/z+JvCHFxDXGt1W/ID1vaJmJb6gc/Nng2zUVsMd/kjbi7ErGNnVfYYX6N+FtJGM5RnwxguR3kgTJEYEXesCMOgifLroY6iM+iKGKzZ1HIH/HhnzJjS9yfPzncc4mIDfurIjba+7dmJAObuYiNd6ZaEVtIiTZIHeHH7icG18ZGERuDhKQd468uJ0o5+kxscXleq6NQjtiflinXGFwlr/F+ivH/wykL7RmGH+ywmUtskDze1+SBemD2ulT0in/KBUd9VUVs1j5HxOXXPEwL3G+hrxnvjdzl9SmEEOIFhD24EvJjNrYbng9sW5/fS/JnGcs4xj8I8GeWubH0k8IzeOz8+Cy2vkQpfKPP+MGeC21FBPrMDmlUl1XHP89O+hO/OWqqpY+jL8g3lOiP/kScRYxn5ndnbLL+DxT5CPAcRZD19mFnJc9M7IriN/pO9ON+a8wl2etGXWz9bp73pE2eLB/B8R7v/T+2zHRLWPrYB0xcbX7oM/Hsj/2O2Bewfk2A5z39W94rzfaJay0s6bBsJf1b85vP7Erf66+PmWm2WXla2Ue7rbytDOL+y0IfFVeWS+jT2DLpS7I3hvzQL3A7iJvy5w9DeH8gfURPLn6i3ClnlkOnX/WGMZdZ3bw25BW/1t9jFrnQZ3ExFnHTl2PlFPppZmeePu8wnr7Xie9gC/0hvhPFMKEsg+30y/gORp/ew9BOED5hm5WFLce6yL5rEAdx0Z/BP7bMvzezGfTiO1NuT7D75WNnZV86+6bkj15iGvRZT1v2UBSyhXbh5U358g5Dm6Ac+KMDyiHOBkd9LCna4GFTbi++FQDt5DvTNscyJm8TVll89GMR/1neQp+R9mJtpvdpKyeu4cfqhXwG2ynX/zNpsbUTy2vo/wJ2/2jer0IZXhj8h7ZqZRj7hPRVrX2He4e6pJy513zMBFtPX/aA9ePtncru6Zgf0iOc1X3Y+nem2L6WZy8+ZK794Q+rr3DfER92eZ48H8x+Z+0y5N1sC+GxacLMe81274NaOKNyXF4QQggh9ilceFYV83QSo1XpVgCEv6pIafXq1bZUKC49j+vGjqoYaX8XJzWNC+4JquVa5zpR9V9XX94euqEufNrGmkj9V53oi0Rs+wG8OPKXUIifeLGKA0nxr6be+a3p2SfDyysvw7ywsqzSp09Zbn8dhl8+QvBSyksRL1ZfPmG2vSjywhQ/zOfvPDt3hB+p4MKuvzxXXUHtydYP/FwinqprCWLUDQq0xuNhPM5odYQXWc6lg+lxMIRpvi+1QRsgrAuNqq4WuxDzRBqU2ZePnxnivMReYK9e/5h97CH+L584wz4MMNPP7PWPF8KTauS8CJ+y7EF72eaDBu4PjphtHwiGz34s+/9OXpF95BvHFoOgfJBwwSIDSFvCseU9F/LEcijLPU2TjZd36oo6sH/S4ygSOmn5o/bxiRdy3IeOnJv933NvDfZts4HqD3/zWPvAYh8QchEb+XWxBC/piO6wnXZL+Xwo5IkPFnzsoBwdt8ntId+0UeqOQWTi5ONK6i910Pe5WpYHtPr3a6Wf8lonyjirtKaRkx/4g7+PyC3Acerq/Djup4qf7+T6w+B1VkKZhbZKO7BB/9Au/KMRf2HMxx4+zvAbxYAlH734TeMcH3A5pj38zrBflGKivO1znzMATjjEOfFDWDlwnea9zE1r3ddSei5203jKyx3iCZR+S1rjiLa6vbR//83+8klX2T3kvyVNzukkPKu6tK152P7Xe2v+60PHcuJakV5w/HaRb34/2Oc35XMshxbqno+4lEV/ralCe+EDJjPIeLsjfivjsOUjI8Jh2pi3u9gOo+ODM2Jl2m+0pTUfnv/UTvbT9hcJ/ijwHL9WdUZyUJxrpH35YzflyG82A/YM5NugRT7gYuVvccQnSVN67jdej/VZHOcfX/1+pCw/eeqqlt95wG/qmonxd/Yn9iZp/fDbWydi454qRS6BfMDB2l3vs3Z/Hn7tNvNXDvastOe/z4TG7x+tk3Z7/JxN1s+i3xQHD+KgGm3uz45dkP3z2TeaQIdBhx+t2pF9+bL7rA9j936wKYppWkVs/MY2idjof3AP4ddshlzERhz9F7ExgJMMpoWywj7KLeaJ80uyl4S+PX1EZpbgddrStsJO7rtgO/vcZ4dNXW/L79hgY7AFm/7n+LOzdeHaz27xQRHqJYqt6L/OD4VLfy/mK95z2MpMbJSF2ZPXI0uU8kcIDFbSHyU8wnLqgj9YsO3I8/Lzv8zd+dYfJE7KizZSJ2KjT0BZen+SvOHf2xZb34+Dt4jYrszLsBSx0VaKvNh7TfwNYY9r2OMDSmypj56Zd7cMTlGOpfiqs4itWKI0L1f8Uvfm1yh/y/raEWfQoN2nIjbsOHZuXGLK4g62UE6U++TQibI+UF73Vi75TBSky9JJhZixg4jtdaGOrQxNxDavELHZMB/9+tx2LOce4BqzpsR20V7ExiAd92QsRxePxno2m/NnhtVXXqZcqxOxlTO9xTZyxi07steOuszaJH4ODG2U5zkzZ9DWLE6r/5gWjvqy5aMqIrZ0Br8UD9fkYPD6yEIIIfZp0h9/yPeLU72x70J/gj8Upl/D84vvtDwz7VnLDF482/IZlgpn/cLYH+S5xHObZ9ofHz4lmxMeUGUfMD6pYj8IEVsuRO/JRWzhmUjfmb4I8XDOnnehL8CWczxfifuTP5peCpny90HLS9jnHM9xlurnD5/xj03kgziiYz/+sWF5PqbHMX1hZjxPxfnMSPz6kRebX/JLv5d385aZ2MJz1fIaoN/B85k/5CV9ygmRHPb846S5ds38hrLHePqzLGf64Z5zrexJx95HrF8d+yI4ztM/+d8/vc2Wwadf4HmI7whnWz+JuP07CfvkZXYokz/6/tTQB7kkL5OrLZw7yj+tg1gm0dG35A966asRJ305+mLUI+nWpW91AvkO5wiPnxgmzphGftPlRAF7+YMC+o7UOzbQHmmbxEGZR7/086L/o+Y9EPrz8Zsz9lB+1JO/j9C+LVBw9MfoWzHbH98X8McfPpNOLPMy73EZ9yggfCX92ZFxeV3yGfv+sQ1iP+8J1LGlH/xTPz5jn9mbf+u3cPk7pfVPh59hNhCGe4Fy5X2saCeI2EIEtBOW9v9Iz5nZqw/hvSzOwIc7YNz8wk7KjHLtmXGP9S0pJ8/zpOXbrL/PNyO308O5KNXuvbELwvU4Qx15HnXh2rLPmd9rZls+IzH54J7g/iEccdPOqEPeOdwOsLKIBcI/JXZOCCGE2Hfw7yZ1Ah4XBe0OPI0m8Vydg6bvPHX+cS5i2hfZU9+s0nQ6pdlfm5rqjraD60QqMlu1alVLHN2Q+sd1ErLhqnC9KR+iLxKxDVniiwkvOQy0feXsG8JL2eX2cskAx1//aLb9RRAfIrjOCygvOGx5EeTlkGnhGRBhpobXjLrCwvsgW3xxqg4ahTT5UMIghr3wBbcjvLbxkcA+FHAt/J//8MRtr23Zi2eBeELY8ILZx1m8xIUFlZevgMdTxFW1x46Ds/ii/eY3HBOjiWXywUVehHlhtOtFPO7cjnCePLg/KHawLzp8rb3zwWzOhq3Z3PUPZ1uf4kwsu5vueji7ZsOvTdj24DNleVr5WFyxXKkbBGvUH7Z985KNVhe8VPORh3q76c5t+UBSfFlmQJG8sHQsf5Vo7HgiXM/LLs8DyVidguU1xEIZ7UhcXmYWhm2ebyP4p/380zlr7WMLQraRF99q7Qu73d141zb7+OLth7gQP/LBaf66B030QTlwTDngd+G6B8L5x21JSP9gEe1Pyj38Q5tlgIoXfj6AIUAhHvzFfCYubY/BRxFPC7Hcs50hVcKEY+yO/vyau7z0bMaT5Dz+aijSSv3X+TXD3E9a3hwn+SnaI35zL3FTYFElrshDUafkM2nXLQ7bUvtqjs1fHpfVXnp9IMQ4qUM+zjATGx+kPnL8TTarCLMWMsMaDpEaU+zbMhibnrPttI3hXDh/zbrHsnvz+4q8suU+58MWHyMRsXGvmA/Pb1EW3E3kJ+alXaepuGIFTHmGRL08Ckf8eVz2b8SCxN2Al2Vwnm7uIvk1u16ep/1zv/MBi+V8+V0v75eqHdGWdvkp7eC3IC8LD0ubcZfHYzY2xteaJ/Nr5yG9Fq+nFH75x9KjTvIw/JaFffIeZ2KLyxb7h95dgXbH7xeCGD5u/v7xa63d8RtFm7tyU2x3tENffsXaYXC0vervecxX7qrlwHFelkX5sjX/0U8Rh/vx9ul1Es57PURi2IiHq6RrpNfideAXjTJYcvu92dx1W7OVd8ePv37d4sjru4yPuIIt3jY8H4XD3jgTqPnPn7uIEPx+/OtTrrf6NNyulvBhm9vQQjRADAHK9hL7LfUitqkmrLG2QBvYQQ8jr/fwe0S/57AFv7ZngolXQhhEZAzKsIQQ9y6/FLRhBh0+3HOepREHpBZmrxo7M3vfxEuyi8I9fVfwwzOAPgpb+g4M9EVRUoi3Z4ml8baRUUxjdoR26CI2BElmey5io/9B+qRNPrlvLL+h/fKbXPQzixkIOi0n6iK2cjCR/jgDJPwBCvdNHERhwDEONv3exMttENMGjiC/73BWngHK8LqQCEK1WIZxpg0GnU64Pbw3XHpfnnYU71B+n/jxHMu3xxXztd36avw+8vsb4wr2BntYdunc8AAnz+SN+qRsKGP61ziO2XKNuP2dhPixlDoplxOlPupnYgPLn9H6G1EO3rbOxEZesYXQXk844qEe1oeTDAJ5GRCGOIjLRGEB2jAzhUTxFf5yEVtoLx1FbMyykYvYKAO3wWGfc5Qdg31pPUcR2/JioJq6nrJ5h81wwuAa9jIwyPsCAi7aI+WEXysnnusBypu2R9/B7o8QP3FXRWxle0+XE50X2vLPrR5if8N/n4MLfSDORTH46TZ7yQE9zA6xMJRVBxFbsIE6SkVs0eZkJrZ88M7up+GJiC2EJS9/P2mRtS3ix//FIRLq0u47+x0I7TO07/8/e+8B90dV5f+Dvbv2teOKZUXFsqt/Gz93f2JZ3Z+6VtZdlRbSGwFxSQCFJZAAIQlEWujp7SkppIeEdAIpBFIpEooFUOnlyfzP+5w5M3fmO9/ylFTm83ruM+3ec88599wyc8/33qELdqkOFfquQ19Dija9n3Fiiyfa0Y2XVwjkpRxIFwbqMvrPx08QFnqJEiVKlHjRwPt5+gneIftMuF0da+hn+GEW37boq+jXcH4hcM74iv6Sd3/ifnHw1Oi3TRt1LMX4Dpph18K4KjMOkrEtfTj0vjZmvTpn07+/Pqb/Oun3yAP6rOyGk9Dd0j362DZDXM5dDvpAeUXWH2HgGIYDPnSRgbwYSxJMDlZCnqbbzdPX4yQ3dsWu5Fshb/kXTF8ZfezEETrmI87h3X8Xfeb4c5KxqI07Unboh+l3P3fcmfrtiPEV75j8OOKEC6foM0tnPTL/yW/DY5HmD7/w5PrmXYCxA9uCXrRgp445WPEeJznKCUd+xjhHHn+elmFOLfoVyXWCDtEJ5WUr0YlORM9hIF/yf1sP0wk7XFxzy91KGzByGzp9bfSREy5WxyXL/wrN38fOKQ82FuYezz553NA4zVjlndXmj71omtqLA10MnbE6+scTLtA4vK+Q5tNV6KNvbO7nI5r0mwn8uE6g/9U+F+n3X9W5gLSkgdZCGUixIwk/EnIbeQ223q811r2tlM27xcflPe63TRu03BMblPw5wv/waSuij3Ybod+84ZkfFH36uLM1vsYNx79iM9zjGbZEXFYQfH+3KzJ2YulSOyGfpQ88G31D7IRv3WYnZtduz8jBmPRMKWvTq/FIuSHzzQ/YmBu7ZPU+7EttLS5/k3ma2iHvrmc13aHvDjZiB9kfJbkcnz72f1UO8iZQZujj3Blr4/cVswVLxz+7LlGiRIkSJfZ3hI47eYeePYUwj3qhHoiTd1ZiZTdkOZBQNN9XfQ6wa9BZ+qHOPbTHeTCfNkxXjbd8Weeva4UiFMUjlKhE6cR2wMI+2vPCe+H8HfoCyAd+fkHfbeIWnVTghdpeywCTCLzMcNQ/fcEkPROArDrAy/vPL27VF9XwBdBfpPwcmrxo8YLJETphnGrw5yEd0jqNRuiENAh5OrzE+YsvwWmGkyG82DMJyEcbd4ZwOh2Vi7SkQ+folJda54Xg58pLAaABLx88ZYauQsXHj7VyrS/HUg7On/PDkQkWXqSZsOFllkkgeCa+68SQOjWEweN44JrAM49EPs4zL9CHndocvbLPLP14sF6eI28cNYnr8YHf97xcr2EaPv5wn0A8TR9H8Hj8wy556cdpj5d4bBy98tzpPyXB6SRp46OfO/ye8+zXRSGPavcdYdowFKEoHgGekCVvj8GiTRUI0xOP+OjC6Xg5h78gddlTFH/0yMfPpukIaIvC7WbH6Mfao8fcpmUNr5QvAf5dhrBeEceD8rM73c6NjzvQ+2bixJbVhafP20oteLy8XjlCK9RNNXr+LCwHwNH16/c9AHTiTmzHXDwn+chHfPIOeXEatcDj0Eag4XqBBvd45jzUIhfGaSSAcEAYPiNfL2MAX7R1oRMbukhTdwzQZwKcD7B8YPzX361Xup4/ba+Xa6iXvJ6dD+QJ5fDgcaDraaHJtcdxeHzPx0O+LAxpPfX7jQZA2UPXbYejPvMIATwdAT48He2t60LlicvUZaPf5TxxYuszTVdi8w/OTov0eb2UOHBB+XkZVnNiYzKAbX9o+ylzxqfYgdd96vzXL70tekUfW61CHYJ0a5y5WmfdGYx6eu3Gp6N39LhBnYXMaexmtbXLNz2v8aCnkP6GvOCJ7SGTFa3a6cRGX9WwExvbdBY4sWH7THYkTmz9l6lzDrIySXLcpJ06xkE/Xz1/kabn1/fuhEQ/8I2hczQO9JAt1Tttg02CIMPXzrMtjcyxh1WsZkQ/nP7n6B2nmcMc9186YJG+R5y96EEd1yEV6QkuF6tvMCljTkK2cgW8D130kOajfAjQh8vo+vFrjtCn3PxZdSc2c54iDjzoQf+bfCnaVJfVnNgoK88fQMP5uHzFA3G+5vREvkxm4rBnObZ1qRMb+ZoMBtcBdpE4sQkfh/ZnNRJzYiN/eKdu4MwPfyqj2AHxX9+3NTpx0jaN57KZzszekf/7I23VCreBek5sZu8r9Ei82Q/H7yMSlzxMhjblyd6rgpXYhD52kXViez7WY30nNvgntMeJjf4M+4RX3hFMTrbfna2r1myW56HNeVtD/aFPYgUQK1urg9ChTFSPMUgLDSaXmage0rxF2xHCOTNu1x/qeJugMgvsXJCclChRokSJgx4FbT79GX0IfS0/3puyc3c0ctVjOnahj2Z1Ufo1D/Sh/GD0tJZt0Rzpg+nv+MaY9kvZfqbaOIg+fYM8myIdLc+hzfibwDn98mZhjj7axj0BKuSwPOmjyY8x6iQZLzF2+K+rb9PVY9nx4zsydmHs//9G3RydMvOeaOymZ6MVj9vYnnTIAGnoIBP9LTqhv6dfZizlfXZeTvRIX4sTEnFJAx/QRgb69jCdQm4gGzq8ZNUjUY/xG3WFMpzYWemdfpzv4f4Nl/yJC1344ki5pX18JZAFnog7VXTCamquE3ShQfSC3imHqzc+G62UgSh8k6+OewToBjrcD/PnG0W1/LnHM3j0NARkQCdOGzif0Hedu3zoKEM//mEm7/ukgZ7TJg2BskNnlIulJY29g3Afvtn6lu1Af371rSo/ekf/2Di2c7W8x22WZK6HkA7n3ONZyDNlD8/koQjfg+Qc8Iw4xHW+XSfYiSL48SmB+8QZveqPUc8JmxJ+Cd+7ZFn0y2vWqAPbLbvsvTW0M9JTDuiEMSkr3qUyrzAaUucof95dt4iS0GtSPsp8cpCT1InP5UB2QihLWL4pUr5KlChRokSJ/RmhE9CB6sRGYCUulwU59qYTW2edwfYU9jRfrvsiR7JGkE/TSDqP5yu+hWnrhSIUxSOUqETpxHagQeu/vZTwkrVFTvnFFxMqTAr2G79OX3J4lr5MSgo5yTcdXBOHly1e1lfe/2w0aurCxDHJXgDl5YlGR/644kWJFyg+RPAxhLBBnvESlb6EwV/uxSmm5S+0vIQyedIib7bj5EV/vNDZKtf+MkYc4gJ1DohDSJu8/IV6o9yavMNWiuBDj7/Y8qFEXzDbzBGMlz6dXOxnTmzIzX3iwRNyTRU6vHjyYs799MUwKxPc8MxfqqGNTEz2sCIAYbnQ4yWTfJKPKrwsywnnBPiDBmndSYvtmPjgxEswPJAeWSkrAvc0fp8mnQQi/h1yjcyUH0fSoEd9jdeM0xdh13+r8DpOGHf9IzP6Jw/0QlrOoSlq0clPJpL4Rd1mufbyIi/XtZcbabnHc9I7zRDwwz3SwRdxkdPpEJR14Z2PIEx+oR8msZGBNC5PWHaUP7RS2SvhZUd+0NByxk7FVjiHZ/j3Dyohn6ThvtIPQFaeHc9CGl4nHcSDbkiPe8ThPJEptunQHjUPzyiDtH6gb3SGXU7duVvrKvTQjefn+k7kV1TaObIQh/gEztFFIQsNg3rwnNKhjvBrWibvcWLDngD5urwEdMM9jq5Lv6+IJ9tFVP11KVuLfeuStSoj6aBLXugDW2F7icqPgiZ/Vjbu2X34hQ7lga1Rz9Eteva219Ja/DzgD91TlolNxO0jfPCM4Dp22eCTD9FM3v7nRa3KA/ZFeTgvXsa0G9CwtHk+7Bo+0At2hk6o396mox/kIc8sHQ8Oa9O9XiATR0X8ATEvr5en0tEPh9Yu8Qz9USboFLvn4x5tDG0VH/2QnQl85MuWT/tBftQFfmkNXZzY0CX8wGNo38hI4JoQXhtMBteDlx9x0AJ6Ji/KiH5qZVxG8KCQeoC+SF+rPE2jpn/Lu+P6D9ORJ881RSxUKJvTwj7z/BFwaEY+8oEmAfq+qg62hZMDTjLfunS12i58oBfKN5TV23VNrzB5E6SMldhPQRF5MWEvRU5sjFlZJZNxCzaATWBDtDuMm5j4MacbWxlJJ+ROXqX9P0680MUBHptjkoBfu6sT2wBb0Yy2cvqONm0jFaxK1faEjoWpT0wuMZ4xx5WcE5sKUGM70XglOOoDwFZVXul/sHdk8HGmObHdouPz6k5swsfA5QkfOOqukWfQpy7dJP0/Dk7mPLZUt0kkHuPFQTN/r/XIkLanBpP/7IUPiAysrmWTmqR9y6+XyTHWa3yPcR3jefhDfnjUeihycaTeH3HyOP0RCGkInH/mzDnRbfJM2zNtKyRwxPGMIHyQHrqUG+Xb9/K5Gp/Y3MMhyJzExD4aWoktROzEFm+/lEzexs5jlKPqxvkR3tAtZcjkJbZpzo+3aJm5Hkz2NrVNbMzsBdr1txPFZtS2Yic2aFL2GleRlhX3aPdwnKp0Yluh+nH9sXIc9kFZEgdZqR+Hndqq21kRF9mgSUAvjO1x1FJ7VOcuod1vjvB/vbbNChn3ur1TDq5DjjikDZz9gI4HKAWnzTlpeFehX1beB1r9YyzH5CRyKUTn8FbLiU3tNuPEVn07UegzJqAM/Z2KcczHTp4Yywkf1JP5mt+xk++JbpM4xIcnbHmZdDSsdPjO0+bFejcHRc5ZIYPyCu2Nc8qXsSp1D7rYxOt7N6ktnN10u+qbNsb7TJUJJCclSpQoUeLFCroCegf6OMZAjGEZw9E/0p8S6GcI3CMQh36dNPRDYXei3Q1h9wtVx0H0Z/R5/i4IzTAPf3eDL6dXD8SBF9LxzuZy/FlCyDuBPInjY5OwXwVcu0485OUMod+E5UicMI3TztMH6Ic08AAvoR5cByF/eX6cfp4nrsPgPHnZhnl4QE88C3Xi6YHTyfNQlH+Y0NPl03AvTFcUj8C9JCJHD/HhefmX54lQlAfw5MTJ23qok9A+nE6eFuBZQzpR2LcDntVNlyNAfLfrfH0hIAPvVvCrSXPpuSSPIpldbpeZfMjP5a5AfJNDNTmqpi1RokSJEiUOANRaxWpPwvPIO9CFTnQhzB+hEh63mhz7E2rx88gjj+jzRrbhBLXkq6ZDhz+r9ry9cN0XOZQ1inpx83SLQkdtoCiNhxJZlE5sBxzspQzwAnTOogd1QoMJlY+ftSDa9lz+ZSZ9ifOQQG/Yx3/S8DLEyxRHjRdvocgLEi9aLJM+uGlz9IUhU3VCgY8iTKxxzhL3TMbx8SV5qQt4BdDlxW3C+kd1afH397hCP/wzccORCasvD54cnbfgPv11Ey9+xoHRsekemwzj5XG78HNWy12ahl/pww+6gB6TDCzXf+OGvylPADmYDGFykckQVuFwB7PfrfpD9I2hs5QOMjG540t83yMJ0Usevnz8sOmrdFss0kKbidB39JqgvKAbnAxZZeI2KTBeaE03doSnbY88H53TtC7qN+tBnUxjQupNfaZHveb8SSfO0Cu/EDy7aUO0Wd6ENz8m5S7xmXxhkpcPVEym9Jr9iK4WwfL+pCNPll53PZIX+h+34dHoByPnqZMPE2vICs84GVC26H/5rmdVNvjd8ujz0bkzyO9BnbBkgocJ476zH9YJr2QlAuHpLpGFcgakZXUC+A/5cJtzcI+445beoXHhf8ldD6nO4Vmjyj8m0Jg4ouwoXybf+Ch3xfIHtOyQxW3pkwPG6aTovcIMdCy7rD1i0/Ds/PGRAdtVWxemsJ0hzXdGI+Zti7aLXDwjzvDpt6hdIBtxQ5CPi4ZM1yzbqUvjkw/bpYZ2hGzo+MJpSxO5KR/CmBV/NHsUe0ImAislkq9v9VAN0KVtYDn748Yu13IlPfUDHVFXR6/8szqOYCNnNW+Iblh6l/JiuoZCqjOOyHLjsrs0PmUNz8S3mB0FdpA6sbFyGs5EOLGhZyZVyVttRsvOys/1qye0UXJM7wVObPH2hWyhgZ2gN5x8mYR/Z0+zFdqcH4+cHy3dZR+a0rwCmjGgSxzqMXQoD+oODqToFj0fL/peJHonXmK7AbjGZlj6H7u4Ydk2LSvKkzTrRKljVj6szybf/ofoAVEO+ZIO+2di3Ff0YXIfhy9sh3qrbam0XbRDXxk8Uez3L0rbZBLkmIEPJl3ZMgFdkR45tF1X3Vwp7drC6PIVD6lNFtcjWxGUfC6cdovSu+aWe3R7EOKTbp0IZjJtjKbd/nB0vwhkdmN0kI/yZoWZ48au1HxpO+GDev7zq9dEo+6M1C6Y1OeZTy7n9dseYNOhExt2onYXO28kPOYnozPyC3ggcUiDHmhLaKvZLoWP+fQ//GKXbbuxF7e7b5/bFC0RWyENOsAGtgmR/uNv1b7Hy4M+hPIct/4vaiP0O2k5dFz/BOrwRdNuVnsbu/yeuF2xOp/mYXHVPuUf/JntG3/WX16nNjh8wc7oNomDHsk/2m3biZoT21htvylH6if9N3qhPVLb7TUukXXC+j8rDfJ1HpSflLES+zHCYsIGi5zY6Mff/auboq+PWRt9X9qzH4+cG/1w9GL9lTr2wPjMnGJsa0U977dI28ArVtyv7Zfb5chVf1UnGsZO5rzCdoYzdItF2grsHHvEvrVOSMCZ0p3k8s40JkCxExvjrXA7U5C0RdL/wFM1J7YfV3Fig1ddiQ0+1ImqckU4VjB4U8+piUMfgXPkZuvjpP8WDlJ+zDEWhyz6BXOCM/0YDXPawdkH/n5x9erUcSfjxJZuZ0Pfp/ySrv9S1QdOTmxDyioWyAQvlA8rN9DOcs04GwcsxpcfPXmytLtjNC76okw65cQmzEHLViBJJ28ps7f1GKc0sBPK3/tayu+i1X/V7YLUbmLnK2T5hfQ56MGQd2IznfHOxXgKJzblKXBio6wSJzaRpZYTG+BexonNVysU+8SJDZpeFpQBK/O9mhUKhS5liFMj9euzZ8yKRq16VMsBeuj7uo2PKw30YvXDaLsTXujERpvLOwTttOnQ4mI3OMmxYgxjKWgT2Bbt3IW7ok+deZP2oQnvErCnjBObSOl6TMo5V+/UZkMntlinPCNOhRPb6CWxExuhTXXTe8IGLUO3ba8n8Ie8rEoIXxy5Ri9KN3ZOPHTgEpWD/iipCzE45x5jPnMItbpDwJGNsTG2bGmszqhMCivrEiVKlCjxYkLa1+tRv4FJ5yzjKnu/tHcu+o18SPoP/dZBGovv8D7G4mWd+f1HC4wTePfkG0JCT5CmA86X0fb72cm67DNLAz8ih4wfMsQrEMfVkMpt4Jk/55kHrtGCHPR/HnGaNhktEF95IE1KO5uOe56PxeG569oQxwnjOX3nSZ+ngIYHhacL4mb5cJBHkE8YH73rPeTKyUcc9ZSP4ZnrLZ7FvPrR+Y51aQjyrtAfj+Vf/tfvnBeWE4ERmzyL+Qdp0jiNjnTtuZIKgsHjFdEAPCeQn7wPJHln0xj82tNIHOR7wctSrj1dNhNFon94jp9zCEOCihsgzlOD3fFo2ageT44Cf2b1zu4lCOVAfo5exhzz8UuUKFGiRIn9FOH4kvMixx0PexJF+eVDNdTjm9ARhOndISp/P0T+OkRR3LyTlSN0/vI4YTk5PE4+hGjPc/IiONz5zVHEA8jfd1rhMR86giI6jYT2rsBXRMNDiSxKJ7Z9Dl46ikIe2fu8ivJB4ivDFunHfCZMLlj9pE4WES99Kbd0VPHC6h/f9OdF76x8FGF1sX8cOEEnN5j8YKKND/9MQODYxD14wPGGCRSdDI9fmPnP6y38dp94pzohvLWnOXnhPMVkH5NVTOAwuQGdD3e7RJ0adNpKXySNDvwwATVT+GEijNU2mLxxfl7Wf64ecXaAFnkcc/Fc5QcqTIbo5KLwTRp8jFnimzxDOkZjpm7PikzwjgymGysHaHL/iBMvjCdNFmu+pHtJ//k6EYJemMzh+UcGTooWP2iTey4L8s3Z+jeVXx3SJB10WD0AWqTDoY3AJOSMHW0akIFyJ/5LBthEInkx8cvHK3hANx87caRO8pAnE0jon0nPt/SeqLphYghahL8X/ZMf6VjpjAkqJrXmbPuLPje5mDRbrHqCX+JbntNEhiujWdue0ElLZCMt6cjrH0+4SCeztCT1AwInwJwwmPj5+Ygm5Q2+cPLBlq3kDeiackJm4syVa1ZyIQ28UWavkvKHN8oXOb51bksw2WzUPGv0gd5J/2HRE6tVMKHHJB4TjsiEfOgdR0V4ZALvYydcoGlICw1FTJSD06fe/HDkosRphUlar5/A7ecTJwxXuchviVwzMffmXtQzq1duk9gDMmGPTNal9iiQE86REJ5GrP6r5gv/ro9X9J+nR68bb+w1VZ7PUEeUn42YqTS1xkp9g5atJmFtCWX5s4tbTCe9pkcfP36Y8m567ShED5IXNHBiw2EJftlCjvycD+VJdWZ6455C+bNTr0/uxMakNY5ZTFx+/oq7owu22AodyK367G8BHSPPRwdNzGyXlSCm73odtfov0YcGTTU6fWapPqmrL9OysjqBU88lK/6g9qIWF3ycIkDnsG6/0/LBgQ67WyoZ45iGXUObrcg+IPqYve1vWp+Qj/J5W6/xyj8OV7+737Yf9vqubZoE+KCM4QNHTNpL001Wf/BHnaV9Yista/fm65E8sD3oYuvHXrUiqEeuHznG5ccz2kHaExxWaGdXi7HTtpIemWjzcf5o2f609Q8C9INcp7Xeo3ZI+cO/84EcbJWGXjnnHvF8ctll6Qjcic23E/2aO09K+wRttTv9aJjVW2gf9h1ZrttsC2f0QFuH7r82ZmM0RQqbyXLrN60emm5vUp3QJzRLHNoVttrACQEdIK/XW46UA/bijolqV0wcCK8d1b/3yUcef57SZlsPbIUyTeW37eiIh3MEto+usA2tQ7HdwCc80j5R7y6avy2m9YzqTftdaUeR7f+7fGc0RhRP//2WPlMTWZ0W/RrOBWwtEraXqmr+pQVRYj9FWEy0M0VObIwjXtpvntoSbdBrezfpke3UsQPGUMRxRxH6feyLPhWaZp9Wj1lxDdsnjju5YFNv6jVJfwxwo3QIE8UIWfUXZ3wccshL4+dWhKLvUJuTumVtU4ETW7ydqPd/8KLyBv0PYx9oNuzEJnFwpIJv0gqrcf9hdZzxE20JceFBnWf6L1G90rdtEgaUn7jfNH6sLlN/j716jfaHls7KwAN6ps+hfaHOqW7jVsZg7xDwvV6Y/vDJk7TcbDUwczBEviPPukl/XPG7O2yFXwK6HybvJj+9dqO23YwXaf+YVPU+kuOQZt9OVHgrdGLDJc55A2k7DHPoMtlGCzsTfcIfMv9mXRRdL4QmiFLhadiaZ6JvjVmjfSf6dj1w/s7u10kb+ayNBYQucsPf6a1btO3zuMhfz4lN7VfKFDujTUvGwApszM64xzPaYexebUHygHfa8HRs1qZ8nbvwwehtPSfrVrvOD2XgYzvafJzzOCIjbSx9alqfsivJKRtiu9Dm/YJxiNYNjcuWpYu1zCg7xvOUI3GQkfx4Zg51Tp9tPGdGWSe21BnQ7D2ud6Jz6h19hMpY4MSGDdB/YBNev+lLoE89NP6f036NHxEQF10YP5JPv0UqD3lpe6PjCet3uJ/wrfXCnN4oi+pObLbta5gOmXBiw3Hd0hQ7seWvS5QoUaJECe8vwpCg4kaK9FF2W/W8E1u2P+uq/gc6HrKonHQqjtdlqKKfSqR8uO48dCkaJdjV8RwSv9rEXyHaSz8HkneSRDvQgB05Q/mQR7X7ij1orx2F8lqLr9S+S5QoUaJEiQMBocOOO1P5imh7GuSVd3pyHuohTENwnhtJWw3V0ob5hKiVlz+rljZE/hnXjz6qs2MKH1M6nXCMuXPnzkz6Iloh6l2HTm3tATxBqz1ObNXGynka1WiGoZq9NjoeL1pFjuBolM7BjtKJbZ/DXzbyoRrSyaRb/xJFb+0zST/G89E+2Qao7Vn9UGGTJdBKp01S+nEeEFNns/C+Be4yqcGkwEcGTdUJFT7+c+QDCZNebFH0hl62peUr+8zRSY2eEzbppI9VsdRJ6eRxq3RShfSHnzItGjj7oejyO3brFqCTJZwy815dTY44rMrEZIo6O+w2/vmv/Dxo/NhEhE1IOD9McnLOhIIHtpwhHel1Mj2eXGQSgpVA3t6TiR5zxLL0U3RCTic4+i3Ue5eteEgn5e0DkPGTOiFdqGmZyEF+Vn7gmgkvjsirk2l9Z6lTFSvQMNmIfjiyQhcOPPDKRBN8kTeT+eiCCRMCTi2tO57TCTbiwxeTOkyk+OQ/E1c+UcjxyOOH6SQPfJ5643LlD3vB+YXJRtf/pHsi3ZbqiN/YSifQn75jt5bbvK2PyPUYlYfJnXCyjLhMZrFqAQ4SOOS5ExsTb+gS3lj1jYkotU9+QWbGIbCt+4iLQw9yQ3tIyx2ps4bEJTof4NAHPKDTd506R537rOymRG8UXtAJeoBH8oU3nC9CZwgH9LAZ6BGvSRj5l/MW6MQeNNW++tykDinnT7ct8HByQxb4JC9oGFLaKpr8Q3es9gKvxEW/yORx3YmGCXF4OGTgsui9v5pt5Se6ZZIO/RKg4Tb75p6TdfU5ZDJLBFZfsVFWzkIe7NHqa7PKAw8EaDs9JuCIw0qCyQfO3cHk226jS/ngZOWTdvAM7+6M1DGIHqRuUwfciQ1e/3XMRrVZ9IM86Iz6S0Bm7vk1gXjQMN5tJRzo4Uyjdno6q5BMU9vBXqgblLtP7roTxcdOHp9MFqvsIJafPMdt/KvaAvUY/bHyhuuVI/de2neB5snk+0phNmy/XKdqxz1v0HqIM9pFd0XqREcdwpGD+9S19/a4MpodO4V6GVC/Xyq2987TFmielKXJM0UdbjnCB+UEH6xSiS6t3gXODQLsEyc2dA6d0Eaghf1hl9g69oRzJ3pIbZ3yMwcL6ratpGdOShffGUVHDrhObHWS1SPhBfrWrj+fyAS9C+fv0LIhH8rB203nBd6ggb3CD/XDbTUppw4AHtANTmzw/X8uu0OvKTNsjkAcAnwSsD+3Q+6rXkHgvOJ2965z1keHnTJLbcbLirqMTDynflJWtLmsNMfqa+gLvRNH4/aSdkh0YuU5MylPdB46sbVX/8hIulT+cCU6c3zhd72UMfJevfFZndS3fnG25kP9Cftc+IYO5TOk+U61L29L3IkNXv7uf24RXdC2Wfm6rNCgLuIch6z/NKSlsj6WOCCQb2dYCerVYjv0X+r0IeHQZBWwghA7ujH+ot7jZIudfOvc1mirNDvW79D+tKkd4yjzlcET1D7NOUboD1go+c1Xm8JZknEe7Qx2R13ExhhvWZ6x85jYKHXJ2zbs77TW7eq4o300TmxyZBUx8rR6GNho0A7QB0DTnG5u0brBGIe2izikoY05s3mjtuHmvGV80C5Dw9pty4U2B0dXHNbg3XUFP8jD9quMUTL1RfTDOWlxaKY9MMezVNcvHbBI8/zQKZOVN3orS0877yG+J/+gRXvAOIk6r2PQgUu0jaKsKAPvY7WOSxvmbbjqcIA5vtEuwi/5YSO0GbQpypfoDFrogb5ce9DYiS2RLeZLITfRpa/EpnYmNsRRna/ittfK3/o27MIcxmxMQzz6OZys4Ac9ev/PNQ5K0HG9UQY4sTEmVP5qOLGho9CJzWTAxvRE76F74piObPVB2lmci70dpG3GJhh78WMG2kziW3mK/QTOiaTnGXlTvhyt/pn+4d+d2JR2m9kufQIrbaIjdwZ0mhbMaZG6afTnqzOdvbvETl3CC3bAVq15JzbGEakelyb1rtCJLd5OlLqQOIXG/MDfD0aak5zpxhym6cNGr3xUywabU17RkTvQnsyKhyYDOiG8rC/bicK76Q+ePntmq743Ke0YnFNO9IXQhAa6RP/IxA9VEtspndhKlChR4kWPogmHbN9gqDoxEdzOpqMPCX6kLP94T2UMo+/U0l/SrzG2oY/18Z2hsv/J0q4Pj99oumrx8/fzoRqK4oahHvLxql3nQz00Gs8R0g7T5e97qIeiNIQ8iuIQqiGMwxgnPIYhD+75D+SLnjvqPXd4vHyoQO5BGDf3KHdhqIjTTlRNH9z0OIXxcgjjFoUU1i6UKFGiRIkSBwqKHHf2phObBxyV3JGoliOVj9mJFzoeFTmxtdfxKEwbIswrRLX4wJ9x9FAN+Wdch05sAFmK6HS1E1v+uj06JG210FV0QhsJ73fWXkNaYSiRRenEtt8h+/KxO1hKXStdPCnFdmFN25/XCRubLLBfpNtkj30815dLrajBywwOFRrifDgm9zS1oc0mx7cIESbOmTBgQuCfz2iNRq18LNos95k8IM/rNjwZffuS1TbhLnGYnFrzV5vkhyPorBCGcf5h0uWTZ81ThzsmNGgW+ejCRDnnTFixJdlX+oxUB450stLosMqb8WOTkEyY4/y2UJjhAw384HQ3Y2cU9R5/mzoU+EpsTIqETmxMPiAXqwAwscLKNchEHldtek4d5ZiYeVWfWdG3hjbphIZOrMR64hzeT/ldUzS46a5o7IZndPse4sEH9Jh0/PnVt+oEJhMjTH6wnRITgYAygjcmPu6UAD9MquCsskGuocMzaKIvd9rh3hYJ6IH4fLAiPjpAj0xyIYs7YCyP9c/kIo6C6+We65/JP/iBZqj/WdtsZb+QP+QgPyaINss1KwgxwUaAFvmhHawOnpl4RtfkDW3Tn5QkERRZJzY+tlGuTGjCF/ohLtGRzbd+QpdMGr27+9W6UsrauOy2SOZXb3peV1qBDpOA/zpsgcqaB/wxOY0dkC+OQaxORh5HDByvK2D8++iVaj+Tb96g/GA/2BT5Ixs8GdI6pqLJP3RmTmzNOqE7SOwUGh4XXVG+6sTWzyYLyR/6fITECUpliu2RVZCIh0PKvw+doTqz6e1s/cAZhtVsmKT93JBm3TqU+kpebIWJE8vAmbui9/2qVXRpk85FTmx2bpO46O8HFy9QJy0+iuKwCG9WPzuKlG9sAwcbZPv4hRt19Rb4nCIKJ0zduVtX25m6w65xsCTM2L5b7ZRtN7VWCu8czYlAykk/4i7UCWW2O7x05R+jzZItumArzkGtd0fv6HFDUp5XLU+3qVMIf8hIGrYFpn6qTZ03P7p245Nq/9BCv6e3bFe7o44wed9z0uboMWjE5e06Te14bvSW05YoTfijbfjnM2zSmtX4WPlu7e+fUP2QDntlkh37p2xxNPvHgeN0i68tkgXlQbv7m0V/VB6JA0341LY47jvUPgXI2eeKudr20Zd4m0G4VeiM3fRs9MXhy2KZcfKbqDbn6YvKDz2+7vQ12i7BK/l/5sxZ6sSCEySrLbJVMWnQK/aKsxV1lbL/1/Pm6vZn0IMftsSlfzl24g5rS4Q+dN1WU17aD69/rPqpdnfRZrU7dIGNTUrsrC21Q7E/7nFkpdC83cE39Zd+g3aF1XKojzjSYm/wvUbq9ZDFj2nbg9y0PeiYLcpwHqB/RS/wlpYnq+XNUacDypOy035I8nX9H9b9MtHP7Oh1g1dl9M/qbq7/X15k+qfNJR156Ep0vbNObOgVeQhsw/vhk221P/g8/JSp0ciVjyiP2Ao0cKzGceB7lyxXfbKdakhLnRC623aGtB+UJdv6atsU64X+0vVCOVMn2HqcctJy7kxhl9g7iMuIgxcX/SBbhNLP0HaZA0lxUIcQdT4zBxN3vnxP96vUiYg2kHaDuq+QTDhnnMIWtGwTzWqs0HGHFOh5m8mYgXrBePW/pth27Bq3/1J9Tj7YqgkQb+OpE4LjlR9WVeOIjWP71CGQtEUytgnbAWi6cxF1J+/ExtiMbcRT5y3jg7TwkYyXBPxHl8Pn36N1w51oXFfwyNgtHTel/Q48ke9HBk1Wh0DSqq4lkBa9sEqvjU8sjfUW0Ejp8A9a1G3G3GyRTF1W3Qj/Vo6xc9OABXrUIOMW7pMfR8oVGZHH6bG1MLS87GgXfdxIHNdDUvYxX4Y21SVjQcZa5pxmDn7ok/YT+4MmvCov6qCV6uCtPSbpVsluYwp5DyI/+DMnO9tmEzmh956Trk6d2GKHK8ZKPolMPpQp7R7vGZQBcVWXsW45Jw+eMa72dxPSYjOMB6DpaTjSJjIupA0lDvyocxdObOrIdovQwNFObF7GlP/3d5uiz164VttV5MZx8TWSDp7gX3X6gvGPrGw/TV0gvjuNsWWpOoER5Jo+jvoD/Z9M+6PqhpUVNa7wQx/EuJJ6opC+gPJmvOF6hFd49BX3lI+ME5s5pvHsfTK+8PpEWmzW6Vs6c7um7JDhyhUPJqvvwidlTDoCcsEfPyag3/vUhetN1lg24tNmpXo3eDnRryI/9uV2jUzYCDIqP7uf1bRp+qAelShRokSJFxfqNv4+3opD0oH4vTzsfhJN/jEWph+ib6fve530ZfRN/EiQ8Sx9k8YtpFeiRGMwG0qPexbV7L9EiRIlSpQocaDDnb7CwL32OBx1BmGeeR5qIYzblc5MpC+C03aHMY9XLT7wZzijEfy6SLd5Oi5THtXuh/fyz7leu3ZtfFX8PET+ur0gfb5MPNQDcYpWRAvtA9pc+7Ez5R0izC8fSqQondj2O+Q+SsQvbsk2n/GkMJNNTPrYR4rmqM/4DckHCibfiG/n/LNznxgoCkyseNB0ki+TQkzGMOlHHjg/4XxG3qSBNHH5aMIkw4mTtukHE3jqN36dfsyHDpMK5yx6UCd1+JjSd9YfspMDnAQTENDfLP/uenR3MknIhBz5MEkFHSal3nfqrKhJhA4nE+Gfcyb5yWOjqG/y7X/Q+/C8U4I6sfWzyawvDVsaLX7SnKhIhzwc4Z0VypjMUCesk65URxWd3MJ5QOTyuPDFpAn6ct0hjfOBo8v3rt2utJAfpzbih0AFTI64o0Z+JQ7XtcFsQp2wek3W+MgUTgK5vOgVns9e9LDqjbLpMzvVf1IGNfRvcdqUP5zgyA8npuxKXMZTSDOUp71ObGyxBR/GlUWHHhO1TBxR/l88/+ZoiSiY+/BBHORGtuskMyYzyRv7ZfU7ninivNEfOtFJLSljVgf61Jk3RcPXPKl2gnzwDH30wMQh99U5SuhCHxoGq7cp2tSG8k5s2IjHcycad2Jj0vGo85dEy0Qm6PKc8kQ/0GIrLCb8sFs+SOJEos4sCttG4rSWbSKvOcfgUOX1lTVMkB/RSYMcfWc/rPHciS2ZDJT2g6PZ/J5BHwAA//RJREFU0guaBhq+3Ss2xxaE6Bm9dByiB6lL0KCO4AT1ir5zVBc49DCxyRYYTBjyQZaAEw+ByV69d9LV0UdPHBnN3foX4yVwJmLSk3LFpthCDici6h3xkA2boWxxEqJuoocTr1qmtqh2quUU61XaHeyI+vvD6+5S+tR71ynx0cdKCYcPslX0Dj/ZnBwTuxOQL/dwvsWJDTuC5lfPX6BtmdsddgEf2IDn4fbK5OnfST3+ybWbovXyIGy7kIn0379+m8qD3eHk63YHHQKAZ/SBbZHO84EO59xfLeEfBk3XyWPyXieESKc0cLDOlR+2ySQwDnb/cv58lYmVXniO3OjI9YZe/2em2GuvG1X/nx++UttYnsMP+cALvOOw+81L16q9Ug7Q4llnQB5a/6Qtc8cByoX6jc29q+e4jN2ZHbrtXafOX3O3PBLbnW27iZzmxGYrvBxzzUbtg5Db1hGyssJ++olNIre3Zz+69i6N6zYKPXRAvdTylLjUvVNm3qO6C+sP9HBiYxUzHDNc/y1iNDgp3Cch1D+6c/ltO9Xm6OhLUyc2QN7o/rdNG7TfwFZxglkn97ANLx+nRVpsj22oWV2UfLwtoW9y53HosLUgbRN04B97ggb6O+aa9Vpn0QljHGS1sqY+WtwS+z+8nLAhtqvWetXrBq2/1LNagbqG0/a3R63Q9tnrEDbndqCIM8FisT8ZWuqqlrSptH8aejdpH0zdwUn4otWPa5uEbVFX6Wto26jnbBVOPVFIPcD2zplxe/RhqSM4yDGe4fiZ484N+DE27EcmZu/Q+MTx5ytNHFnpk8nr2Iumqc3DL/Hoi9mqnFV2GdvgwEkathiHhtbENsvF2wPaexxSaZP+vvsNyj86Rb9H9b4wWvv7v1l9ietxWA44aVEP/17SkoYAHcYg86WhoQ56P5Fslez1zgkJoE/9pr3+lfQvlBW6oZ2gLVGnMfrUOHCN0xDlQp6sePu7lX9S+Z0Wq91+8MRLtT+grNDDx084P9UD7zXCmcqmCOxAzqF1dtPtumowNoQusSParFOXPiU82uqeCX8y3uOcezw7Z+HDmb5UITpEbPgbOn2tbgPu9sv4hC2caUM1ftvTyh96hg/6FecDHWNblD1xTZWmW865h/2yFTVxLY/r1WaoO9AM1J/wxI+D2GIWfZmOm5Ptt9E1deGsxX+K7pC4jK/fI2WPfnHcZ3yU5R/JzQawbZzJ+SGPlam9Z9L/vqZ3q97DpvmRxJjNkdL/SLeRWjeQlzwYDzBmhJYyLO9wyHHujHU6fjW7najOzR8/3uqdyih6pLzN9u0HFTzDFrAJpS9poY9TNvQ1ndgHdZB0SII+6WOQ/zujVwZ6vVFt4sRJW3R8Qn/2Txeu1n7JndiQF6dOaIQgH8qQMSe2RYAedLENbCQpq1z9c+SvS5QoUaJECUM4rqkP+rywT6H/nrP9cf3RB6v/8+2DbwC/bdqofVN2/FGixIEAGyuXKFGiRIkSJQ4euCNVkcMOYW+jvfl7vCJnqc6gGq3wOn9eDflnXMNvEfJxQ6e3ENwjhI5bfs+RT1fkFBaCa5zz7r777uS6M/A8QsczD/XgTmn5dEWhqwHNIl0RSqQondj2O6QTG+mHBnOY0ms+1MuBD+mDm7fqpAWBX7enH/OfD5ze7MWPCR7SMEnzsAQcIjj3wDXpmRjxSRzu49TD5AgTAKxMg1OFTqrh9ARtPtRLRnyuZxUyJiWY7GD1GSak4YGPKnxMYVKFCaMBrfcrLwanAYV0QicM3CPAz5FnmZPT23tP0q2D4Jk4GiHUWyw3eevUjOiNHJhM922e3tBruk7w+0QaIK3ny8TJYYNadCU2nGlYiYe4zmslUlkSPkRP6PR3d7CF4GSd/GFCJSmrGJyTH/qBt/Y4sTHh705sSvOFpzQuXCI3PJv+bes29K+TMxrZ+K2nf56RH05sOEp01InNeJIS8UiSzidmmWQjLuWLExsf3Cg7j0r+OGfgHMLEFxPR7uBAUIgcpCEvVqnwcm7Z/rTyqrRsdtb013uiOk3hFHTixB26VRnlBU/Q9CPlCO+h/bTPiY3tRCud2NAhumQ7I+oZ9OGTvFz3BM5xZmH1NByKmMxjdTJ49efwguMUdJggxOlN7VWo8dzlID72h4MqbUdNJ7aYV3haff8TUdOOZ3WlqkV3/Slxsus4hHZcXu4EhUOPbyWGwx7XlI87v7hzEIFrdMEkIjxp2xTzjh6ZAEYXvj1pUpYx0AN65hkOf+jhsG6Xa1prM0xv6OWDTOaK7dOu4Qznz9Ng+VKv2FLq7/o0aZmP2/ColgF5AeJQL5hEhndzbvy9lp23VThuhvGdZ7VXsX/0wsQ1Nu4fpQmWxpzufrPkzxpX25tLVsSTsWG/YrCXBysHDVreXJu9I/t/jFyok+LQcj0bT2n5wQvlZ+U2U/sj6nRYlzxv5xd5PnXmHK0flGGr3ND2JM5b84jtVfkYZavWMWGMDo2HjoO8KPt0O99VSfujTqX9Fui12Z2tuhLaH3x4u+Llr85kYnfQ+KcL1iZ2l9ie6At5KA9W5GSyHDvAeZW+yGgF9VXO0eGZix9Re3pD76lSnrZCjCKjf1Zig/+WRP/YHnmHuucIvP0xJ7YZ0dFjbrN+WWhStvDC808PuEZtjjjNO15QmspbDk6f1KTlSFvP0drNK7WOfe6C1Vrf4Vv5iW2Qc2x32IJ7tN6+ts/s6KcjF6gcRkv/e/NtGZbYTxC3GwXA/ihXypF6S13mWBR45s9pH6gn2L/bSlWILfAc29whZoIN4ej1g1ESLl4QHT92uW6n6W0S8QjUI8/X89N+BAhN8iW+x6M+c8yPTVJYG4v9IzM0XR5ouCzEIdDWwwd8uewhH0bf9Op5uT6JB90i/ovSUXvgOywHT0e9T+q1JCCNp6sG4sILMkGP1Rjp+44bu1J1zpiCNvuHoxfL2G6hvq/cIGWAI3SYH/nAm5dHyBdyokvjpbL/CgGNsKycBvJyjx8yXLbi4ejEq5arbRCOv2qlrmzHM3QDjcykcHzi/LnuCJxn9B23T66TkA+OxK20Gas33OMZccI05IEOoJkHukM35MMW8n0m3B79SPT+w5GLVDacNKkLpIcf5EMfoX6df0XMP/+9LqEXVvc7fuwyrUtsDwrtblct1fKGP+hCn3zg2esIfPEMuRQiZJFuapezncMjvIb8e96qUx/HCOCfe6RBBuJgb6QlT9crgXvLHrcfB+iqeQNsC1r6Wn64AK/+Lmn8mAzQc1ouB/TIj+fOe4kSJUqUeHGCfsD7DYff68oQwscF3vfRt3KkP6RvzMcvUWJfo8iOS5QoUaJEiRIvDhQ57BDcyW1PoYh+fvvMaijil9AVqEbHneUAx9B5DhTJU0Qrv5IbIG0+bjUnNgfPnAd3+nLk03GdDyG4ducxv+4KhPl5qObEl0dRWudvT8FXzAvL1kOJFKUT236HdFLDmiG79skenyxnEoCJanNim6ETRHxYtzg2UU48d75Zueup6NiLp0c/GTlHJyNwGCL8ZNQCPTIxwS/+L5x2i37w4CPI0l1t6njGhP1RwxbpJDvPoMdzPooQOCcwecFqOvxS/909r9ctLD3uKS33RG/pMzV6fe/p0dGX3KqOIP5hhY/+zwvDJi+QhyKnr8OFHMRhazkcKeCHCfHNkkAnSERGn3g3GqSXJ7qygOnPVycLnZBw8mASQ7kkv3gSRyHndGHfvHSdOnDgnDdi9V9tUkNpOmL6ApeVOJQFZcQHJBwBxt5nDl2UF1tZ8SyV186ZDCEOvHWlExs6PqXl7uitQvv1vZtU/6ygkdE/USUomLSJdZrm26aTNOrEJvrH8YryRl5DqhOnE8qDYweOFioPtAUWr8iJbXZ0VlPeic2c6LBHHGXIn4kjl9FgfBOfuNg59HCcuGzFQ/pRT2WJGYQ/9Ic8OH2x2hP6MCc7D5ID9Nue0LSh/SAbNBTQlBAfBMVObNiD8ikgL2zjg91Gq0zIhh5MHiRLdQof0Pu62CMOMjj9sI0kOoIv9LRE6gf5oL+jz5+ntJWXeJsrO0emF5SPIclKjqkTm+sTml7uBM8DHRI4z9hMhyC0RS5ouRMbZcFKUjgVUufQCTbH9pyUFfJZmKzXOCHivMOWomqLMe+UEzaHfKzgpXr38oxl8vyp55QT7Sgra7ACo9EyRx4ct+CDduCUWfcrrz5ZyXPKERk4UkbXbnxay5yAjqHvuuSIzVB+6B3ecMa0eiFU1d4kSB32lVEsrdk0ssPHMRfP0TbEnpnNK0R++EAGVnKhvUE2+CL/xA4UJj9H/pMOPRGXI7bIynD8kps2Blpsfec2Z7ym21lSftje//ndndo2uMxqz8iiAdtu0zSLxODMXmeqUx72qojrmqZHD1IO3j5QnnvCic3s7mYtZ+ir3Ule2BgT3GyVzT3szsIUta/Z2/6msiAjOlS7636Flv03xtymulK7c6ALkV/tasezQjPdDlzbEi37x1P5463VcEiFL2z0m5es0LJXSHyouxMbujzqsiL9Y0/o0sobePvDKlPImndiox9j21S2bIbu5y9YbvnqpH5RiPMReRMnerlGYuworI/6eghfakOSVgLxJXXUvO0pjYctMS7B7uHI+JKD/hekhlxin8NsgCIpKhbuuU1Tin5eKxgdoatjkThoPkUwG+IIfdov7IY6RcBus+0W8bmolm+KkPcwTj5eCH9elCZMVxQvjF8JkxEUpXPdViJNQ8iXQZJXkGlwKrB803tco0erw9CgT6Reh3pnTMGRe7QtPqYzGE8OaIc8OV9ZPrLX+Y81tWjQjpI/tuA80q9gK+jDIpqcRahF22Dp/J4/z8fPIs0vH7d6GhCni3XvjmEuF0fKQscVSR42/gjLHtoV9PWm1TXXGXqiLAlelpQ3NIw2VI1+nnaePtdhPI9bC0VpitJxTd868ebN0S27nle+4ZWAPvzcdcV23d8611awo//HiY2xPT/amvOwjwPVOjJ51eInjYdeilDtfokSJUqUOFiQ7Q8M+evOoIi+Ie6Tdawbh7LfKVGiRIkSJUqUKLGfIe+sQ2jU0agrwXfFrnBiK3Imaw+cTh6+QhcI86wWHxQ9K3JiA/nrRpzYPBwITmx5p796CNN6qOfE1tmyR+ePPfZYYd4lUpRObPsd+NCQnywKnNiiwImt+S6d7CX8T/MWvadx4okNAud8iGfVJraSYXKdCXtWf2FimsA595iY/88Rc3QShImdq5bfp7RZgeb/XX93dPW9UTTuHnOQmBwHVmfjmoCj1icu2qj03tFrgj5jworPJ3OF6Dt73Cj5sJrN/OhLw5ZFI1Y9rttEeX5MqhM3K7vJwbMrlj+gjh/Q/9HF83QSAtk8PsdEbgHXTMKYHtIVYXD4wikDxxgmZdL87Nyv0ec3L1mlOntrD1v5jQkd58vjkQcTIzi3sFrbqa336nZpTNbjdOSOZugY/v99tDkh5PNFD5QBkyiNO7FZfHdi0zhtJiuBVfOggf5ZTc71/5VhS9Upj+120AH6R5fEVb7iybw032AlNpHjw93qO7ER3+XJOLGJTYbyYCPupELc0IlN4yvadAVBHEnciQ0HDOwicZgAQhu5yRsHCPSO04+v7OaygKy+x6qjhU6w7janIOgwlae05R68oGPKhjSkhUYI4jovlLE7seGsUs2JDVmQibpGWQCn47SA2qPYFPRwrGGlCJ+AZRLzovk7lAY21nuCbS+sNiD5cVTZ47YBWu4EyxbAeSc28k11lXNOCJnqFIS28BM64eDQc9Rld6ljl0+cYmeUJwF9e/B7yMKEqvFutq9OM92vUKcf6iBxADLxPBThzxJw1KI8WS3xN4tslTkiod9hC+5Tu6Pd+dnUXdG1wixORbRvYeDejWIgv7kt0jpC24pNw2Ooe2TCaZKy+t7oJWoDrneOoc0T38rBZKUteV2/1uiYi+eqftAdshBHZZI84B1+3tn9WpW/2InNzknPUB39j930rNooK7ehMxyS0QlysNUmDrBntNyl8Y1f+S88Q4N6QflhTzhDoW8GcfDl+tYxnQSuVa9ir+iVNNhyqCfi2Ln1d9hAV6/E5vWPtgwZv3T5VnXUhnfyc7tDz+RHuYX253an+mxLndhw5nO7U73vfkF5ddkA7WbztmdUv68RmZCN/FxmYmlMsWf0O0HKE8dH2t9vX2IreVr9yeqftsH1T760X9BRHuMjeXAM5Wcr5aMvXR/zazxSRmyxR76UU59ZD8V2lNIBfu50CUmeLzyp58K+9gHQoQ1Dp/o8APHQC9uRvqlPk7bbNZ3YShywcDspgj8rCgbrP0Pk47k9FoWUThaetgg1n9V4WfV01WMYwnj14rcnboiidPmQRzXZuJ9P6+OwIp17COOnIS3P/LMEmQu5rKHzPEJ6hGo8NYKQTrU0+ef561qoGa/ggcf34DLRUhL8fmaMLPD7teBxCKG+CPn0+et6aG984GnCkAf3GJ/85OL56ohG38Vqr90mb9X3t9MksLXaiZO2RUcNv1n731f2bdXxzSEDbtHtROlDfdxW3O80YK8lSpQoUaJEBvQdXRC0s+FcTgvGQmGfFIYSJQ5MuO2XKFGiRIkSJQ424KCzdu3aA8phx/l0x6uu5LsandCJzcE196uhGi14XrduXeZ5Ee1q6fMoShuCa5znHHknxXrpOwrodHRVM0/nZbw3EebLObygv1CHL2aUTmz7HeIPE/of2MubTxy4Exsf6oewklKfadHr+s6Ift2yM50Yjif+CXyAZ5J7xo7n1amDj/Y4iuAMwEQ7H+xxyNEt/OSIMwsT20yCn910u8YzB4bp6jjjgckBwjt6jFOnAl+9Bmcc6OAMctWmFxInMyYEmJCGHk5UONpAB+erbw5tVVkmrH9Ut69hopwJdps6MDlwQMKx6XV9Z+nk9hlNm1QHyKZyCsgnkVvANc9tIuIZndBnsj/vxEZ84oYBoANWTYNn4jL5ETqxQRc+7xbCg1u2RJ84ebyu5ISjCbrFOQFe0cehA5eqHtH9v4+27eA8H8A5jhE6qSLxO+vExtHkNocx4rKlE84Kpn9zhCLdN9B/yx2qf7aERf+uV9cNeUKjnhMbcS2+5enyFDmxeTzuYbv1nNig5zbmTmy+GoTTgjZpcHgLndiwL+xF9RPzGurbtzs1/qz+cE5Q2nE9otto1IkNPbbXiQ16pM/q3oDNOD1sjEm5x+Qe5cwRRz1sleds60X+Li9x9Fzk4Ii+fTtRd2Ijb4uTOrHt3s1/41ch6TWE9zoMoRHr1Z1wss4/WWdHzzPUCUh41QtbuUqdZnJObB7P4/rHX+yCuk19YMUtttulbAAObjj7UTbYvbUFtjoXbZ63g5xzj0BctqTC7jJ6jdtud2Jjm1tWC/Q2iOfw7m0m4D7aBlbfJ2sb4k5sxCUOweQ3p+VlUjHYchZevnXJWtNnoD/iU3dobweMWxMdMdDacOiTBqcubJxgW20ui+3qTqWlPKktZJ2oSJuutGX9FjIR3/izc8oDJ2zqM2FIq60kSnz4JI6eC33O3Ynttb2blM9Upx1H6sQ1SmX72pjbYr6tnMjXbDTnxBno0WXCiQ05TQ9XqB4SO47lSegJiHurNHDeH+ed2FxntP2cL5XCYlIeXflKnsZbpf6/PsZXHjRnQG/LYZOjn6fyFzuxeb1gRUTsYuCs3yftl9MCnLt8fj/hv81WQE2d2KaIfaxOxirJ1qACT+d6YYyQdWKjB7d0JQ5UYP9WBxQUpofQGGL4o9BuM+ljeDx7Lojbpuwqbum4I4kH9ML5qqTt0P6iInFXQepU0tcW8BHn6dlXsJDcLJYhTKfRugCV9CTf3VKDVd/S6hDQv5YB5UFI+UvTI3tKxZ6n8RTZjGogTJumT5K6XWRsQ1uXAvJB+gad5lI2s/lXXldDHC8lZMhfx0huo9dQtpxcVZJXPpBzZE1u60mebkxby1IOQahA1Qcxaiauh1hXASBD3/id0St1/MW24Ixf6EvoO+lXOHLN2EZXX5N3M47EY9zz4ZMn6arG9I/GVjaPejw3aislSpQoUeLFiLjvSvoR78vywRFfe/xqXUx8P4wWhhIl9kvUNdB8fShRokSJEiVKHOhwh6JGnYz25jeWannl+QxDV6EaraJ86uVd6xkInxfRrgff/rJe2s5edwbQqhYcReVdzQb2hh0W8er1pETpxLbfIq0a9vLGtd2ziThWXrphw9/USYMP70yCJ84QbeaEovGZcBA8+EwUzdv6aDRr2xO60gmhZfvT6tx25uI/6UQ6E/k/HTFbJ7aZZGbrOO7xC3U+8L+qvzmoEXAOyobZ+vzQfgv0Oc4cOMnAJ2AiHWevb5/bpI5e8P3KfrYCHPFxTmNy4UODpkU9J25QZyqcLAAyMaGOYw4TE0xA4LDDhLrK6xM4yUsu1zbZYjoTxJPpTPbntxO1hiiv5zbNE4cB8mPyo8gJaYswgBMezl0vEz1QFugMZwLosxoSTi44tL2i7xzVMysduVONg3McM8gH3tq7nSgyEd/Kn03ZYvqxXnBskaKOvnPudHWGMP3b6nCq/36tqv8PnjIj6jnhDo1LGlK7PvJOZPWc2EJ5sk5sWIPFp+zIA32014ktzd/KTSHyQo+4OEAYvUonNso8q2/Tn+bXBtVYHreNNnMmuVtCoROb2mAsE5Dz1H6aq9pP6MSGbPCd5K3/HbY9KQ5C2NCbe6YrAyKv1Y871VYJnFtegrgeqCyqe3Ow85XYoJdxtorbD9cVwa+VThA6B3SWrsT2wcCJDXl45vlaZsV6Ac4b8qEPd2KjXqIz1UXcFhosb4KuYrf6cXWOogwGztylZUMcdbZqMWc/nFBf2neB1hnqsrZ5tH20i1J+brvcw4mNNEUrsWG3tAk4sX131GK1ARPPtn31uF5uLj9tMnZEG+jbiXr9UPmJLPJzj5XssFN3KiOt6cocy5CPNvbooXO0DTG+Z6v+ucZxCUc7Ajp5icjudoXtoGPnkdriTlSs1vb1S31bSskv45iCzs1BTO0vXkmUrWPPTOyVOOaEqynjtszrMzp9W6+udWL7SLdRSvfoS9fHdhc4gSs/WadbvRdD7/FP6gx6Nz2YExtbURu9ZzVKQk8C18hAP+lObElbEvdVquN4a1VWiKONoixwZKXslZbwFtYf3S56TLb+KI9xXGDXqfzF24laGdFmwSNbqOLERntj9Qh6nHPDZFKOtX0x/WnRx7Jk62PAvwaDk1O99Jys9kaZc60cab5xloo0bYl9Cy+79qCh+E4470xdDQHRJKkHbSD9wk73FPJ5Jtdx2OfoNCNedyXEdJxkrZAgueF0OogKwpVIyj2Gr0pWmKwOLUfV9PXQ4YSVSMamAZx8u7OpSJAtl5BmZVS5qrgpyF3ny2FPgb7vP0Yt1T6NH+wc2v9mHb8QOMdhjbGc3VsYvaL/PB1T0c99efDkaKG8SDMm7BS3RfoIUOdxiRIlSpQ4QFHUvvs9RrK1Au86RfcJeRp+DcL+tfIHEdn+PJOwRIkSJUqUKFGiRIm9DBxyfHWxfNgb6Mi3qSKHOw9dhWq0w/MQRfcc/ix0NgtDiPyz/HOH661WPL8f6stBer8XhhD5684gn08Y9lcU8eqhROnEtt8ibVLtw0P6zcEmpnEcWPQgTg3mgPCe7lfpRLE6NewOnR/4JGKOPaRhipnAOZPYTErjyMbkOBP5OEc8IPfMiW2DOuDw0V8dZyQvPvTjRGBHCT3TVYl8NSKc1A7vNib67YzbYkc0k4E8mZAes+pP0THXrI8+cEqzrSTXrzVxoiC8pffE6J/7X6GrBCEPcjAxgQMFfDC53ZVObBbfPvqkeq7txEZsJvlxUoEOji0E5MfJ4LjJO3QVG7YXZZvBAcueVwcR9OnbwSW8CThHN6lTVcec2JAx4wyjcU0uyps0v1uJ/jdGh53aqhM9OBDi6IXuTS9Tov+v32WJI5vyKf9Ii524ExkOEDw3pPk4n6E82ZXOsECTgbKDZ+ytI05sUPJ8DbZyE3F/NNocKkMnNtVPnDf8+Up27+t5dVp/cJyJHTkU6oyTbkdbvBKbyZ/CnM585bS8/QB3InEntjf2mqp8Z/JOkHVio9xDJzboIiO2SmBlQHVkARmnVtMYtE5v3aK8NeLEBpxGGDoHoSuywlGxE1t2O03PsChv4ug9kQ991HJis7TIJDElfyYsf7Poj9HbeozTcsJZh7Ihjuopdvbz1dWwQW/ztA0kxO2gOX6xMttEddw89qJpKovrEt5sJbYbVdbvjVqaOrG9EDifShlkykFO8k5sXJulmJ4UsZ2q/LntGxUiLzaOnUHD2o/ZagfvPbVF27tBM38fsY2kb4/6i8n3aduGXWXqEXYqOqUNoF7YSnrNWSc2BDCBLP4L5tDFc2wURz6c2K7d+HRaN6QMkUdlEnmA1mex0a52YqMNqXBii52wXLeEpBwCJKLFPKNX00PqxGZ6COqfwmgiEzaTcWIj0vO2Bafm3/aE3grLk5X1qjmxqRw5ZzSFllVwLaBvruXEhi5shcLxYneToyFLHkmd2LS/NKQvgKYH15/ebciJjRDHF7hesLcfXLxA9aIcZeovsHQlDjxQhmk5Ggo/JOgt7Cq1k6oIiHLABj0EjwROy+h15ANGEZwOx2x+Br+Xv98+xHx3mEiQPqTRAGNZPTkdO4Yyh3oPQyYLPYlpNIBQtxlkiNaHRy/kSeWJTx3ZCAmq3K6PDiesgrgddrIul8tmyMpVmL0TSJCWjT/K006jx3Ez6QX56xrI0quPCjsIwHju1BtXaD/sTvj0b6/v1azvFoyfWHmUsRRjOH5oxOrYQxfsUsd+0iNjKL+jYT7rRGyYTokSJUqUOKBQrX33+x0Njvx1Jbz/zocY9QmUKFGiRIkSJUqUKNHl8O84RQ46HvYHFH1vyvNZ5KTVWUArdO4jD1BtJa5aefuzrnRic1SLh97CZ0Vx8s6LLqMjH78zCPPJ51sLtb437mmEPBJCvkuUTmwHGNIPEVQpJns/Mmhq7GA2JRq+5kn9AM+ULx/hmfglHoFzpoA5Ephwx/mA+NN3tOmEMc5QrHzCxD4T2CPmb9FJcRx2Bszapav7MOnNpDKOGAQ/Jw2B5wScJtzBBp6dB8+TyXKcpGZtezK6cP7OqM+E26OPnWwT+u4g1HPCJqWBLBxtZbgWdbrCmYKt/qAXTqqQh15Lo8M1cuqERNvTejQnJHNiIw91HIjhNAiAiXZfSYuJEJw7TL+2stmiByKdBHl1P1bRmhH99JpN0eq/WDrkR0YcJTi/9l6bmGcyxZ3YQpAnvMATvDXuxCbx+87VbUETJ6zd5sil5zFIyzUuBjgvwBtOgqzIN3zBzqjf+HWi//E6wQM96KJ/7ED1If/IDz3AH06KlDN6MJhthnwiD9vHvby/yNPjCpVHXVJ2pytscYQGtH84qtKJDTkMxduJol9oEBRCmzRKT2wZBx1kwl4S55tYf/DnTmx5fQP4S3QerLSEwyir7iEbtu95u0wuF+WOExtbIFKuVZ3YRJfqxCa24faYkSkGNoMDC3XAndigR37oinLEMYo6xCqIxDf+25R3swdzeOJZVSe22NHI0ybOSHqOA4voRx1dTI6OA3qVTmysJKXONPKcXFIbMDbgi+A68nvKYuBMhNOM06MsPB70PB3ALlh9DZ2ywh3tqDux8QxnK8oGvY/ebKtiUW5h+5cPtIU8o1zMmgzkz3N3YvNtJJ135890bu04gQjIAI+Ul28nCm2XS9GAExuyzXyY7SmvV5mIc1rrzuj3cp94yAzfHOGNZ9QhbCVTj7ABsQd4QN/JdpaJ81baHriuXSaeo1fyJnDOPZPDHO3cXjnCx/fjldhocxNb7QTQA3QrV2KzNsTyN5CXy5EPZsfpSo1F24kSL+XXrpEhdGLDLpSe0CJ/1XHbU5qO8qSNQleZldikVy/Sv8tBWqUTI+U5bX8KndgkEm0LbYw5d07WMYC3X9BwnXgeBKfPOfczTmxij+5U6vUxhKd1vbyhd7kSWwmD20bjwDaol3IIEvplhpZexPGrIve8gkgVVIvj6RulE6B+dOc15bcD2eSQk78aPKMkwzhd5l4Baj0rQDujB3A58qGj9AyN85PmVwuN0quMF8pk+TTGV4zCyHmaYehKdA09+grGL7wDzJL3mxnyfnvDhsf1h0+s5j24abO+czbJCxCrkdMH0p/ybhe+T9ZCpd5LlChRokSJapD+jXcrfqCm31AkxD9WS4Lfzz8vvOYo9AJH9hIlSpQoUaJEiRIlDgSEDmD5sD9i586dhbwSDiQgRy24w9vBgtCp7tZbb82UG2F/RN7hsHRiy6J0YjtgkJs02G2TzKyUgoMMq0198qyb9Jfkz8h9PuTbpw2ruEUf3YnDRHbTjmd1Eh8nth+MMic2PujP3vaETppDmy0+mUx2pyWn54G8npMATQ/hZIAfVYb4gufw6k5tG+T+z6bu0vxwLPrQoKk62U28lE+2T50dfevcFp30534iZxxsBzubaMexQJ+3mYMIk/15JzZPlw9MbOBwFjqx+cpyTJKc0bRJ9YYD0leGLVHnFuRx5wFokC/3WNUIxxUm8ZOV2DSCgVN46bATW/dr1FEAvfORi7h6rjBdaHbqHGPpeU55uv43yu2fTXlQ9YstoH/ycDbhDz3AXy0nNg+hPO5kp/H58MZB/5vO3OkMWfamE1te3/o81jfnic53p05s2A/bScILdYV4WpYSOHjZU8asOoSTCvlQV0MnNnRB+o46sZ0yM3Vi8/rh9fXo82apfkwe04mdm2PYwxJwTgqd2KhPKq/YD3lr/KBceeahiL/2Q2gLb5R/oRNbXI+Up5gPkM/bedN7UnZeTjixvb73dHXqcSeukH/AkWc/vuYOrZusIjlR6qrZtdXzMSsfVr3CG6uyYVs8J20YnHY+8MzBtTmxjY/e2Lcp+g/ROzagcTL11nTjNIgAn+7E9pORthIbuvO8FQ04sVHfvd/Aln4hbS48JW0lBCUeB+yLrT7VTno31XViQ0ehE5XzpiSpJGJ/XEN32IJ7Er1ii+jV5DAnXM+DI7aMo9frRXZ3YoNmZ0CdyTixjbkt5rt4JbY0P7NDYPcoq8qV2DrsxCZ2AC3NvwEnNmzR9d91TmxtaidjNz2r209TN34x5Z4435SOB/Jx+bgmT70OnNic/2pObIB7rpcKJzYdYYTp0nIosY9BoRQVaBfASdciXxnH6m0S4geV8QR64XGrIfe8gkg74enbSaexJM5rym87sylATv6qCPOWkIw38yHHTzsZ7Jg8RXx4SGm2n66hsXRpfrXQKB/ZeKE8aT4epxF6xZGK6HpokG5dpPQM+evG4bLSZ9A38s5GX8aYwwPX3Cf4GCrN0/KtJZfnUaJEiRIlStQD/YW/jzUS/B2wVoBe2U+VOBCBXWLDfIfgewWB8Vo9my5RokSJEiVKHBwInXTCsL8i5DHvDLUvV+3qLA5k3htFWFb5sL8CGztQnO72NkontgMYfIBf+bhNDr+s/3x12OkzfkPi3KCT0cmv9uScwEQwv+DT++ZQMGfr33Q7vDf2bdEtHZk05mXybomC0wQOTayStknaN6NLWqfdZucJbfKSY8UERBBPJ7WyH3RoOplYuE0CDk844rizAs/5oLPur1H0ppgfnLZWiOy8AGu+ygv5xnm0sSWkcmuInQGY7Id+6MRWDUzo43CGgwOT+KkTW7ySUPNW3QISB4DTWrbFjiIim28LSIfwwhPK/wTJ+B29x2Wc2EIgP7zknaqQGzl4Dv8G0x9OH5SPOonFTmwap024jHVsZYVeYiRlZXETZwkBst0mGb2nxzXq+JVf8YhznBBCJzLsxEB+lU5s2BXl9Z4e10Vz5YbKg360jCg3kw3d4bDAtoWhE5vGVxRvJ2r5W74KoYs86sQ2ijpxU+LExuSVyWq6yeo73I4VuwkdVyR+4KSCcxB1jbRLHojTqDxBPROd81HmW2NuVVsmbuLEFjML78jw4W62nSiywXc27xhygc1lndiMHvHgjfrBVrzwhuPJcqkfqj+tC3qiuueUfFl9DN7QD85UiROb8E4cK3crV+hQHuiMwLl/cOo40GvWic2dzqDv5WDxsGPXr6XTe21wZs5SWt9CJ654+0KcfmhbTA88dXqcmzxsbYwzEWnukMfkDF1kXCiKeVOfqaqrzw+Zrrzqc/JWPgjOEwG+Yvqqd2Blir7ciQ3nrcxKbHFdsDIwWum11RHsKHRi0/IVJOUQyh+sfJW2N7a6HG0ZjkJqR61xu0aeCpEl1hXlYE5stk0tK5mQXmMqj6ETGyvf2XaixHF6KptC6MZ6oN1u2Y7TpTlgf+3c2aoHjfOCGK5Dz9tUZz8YfbM60+1JJzazO9pveOUQ251K7GXsZRvH0ft5J7Zm0XvWmS+vB+p63olNsfsppaXaC7YTzTuBOT/YKPn6dqKh/klrtkFc59dAulpObOiH8QV1gjJ6369adfVOpef9LcHHFAR0J8+Io/LKNXLk+c/3fyHQC9vxIktNJ7ZUoSVeRKDYPbQHe8dcrG7vP2iQn44odH9CXf5TPXjULhG3S4h0ParKlzxo0C66ClUZ2rNQv3k50h/lwz5iqUSJEiVKvIhAP8P7Fu82rHjON4RqgXc5D0XPPfDuyvsa72nWj+W+WYX9e/ogRf66RIm9CN7p+S43bPoK/f7BD2lvWLZN7VnHZzVWGCwy5xIlSpQoUaLEgYW8c46H/RVFK8f5ClngxeAMdqCi2naqXnb7I4p4JeS3Xn0xonRiO4DB1DqTwcdcPEcdUV7Wb6Gu9tV34nqd+MUxgRdFmtP8x3uOpGfSnu1WmFzGSSGcNObZd0abExfODt0m3akfYXxKP6Tpgfs8J29eRrn2e3zE8XT+Epo09bttxTI+3DBpzsR+6ERFPCbuvzJsqcqKM8d/XX2bPied0/L8/Nx/cc/EPNfQD53YzGlI4AQccs4HIpf/TX2mZ5zYcBLAoQO9+UpC6WS7Of3AF7xDZ9SdOGBN0bhd6cSGjnDUwimGFaTQOVzAB2k9HfcJuAFwj9XqOBIUbc/oM9X/SVeqLWBLrn/AOfI26sRGeR0+yFbOw5ltxJonzIlLwHPowif31suNz54xS20Yhwm2/uG+yq/ouBMb9Iqc2HAaQd+63WmBE1sKOZcy4BkfID8x4HqliV2MXvlntQXTka1yBk/YCc5Q//jbRYmttceJDSQyKdoKndjUWUVAXPT91fMXqaMPtI65ZqPSc36oC9gA8VgZkLIhX+paZiW23VknNs5JP3zaCm0fCCddMD7QZ0eBXlMnNlaSgvd/HbNReeG+840MBPjnntszgftu615ObOtIO0J9wzkHmV0mAuekQQZWWiPea/s2R8dddYvGNbuzlaywe1YlRO9v6zU+umD1k1p/4Y+8nGYYSM9zQmrDFh/ZdFXG3h10YpP2L+PEJs80DqjpxIZdpU5sb+89KXqz1Mshix8zuxRAjwA9dAtvxKUOV3NiQ/+U3we7mRNbuqKZxjLZ4rwJXPMEh6i397oxek2/Vl0Bb4kULHkSx/kAlDfOzZ85c5bWu65yYoNv5MOJDdn+5Xd3KF3yxebQidud26Hbmx9NQkHgxKbOk51xYmtrvxOb6j9wYnNntDRfi5tAbpKONtyc+EInNnoC2zIbfbDqqa5oKXz6tq/YtdMmYC9Qh2/SoS/iYI88C/nPriRXCfRS6MSmfFl+iuSkxMELqyuhrYR2V4HgZt14hQ86iyyvYI9kU4X/ytuV/BSiCr26yKXzy/B28HjPIcywEKYDjxaGSjSgL0d1InsJKa/OhrOUsBXylzxo0C5ieLJ8aBjtTtBJaF4in/64wGXNX0uvon0i53IahxIlSpQoUaKrQL/C++SRxw/THznxbs77kIfDThpbcc+C3S8KH+k2Mjr2won6Pqb9lvRl/l0v6esSeJ/ncf2kRIl9A74VYLv/PaIl4ts437bObtqg31nse1ZgrzmU5luiRIkSJUoc+ChyzuG4PwIHtQNt+9MSKQ4WJzacJksnttKJ7YAGL3pMGC/d1RZ99OTJ6tzw8n7z9XjU+UvUUYXJbSaFmTTmhZFJdY7cwyEHx4Fesx+JXtJ/sa7m9t3RS3UynRdEXjKn79gdvavH9dGr+83Rif5uE7fotplMLEPHA/S5R37LhGb/8bdG585YlzicXDp3UzRuw6Mah4850FbomygfXGzVn7lPxVvmiQyfOtMcNRQSj+fnLHxYHaJwvoEfVpNigpx40IUXzslnsyho5KrHolNvWJo4BeBkEG4nih4KIflB699Gr4pe37tJX7IHzbxXX7ABMt244W86+Y/ePnhKc7RS7rl8oT5wennXr+bpKmM46fz76Fv0efgSzjnx4alRJzZosI2pOZjMjHrOeUSdEsgfWoRdz1m80fPuiiasL9C/f9wS/SOb6Z9tBmeq0wi6dD5Jq05kwl89JzbO0R9OgJQlThCfH75SbQd+XD/IiH4OO7VV6R4ywFZbGty0OXWWiWln8u82JnBiS3lEDtJQrjhAkG+HnNiEYCqLYLdtcQgP0IUm5Yn+75R7bn88xx6R6YOnmG28dMCi6M29pkWnttr2nw54RwZ02YgTGzqr5sTGc8oPpzocpGgHcOD7ybWboys27da2YJwIiMPSF8+/WR2oyPMlA5botn2swMgWo2pjobPIblutkbL8z4uxM1ux7GMnjlBZ1VGlwzC7gwb1BCc29PrxEZui6+TG1J271TET3qeIUgmTJHCPI4F7M7c/F90vRKyuWDlJlOh9J7GC1Ozo8LNXRqvl+gEJlJO3V9jvjaKTw0+ZFr1iAPqfErVue1rLBRqmf9tS9Net29XhCNvDueY3S/6ctK3Qc5rQx662S7hhw5PRGdcv0DIPdZk4sfWaHv1gZODEJvWc54mNim64b2VitAud2AQaB+Sc2MzpabXGVbQ9p3aC7UAL/XzugtW6AmOoG3jEcazfLNtK9SX9F2rZU4+Sein8oW/0hS5qrwQm2P2CXnsgr59dc5s62iHT18as1y2lXY/YF30U5f/xsxapPWPXoXMtdDoKr384kdJOfGzEXWp39HleX9zusLmJcnSb48hKcg+I3Vn5mN5pQ9A79Su/nWjKq9VvbKd4JTZziNOybQu3Ex2rZUEbgI6Ujui4Uv/uPGf2ZvonzywfLr+vRPe1xPnQ6j/5Yyt8WKbNYYwAv8PXPKX5ub0QOKc+LZUO/+Rxa6Kh09caLbE38qPdT/hPnNgqQVzKlnywN3diMx3nnNhiPZbY9wjtqgj2fF+VF/UkPq0LqyfVUE/OBEkko9dwugTORz4Uo/309xKcKT3Wl6NR7Cl5K+juqYzajazenK0sa/K8Hq+ViTqBSn7ai65jJ6ufRkHNDPMPf0FrZx2jW6JEiRIlXuSIuxPeX3jfe2/Pa+P32Ln6LmvBzzlaeEV/+16Yvx8GvlfwfsR7o70fhd8Jpc+KndiUBf2Xu9aTEiX2Dfjux3cAfoT/mn72Q3x+vMz3tuQbWIkSJUqUKFHioETeOWfdunXJeYk9j2qrxtVaTe5AWWnuQOGzHsL6QfBV/wgvdpRObAc4qKK89M15KFJHNpwSWM3qNX2aI1YN+vyQpqjHhPXR6S1bdRUVnFw49p6wIfraeXPUQY2J5Zf1nacT2T+5eH7q8CDgJbPf+Nv1gwmObDg+kE/PCZuiM4QmK/NAj/DLq1dGRwwcr9tRMmHNPSbBCTg/fPDES6MfXbwgGrPij/rhhclvJroJ5LNSIn5p2DJ1AHhbjwnRae70g5BtL+hL75YXoujLgyfrpDpOOPDz2TNb1cmEbe9Gr3xUz39x9ero4wPHRX/f47roB6MWqtOZOxm4ExuOQOY0VADJE/6+fclqnUwnH5zY0DUv19DaKv9YQQgHCPjBkQ2eeRE/vfmu6NSZO6MvDp6axMGhCYeFrnJiQzeUg6YRXVB+PSbeobo+a/GftIz/b+9hSofyx1nhR6MWRZeKDeC8EOqfc9P/ctX/O3qM09XlQqcr+MNW1ImsASc2dDV00QO6qs4r+twUvabfrOirQ+dr+cAP9D93RpOurIT+XtpvXnTIgKWq74yzDLSFaCb/bmMy+Vuegt3Vndigl3zgE5i+4+1Ye+RXYsvr28ocfVyw8G7VOR8acWL80rClKhN54KiGTLpdZG9z/MABqMiJDZtEhgontliYRCZFDSc2Iu621auQCbmxBdoBeMApEacQAnnwDBp8TIU/rvtMuF3rvcqcc2Ljimes1oaTIWWEwxk2lJZ/R0C5pk5srGBFWRzSf4HKx5ao2AZ847hEPeLag97rcaM6IbElsvISO7FBjzoEPT74vrP7tdomnN6yXbcB5shKjjjEYm+E71yyIqmX6MHlR6/U9W8MnaXxoAlPlDM27O0f4fTWLaon2tX3d78m+u8RM1V3alexbaI3eP87qWdFTmxa52PdcG1lYmWA3VVzYlMa+ZXYek3NOrHFTk/0F2zxCy1sgVUQabuwYeSgHcEJkLpLm3Wo2ElFvRRa9ZzY4EvjKrLOHGwUOn1Hm26FbPV0dvTPZzRHv565I2kfjj5/npYxdvzKvvbRn2vsHLpOqyOAb3SP/WAjhwxYrNvxYnfYBTaY2p3VH67/Xq6p37RBc7f+JW6jze7a48SGDNAMndg0Tgec2Mi30oktsB/NM8uHy28r0WWd2IiDPAS2Ff/wyebwSMAG//W8udrmDV14v4Zft0hZDZ2jZUN50hcrjzGtvBMb9uh8hOCe6wWeSie2AwOUSVF5Oux5x8urHv2q0ERm+40RiONWQcN8JBGNXsPpEjgf+VCM9tPfw0gYKpKB0Dl0Tt4cLwGhCrqdy6gL4fwanK0sazmZiviudj+Hymh5up6XoTJ+Y+houkpk+QnhedQKhli+GHZanW6JEiVKlChRFXF/woH3Id7R/BsMgR/IcuR9kfdAfw89ZMCK6JD+S+NvixY3H3jXwgGIb0b6fvTCs5qPvSvxr/i9M0H6oESJvQ6++/Ed4McjzWnz1WL7fF/iG6l9MyrHXSVKlChRosTBitA5hxCuclZi/8XB4iB2IMDrQ+i8RihXYiud2A4KMNmNw9DND0TRN4e2qoOHrhTVn60UzcEKZxs+lLDqDUc+jPDRhHhc80Hks/2vii67aYOunubNE7T5+NJnwrro73tcq2lw4oCm0pPwhl7TE5o4xvAMBwmcuXDUgd6Q1q3qDOBpWP2IbTVPnLQt6jfrwehH122O3tbzBv04wwS2f5wxBwGbXODjDBPvG0TYr51nDmzwz4ce0vFxSPkRWeETfrjGQSB0YsNhCT4zTmz59liucUBgwh065IUTmzkh2cchznnpxmFFf105YIHqF4c/z9+dbb582Va9JnTVdqLItETK/IMnjdE0OJqQv9NA9o+eODLaIvFwCIGm6adZt5JklTT0P0D0z4pd7+hxg/BnDlI/i51v0LepxlZCgz4f2hpxYuMjBVsGsh0deeLER3lxDh8e4PfIs26K/vE3S1QGdFexnagQpawoYxy+GnJiy20nioOG6dD0Z/oucmJ7SumlH1JsRSmuCfc8F0X/et58lYO0BK1frCglvL+xb5PaxJFnzov+4ew1WgeRMdlONM4/cWITWaCBbGqPsTAcErkkDTZTdSU2iUhcdI7TybdF5+pIF/OI7qknpMPJdMCsXbpyH7yx9SFOQ9C3D6AmueYtdY8rnuFQgkMeH1mxuT3hxAafhwxcoTYGv1yTJ9cuhwX7NTL3qF9NO55VfeLoggxWz6/U8me1OXQWfjwm4MCFLWGDnxx4XbRIDEJpxOWjiPWKnDtEr7SvOAdTztru9A7aQbGB1/eers9e0XeO6HqKrl4X6hVdmhOblI20m5ntRGMnNtU+ZSCBa0vrTmyTlT7tI3S9fhBHaeSd2MQmM9uJxk6JtG0Db1wZ9xXmnIQ+kMPb0bf0mRp9ZNDU6P9df7fqm7Yrs0Ki8ph3YjPnLXeigiflX3WqqYxPAbwT76zmjcnqmuZUZ06WlBG8YLNfHLYy+tzwtdGr+9jWye7Y5LQ6AvhG97Rlancnr9I+81X9ZqrNHdpvkfIU2p1f40yH7liNTeuA6AHpsDt3YkPvtZzYqOupE5tt56txxA6gpdp6IXViY8sZ9FHNiQ3HUnRWXf+Wr/Ph8vtKbEdfuj5OZ3XISsu2FZ0vzOEUjn0jP+Wk9Sjp+1v0HoGxBGWqbV1MK3TCw6nS+E/h+iFQtugF+rWd2ErsP0jtqxF4WadoX/qqqCS8V9He7Pccu53TZ8pXF5VLBfYE3Y44C+4fqOC7riB7okwq4WzUYyd93km+6mW0B9EV2Vawvw/lKVGiRIkSewENtPO8Ry3Y8qiu9k7g3ZHA+axtT+oK36fd/JS+T/EDxNf2bo6ulxfrlu1pXM49PT/cW3LXQ/E3CwHfSTno/xIl9m/w3Y/vAPwgk28KfE9zJ7b0m0WJEiVKlChR4mBEkYNOuVViiRIpbr311mjt2rVaNzj3ekJ4saN0YjtIwIcLPmYwEc7KKJ85s1UdZ5gIZpKcSWYPfBzBUQAHh7f2HBf99NqNukIbaVk1jcnr5EOInPCyyYT74JY7ow8NmqofWaAb0oQe93iGU8kvx65WpzocFUjPB5gvnD5F8pugceANZxBb2eZGnbQmcP6LsbdGO4QJdQ5QBC+zwg/32SqUFY+IjxxZfuBlhjo/sGrcsAX3KA+8GCPjJ04YHr27+9XqvKCT9orKF2YcA3EWwfkLRyMm5nHI87jQxLFkwLhbo3f0mqB6Jl8CjlNM2LMyHduvXXuvOZvhqANNW9EtBfrG4YF8cDKCRybv1ZFgt61mYy/2grhw0C0v/JeveEAdBJGbPMnfnXPY9hEHAlY8OmrwuMQ5QPXfY5w6HBDSlYbGRz+/+lZ1hEK+1BZse1AcJVip6NPHn6uyE0cR88TB48Mv+sLRjhUBce6DR7dHeMUR5LhJO6M1Eu8nI+eqIx0OZcOmr9K05kghEKKUFY4yRfnH2cuJ5UvcYy+aprqEHtvbYdumQys/4qDvd/U0fWMb+jzjNEjcrDMI9WyeFA4yYWOh3RGQqefEDbqF5XdH36L2Q9lXsx9kQSZkMycS/tkhkUvSYDPoyO3xt00bVaYszHkQWc5bcL8621FH3iR8cqRe8rF0qzzHKdPLgZWTsCXND+ckPxd6yM2zYy+aoXYGnc+cMFQ/QCXl3yGIHiQv7Jj25ZMnDBPatjIkbQN6xE4J6JlVsnDiIvg1NotNzt7mK7FZWYX1/OO/XRx9YfhypUndcGcbry+s/rVIbBT9muRWPnlAnxXZWCkMPq2uW7uj9Pq1Kk3uwzN0R87bonRNl+aUht5wHPrASVdEPx/RpNf6PN56sdjurAwod8r/hAun6LXXD6MviJ2GkB99ohtsxtob9G1xKTd03nvCJi1PnPHc4flNfZpUrzjwtkgkVtzCPt9/0uXZerRb/sflR1t15PHnafvG1rRql1IXyct4M3mA88qRO9SBnhPu0DaINgtdmrOr9SXHXLNe6xKrhOIIhe6oJ06no0AH6J76R7tDfvSHbndmh2ZjOCS6Hdr1ZC0/JhK0Dogeauk91QMw+0IGVoGjPLEDc3gTxGVoOra2SOkeP1zbiGx51tK/2Y/lS56Wr/MB3+j+n447Rx3vcBjzdGn+RgNbw8mTNg+HQxxfvd2jPafMKDt09/2Ri3WLc5tcMZt2/k0vc5ReCOeT4HqBJ9oc9OK86EH/l9i/kNpXNXi5hWWdRe30DaGY8F5DUfZcY7nUUwLnHqcoftegennk+XGetI7FSPnqgjIpRHX+OgajV6RPrpEtL3Ne9ny6vYkivmsj1Z2n3RP8h7SdPsdQl5z7s04jzKidKE5Wx86C/Gpmqw/r0BIE5AwVN/Y+yH6PldceQp5n5ztbT708apdJiRIlSuxR0CjVaVR5TDvGexeB7wkEzrnPe8+Eu+0Hbny/45vN7+M4YdwweJsInL7H5f2L9zkC35249jR1WNXnPmaqbHcr0Uj8anEIzjd8Oq9cEy9PJ0Q1mtXQnvg8C/lyXRIa1aXn11E6eX65ztOERnvKl2fEIT3xSec04Kk9tIDz4zxyHiJ8ztHpQd+d2HBg8x8b823AaFT2604H3gn5/DyvvG46K5vTczpFtEI+8ugqOgBaxCN+nhbX5AGNerKVKFGiRIkS+xI44oSrr4WhxN5Fubra/gfKBMc1d14rndiyKJ3YDiLw4sJLDC+BOCjgmMHWcD8fu0pXemHVn++NWqrH48auVOcutufkRdJfgIpe7KDLCxN0t8l75WUrHor6jN+gdNKwSFdru3HD36JtkoCJZ+iRlsBLGvnA0/nz746OH7s8+sHFC3Ti/Mca5usLLL9IDNMWIaSHg9TwhfeqPEyeq3xCr+/4tdGMHc+rHpCNNMgFXRwASMtHI174qgFdhHGhwz0HNNEL/LIS1HFXoVvTM/xctuJhdS4gLYF40EKPlm/2JZ17xCMO+cKrlYXFy5cL187jrfIP/aFP8v/uqMW6utYlN9nqOvDOEf2ft+C+hvUf5gl/PMPxAXrIXq2MAGl5zks2K7INX7BT8/v+6GXqgNh/3Lpo4YNmq8hAgDaB8kW2kIeG8pfIxCcu+aJLgtMzmD5d39Crre/stcuEo+Xw+fckOleZxt+qMnkZeplzrGY/3IcH4sBTNZAW24Gel6nKnzIqsIlc6MKjx8cOyYN78MXKWd0n3qlOVzjkNEkBoSMllXEWMdm5Q1po1NR/u5Hy6+UPr9gEgfNa1wT0Bu/Gi9GjLF124uBEM2H9o9pGaTsxeomW21ktm3U1KmQjPWlNbkFbcqbgOXTRPfWN9pN6Ttl7uwrN8xf+XuuZ6zst81RWaLhNcG2obXdur8gEXa6zHIJUfrc/9BDaHXBZ4PGKFfdHx161SuvlD0fdHPW78daodcczqjfSQsdt2OtRkq+cVM2vgjmTJ4SnVT6WPxAdf5XpkzI6fuwy/eV5yAfx0EGtetIo0AG69/qHjbhNFdlZkd3Be97uauk9RFie8JDKZLRMfaaz6nRr5Vup7xCh/PAAL2E6zV/+8V4Db2z/SjwdVzRv1faOekTgHKfZdcIEdML6CLx+O3+1ys/1QtysndeWp8T+C8oPe/CjB641iJFpkHOFngTl7RFzqHK7Eg1HLEZ7k4dxqVPUMWwa28/2CcXoJLsJ8jS4pj7BA7yEPFFHLX7Y/hj8Ov+RI7kfB0f+2pHep2y7sj7n6aXX2BmyhTK73LRJLnvYplYVoIvg5PMhRLX7iuBmzXg5NBqvFtATenM9oj907CikXyXjruAHQAO+atErvJ9LkE+fnLPKDeNiHRubXXncMH6K1P5qoXr6jiLlzQHH7W1/ug6xHhoVVOIQraiNQgbqaWprcXkUlEmJEiVK7G+gbfKxbxgA7duknTix3ahObHyX4Z2U57RwHL19C8/9mndA2kreU/mmwQ99p21/IZq6c7d+38Ehjvdc+u7q7b+N/Xju75QEb3dzn0QE1u6yRnZR/DA617wXIidtO/G5R1tP+46sfDtr2t6m75jIQdzw/Y+j0+TofBLP+weXLTtWrZTL48ODIe6rBMTlGfqErzvk9vQdu6Opd0fRXGGMHRTC9/YwpxCeH/IhD3Qoj6k7jI6XifOS0ikuB/LiHnp0naEryneNRHBargOXJwTyon9k4zsGsmArM3a0qYx8N4cvnrl8hkpaICxXAvyaHCYDtsFzL3PXF/KiQ36UV3clNkngaciDOARohnpz3fDtAH0jGzp32dAT91xPSdnxz4koyNt2ociXn9qBlCE/ZA5ppXKHpEQHYofIw/MKexI7cDpuT1k7yCP9cTjxqefMPcAPP1TnGtnRgelQEBMLaXJePY8SJUqUKFFizyN0yPGwc+dODY2gKL2H9qKIRiOhMyB9fpvIMITPcGBy5L/FdgVc72H+tcK6desyPIVoD39FtKuFrkJIEyfKWmXQFSiiS2gPOpv+YETpxHYQwRsN/vtLk7/M8eLECw4vSxx5QeXFLPsCHrw0FoB4xOdFixc3p0ngnHu8XPHiV9R8OU/kS/6e1tPDK8+Tl686qEYPef2FMKSV5cleUrsCyEte/lJJQBf+0SHMl3O77qL8hRj0XA/I7vrMv6iH8bpC/4Uw4QLYhwxezNGH8+dl5PZisBf+FJa2guR+AvQa6hKZ+EjBBwSXqeP8t8M+gkz8owt6JcAjuucegefwvE7CRwZN1pXEWF0NJ0OeGZmuqRd7FrX1E+qcc2SjXLA5b7coL3SBXlxujmnalH54r1Y7xjU2gM7TerR/6hOZsA/shLYC/tENOgptOINUEeFpJ2A6D/mAB2+/vH2wvHJ67BoGSggyqqyiV2677dNXeD0ieNvnfU2K2vW0xMEPbIK+n/pM+4iteOCa+7Q5HrAj6n22DRUU2CW3qphrFg1H7Bok2ck/6sv501dHP7+oJTruwhnRjUu36b29CXihHOiz6OtxGD553KropCuXRGc0bYrOnbEuWnn/M6pzB2loeykLyonAOXS4jwyUF/dr96OG/PWeAvlgNz7mxL74sctF87fpNvU/GzkrGjBujZ4TuN+6/cmk7/OJpIzttQOMYRv5gNMpfUhi0lMW8Ov1KNtfFqNT+QoYG5w/fZXa8y8vaopuWLYjtpsa4/WqDzoPt2tvRyhzdOComW0dvrQs5Qg98nHbb0yUfdHvWX+bimXbgXv7w8qmNyzblqnnexZx/58yVBU8Rr+UHyses8L4yTcu1zaKye1zmtZFa3//hMpDGXgdryyTcrxRokSJ/R9Jm7X7ee27WSU/dGKjXwdJ86n/wvbN2nr65PFL74p6SFv56f5X6UrWrHrNTgTsNPC+k67Q3QDYjeHC+Tuie56zNJVjnJTehKWbo7Obbtd29+a7HtC2VrPPIB9/Q3TOjNsL49Nu0/dAjxXdWT0f+W6TzpuxKHyz+vb7u18Tvb/bVdFnBoxVeuwK4WPLkB68o7OJSzdF/9u0XvNle9W0bwv7QVtRnPjoibiMeZfc9QelbTC9kp53EFYTHzRuRfTV08epPlkFnZXO0SurwX/3nKnSRz0UbRD+XZfOH0fo8J7MjiTQ+ZfTb0jKxel8WOj8v/+FzgPRRun44M/KpLIcfiu6mLv1UX1vWiSDVXT2mQFXCZ0rdLcJaMIrP0pkHOQ6y+rB7l8nYzZs5Z9F56zu/wHR+3tF7+/pcZ3SQlZoYSv8WBc+lIbPMQTjW+jdeMt2K9cZq6N5wiNjUmSBD37YxvsGMlx7y93Rlsesz0Y/PK/qxBZnoflKgIelDzyf6AIbGjV1YfTHuACJQ543LtuismE/JpvoR2UTu5IjslEWIxbsVNng1bKy8o+zVR6rlR80oYMdWPmJHQTl5zQ4wp7RcXsyOqSHzuHdLos+emJqT+sDewrB9VMSoMWPO0+8aln0kZMu1ZX8fccR5P3PEXOiibf/WXXrddD5cRTdK1GiRIkSJfYmcMTBEQqHqI445niaotAehOnCleGqrRJXLTTy7c9RlJ78quXp9/cEivKs5thVdL89cofI02kkPProoxraA+eP9EWyVtN5GDqKIloe2oPOpj8YUTqxHaTwlxRefIqCP+8I6tGtBs+zKNRL6/D4Dr8m5PkI4+VR73l74fTaw0OXIMgkn3+eBxpxzvk1pd/34HHrweO3B56mWtgb2FP5QS/Ucz7sNcTbqPIB6NK5m/RXfuuFASZm+VDIhy+cTfiF5dhNz0afH74y2f72Z9fYan2Zj11qJFCsxJ6Qy/P10H7wASoMxYA2oiFZWG7tBWmcRhg6Ss/h6TtLx9EoHY8XytCedPXiN/qcUKRPQom9iJzS/QXAbxOKyimPNH79elmUvsSBD5wS/nvETJ2gYuty36KXrWfZOunIs26KvnXJ2ug7o1dqYIXQazc+rY4M6aROHYSDmhiF9pSLUx1hX1IUskhJyjO5SLKRf/TJ3x29VCcl39Xj+uj0lu2qk/owWhUoupeDRUl5xcmDSQ3yhge2Sqb/922bKQ9WEQ0/C6B39D90xiqdCH1nz+ui4y6cpnGY+GFCjS2moffx4y/QMYaWVbwFMnkaI9lJNEf22nmNZS5K0AgkjfPN2GfU6r9Enz2zVXWPw77L/Jp+s/RI8G3FscWfXrMpGrpgl04kQcNYMB0anM8cNGLl/epiOJ2OBtMvtkWZsN03E1lM7FWvM9n0IYp5NOQ/TlH+rJaKzaCz01p3qj1AN5FXx45BPsmD5BAj5id4XozqfKODn46Yre0LE4w4JqID4mfJhulztDSS5xE8k3G11x0fS5Of2nYmvoRC/v15CtNnkC4TqiDhLwbXNfJLH7dl2h9+sML28F5eaShCtfsBAj7ydpJBEC8Lz/95nXDFEfHM5ju1n6C+/l2fJq2fTHLDP06TTOLCP20oZULgOmlvgpXZUvolSpQosX8haRI74cSGsw390zEjZkVv7D0jekn/hdGr+ppT0Mv6z5UwP3p5/5uiVwyYG718wAId7x058Jpos5DBWQaEfNB60sb+TMbs8MA4Hcch2tu033NY/0j8/7rIxllv6zVeHZqSNhlIBvRDPxi1MHp7rxu1H+o+57Ho1KVPaVv/uj4t0cv7zVW5X95vfnRov0V6zbjs6+fOjB6WtMhpsPzd2eznI5qSdwr4JF/TlX0Ts/Pn9Jz+5T8vnq3jFvL9bdNG5cvimOzokj7ynd2vjd7ce0oyNmSc+44eN2g+3EOPb+wzTZ2I5mz7izorWc9rciudlp2aDr1Ay2WnjJ0OZeZ0Zm8zJ214gZLzSxkQt9ecP0V9Zv9B09IvUsboiTLWcpbzN/eeHPWZcLuOx01n2XEQ8jJ+g96rJf0r+86P9W6694ANwdsRA8frji3uyJYtfx8PLlKZcBY7Zea90Q65N+3u3dFXz1+gcr++b6vSwkluSPMWLSO3W9tO9Cbl5YymzamdxUxTbugEHo4atkj4nqLy45SJU5yO9WS86eX70xE3RW/uNU31gVyMHUxHEvotTGSDryNOHhdtkDxM5yYX2UILm2ZsS3l5+bndEN7eMyg/Ce/vPjaas/VvSsv15HZwGvYk709v6TPF7AA6QtfpwO8bezfHdK6M5m37a+KA5vpG/+jgl2NXq/y8u7yyj+iu37xM+aFHnv/i6jXqAJqnw3nNsVqJEiVKlCixFxA65LhzVHsQps+HRpFPV2tVLkIth6dGUJQuDI04VBFAZ/vyIroeQj5Cnfh5EZ/14PyGaRqVNx/aizBtI3lWs4N6KEpTLbQHnU1/MKJ0YjuoIS8tfNBtkzeZ3fIq0yavV3qUa70nz3SblDh6ASobSKcpr6BOi6OGmGb8shTCqHA/z5OHbNpqDTN3M0+Uf+Qg/6fiI6E6L6CCTqfgPLhM6Ll2/l0GFYL8ySfOv6YOYl67Sv91kMaN8/U8q/IH8tf7KwKZkiAytfEJRE71f+dQT9/JM+EDTfLh6pMnDIve0/0qndjkYyVbxfqWpx8fOE4/NjGZy0ewd3e/OpojiewjznNBfpSBlYNepw/80OXwLDpG3/lN+c5ACcv9THtFKLK/RiBptOxz9LweaX3sCN29jVgO+A7rZcB7rfJoT5nVjkN+eX02zkeJLkZG2Xk7xmbCcpKQ6T+yZRaGaqj3vMSBCYYRTAZ8d/Qt2t/wkZ1JNj64+0Tba/vMjN7QuyX+iN+sH/T5uP+p/lfrVjmp00ht6JglZ0T5cUy1cU0x8nZvKKLBHbtL3Qiu5R/yf/3S25JJoYEzd2WcxdoNy6gmkihSJxmNoEMm7JgweRUTO/HkjupfxgJMxrAl9p9JQjoBrS8TSqx6wIQd5cfEJhNF3Gfr+bf2nKDOJqwqgIO8jnykPeCoZabE8s5E1VCs7/aAfJkgY6WKo06foJNFTJAysYOsHJn84fwVfeeoHfpkF+WDLTJRxRgKOU0esz7jP9e+uS3EcuZRX26nFwdPUJEwjGdgEtAnm31C9ezmTRWTze2zeUOSfZDUr9HLNy9dq7pEt/1n/0HtCz0RR3UW8JqSyF8HKLxZHyRDB9juW3WS8cbUqU7GYDzP518dznMYr00nD3950YzooyeOjD5xwnBdbcQm/4viF6OyDBpLVxXutFsBoSn308dt1dsfIhTS2PuADWwIBzYm/amPh/ZfrPZFeImc49CGMzSOHdjgSRdM0DL52Ikjogun3ZI4ZKgdJvKDTui5RIkSJfYQkjZK2qzOOLHRHuLsxDiOtLTzODMxJvDAOO+QATfr+Jt43xjaqiuyMVYwPug7nld65IvDGeN1xomDW7ZonxGOKyx+W+J8zDcmjz9E2vHH5J7FF0gGOPN869LVOvaiL3rrr2/WNl15623OyvDFWAYZXjJgifYBbxI9sEIVfbqNxyx/8oVPvm8xjnM+6UdMVzb2NZWZExsOz3wHY+zCWA9nNfhy+Ul7meRFGdDv4HD0X1N2ReeteSG6/p5Iw6g7o+jnU+6P3nfqLOWV72yt256OHeeNFmMweM7SuT8auva56Lp7Iw1G577osFNblQ5OTS3bn42dsmwsBb/fG71E9UXZQct1pE7ecm7X5tBGHMazjGHRBXwAaJmM5nT2g9E3K0+8d72+l9Hh+o29piptdINOXzJgqeb57XOb1CEK20jL35COB/lByMzo2LnPRH1nPxx9oMeVShe+KBvsD32c3rJV+aL88k5s9P88s3I2nh+XwA+avjnUvllCCyetC1Y/qd879dulWBpp4OWYi6k7U5QmsuD0RtB6IO+XyIYzG3pCb187b67WA81TwBEerlzxoL4/EJ+6SJm7HVB+ozeH5Wc7WlSzA5wXkR8d//fUXWoHbk/Q+cXk+wM6Yk/bn0zHMwJ0xapx3xg6S3mBJ/TqdUbLTuRDh/5OQ7yTx63R8V9Yb90OSpQoUaJEiX2JzjrmFKX30CiI21FHqryjUyMI4xMazbsjedVDSK8rQqPIp0O29pZBe+Hpqjmn1QrOG8d6yKepFdqDzqY/GFE6sR3gqDpBUWVlinxoDLz8pC+uRXQ81ENRGkIBuwGy+RfB04Zhb8Pz5SV4X/DgeYYhj6I4hM7qvxrcPp12mA8BVLPhjky+ZYjXCl0EJxeWeUfYrgsnniuLJKvdz+mHClZbO/ykS/QjBx+0+ODDx45X85Gvr/1aj2s+ePCLPz7Y8ZFDP+Dstk8dRjPNR6+T/GPkr7sEjdtYR7L3NPnQCEJb5Jwr/9Wtw+ll7xqq3a+ARnLdB/qvB0+XyShLpxY8WRgaQ7U8wvthyCHIiFPs0IPykWMkKQd9aKcl9iyK1Ozqrxby5Z3eL3FwI1vmgP6FFdb4iE8fRP/DBBsf9pkkwLFKf+muv0afoZMhTLTRZ/19j+uiS1f+OZ4YMNpF44Ii+9J4uQdF8UIUPfd7Rc8c6TOz+/CaSaNvX7JaJyje1nNydGrrveb0k9OVxTf4dXivFvLxkrTyj8mQFY9Hut0MEzuUAU6COP6cOnNn1HvC7erwxSpHySoWAkYD6J2tCEnLKgsnXDhF5eE+2wbhvMZ9nHvSldjMGV7PgVxw7XTz8LhJmx+HdkESkAZZ2Tr0Q4OmRq/ra6utMdbBWZ/Jy+PHLtdJNCYvmaT9wpDpKhuOM28UG3xF/wXRa/rN0VW97hFaOmmHk64gkUdQi0d/Vu058Ocud71QBMqHSTLKxLcToqwoG0uTrS+ep10Bs1UN6U1FEi+479fU52+PXh69odd0rceDWu9RPpgoJk7IL9cpidTeg5vhaSVy8TyEIG+2UGI7rQ+ddHl0VtMdNgG4+4U0fnySXDviC9ezPw+vmWj99iUrtW1i8vSUmfdoHQjjeXA4HQ8pXOe14lSiXtz8/dCJLdP+5PgP0yiCGxXPQO55cXqXMSjvGvB2Zo00PkwE0z/QTjExi2PE4Oat0fGTdkRfGTwx6jH8Rp2ovlfCD0cuip01pujqLpQTtLB3jnouIctH43yVKFGixJ5E0n52womNfoe0F0+9WX+oMGbFH3ULR8ZjfA+6XwLX1214Mjrq/CXab7+qv9HHwYb+U/suvv9IcKc4nMNoi/mWNKTlDh2z0qam+ctxd7ra1E8utlWgiM+KWkn8WEjGDf8+eoU6RbF61Kv6zNL+iFVC+Q61VcjB7xph6NyFu3QlNJxx6Au+PHiyOnTZeAyq5jxHvsdcPEfHea+S/m1Ic7gdZaUTGzqhT4EHHJwYC8IXgOodwgOrc7njGT/wJA/GxYwpcJhC1+SBYxX5feq4odHcrX/R++QJnc2SGT8YxTkPOrMfNjromnjQcjo4J0HnyOPPUzo2djEnNvhlnIpOcejjyGpwyHDjhr+pvojDCl04rWE7vGdRDh8aNC3aLrTRWVwE2jciw/nTluuPU9jmE33LkFnpoOO18q5ww4bH1bkLvfr7wuj8e1gckOs7l6TlSnwfa7Dy2ueHNOnY+8cj50b/dVGzbmUKD6kT21xdUQye0QM6Un7lH/GQjRXdoPmqPq363oi9MIaxkTkI68HS6OwZ2XqAXOiKrWuv3/iU1QMpf76PUg+gR77QQV9p+TUndoCdYAfkEdoBOkb3Rx4/LC0/sQLo3Cmqgg66wRkztAO3J45cO51PnnCevlsZHZOLduC4sStVB/z4hvLoOWFTNE/4Qi7ku0sijlnxZ9W31gfRJ+9mvPuRj9WbWLclSpQoUaLEPkaRYw7jFP9uVQ9F6T00inw6tjfN36sXGkVR2nxoxMnKHaQ6gzzNRkMt56xGUJSOENItyqNIL40in47QEWc2Qj2Ecevl0R4UpSe8mFE6sb0IQFdA4GXIA68zjXURvLB6MORphcHzqoYwLTyEaQlheuvEKvPPI6RZRGdvwHlAJpdrX+QfhiIdFMULQ5imUf03gqJ8w7wMnctDUUnU4PerPe8gIIUse7bcY70kvKd6SvKKndj4+Pjd/50Sva3HBP3gxQet1/SxXx8S/OMSE9hzH7JfZeqHQUVe/7nrULCEl32H9mZP/ND+vKxSOo3bn6erRjMPj1sXHjGI3FC6QiCPh2J4VkUydDzfjsH58HrkfBRiXzD4IkSRmrn28smHNH7W7orolDgYYWUelrc6vVyyOnpN71YNP5r25+jae6No0s4omnh3FE2Q8JtFf4xObr0vGjDrwehLw1fo5AKTNkxsfG5Is374rwXPz0NojyH8eTXUeu7P8rYeBrf78FqdSEatUIcLHPZObb1HJz/C+gEsvsHTh/eyF1kkceM4ybXkwQQJeb6lz1SdZHr3r26KFj9hEx+MFwhM9Kz+/VM6KRST0CPXdz26W7cnn7pzd7Tq/qd0coX7D8q/pu3P6/05W59QmTRtPAGHjhoF8cPQKHSMqols8onJnu8MTVdbYIJqwKxd0Qa5j7zYEeXBkbhMAOGshgxnig0e8ZtFmubwbmPUUYa+CCc2skjk8SyrhEYRpqllU4QiEJ+yoEzgn7D5sd2ZMgzBPZybPJ98forkJIswDvWZSUucA9HVqbPutQnAuNxDEpnr/IN2oloSJuiW7mqLZuxoi1rEHjeIIaKDTD1MTorpBI/16OUBqB9HX7o+elnfmyJWvugnbZRPfHu6ML0j/ywMTt+v6yFMWy1Qtg6/hw7C9oexP20B9xweN01TA0EEPw2P+dAIqLe0HWwDy6Q/jgvvP6UlmisFSx2FV5+oXX/fn9TWqLM4RDBhTh/B6nuUk9ZXkRnd2jnI2YFclyhRosS+RtJGSt+JU0xHnNi4xaq59IO0jdDxvsvbQY60sbdL+MyZc5Q+YyS2nWQspPF1de10ZTeci9QprW+Lts2k9/bVIMfQic3jC90zmnIrwgqT9JmJE5v0pYxDz1z8iI6zfJU1AnIQd+jC+9UZh/4AZygcdtSxR51xKp3Y4BMnKPhUeSR3jqYyc7BnnGtObM3qxJQ4sclD8h218jHtI3EA+vzwlYn+NU9Wqn/hKTmy44c5q9E3Mf7a9sgL5igk+XAcvfox/YGO0rlguearyK9gLtfwmNKxbbV9LEX+8KvjWdEDq3WxChj9YVjO8IIcrQ+b/RCXb32XrXhYy8HiWbkRl7TumEd5q44ExCN/nqtDn4yHcXhk7NB9ounW6ZCGQBn8u660zZawthLfW3pPjI6ftC1aKoRYodnfNYjrdkE+bjfYA7bDSmxuZ+jRVmCzFcrQJQ5sI0S36Mt4JibB6oGnc2czjSP/kIvANfmvk/Ap6oHwii30nrBB+YMOfGEHb+89SXn6wvDlgR1I+VH+agNWfuSJ7lfe/0xqB1J+HEetejS1A7GnCjvwnVBCOrsCOxB+oDN1RxS9u+cNqifsduSqvypPlJ/LRjkiM/Xp6DG3aX1glbbCcmvQQaBEiRIlSpTYE3j00UcrHHJwXmoP8unDUA+1nLEI1UA6T4uTUnuQz4Owbt26xHEuj3zcfOgMiuh5oGzyCMcNYdy8HmshjFcU0EOIojhhyMd35Mc4YZqics/D7xfF5V4t5OPXCu0B8TvjyHcwonRie7FA6zMvMflQG/rCY6cBJF0H6RmK0nnoAPTrfY5OMeN7ELn8k7A3IfkVlksR8nE87GnsnTy9+Pe8GRTJQ+ga1JMhvW8fcfjwwUea9X+JdGsCfmnLyhR8HBq+YKfe49eIDE/4AMKHk/0BoZxFIUHmoj6K08dlVPGwkwhpV4QsqmVdnaViOiE8bVGojZDPbB5p+tyzgKjHCW4pwvtFzyugESSP3XySq+SlxJ5Ee/Xt8fOha9Eu+ymxD2BlnpZNem33bDs7nNh0dYNe09RRjQ/wfJwn0A/x8Z1+i8AETfeJW6I395xkExc9x2uflU625PNMwT36NPpBaHMMJ2ksbfX0CXjogfi6fb5NLDl96PrESEo3pe33kf/fLr1VHfj4Vf+gmb/X/teQpjGEdML7MVLChvg8uR1cK3Y/pzplksmdjrL5G3wiJE0XB4FPkBJCmTm6nv2+pTG+E1qO3DO91BPRqE7qENAuoUD+CoIxYhrY0bUbn9TtnZh8wtZw7EJWeISq807gnODlyUQPq5Zctfz+6PunXqzlZjKFzlnCk/KYTpohO4HzNE7Kv90LEdPIhFh+1bbrghA/V1opTQBd59/Lh3PuV+aZIpTZ02XKT3nPIqTJxCPbgjH5h00NnPV7tTHSJfGgoXzHCAlkEMpl+RZGU0AzPg3ALXIqLIcKpPlkEJaBnnNT4rVZ/WElSSYP1Qlspm9XWlBOGf7IB25ML/CGrn3iWPVNHE9L3CS98ZiSi58LuMdZobwxLa79Xtj+MKk5aGbqdOhlHdJL+Irzqw7iWHCe3Ka8fTQegMfN3RPdkR88HjPSHCYIp7du0XsaV/iEtnKz2xxKzRlhkU5uIxNOFioTNGMnA6Ofy5d/KQMlSpQosc+QNEXSXjEGzjux0c55k6Vx9Z+1ZyG4TTtK0Cja9tm5fh6VdpD2GHo4Mb9R2li2kqQN5Z62+dLXEY+2G4ceVmKDD8bgQzLOYZ4/eZgTWz6+OyORp8W3fuibMm7A4QynKLacJG/yc745koZ7jMVY6ZXdA3gHGLnqsbjftfyJ405QvuOAbydqfBY7sf3HqEWx01tzsp0ooF9GN4zR6YO+fum6VDdACRlCXglp//S88ohTNY5cOJ8dPSZHJwY0nA5pnY5mE/d5vCf9QPhFPsIpLXcrLfpYT6vxBdwjfu8Jm3T8y0p3rN5F2Wje2iemaTydwXQa0kQv/Wc/pGM8xj44IOp7Q5zQaRCPlWrRGU5WHz9rQTT34fQbo8sFXQ+ky5efObHdoenoy1mB7SvDlijd1/SbpQ5sY1Y+rHYkPXyhHH6d3MNWJCT35Bx+cKqjrBnDEv5j5ELVK0CPbge8s34ztgPTHsjqivsEtwXukY/bAWPGQnuKUUSHo8Wr/BEUNuBjo/SH5jGkjNE5K77xHsT2rocPmqF2AT3VQYIgXYkSJUqUKLEXUeQg1F6nnKL0HuqhKA0BvoqcuIpA/EaQz6MoVIM/r6YvQkdQbZWwek5aoCidh1ooih+GIuTj5PmuhTBeGPJOg6HTm5/n03jYl05sBHh3/ttL42BD6cR2ECHveZqCl5U4xC916b3a4PUvQ1UvgvS8GOvLcXBPQy3w3F/Z2pOuGiRdhVxc82xvIMw3r4+9hYCHumUc38/rS8OeQlFeYTBUt+H2ASph2HOI+dcy3zPl3i454kh8sOBjTOgcwEcV7sGlwXm3K6ffVWXQXiT5544ZcLMd7FVEx+bbRDteR9RhqiOIdddwyKKdYgiK6eThdPOhOpxusf2m6bP380SL8vF7+fshMs80suShfUqcX63EJboQufKtCy8fD9SjbPquaEfUJIJQYn+D2UFSPnEhpeWVdWKz7TTvsckonTR7RkLoBGIrGayXxKy+wKQYTgqztj2pkx4xeQUWR4vFR3s+N/ChnkkCfr3fsvWpqGX701Hr9ifVKY6JHPpAaJMupOPgHvSI430m5+TLpAnX5HHzA5Hys2TXbs2PvBPe+CchPgjaoj/L/29eulYntLJObNQbPUnSwBu00I/32ciX9FIpYUN8nt6yOuh0SMtKCF8bs14nUphYYxU85OAZ4wOOxPU8OHKPvHnOpIrxinasvC1Dv2fpiUtwHTuIynVer6TkPkfnNcyTdKlcdSB8QPdXM+/VyV90zeSTra4g8H4Fm1MnMTnH7trie5yLPOTreoFHyx+Z7Rx+4ZWJUnSIc+XMrU9o4NztzPVZxD/3XF9eztWCP8deyBPe0JfTdX6gxTOfROO5x0EynkMD/tg6iq27qBv5OkJ+znuIkB4TjzixYU9McLLSHTyiYybM4cFlc54MpkcHeaBj4hLI1/II2hMB8Xju+sjbF+fkwX0C59XohDZGXHTJfY5hmXjgGt1gS0x2MqmOvNwLy4gQ8kWe0CQ/yg3dervUuu1pbUNoO2gbSZvVeaWekAlalCHpaHsoN9qhbRLh4fiZy5/aiLc/67RO0JYOnLlLy5A84R/e4Acb5ohdwzO0XHcpjLe8bPDEpDOyqU3JMWx3Xb6QnuuI5zsl4GiLIwJ6ZoVO+EA3YZlBg6PFX6GOGEzu0qfg9AA/PPeyKcq3RIkSJfYHJO2SjEdotzrsxBa/a9HWeV9B+0f/QvB2eoeEoWuf07E4DsBs80g7TTobi1ubSdzUKe2mmk5s5Ef8n4xaoA5nr+43R52RiM8zg70HfH3MWt0S8i19pqTvATqGTPsVy8NofnH4Mu0T6Hdx3kEmy9f4DJ2g2u/E1qJObOQD6O+u3NxmTkfSV77v1FnqDMRz8kWnxCHflE/4dn0IRBZkumrTc+p4Rz7v/dWsaI7Qgdc8HfST0FE9xJBzrugD1YlNysGdvKCvMkkcjnou6TlCe9z6v2jZohO2+2f8r+UQ07f4duQOvECT8QM8Ii9lxWqnv1kXqQMbfTKOatwP3+s5I407sWFXfWf9QcccRj0eW4fvebG+vPx+OmpeUn7YGQ5mbOfJCmzQ4xm6HLH6r5o/FLxcPSSILzgQjzyQjXTI5WNgrweUM3lQDxgXk440V216IbEDVr+rZgdF5acsyHliB71uTOzJt6cN6RAq6AgR6HCPbUZtdcCbonf1uD5aI/fQL/lDg3aDvDhCB9rbJXz05MnJ+/Ps7blVtrUMA7stUaJEiRIl9iJwwOnsylL5tGGoh6I0HvYnJ7ZazmseOoIiOh7qIR8/5LEWwjRFoQhF8cIQIj/vVBSfkHdiK0I+TRhqoSi+23l7HPDy8DSlE1uK0ontIEDxZDEvKLxU8ULENIaBmEWx80jjQad9Lzsh/aL8/F4YHPnr/R27RTcWUt73Jv/5fItCHrXi5K+7EmF+ey4ft9dc0Mzy97sOHZUpX3ezNPL81glt6T7y/OcDSFHwPNJ89iGUCeGdSWadYA7kSUIRaj0L0Wi8+qhsZ512mken9KqJhQ4h4LkmPc8wk64geLwYoZ3UCnWhkaBPPvQ3QZ4a6H/C+8V0YadCvSX2HSiLGuXhj/OhAlUf5JHaRxZ+v+hZiX0PK5ukmOOyTos968TmTlw6GRIEWgiNL2NVPupvlcBk3kv6L47e2LtZtwv0vstBGj7cX3vL3dHPrlkffeCUZt0Chsk/HBuYfGHy6x09boj++Yzm6H8XP6ATAqSBVoaY8Mk9JgOuu2WbbjNEmL3lrzqpskwSdZt0Z/SBU2eo4w6BleI+Mmiy/toeukwoGMnQeSaUv1mdyE6ZWbCdqEQmf2gsv//5aHDrDol3b3SG8DBs+qroj6KUDLs5pM9sYosJizsei3RSr/ucx6LDzl4Zvaw/E2Ezox9O/3PUa/YjusoCE06Ux2+bNuokDTyQ9ooV96v8ZzVvjG7a/lctkyKQF/pk9bLBLXfqJNvsbX+L45tthHpl0hCeFt/5sMbhPhN1yx+PdJLqFJF79Ko/Ku88N7nydT+9TuVuU52iMy9/ZPPPUPBAID7Br5+XC78fwuOlSOXAWYcJWLYj8rwInH/mzFlqD3dJHCaTSENaaNl2j7Y9EE4+xBs0c1fUb9bDSWCVQgKrlLBtJWXDylk4ThF/6PS1KhO2D210f8OybfoM3S7Y8kiySoVDVBtdvuKB6L+uuTU6/BSxW6kTfyf10O2YcyYJ2bZ36IJdKh90Q/lDfWDPrEyGzF6fkZUI5Lvlkd26Egv8/G/Tep20U37CST4Bto4esJmzm27XCWZ9U5V4xDcZTF9uj2eKPU65/aHYvgzwOvaW+9SuyHf2tifUhr3MnA75QYd4v23aEM3d+he9By3ydhtkpTVWfZl6v5UzdeX956yRtmhh9PL+N0VfvHx71HPOI1o+Vma7dIL9iuUPKD3AZCJ6Yst+tnPCLtAxk5HYCUfat6POXxJdsPrJ6FZRIPZrGjL79jEaslBHWFWQdg46lBvtyet7N2kZ/MOg6dGJk7ZE03e0adyk7si4DHv51iVrtf0lX+yLSdwVIi+8YRNMdLoNf3TQRC077MD1CC2jZ84AlDc6//nVZlOkgwZtrtYHuYbPfz6jNTpn0YNJu2sSyYWcQHuT1HMmrnvc9JfoH85epdugMVn706kPR73m/CmpBzjeYePLhOfBzVulTYvj95My6Tc/+vJl3HvM4s5+QOs+bcE1t9wT1EPTbgJjpkSJEiX2CZImSPo82seOOrFxj9aN8QlpaNvPXbhL+2acfb9z6Zroy8Nv0b4Ch5qXDliUOO/gxKYtY86JLbvNo610aS2o5y9H6V/o64j/Y40/W8eYjBvT+MDGwb6CK7LRPifThImAjji+9Fs4R9k4I15BVPM1PhlbwCc8km/W2a7Yie0HoxbGDlfNme1E4XWhDPbf2/0a7VN49zjslFna99CP8x5AXMZTyGx0+W/9o0LKEb6g8/7uV2p/dki/ReoIRVngzIa+oUN5E9fHJ05HaQkd+KEvZztR9Eq5DWnekoz/PE0ajBbO8m/qMz16Rf950Xt7jFVb0PGSjr8sD/j3sfeq2FZYUZdt4lkt70sXLNNxIuXPewN58wx9O4/Kp4B7OLHZ+9YUpePvN/Bj8oFAPkFYfuRDOE3GHevk3r8MW6y0sFHqg6/ABt+KmFDRNzmkxE4o65UipNcD+Oc9DMfIN/Viq9AWLWNk+/7IxVq+AH4pv/f0wA7mRof2m6flh1yhHVB+iR2o/rPlF9oBdBg/sk06vEAHpznkpxzydJwW40l2z/g7GVMx1vnob2+OrrgvisbdY20FYVIQ2HZ0wt1RdKXE+acL1mqevq0s+aS2VqJEiRIlSuw7uBNOPrQHRekJHVlNrJqzWFegiG6jDk1hnGqhIyii46EeiJN3pmokbT6uhxCV4zoD8TqTX7586yGMmw/tAfE7oqsQ6CSf1sOLGaUT20GL9GXIX4jyoRYajpOLVC+dP68XGkVRuvak7zxMtyDkY2/xkM+zWnAUPSsKXY2iPAh7ArtZFUiJi+1nMsnWCQudQyiLh87CaNThUyPJ/cyxAP7cQxyPQxj2HZyvgMcgVBvMpHHqoTKeU+yM3EVpueeh43B+G5FNkGQYpisIAVOhTj15tVAXGqkgv6IQr3pXRDfMMwxFqG4TJboMtQpA4I/zoQJVH+ThdlKEavdL7HtY2STFHJd1Wuzh5JVNRjEpxKQXkw04rfABnw/+/iGfCRA+0uMEQZpPnXmTxme+iGB0LT4TOj8f0aSTYi+LJ9wITEIRfBJOV3/oPTH6pwFj1cHInU2clk8awet/j7CJE+IzcfbbJX/QySDyYPILRxYmp5iYgD6OId/+32k6aQJPSAZdnzCAx9CJDccYn+RxEJ9JkS3CxLfPbVHZCR85YaQ6Yji/1ZDIEefNpNWcbX+JDu/+O3UuYTWDl8Q8M9nHPeShPN7Z8/roYyeOSFbkIC9Wf8D577CTroyGtNgEJnQ9ODhHZ0wMsn0NEzZMJDJhou29hFCv7+g1QXQ7Xrc4Z+WkGTvaRN7pqt+39RqvPEEDZ638pEuab1ZvhjblEd1SHkzc/PC6u3SSjvw9OP/QDUNCRyMI/WQ8YuA2/MyXQv5k/2uVT7Y4ekWfmxJbs9UyZuqzTw68TmSz1Rg8T0ObljPOVsj5zh436uqEb+k1JXq7hLf1mKD8v1XKhUnEt/acoGXERBt0P3HChSoTdoY82JHbP+nOaVqnefLM+ScOq6qgX+hgAxrEjv2IfbiT06cHXKMTodiB8R1MzgmwZybGqzmx4Zj0gZOuEPsZF32425hotTBE/Y5d1JQO8bCJb547K/p7sZvDul8RXbfx8WSylecqg0SG/6OHztEVLT5w0mXRhfN3qA4d8MNEL6tUMPHIxLTWlzbbqpKADPCIXWPv2PWvW3bqKiWsaPYtqXNMXlPn0AG2/KPr79QjMjKRe+jApVqHmFCm/hAPvWPT5PufF89W3VM2TE4ykU8Ze7wwQNMdx2hr/vGEi9T5U/Wkk80mP/q4W9R2/NjlygvxyZ8JamuD0nYIesiFPXh95R969vYH57JuN/0t+vXiv6nOsS/KHdt1etgwDrqshELaVIeC2BmA9hh50RfxsZ/EruJgbe9Mlf+z/a/SdlfLNwZlhMPhR7qNUn2QhklXZKP+Ig/30RdtBuVz3b1RdHi3y6I39Zyq8Q/tv1jSLJZ8KJMZmhdbbrGVMCt5/vKipkQG12sCVVCJEiVK7BskTZC0TfRpHXFi4xb9Bu3c5Sseir4yeKKNp6T/pf2kz6A9ZexKO007T7tJu1/hxCa0aaOzTmwzqzuxSaC/cyc2VmFjjFHXiU1/zHGv3kvk0hNH+OOP9McvNm42qnBLP3vMxebERr61nNg4R5+MVeEBp6vEiS0G9PqNv110PyUez1lfT9+DXrtdtTS6SMYf9FvIjIzoy/ITyLgR7qDTf/yt0ZukDOmn4A0Z3t396ujLg6UPvnKZ0mElVcZzToe0po/Uie3HMrZx+XDAh197zzD9W0hBGvKiH2Wsg03peCju/7x8+WHDUadPUFuhH+fHDL7qmtuK9a/k36gTmzknIg98kWMiU3z0cy8/d0LELnFcP27yDpWVa+x26NoXlF/jHsQyO7E4cPB6cBn14PTJyZiush5YfocMuFnzoh7gnAYNaJNfby2/SaoH5Ec/7+l+VdYOttYuP7cD8scOoMM5OofOiVct0/Gs2xO2Cx2ATUF3+IKdwnuzloXbETL9ffcbtK3IB5cXOUmDzGc0bQ7qRdZeSpQoUaJEib2NIoccQnsQpss7CdXDI488oiuuhWnqBRzPdu6UQVU7UUTL+W0UYbr2ylqEMH0+1ENRGg+1EMZrZPW2cL4vTBuGWiiK76Eeqjk1uvNho8inD0N7EKZrRHcvBpRObAcb4vrOy4q/QBK4TpuCxkEaAtMYhelzNxtzMAheQLsaTnNP0K6FvZ3ffoX966WYosDe3eY9eJ3oaF3Yo2iAoVAWkD/WRZi4CqpHiT8c7QGQn5dXUZkR6sHjhwjT558lNyoeGLhd5VECnjv9NI+cnhohJPBoxe11Sq8aOe6FfHjI36uE85vjO0b1dIYwj2p5+31biaZ9cFp5qKNqAb8l9jKqFVAXYQ+TL9FFSMopLiy/pp4yqZBxYpv1e/1gz0SMByYf+HjPR3scS356zSb9IM92ODdu+FvitJLkIyAdDiy/vGiGTtboJEOPa9SRg8mLd3a/Th1bbAJhvv6SnQ/6/3reXHUMIT2tiOE5bXdt0mi+8soEwNtPWxyvVmVOK0xiqPOR5jdN6TLZxbMRqx9TJxZacHg02vFKSGNu1QkIJrUyK1DEbRjy4zj01fMX2ESLxMWJjElJJh/grVZ75zrxvKG34K6Ho0+eMEydOV7ft1UnUZiQeYPIg55wCMKR5cPdRkX/dNzZWiakpQzc6QW5WJnKJ6VAmpdALihfJrjQE/EHhU56u59XPZte5ypN+MCRhpWTKBvuWWjRiRd0e3bThnTSRWiQZ5pvykdyT+Kge1bQggfKhUkrVr6Ad3gwGE/JFkes/tomT7knz5xmmBfnTAIueiDSVad8VQzowys2waTUO3uNUzle1Z/J39liv9dHix4050S3BZz6oIWT3hEnXii6v0Rt/IPdrogOF7ulTAj/0P3yxMkNezhkwFK1Mxx+3FkSjtH9MRfP0ckxdHdWy2aV19zFTE/oEd3jBAU95VnKH545Us+wZSYSdaJM6HxjaKvao+otp38t79FMWpqjEU6pWt4SgTjY0WfPmKUTb9CmTLReoGvhCV1gn6w+xoSb2eSMqNtE2wrMdU48jtgOZYpO39vjymieKEAnZWP5mCjEqQ5emPjH/jQ/4RsaZkMvmPPdJavUzii7X857Njpp7uPKg9c5nmld7zFOndg+eNIY1RM6YdITHrBzrz846xHnoyeOjI69aJqWNfpnRTd0DS2cqnpNvENXE2na/ryGa6VN6z3hdl31zJw/xwaTzVZ60GLbV5zJ3ij5U2/gG6c52jfaOdKRHrnJi0nk741eomWULy/kUxq/XqZyUvcoHybWjY61aTgu4BiGIxgT3e6YpwRjZwDK5Gcj52ha9PdusSl4Qlfv6olNWXtMfi8fsEDrhbe72C2ktI3a8kj06ePP0zaKOOiYNMijbbm0T4d3G6POkDjaTt+xO2nTKDPiYj/I8l7J83CpN8RHN9SVk4aNV/7NBsi5RIkSJfYPeBtN21TkxEY7C4incfWf9XuGNm1HGRP0kf6EdpC0tImv6jPL+rpeU7WNxgkcp2X6ENpN2lu21qzmxMaYQelIn+fOYdaCev4cQyc2d+S3lduIr/2GwpzSdFt96cuQLfkxRyJccCr/iJ91Yrs3Hh8YF3DrTlD0WSGf2t5LPI5KL+63cFRCZnhA/v9p3qI0LE9bPQtZ+JEBfYj3h+jBdHGT9qPc/9CgqdGvWnZkViwF5IPc8A8/7zvpKuUfvaAfnMucDmMkxpSnt2xPfjigEF6QkvK3ldjMkYoflFSWg/HvAVtAv+SFLYVObPAFzR4yHvExFQ76HNEHYxt+QEH/7T96IG/KIHRiC8E9nNhIT5/P+52+L8T9rcU3W0kgN+HFyw/d4FDG+9ZrerfqeJcfDbzrtJuiqRKJsVs+3wziFQG9HrgTottjMq4TmagHHKkH/CgBW+DHDdiG2Y2tBo6esOPDul2ucqEjtQHVl5ffDC0/Vq6l/MwBzeSEX5cRO2A8z48I1A6Ejo9dKFf0fvgpU3W1WR93k56yxhbhnbG5j49cNs6LgtM/pP8CTev10eRL+StRokSJEiX2BdwJJ++U1R54miKHo0bh8YucwxoJjSCM39EtJcM0+dAR5GmE8of6xGmvml7CeI04d3lcD04X1PMfyaf1ECJPoyi+h3oI4xbJ3yjCNHk7bQ/CdGF4MaN0YjsIkKm08SmHMBj8JdJfKP26OorpOCR95c0sKhKGeXv68F5HEdIIwx6Gy5fIuZfzL4Tkm/BTBc5rBc8dQXvShXl1NL8UbvthHeDMg8NXcOElPrzfeeTl8dBO5BnOwR+H0fLHDAKPoczz5KKYTx4X0uuoXA2CPL1sikI9VItXTMNlkVAlYZKuyqAqsTsJ4epAKe0YPEgfFiKkhQ4INo0bI5e+iBz3GgmVCHRByEWqni6Fxwnj5u/5/erI8RGH6mk9Tol9g2w5paHEixH5OhrW23AyCseD/5pyv259MmvbE7oSwcytdpyx/Rn92P+FIVN10odJlotXPaKTCeEkkdNlioTJkuHTb9FJBLblY0vAe+XePRL4rRzXl9+xO/r88JU6eaDOGUKb7S+ZNLRpFsFuc2JjEuSHoxfrBMEhA1foZADxmXyD/gbJHNq3SOIhix/TCQKdUJB4bBnIhAVIxxlt0Z/lP+n9V/isKOFObMRhgomJC1aDYlKECRJkJz+X3WWuBp57fgBZcN5gYmajhKPG3GkTL31b1HHnDrnnOkJf5KOOPwJ4++al61RfyJeutGXayvAiFzo5eckqpU18nJpMPuElnjhDr6yA8Yq+s2z1A41rqyOgkyPPukkd/b5xyRqdULpu+T1aPqFMmXwFXCf3JB8mkFj1630nXaHlwWTTx06eGF268s/RlueMT+SALjpFmvx40GmmdNPJMVZOMBtaqKunsS3jUiGGDgkzH46in167USeqDh1gq1d8ZfAELQOzX3K0SWfshJXo3FY9OC22e6TcrhZFMql36IBlOmnWf9w6lQNKPkHGJKBPXFF/8pOclOs5M27XVUdGrXpUt2QkD89vmcjwOzGILw1bZpNk/RdFrHw1WvTmk5+hTtL6nHNii/Pj+XFSwd3JDT2F9oDOiT9swX1a/tgDTodMCmOHXiYEZGSlNPJ6qcj38YHj1MlV9amr5ZkO/m106pwGP26v0FJ67kx7yVqtB9RZjsajrfZ15G/maz3990tXqiMYTqmUw2YJR112p9juHOWj+9y/av3xskKP8ATv2NZ2sbUPDZqm5YVtT5QGAEcByoHnHJEfm7pNAm0XTnCsSmhy2QQ2k+lMYPuENLaH3q/a9Jzm67bDNqO0cSdO2qZOZD8ZNS+Z9CWgH5z84If2jzKmXHAsvmj148qD2wFtGvkd0n+p2hQ2D59mv2n5QX/ojNXR6c13qZPiirgeuE3dIkJiU7S7rIJJncGBl+1c0QE0kBFdoJsNEr42Zr3mSbmwhavr2OWkvqAT4t8u4WtjNkav7DNL5crHp9w4wie8m+3Cv56UKFGixD5H0hxJu0q72H4nNhvTDG7eqn027SdtLf3gJ8+ap/0d212zpTPbDF4vDempS5/SNpO+r9NObNKv0keHTmzEb5cTm9LRk1ROgfbXwY9f8k5s8OnjH/qMkE/6F+Il9Aqc2F7bu0nHRNDQOLHzOFqg31gskRn7HnnmPM3/tb2btQ9GRhy/GN8xTmfczhhfxxkSFHKC7MjAlpKDWu7TFaXpd9E9/FJW/LAGmji6QwderCxsFTPKnzEA5UB+tZyROCIB5eljBndis/7b5MIpivErz6GLHrAVHNEYq/1m0R/1/exGsZUBy9rETmx1Np7DXx7ccyc2nLHyTmwGeI3LOQ7p+HWOlt0hA28xfkQ/zhs2yhj+ZtEh9SND0QWPQZ6nN23RFYC1jES3YT1gXOj14AYJ1APyxRb+Q3TMOEf1Gm+Zjn2hL368cnLrfULH3gWxR9Jp+clYivJzO/DyC1lzO2AVZ2yYdx3s4DUiW0iHc8rt34a2ar7kT1nz4wf06ivicU75kSfx+eECR5wPWTmOVQ7daZVwWLffRedPX61jrSK7KVGiRIkSJfY23AkHB6F169Z1yCnH0xSFRuHx4aOas1ZRcIekRpBPG4ZG4fE747AXwtM6vWry48S2du3azL28I154rxbyaTy/RpBP66EWiuITkLkewvjw2RHnQ+Z3wzT50B4UpSe8mFE6sR2M4O2EF/I2eXV94Sk5StAXyraqThm1kK56Yy8/jjyljtDuLFTUIIC9z0UW+zr//QJhgeSwR/Wj+YqdsuoDdSC2e73Hud4L7ncSLmbDMrUrcg04jfxR0Cj5rmCj8/Bykbaq7Wk5hmVDKC4neK/PP7SFrgbo1ENlPnlk8nS+NQjfDaTPI6UHr06P9hp6XNvTNCJ55PPxtLHuNPh97hE418hdiDDfUM/cj59pPYz1488EjfQVXc5uibpA53tV7x3IcF+MM0q0H15KfMD/zihzouBjPZMLOnkg10no26KTAT4JR/j5vOfVkYeJHJsMo+2w9gNAnxaFj/1MYPCRXloa/VBPcNPCEYfVEr44eKpNkkheA8av0okCpasRK1c+gE8ca4YuvF8nOKBPXuQBTe6dvehhnUxALiY4bn7AaHr+8KuTd7GTl2+3Ay0APXg76vwlOjnCJAWTkZeteDjhz+jk4MLFD9PTuH2V4HpAJpzS0LOulDBzVzLZAn0C58QF8JtdAcO3cSp2KrZJrNU64YR8TNTAu/Vf6eoPPxxlEzWHDGCLmxnqcNNnwjp1POM5dAg+geP8VGRYCJv0Iy1blTKpQ5lgR+TJpM9Pr7tTZcEJaOqOrGNMMkFGH0Vf5XYm/RhlNXLVX3WiERtFJ5eu/KPySjrsgUA8aOH8hcOOTU6OVycfndTLlQ35EfJlwDm0NkvEI36zKHq11Al0+6/nzY92SCSeQ4MjPDCJi10jp0/iQsvz4xw+4YEjuuUeNJwX+N8uN1lB7Q29zRmxaGU0zrU+xyuxoQsmLa28JT/RH/lcuOpvKjtxmLhGLwoZC5A3E604i7IF5N/9zwqp9/M1PhO+5jjHP9MD2ylBB/s97qpblJbKxxhDYPYXrAwXTKKmfMftkPBNHXtlX1ZbnKmrfbFyx5rABomHPOSNXrj/dak/OGMpfak/zkNYdm4DVyx/QCdPWQnnG0NnqazEcX6I6+WMrPC6+v4nou2PvqDPCZTTjRv+onZMW0Qbw+opTMK7zZGeo9OAb0kSta67W+/HKjS5L5H2V9ofaL331JbovAX3qVykk9Gmxocucp27cJfqmjJBP8nKd1o3jC55Y0fI6/wgl+dJF00anHPZPk3be9rdcbeqbolr9mlOE8j1g5FLlD/Kh5VpKAvooivicE588sZp8Lujb1E+KXccAZHH43MkOD8JuFFxs0SJEiX2PpKmSNpW2tH2OLFxSlt4m7T5rPpJG0u/c9SwRbqVufdntLfQpq3mmjzox2g3azmxuXMY7fGwBfdoX2HxpJ/SdzBrv+GB+O70RvxqTmw4EzGuRLZTZt4TjxuA0UrkjOOn48rqTmzHxNuJ4uzvfCoNGccl9OScfoEx+w9HL1IeoFvkxEY8coA++aFHxvXj1v9Fx5b8GIMt0BnDat8sY0vG62m+xh90vC/K02Gc9n15z2AVVcoCvSGj04EQtEhj7yPWf5Iu7T/5b3rz+OibFW6hSf/Nqrv8kIeY8LJSjIAVU9EX9FgddfqONs0HHqFN/vCM/nF6ZNUyZMWhEF05VFYB99SJra+M5eLxoMogfLkODGa3DvIgLU5syM+PGbCLfzlvQfQ/Sx5X3nkf5Bkr1q4QOZJxiMstAT6gdZvIRt2xetCs71Sseottkg/yeT1ANuoBcjGG4Icz2Iby2mZ2gzV4+aEXni/d1RaN2/BoUn6sCKvlJ/XVyu8hld1kNnmhBcd5e2J8Rz3RLe67iz31mh7TwZ4eSupt67an1VZ5n6EM7pR71FnowFO9gPzQgQcvsxIlSpQoUWJfosghh9AehOnau8pVOJfgadxRyY/QbMSxrR6K0nhoFEVpPXQEjcjVkVAL+bheZo0gn9YDW8ISihDGCx0lCfVQ5KgXhkYRpkHnoZ22ByGNsOxezCid2A5S0DT7C6S/wHKvPS8xvBA/JoGmgZdHri19+nJG4L6/APOyFH642NNwHqqFvY39Jf99jiqM+O0qj7sE0PWPBnxQwDYJfLzgg0RXvsy3W5Z6keNn8Eidg28+wBD48FIrEJc0pFXUyKceG3sT8OEfi2g/KDPaEuThmvt5Xhvh3+mGbV/tNI21V06DI7omeB4haudl4BNcSM/5zdDjJLmwD3chPB3t7uMS3N7RY7bdzqLIGSiTVYPwvMkrX9+ogzwL5amWr6LN9EE60judxKZL7FGg+8rSqYTHy4d2o0ZCytxtgEBbgB2VOLBA35SuBLRQJyt0RaB+C5Pw0n7zkmc4OfHBngm5IwaOj86csUn7P9oEK39pNSvaEGkTE0d1D0xDmBMV6f9n5g6dEHllv9m6BSP36FvU/trS7UTd2YoJKhzOmAiARkpTgpzDD6v9sOUdMiAfDizeBxuH8eSdrijRHE/emZMX8XDy+OZQtjZq0QkMc3r6qz7X9PrP2vuMxFx4yJyGcdHHM9om20oJNnnIljXUJf2RS97BWBLCb3bysLoTG+foMe/EZvHRl+nfJjlNr4f2W6CrEbTITfSNHhJ+BQn9fEbhdQWMN8+r54RNuiIBk2CH9FukR8oHm8IhiAkytlA8eugcdWJisoty9jGiZ4WdIR/OXZa+OTp+0g69p3HU5lL9cY/8iYM+0DmTyh7f6apzd+LgHQQpE+JQ/j8bYdtWQYN6wAQkuiIfAJ/QTSebq62Y4oBXK5MkxHHIE1qsxPHGXtM1T2wGWyAOz73uca+WExu2xcSpb8OJTacT5c8p36z+xfZKlMV/z2tL4jGpjP6MrzY97z1hg/BjDmoXzt9p4wFVpPEO36kTm/FDHHghmuVrOnVnLnR1xFlLohYxQMqdumywfA3Ik60/2DcryCT1JyxDiU++ZzVv1Dxoa/5j1BKlr7ojbkIf2mkZ8F/5jM+R2+rLTdGrpG383qilqkNySdKp3RFIYWXEGYH8dKUSCVafjX/02Gf2H7TeeXkqDZ2ytbxx7KSdoD2ifC5e+aiOKy0fJRn/y8mRBO4ZLcoGhzT0Td1HJmSz9hTezd7h0Z0RXtd3ljoLqI6J08aZ0YxeEE7kCP9M/r62d6vWaVaXoZw0f41DmcCL6ycEfJcoUaLEvoU2o0DaKFq59jix0X4zHmDMSd/HGBTnqnVyT9tOiZesVqVtvI1ZcYqBNmkadWLD2Yb2FSrEScbf0hb7mItxM33e3nJig1v6l5+OsLEP4zMf/ygN0Sk6svN0JTbtN6R/hm6RE5vnb/2G8YQc6Jr+nf58sSj4i8OXqaMYebPld9LPCx3SGM2YjlxwDUXowCO8sJIvzlaUHWUOnYflvsP6udSJbXBL6MRmOvNA3vB36YqHVMeMeRnj8o5C3uiLdwvfapMfWvAjIbMVgfBp5Sr02p7S+KzIxtaiWSc204n9D8df5sQWvi/Ak+pEAZ/GC/Dycyc23v9wYLtNIsAzqwa/qc90lYOy+pfz5+uKyuF7oOeBDGx9zvgGOjh1Ug9sHMi/GDpesxVvqQeMKbGbIic2TaZlZ9rmGWfkny8/8kSnrMZG+WmKOJ3REV71OmtP1CnyXSJ0vjJsqdERXbg9kdfyXc+qXrn/+SHTVTf2HmBwXvMBfj1kd4soUaJEiRIl9i3cCScMjayQFaKIhof2grxDB6OiEDq35Z8RqsGfFzlGAcZeld+1s/D4eScmp9ER1JM3DPl8i/gg1EI+rodGQDz49Xyd91oI8wgD5VAPRenC0CiK0npoD4rSE17MKJ3YDnT4G4tDznlB4gMAH6O3S5D3UH1Z5BfXGjWOn20w7QUTcJfAixovmLzgsXUI1+nLWfpCyn0mBXnZPnfGWr22D+jBS1z8wpmBPTjIUSB3ia5HbEu8sPPhgl/qX73pef2gwi/2B7Ter8vkz37YfsXGRw/i7nPk68Bu+8gBf9feskN/hcnHIz4SWeB8tU4ievD7xL32lrs1rZKN61+KtM6mSO9V3t+zdkt+lAH88kFovdwYsepxXekCpwcmI4c03xnxS2M+OjmDWT6LQRw+9FDWtIN8LKJdrEjLjVoEg2feXvLf7QzafFTiI26id2klOea1H5AKYOWdp0d7Df+ahg9gCfLlYh+Rae/vlNsXrf5rdOKkLWrzturMC7riDPKn9t415Qo9eER2yo4trcjzZ9fcpltbcc49JrT5GJvWuWz+Lr/Jah+eofnLi2ZEP7h4gX4QJy2/ANeD/gddI0eJPQ/KLC23IlSWJfUBhwDGFT+++CbdAtI+3pblvr+hVp2kbaKfcucRnA7ed9JV0Ye7XRIdflIcuo2JPnjSZerY8q6e16hDi08wMIHFR/27pPozhvU8MvYkF1zTT9DW0X4yCUD7T/vHloC/WRfpJAETQoxriaP9CvSk3aG9pp1KJ+NmR4NbtqSTRpl22Hgh/rfObdXJLLa2+23TRrXbpK+RNKTXldBEfpxCaBcZn2wWeVhdy+VEZl+BDb5C+TgPr/NIn6e68WudPFQnOp88vFd/nFJUViTyyUNz2slOSgGjmwI9Zicb4/iqr3ClDtMrAUc6dEd9Ttr++JihX3EjRCX/REV3yDBxw2O6nSerXcAXOmaiibJiYowJWu7hmMbEHo5qF6/5m/bB3vdS7ow/1KlH+H5Xj+t1DKlOPeQf85awKDLTV7G1KBNppGGbH2hAKyMKF2EQEAd9UkbkSRmwMh9Odti12mGcr/f7vHvlndispwz0E89mc8jXEeRVe5Qw+DbbvpR8GVdCHwQsxvZRxYmt7TmdeKPefVm3X7Xtj+Df227qxwVrbKUNJlmnP2cTwlx/7owm3QpSaUmdhDdWC6Hu4JS45IGgbsQMmf0ZP76dFXn4WMJ1AY/UA2hR5/rNelDlh57FAaazRN64/nr9yTppBvqVkoEGZc8KG7RxOOIedmprNEOMH1sP80nevYOD5fe8xmN1QtpC7BW5oJmMn5LIKfK30uu0/rMd2lt6T9fxtZUXQAYbg3qA1y8MW6r2hLw4G2AvoW7CBBwoc3TuNsV43tvds9ZGWufciQ362C6y4hbBOfd8xRlshnaXNsryCpwRYidP7IstX1lN7w29mjQ+clr8nDNCzHce9rxEiRIl9g2SNkjaONr39jix0XqS5uwmnLzNaRpnZ/pMb19pN63PsW8SxG/e8UL05p6TtF9xJzbrV+h5sk5sPl7LjIPD9lT6R/KizYcW46rQ6U35ULTXic3GGdbv1nZiw/lZnb2l78ApDZomT9BvSJ9AKnTz3dH0bTOVbk0ntiQYPafl+sEhDFnI9wMnXaFjKOWs7WmNpzyQXvs5S+v3ucN4CBlZuZdxKLqDDjw6D5Q/39/Jg3EL47vicrAfi9Dv/vdY2zKdNPSp8ArI71ctdydjYVaXpdyUz5g55xFdEH+CdOJsSelObE4riScIx1+Mqxh/2XjBbM7o8S/gV+Dl505shF+37NQ8yBs5cWR7Z/drdSyCrr8mY8E7hAx2bDBnecYefCugTKFDGaf1IP3G5mUBfcaktZzYkvKT4HJ4yJcf9kT58Q5LvppL7MyY6LeADs+wJ/QwevVjCR23J/hHD4efMk3Lk/dHvvFZPaiNMJ8i1JswL1GiRIkSJfYUihxyCI2CPixMFzpU4eDUWYS086G9DlxhnHzaRhHSyIfOIuTHHe2qyVjL8Y34tVCUhlAN4TilKB2hForiExqxjz2xEhshpFsL+TFaSCMML2aUTmwHOvwtJbB1XugumrtdJwZtouDKqPflN6Uvvzq5lK8g6Qumk+NlkgkgJg+OGTlbr+2FjJf99IWM+2w7wgsWEyq8eIcvcQR/GQR2LUhODnakuq2FrlJH++hYOfIizYcHXsp5QbZXfaN1QBSTMAnP8N6y/dnoC0Om66QwH2yYUOJjBR/OmFjkgwXLwvMhxOXcZ4iVm+g4/vBGXeWjDHWKD1J8wOEjEUc/DwP3qOt80EQHRi/8KAdy9U+R3qu835jddgTkhc1hby3bn9YVK2hr2LKLMuNjFL8+fF/Pq4NVGfgX81rjAwxP+EBGO/TRE0dqmLf1Ec3PUoVy1ZFTM0sOAvvlJ3Vl0YNR9Kn+V6sTxrEXTVNZNI60e0wWa1upMPqWPo/0IxxbDBw54LroAyddFh174WS1AWtvzUrT9Ck9nhBvzIo/Rh8fOE7tBXtnMhc9cn3EgBt1CwvipR+VOwprL9Av9BYJz8ePXR69u/u1Wr/e0meq1jULU/QeWy78eORCnZjFNuEh1AUUkVPvtdnHZj7gfbjbKK3D3xm1LP5ol9djjXIrsV+BMgvLvBKUZbZ8sS8+RjP+oG1jyzD/OF5i/0JavmkZ+jXtIpMcTMK8vndT1H3OY9FWuceECxNoHvj4T5u6XBp7Ji9+ei2TErYFHu0Iq2thE07bA+0J7Sfj0DViIGwphK0wqYYz7/85z7bFoz1ipTcmA5g4IT7tmPIsbSxWpc4UuRUlsDlry7OTEOkkzFyddITPcPJO+6jYCca380QOVkJaKffYahAHqtf0mxNPTjxeIZ8jf51H+iyvf+PRJw/dCadIjxpf/lFe7rRDO96oE5tONvYK4ut7Rs6JDT31mRWdKeMUysxqcpbnDP2KGw6jXQ2UF2MGJqbYLumUlruVRxzC4JE+EvkITJDBF+XD1lDfGNqq23YySUVgxQZke6nYhE8uqd3QLwtvsJf0X3IPeXFEP+ykK3VCivEZY1LGH2ZHBhfNAzTR/bUbn1QeX9lnjtrLr6S8uE9as0CBHMiH+0VObIleJR4pvI5g32sfj6Lz598dnaZ1ZInWEZwpcdBDH9g+uqjnxOZjNCYt8+VNnH4TbtU6RL2nTjpfPKNu07ezcsUdcn3m4kd05TYm8HH6srza9EdYjAvJi4m8ZKIxgNsfes44scn4l7iqi7geUg/UIU70yopq1p+EdmTnibzyD37zTmzc8zgeyIsy5N2C7aEoD/SII9tpkhdbpcI/dQFdwCM2gb4SmcR+sDlbAcWcIOGVtpI4+TzzwfhP2ynOQ/5V7ln3WXkFskLbedD46El4p3xDpz3aNKftNpVvd9kWFJtiVRXGftjyof2t3aVtxQZJa+Nac9pDLzirs0omNoNzAXy4HXNU/mR8yJG+wpzYWrQuuzOCyWDvUJYWhOWbwvRTokSJEvsGSRskbSHjFXdiY9xAW01bCbzNtX/WntG+kcZXYqOv4Md/vlITbSBtK+ccaatpNy+XDte+GRU7sfGftpdvvtDEGZu2lnjkR1y+LBGP/ot2lxWpPnPmHP2RCE7wFSuxCd/er3g/VOnEFsgpSPstGVfm+iEAbdL/58W2yic68xVLQ/nhkQC9xfKAVYCRC7pZJzZLx5jA+2XnxY/+TRs+bDvKZu3nGReid+tzrCyJQ/7edyU0lP90BbEZMj5FJ+68RBlZXHNio4yQj37Rt82GT+gS4JMjumBlWeyH8SBjd34UY2OhNk0zYvVf9V2Dvv3oMbdpXsjqtEJ90SdffCdbk9r3OMZ86ArAn8sTjr/IM3FiE5tO4um/bD9MXqTlXczHr76iKtHRD89xoORHJuiA7ecZq7KCNTwSh4CMbMGZ1oNbknoALZcLXRGX8dTvpB4wFkQXGSc24bPR8oMW7xeUH+8QWSc2K1/ouI4r6IiOnM7UnbuVH7MDo8MzaHSfeKeObcnnS8OW6g+gSOMyQZvAuQd+ZEUcj6c8KbLlUKJEiRIlSuxtFDnkENqDMF3e4aqzCGnlQ5GDVy3HqDAe6cKtLRsF9Ks5kHUWLovTx9GqSMYwFPFC/FrIx/fQCDoiu8cJ5fLzevC0RQE6jaIovYdG4PPdRekJL2aUTmwHA9S+7cWElx4+KusEWZ8p0csHzJMXo+boyIHX6EsRL2X28Th8mRIEF5wSeFlmooGPxD8eOVevNaU6sWXj8eLMC6z/0ho+/IVfzxXGI/cSOJE6IAqf5j16rWQ1/FtqpgPVntdL5/DGxuPXcrYBSTwJ6ImjL/1NqIWQtscnOJ0wpLAXcIMcxRZ44eUF/sjjz9OtsShDn9yBVlp+hpBeBX1dLcnpG2rpwNNXC3lUuw94Wb9249M6Yc3HDD568PHFndj0A0ffuXr9mQFjoy3CKh85GkFFueZCMrmosmflbwSe2j9q8EFqSPOdyvfLByzQjxcqQ6/pyj/L7L+x12QN3Ofeu7tfHZ0z43b9aKL0Kup5+/mqlKfOdZpZBty2RxYXm6Od4qMcDirIx0csLyuuOecZHxrNHvNI802ylROk5oPlNRue0PYLGrO2PallbbYc8p9DTCjDr9h0ci06pQ3dKBefH9KkvKqT78XWPir9TLtHXpaf0cvDfvmMLX55sG3xQdnyYZYPeNbeFpcjd9ELH7Fpf3XStK9tGYXuwjrABDWOIcV6DJHya7DrJG/hhXwpO36BygQz+by63xzNn3O3R875QMjHV8rz8EEzomEL7tO0lH+YF7rSPHY/o/T5AMkHQT6g8iFbP3ZL3sQJ9Zi/bg+o054+HyqR14vEC9In0BVvLJ7fz7R/uQS5y6qoFa9a+5q9nfKkoVqaIIT9kAejk9VDLeTTe6hEStefU4e/fekKtSU+vKdOB/n6UGJfIy3XrJ1x7ZNRtE20DWxZyHiDdo82meDnrHDlH96ZjGJChFUjaEPe2WtctE4MgPYX2tgn7Qj0R698NPrnM1p1soN2h0C795p+s5L259X95kaHDLhF20Qcz2iHdDwMdpujBG24rQhkTmz0wfSn1pab3Tk8b1+xArrVVqD45qVrlR62fOzcZ6Jjpv1JnTtssmmGrkCKTjSdKc4PCs7D6zzSZ6J/uUjjZ51YbDLQV84yeFyNL/8y8YXHU2bdrzqAVhIvgE9ioW/i11uJzSarTE9ZjXYtKDPKF1uCH/hEx7O2PR1N37E7OnfhrugXV6+JPntmq+oFvl7Rf572OT8dMVsnutDTiHnbtOxe1n+u9tHct3KCe9NJ2n+lK2LwDubOccMX2DaYakfxiqIg1CeTVXOFwY8Omqi2Srpjr1qV1BUQxkc2mwR0J0qbBERW02tW/zi6u6ysrEH5vibuo7V+SHomoV/Sny2yZkbfGdOIE1t20hLwH1kuW75L40DrxKuWKQ/IgTyMyXAYHD7/Hn0vXSYJPnjSGOWt7+yHNR50Jtxt76DcP+aajQk/Idz+qPNFK7EpV6ETm8jrK4yZXYeo3n6l9ae6EygBmmxRC9+UCU4A6Jm0nzxrXvTTazZF5yz+g05+YifE9zYNbtHlbxc+pH0eumPSnXYpnw+gG+fc342VfznRYYgi2/6GTqwhiO5JNH7i9Jp3HjB7x6aId6mMAT83xFYypKyt3TVbwjmXldJo4w4ZuFx1UeHEJuXCedrupiuxwaPVl+A9VMaHHOkbcMAkL9rUwc2hE1vxd4cSJUqU2J+QNNPSxtFn4hjFOLcRJzbaN/oNvm3QTjM+Ic3wNU9pH0s/QrtNO03fywpWjL2JC33aTtrQxImtzUYZ0CQtP6KkLWZ7f/qycfdY380zAjRxpsFB+wOntFo7P+Bm7QMYh9B+W99rgfaZcTD5mhNb2A+ZTImcgky/G44r47j0G/DBDyLo0w/tX8wn+TqfOJQzBiXuG/s2ZZyfoXf+9NXRhfN3JP0y9/w9X7HbfmQHffgnXwKrMXPP6Zw7bY2O+ZyPtH8Hxr+P33S77T68P7AdZavq1fVA+ftKbIzxTpi8XVeqJY7LB5/QYez48bMWaN+LzngfekDuww99LaWr9hWvEEx/zapelD/lwJiJIzxjK8hHWTJ+Yezw/y5Zrvmkchi45+P//HjQ5bB/aRkDlz90Ysu+b1kcdNB7wiYp24mqA2Tjxw+UETIRl3gtW5/S/OE3rAc+/seeyM/rAeN8lU3KL3Rio3yHTl+rW9eH5ec85cuPb5jwj07hC36hwXPs6aK8PUkwQMfeFyhPVqfmO9or+s6KvjnU6BCX5/OEEX4o6u+ZrFjMmBm6lFloC1x7ORKH+nHhtFtUD1YM+R83lyhRokSJEnsX7oSTd5ZqDzwNIe/k1NUIaVcLPreSn2MJ47TXGSsfryj93oTnGfLhq4uBUPZaeghDIyhKR6iFovgedu7cWcGfg/th3LwzX6PI0+mMjYbpwvBiRunEdrBAJ4zspW6dvK28s+d10cv781FhsX6wwMnh6o1P64eS+NNC9iUmuOCUwEsQH9J5OeUDM9f2USJ9CeLFjvu8YPLC6/H0ha+KM0cGnlldVElf9X7XoVoj17VwOTovy+5gkqwSYR5y3G1OOWz9gtMIk1tHX3KrvgTzjMmQfPntEW00SDSdrEnBNRbJ6hkfPXmyfnAh4ODFZAwfLAbOfDD61JnmaPOq/nPVrplo4qW/Hhovf9eR6ak9SHIQnaNvPrgwkUOd4sPNz6Y8qNsfsRWQhlm/13Dy7PvtXO7xQW7uVtt2yOjlnX7az1cl8vLlrgNV6Wl8nfARfwTk4w8T2bRLr+/L9lVMhE2Ovnr+It2KkolMJi2/Mniiri5n7VYIz7ctcWbACYLy5KMcH+s+drJNIvKxipVQOuzEFscnLQHe/+vq23TyjI9gfFSrtx0BiEkLUnr+AeuXY1frx2U+rupkn7Sj/jGs2op6yIPz26cHXKMf4rCTD54yI/rOJStEfw9GP7pus9o5dZrnOJz51qwprRwqHmT5J/CxzB3YqGd8WEMXfEDmYyb1jfCTazdFh5/apM/gzXi4PhrSulXLyfRj4FyzbjMnNtojHGrhnW0vqA/ex2k8i8y/LkX1up7qoVOAvIfsaVV0qP8pTNJe/iW+0nHZw5CikD9ueVBUpsvCnqVJ2rSe2SRGc8FkekC6xD5HpqgFybWMRai7/zZmjbaTODswOZLvd92GUhq2coA049InLNCx7Gv7TI8umr9N+wJvO7GRk8et0okZ2hcmE2g/sRnaHQITG/Qt9KWHDFiqK4HhdExa2kKFtC20O7S57sQGvSHVnNiEUfJHNmj55EKRcxb50C5Cj0nBt/56cczr7Ohl/RZG7/rVPF1BgX7A0gX1JFFkbYR64yJNZk4sNslkTimJ/jUCeZljikI6U+KH9e6UVt8eyOIlcWO4fOjX6ml1JzabrEpXuAv1tGchvIuNUY6UORM6yEmfzaQgW83Td+q2sFKWrArGtqHYA+OPV/VpVQc375eRibEadPWUgA3LPe5ClzEBtEJ5zY6C8hW4LTN+9e1lKStWNtkmD9P+OpuO++geJzafBMw6sdkROfuPW5f017wPUgc4p8ysfkzRIzZJXYPnxlZis8ll9InsxCFPAmMNnMqgedTpE3RcRtpJG/6kYwUCTqnwy7Nvn9uk/f2RZ87Te9TzYWue0brLCnqUkdph7v0GmmxX7LI04sRmk+jpSjCpfGl5Gqo7sVXGFQhvlAvynNayTZ314At9st0webP6Iu/L2Bg/psFZ4G5hkvYOwDsO2zicUUZM/FPOIOWzGmrxT/3MObHFERO68s/KNytvuv2wrdRDfT553Bodz0HXJ3Ffj03FP7Sh7LErVt/0FTBrObFZ+5B1YjOerBztPHVi+/7IxcojeREfvi3Oc8Kl1XVDTifJSYkSJUrsO6Rtko131clI+gzaUn4cR7sIiGdtG//S9ow2jjg4vtNXsAoa7/ysWsyYg8D7NqulszMHfS5tpn23SFdiM9q2VTPtMd+RZ217QmiNjx3emvVbzakzdyrNs1o26/emTw68Qe/Tx72q37zo0P43a/ufcWKDXyFMH+b9kPW/+X4oaKflX9oPmZM041AdV8bxoG18PqlyoTNkgx8cguhX4XVw67boEwOu13cEaCHPoQMWar8RrsQGrcFNm/U7KOMVHOwZf9HXEQd+yJ+x3UQppw+fbFuykjcrnvEMOoxbeG/AKR86rFDKdxrKCRrIzBEHJMr7iIHjozf0Nse+y5f7ymlp2bJCKf0iPzCgPL4wZGrUb/w6K4cmKd/mLVGf8Rt0a3b9vimBsR7f+50n+lDKlR8MsNq/fbeZrbpila8hLXdEv5VxLnwfN3ZlsosL9PwbF6ubwXce6CY7/r83fl9ozIkts5Kw8AHPid0IKBd0jiMbeiIufPP9Fv1Qb5CNctLvvzLGgl/GWL0mblY9aT0Q2fgxhdcDdIBOievf7+ANvs5ouUvt4F/+Z5w6I1J+8jpQtfygQfmxGpyP87ED6gH5uR2wghx8kt5pQYeVd60Os+X7xIQO/EALPQ1u3qr6xdGNI6vcfnNoq459sAOzdylLsYduVy2VseVV+oNuvqP5j5uhpeMuDvq/RIkSJUqU2PsocsghtAdF6T20B+2JH+bhTkl+rIYwTbVQDf48nxfh0Ucf1bA34HlWC/DlqDZvlU8Trkjn6fNpw+dhfA+1EMYrWlWuGtBpuO1neF4rXRHCdB11hgMhjY46fR5sKJ3YDnAkv7iWFxNOeVEZs/JhfaHCceBjI+7SFyx+dXb8pG3xR4OCyajgwp/xUteoExsv18TjZZCXMn1ZauN1kBdRCaTRwDkPszDHK3tprQRpJGfS8ysiP8e5Q1/I7KWsJlSomE4gf8JKxQ0HPJEuDn5dDUojiOv0qtHWuMghukoC1y4bdASF6cNbxPV0IY0cnQwsbz4AsEUSL9t82MGJzSaLvPw4FxpKRw76H8izNim3gD7PwlUA0pCDxpH7Sld41HKNefV7AV2Q5htA7AbLgV8+NvhHqo8MmhjN/IPZJnWC53zAOW7STpWRDz0fGjRNPyiEII98PmmHGvCb5zPhtUBWQRFdg8VPnok9IA/1dEjznTYZJIGPHPDqsvgxDHz8osS07ikKeKnOSCHaGT0TWU/j64SO6ImPOxPvtl+E+ocvnLjYbtJlRH7C78U4tz9iE8OOTHlI8PK/ZO4dup3E54evjN7Qe6qWMU5hTGzWd2KTe05WYbTTW+Z8x4enoQvvV5rQZnKOj2HhRzDqDcc0r3x7a/eod9A7b8F9qgOjt1TpZZ2BKdV8etMPk53mqNYcfXH4Mv2VKfehS3quWRGGD4T0AwPG3arPTZ9GpxbCuswpZce2WG/reYN+TINXJv/RCR/6KD/oUx58eLtL7vFLY+oa+VM3+UjXuu1ZpWU6sqNmFTuxiblnnNigZfzGIekHPGgEecKqefXlUhpJ2trtTgbkk+hEkPRbFp9Hxe2fPVfo8+JnIflsu0NwvtL4lYifx3FDemnayvRJHNeB6lfsjmPYNufTegZpJgbvF5yen7eJ1SsdOeh/h9FNSRU7D9A2hHFL7GPEhZCWmyG8phx9ksMnr5JyTCJSpmF7mzo/HTd2efSqfjiA0X6t0faFZ9Bgsor2jwks2nsmNz4/ZLq2n0zeMRHFqltTd0TR4CV/1Xg4STBxQptiLatAbBKrZFIEZwpvL90pyNqprN15+22TMOZ8wWQJbZ/Gl4jEJR+2efJJEwITLYSXqNPyTdo+zpEG2yewUsAVdUcOHmI+FHqdHAQpj3YvdWKr0H9CK0svrXdpfGTSOl0A5HP6b5V6mm5XCN/pSgOs5oye0AMTLtC0lqAr4HIEsmQQP0sVlegI/uBlg1zQzvgEMu0NE7yspEBZcR/bQBbSWDsW5KcEUyc2Jojd3phkomxDO1JIuw4tdMjEJDrEYe6Ik8dpP2uOTTHvmZCdBMRe4ZExI7qHFfKiLLmHXD4ZzbsaKzlQR5gYGzbv7qhp+/M6xjxl6XM6tiFe6sSW7Ue4FzqNhU5syK5lKufEO+I3i1T+D3e7RPXLCqvU4bf3ujE6atgi5R/54RkdQRNe18sN9MyPGbBBtpXHqVD1QX/CQf/H/FxiK3b6ii3ODzpwndNueH9Cm8HYyezUaBk90214DX1PZ/XhnoxTlwZnRo6cukw3P9Cm+v/i4Kk6ocjkqemXyVjbro0fWbDyBrYGr8iIwx4rUFIO5O3lkEDz8/xD2DWPNYr8S/n3+hzLrREM+fhF7QXv6MRBj+iOZ97uIVdiUy1btN1leywmeQcveUzbOOJRf2hjk/ojgXNrH6zdpX3IOrHZGN/OUye2745KndiYuP1zEidrH6FOSpQoUWJ/QdImSTtIu097iQMS7SptKm0lIJ61bfzLtvn0dayySv9C+8n40scdrERMe0qg38Ex6T+nPqhjBa75bhE6sdG2av8tYEzUZ+LGZHwd0n1d31na9hKg84Xhy6LPXbBaHZ54Z6cvT8Z3Mc/WrzBusB+8hf1vKJfLGcZn1dZBSfw0HvzST/QbbyufqoMaY+rYSd/7J/oI+iu+DX32wrXaH8E34x/rW2MnNul33tHjBu376C/f2nNC9JVhS3R84T/O45pxBjR53+g9YYPSgBdAedDnU47QgA90SDreAwbM2qU/SHU6Xi69J9ye0pF3bnRH+dOnIgPfmlz/lLOP+Tiy9TzPCIzvGF9DK3m/EZ1BF96uXLlL+L5edYO+/AeGlKXS7C1jRNE3Pxz40bRHlD9khXfXFdByEnBPx1/qtB68L0ieXkaGbD9Mv09axq/kj554f6KMLY3F5xxdMEb4+dW3SR6s+mo6RWfMN/Cc+nPpyj+q3tERPxBCNpUprgOv69eqfBKHeoAdUNY/HGnf7/h2g85Ob75Lyxa5eU5ebONZrfzydsC3m9AOzJ5wrBsfHXV+zp7Os2+U2LnRMTtAJnQFT5xz79xF98d2Ff8YRcdVZgceuKZsWdENeyBPnNjgBzqu1xIlSpQoUWJfwZ1w8qE9KErvoVEUpSXkgWPTI488UhjXQz3k44fOSDhpuUMaYwjOw7hFoauRzjtFulIZgXxCxzkPOJS5U1k1hPSA06sWyCdMU/Q8vG7UgS9MA43QKY1rB+VR5ChHCNO0ByGNfGgEro+i9IQXM0ontgMcSVXfnS5zfuzVa/SliBeaq6V+82LESx3OBv7Cl21WBMENTgnQ4uWNF3F3qtCXoOAjMS9s0Eyd2BYmefCyxAshzgp8IOCltTBvBS9WxS9Xng/pocPLKkdoQ89eeEPUpqMvmbmQvw+s4TBaHid8Xg1h3FrweMiAbMiDXHnZEjpVCPKS63SchuvIdV6Vn93piicfOAmnkebo6DG36eQSID3B03sAHLlPgIfwefjM04bw53nZsRX4cfmdVh5J2cSTgHzsYSl3/SgjL+78wpKXfp6pA0jbc0p/nQTqA/H44OIfCR3V8gPch2doQstDqJ9qqEUXJM/iCRu65SHNd+qHDSb1Wrc/qTrRiOpUgnYkxBNByXWNeqSox8geBNkiGzr/7BmzdIUGZGPlNdoMdMnzVAbTRXXdShzRF1JT1v89wj5svazvTfoxlY+uOIXRFroTm9Ep0g+04lOF5c8tT8NHIP/ITNuad2JDBuVfyoc0oSwpHQPP+FjHRB8rcvDhCVoEa0cDerETW0JPCHFOe/zZs+wjHB8cm/5o9QdbIC+30zWPR/oxjg9e/AoXZ07u51c0ycJ0RAzlW2iiZ/JkwhWZqUOHnzItapUCpb2AS+OXQGzLh4+POGhQ5pQLfPi2CyZZkE/gxPb+ky5X+09WYhPwjDTQJSAj9zRLCa7vPMJBMedckc51hG0QQnqpM1oA7sX3OcA38fPtH/fDwL0Q+Tiel6cPEcYteh6iKC7W5+fhszz8eV7HnFdt45xw8MAvQ/16COkESQRWZun90ontgEBcCGm5GcJryhGnCCZHsiuxSTkmEdN6q3VV2g/sRPvB1q06fiXgAAM96iqOLr5qBR/tmUTDOZr2jbaTNonJFAJpaLtpt6BzzMX57URTJzZWC4IebXwtJzbSuhORTybUdGITeu609qVhy6JTb35G+ybsmzb8YydP1JWpkA1eDLFeIOQh5kOh18lBkPJo98J61JgTG84gYfyzFv/JJqUYRxUA+VKnl7CeihSiV+q8O6n4pGLXO7GlSHWRh8sqgf5JnWulFPV9Jl75ccytWk5MdLESLHbE2IEyws5+OHqx3jO7gfus7lxefhRyxIDrtY9EjziJUa55O3IbxwncV76grbs0WIlBeQ3ziRHaH+nQK848pntra9fIoAVncFaYY1KPiTi26GSlU/py0hMf3ji/Xh4w6QXPrFqG7ZC38wqsPttKbKy6Eq58BqdaptKPc+/nU+5Tu/hAjyujy+/YHW2Qe58eMFYn3M9a/MeEV2RZ8oA5ETJW4QcprJDHuwg2+MmB1ynPyBS+fwL4Mac6W3WxphMbK7FJGwDNzCR6grRsjH7Oia136PxG3Mpy0XtaZtbnkS9t0pyHo+iqTc/pqsmMabAxtm5lGzjGrWz37v0kZWTv3i0al/rj8iriAYePa9LxjfHEld6Rf7XrvyGJL7Dytfrs/a7WfwH6Z4U935LM2t2V0QQpHGze213okwZatLvQwqGimhMb9xInNql/tZzY0CyOF98bnW4nyrsSeVmcrH14GaXXJUqUKLHvkbRJ0sbR7rOq2Ee7jdD+8SPdRmkbCLJtV9jnpE7wOPD4j8Vol2mf/YdmOEp/Rfp+vhGMl/aYMQErTf18RJOm9XaTo/aX8XcV2nOccxgT0C4zdoUuW0Vrv35Kc9Rn1kPRGonHirB8G4H2sOmrgvEOsO8njFV4/mGRLbPCfkHjTP+Rxr9EVwpL4gdg7MBYhpW5cL7yMSZHxl/Iz3cKnI9WSjzG9zjFI/+50+If7ArQ4yIZg3x35M3a9zKeeGOvqdpn8s2Q8RlHdEE+Hxk0VbeSpC/S8aD2+fY9dbEwxI8Y3txrgva7jEugSXocyJwO4+UPCR36O3SNDWj5Ci2o6ftI4sS2OPrECPsm6GURBsoDOc9Z9KCWKfKYWtP+j/Kgnxy56jHNF1qqrz72/kLAVv7lvAXRdCHCeBDd8234mBGzYl1l+1Pu/efFsyXOZdHhJ12iY3srp+y4MQ/kI+0JF07Rb2CsJMf2m6S1NIGdx+MEfhTJtyNWIaOOHHHi8Og3192ktEjDOIldAky2/5+9N4Hbs6ju/tH2tVSr1talaqtYrVq12uVV/9rqq/61atV/fa0WcauCBAJZ2dSyKpZVEggksgYihBASsi+QhAABEsKesGYBRFatgBVEhDy5/ud7zpxr5pr7urfnuZ+QwP37PPNc28yZc86cmbmumXPPhBVix1xiq+COsXLgHZiVr3nHIt9d9jqj+OaEeaoXAC3sgPeLV42coe8XpKuzAyu/i3S8OX4XwLfZwRVyk7E8yp5VatGt2wF0CNDhPevNwnMjnYBQH5FvtvDND0Dgqc4OzP5tNXJ+CPHVs24orrrftpNN7aGPPvroo48+ni3UOeQQukFdekLqmNQOdelxWMqBw1Q7x7I6pPNPuRNW7jCVOmV148SW5tErpE5shJz3dEWwTtHOiY2Qou55GgbjxFYXHKlMrUI3qEvvoRvUpSc8n9F3YtvBUTZbW5/WDx9+7c5HGR/f/Ar+VrnH8uB8yDNoPn3dow2TKYqk/eOUwMCADaR3shKbrQbEagtckwcfowxsXyQfXXM2D+gHKB/XZf5Jng777LUzwBVy8YHpEwEMikMP2nzU1X30lqTDCR/AxGNwncGUND4y8Yz7fOhxbcnic56RFt7zwQGDndfnkyPS5SMefeG0wUoITMKyghjX3IdG5EeONR1VSoeJH6fDygU+WQVPuVyccw/d3ibBtoZZUHxsynpdMYGugfIiuOwpL54vqxL4M/tvA2vkSajoLCTmmrQM0lCO8I2dwDuOPeQv7Jd8GwLfQsP0INfycf+knN0mirbJukt00IHJYPLAdjT9gK2ORV4si099YPCA/Fsj6iq1w2WiVLND49Xt2pxRLE030GQKG7win0MW3K51j3o7d/MzFVvArtLAvTJ09TIDrwm/FULcCM/L605hNMtkW5OVIlf/IkxWzi/+Y+q1qk/KECCLy+ih1plIAV/Rie0bE2wrCZ/Y4ogjG3m1d2JrDniiXaD9YtCWgSJo/tOpG9QpC1titTMGM9XWpH10OeDPZde8daDT7JpV0hh0dH7/n9PuVvtlYPETxyxWvUDHneIiPbNFJn3ZMoG0bB/C4JfFSSaTJS71+D8uvFfjMfBHHcOWqnrIdcJ1dCJEJvRHWgbe4Jk2/xKpB5SpSZXED+Ccekha099CHXhjEpRJW+eDeKqfbCU2eGY7LWQgDuVMHZ67aasGaNIHxAE6kMgSbwZYDwM/aV1mYJDVmqBNXfZ+QNFAw8DzhvZPyzc6bxPq+hSeIzvpvY1rkk2ZD3puzpfJxfOUrkWJTo08437ZHifgHnrGjm+Wh96PXCkJ0BP6gu+YLrcZA+VEHpQLbaOvyLL6caNNHuQFclpc+z3y88l3n0xHB2ncPrYPpOUG4nVwAjnlOl29wVdK0nJsKEC3JzlKe4OdY0P7XLBOJ85oN5j4Ii02dNrqh3RSgEH71+1ztjqoY/fYH/ZF4JyA3S7c+Fu1JeIz4QZt7huzcdKIH2L4L/jdKQgaud2RlrYCWrTb8IjTGzyUdVRAHOzYJ4k+eNzV+r7Ce9lJax7RCRmbaFlafPyYS4rbJBuvu2lQVC4i4i10V41G/rSh9FNWj1L9S7uROjPLPcordWIpV1YIdInttElPWZhTk63KgZOO0UcLcUU9nFTQE/p3Z79UT0MFPEGvpEn+kVE99YAMaeCdCTlYGQEZsFPO4XvJxidUF/T1fFvxTk177/bA+0mpE+mfeXaltHW8TyMvNnqF9NXoQeMEwCc6uERedMmTuO5kRL7EJ47TTgNI7c8cii7WyVB0Txz4mLTmMX3Pxe6gvV4e0AeQNq0jzrf379S1f558o9oCcrqeOPd2GXtCL5S39uNSZ53nYuBJ7YuOvva3YkMXKs19lj5STJXOkneQN+85uVgtRk46ei74RWa2/EcX1AMmxrUsJD3fsPH9puqkhA6wV31XlveFyE+6negzWr6fmnyD6GJRaddqpxVQpqm8tqKcOr+xQom88/xYPqo9HTykoXQuk1OngU7QN/qFL/ignaFfZTUPn5RmK33sgbi8i7xu33O1rlBurHLLfc1HbFWPNUHfD1Wjfm31Weu/5IE+69rfMr5A2yva6/BeWupTAH8/vvohnbzV9zgpV8qJ+8gKjwSXHRvg3Zt3fWTxcQR04iupc44+eGZ2vCRzYqvfTvQLky4vXhzK/Jz1v9X4WtaV8gNWTxNxFfl1H3300cezAmmMaK9476O9pj3kaO1ka9CO0e7RRuNgjBMR7wRfOnmFHnnX4v2Ddh36BM7pb2m3aaOtLbTWUxEaR9py2lV+RMkPSHiHo52G7g/mrS82SxNOXwJNaME3dOnryjY7AFmgxXNkg98kxwYQH9oeH/p18cnD4y7Y9Nti3PnX6zg0zmrwe7h8M7BVO8/J02m6PlzH0EEX8LjqgWeK89b9SvuhXU80Oi47W1JOXLZRZYcn75f9R4H8L+ncPxDo3K46gydoQIstH09YfpduMQlf8IF8Rqv6PcK7Hdu88066SpiGL/iAzq6TrJwp902SCJ6gleoe+LXr6kaJaLaytOSJ7xfGleAd3RAP3aMv7rmuUjg912leTjkfDu6TFtndbsiz1EEKuYFesSvPizTkR3q3NeiRP/UA+1Sdq2yxHiAP+cgrutIheDkC6OTlh5N8Q/mdcWVD+UWbt3eQRjsQexI6akvBPinHE5ZvVjrVsrP3Fgf30A28IzflhEwuoweuuT9v8+9Kuy9ttI8++uijjz62A9Q55BC6QZoudwjrFGmabkOeZ7v51zRupyHfytKdyXC2yuH5dzcPPDQddIs6GoMNjlze/DpPV6fT3EnP47hTm193C6dHyPPoBmm6NDyf0Xdi28FRVlP56OVDasLaxwtW5WHg/5szN+tg7+mr79PJBgbv+cDnI46PocpHUlLfOSUw2NyNExuD3vx6aZNc41zwnfOuLt6137nFn408Rycu+KXWbideUqx8sPrhmcLzBv5xjEMSfPNrfCb8cIDgCL09zrpat90hnskEEqcI0QtHnh9/0erih/NuKM6+6m695oOYD0w+5k9d/ZD+0m/uTQ8WD8gXX6ofPhqPmnudTqCev+oOvYZ+1J8cw0A7H6EnXHSVxL1J8+EjludRLjsnbz6eT7/6Af3oRBZ+FfYXe59dvHHvM/SaD+/TVj9Q3C3qNjpVkB/3+aBlQpcP4l1G/FjpoG+O/NrwSycu03zuETr+oQ7QL1s1HjX3hmLskl8Ufzxqrv4i760/uFInOvhwP3jhnToAg+znXrlR8zM5bBDg6DnXqd7OvdImHZALHVwv/+AJPcy66SHVqeYtegLEJe1nj5pjsovcTPoxKaK/5tzrDOF7RXHGavtVoX+EV/sl0zt54uTFryuZBOFXkqThOemQk3ic4yy3y8gzdWLoI8eu0LrQDm6HDIyYHZ6r/Ja87n262iF2jeypHXaKKFbViU1/DZo4scEL5U4gnp+HubMydA54TPhMiZTE0DPH9ojRjK7zRptBq0F79E+HXKgreNBmsIUo5acIdQi5yqxbQSNYHuj9HKlv/DKWgb6xix8u/nmKOT8wYTkUJzZsnjaOX4DShkLzXftNLy6Ve1wzmcuEGrJp2YusLoevmlfKs9Vskrg4vtFmQoNVePjdB9eUOe1o6cQWJu7sXKgKIWzh1NUPq2wvF1uetv5x1YFC4pC354/crKZDvWBCu7odlsPKq+QzXKf5Ugf2kD6FSUMmMUfOvEPrmckFXyanxg8oaYlO4Jl2hYlUJjX5tS92XkkTVtpQJzZpA9DFx358szpDMSA3bvoNqnv7Ja7VPdpPBgmR3+g0ygXIh/pDvBuEGeoyK9O9fu+p2qfQ/vCL4z3PvLq4QgoIeVWHTUA/4O3fedL+eZ/CkfaPPoVtHGbf+FDxoBS69proSUD7x6/VaXunXbk5sc1GpP3PjND/aNxKAnPmvE0Kll8zHznnRul/7lFZiU9fw6AnK9xMXH5ncf29vy7bVHRG/sRhUPtTRy9UPXh/RHv5d+PP1v7A9WxSBL36R5MEbyuZTNjjrCu1fGgjaStpnz946IU6wEpfRJ6x3MNRoKfyD9voO7HtGKAsrDxi2fi1lmNYAekV0lbRBqT1Pg/YFnWFsr5aXjLefsAFxYvGmHPLrBt/ofZMeuyR99qdxy4q/vXkVdpeap4DEkPrmfAS2iRsjT6U9pVf5dNmYO/UAWM2Thrxrksbb05sthJbxd71v6Wl/YOWO180OrEl8o+2bY32W/Sg3qOukB5nXmTDkY3jx49ZWmwQRSAndDy/Eg03klsqS3lQpPq3elR1YiPk8X27SN496E9prwBx0ncNyom+kdWi6McqTjKBNnKia95PTa+2vWZVT0MDvJDPkus36hbk6I7ywZ6c1zSktkY64iLHrufcpmWEc/iRK22lMN6/WYELJzPeWSau/R/VRx1twLMDF/5MdY2sOKpjV2k8dAiPd4qK+K5BLwR3hvf3feI2yye1P1+BIXVig/53ddtH48NX9FJQP7yOoAU5Jz6rU/BDAGwlroCavAfIOfdwWiSO2vPin2la+ngoEootT+rxOgm0/+gNp/+vLR/QrUQ/evC56pRW9nuSP/aA7RCX95QfyIckeXB93Ip7NF+Pq4cQ0IFtO2b2mq4M52XMOeWCMxe6oGxaObE5bZfX+iHfTjSm83hp8DxNXwL41SCGpLwbffiZIN/rbMGLbSEzeWGPONPTB2MTOGods+I+jc8zkOdJIL/8nH/Kf2h/Guu/wdMB06fJS/kesOh+K18BPBy24A5555yj9D43eY2+m+k7/hZioT+Byunt7oCWDe2pjyOYHKYPzrXdnRTbhzonNvuOqDqxuQ0SHzlN56m9AuPJ5XPk13300Ucfzya0GU1CuzbKnsc+i3cC+lHacHfy4dr7DeuH4nc6x5hHaLuBP9i6RePRjtNn8P6QOw/pNvPBeZprp5uDe+nzujg5PF7L+PrA5KcHot9wPjkiP3mafBJPvleJ28BHoAPovaBFn8KPaXlXoc8hQBfZrYcDRreKAXJSvTsd+j3S850CPeeNMtP0oVyUDTmHvvaL5feI9Yukgx6Bc4KXc8lTIgsoZdR79bZSxw8grpdbHdLnHmJ+rUG8NL1ft4OngUNCTBNlo4yQzXWE/Wo90Ewkldgs7xT1PJvuoO3lh47alR9IeXF+cjsgPXQIbk9WR0nDV5Xl78eSpuZRX34euEbWOFZvfESaffTRRx999PHswp1w8tWvuoGnyUPdSmo56tINNnSDuvQecienPKTOV71EmkddoHyG4oDl8PmilA4ht4FOQreoo9FJcJ37SnydopmsaWiFVo54w2UHOxr6TmzPIfCBtOs5t+hAPhMRp926RT9mmPzXCZWxS4t/PHimfoiVH16OpK5wSuBjiwmETpzYyI9JlI/++NbimA1F8eYDWbrbVslgKxsG6e1DfIkuv82EOh919tlXhdOlqTh5rS97Pl/T22RNWCJcrvXX4CPP09WdiK8D3fIRCF2lnazAxfL8TMyzEhfOTKwM869yzgQVAwQvHYVD1en6CyabRLKPRT5W3yD3mYj/2oSF+pFoenD9yXHL7/Qeun3HnhM1LhOrfGTy4QkdZU3O0f3tEplf2KE3yuZV+5wraWyJdNLihPiyUbP1GZNclK2mL2HbD2yQrBn8ZwKEwXwcGJk0IjhtJhY54rCR0mFgiu0L3jJiik5YsNUVWw79oZSVTwhBk7R/JvSYLNPJjwD0gKMJefMM50VWF2D5dNJQNuSNIwNORJQ3kxDkz2oWutKS5FEpVzknYC+kx/5YrYuPc/RmOuQfEOFFn6zi5Ss3UY4fn7JebYFnDAyQjrKhHCfcweoOs9QBhsljLZ8mIBu3Q+K+dX/b6sh5Te2QfNkmAMcV4pOOXKFRshvqW7yOKO8Jz54nE+h/PNq23GQVGcrb6CZ2J/E1lPeaoMpI43UNPEp9VPJL87TzMm7gif/Ks5Q7/F8pRodjDHVut7NvVnushRJCvjyfRhCVcoa+DxQxOMS2T9g1+sOpppwwTemVDDssP78N79A7cMHdxatHzdRJM+oV2w1gc9gS96jLtINKKth4LCvLz2kqvUU/1cnLl45ZqO3XcklMm8Qk6cvHzNM6xECX0ht4Umm5HgF17+AFm7R+kQYHDatfBLMhS2vb6DI5TT5MaLN9q9UP/vmhKrdfe77cow6yEh22ztYPtJ8MvgUyVWSD2vCk5S9pqHv0A7Qb0CzjAJGPsqR9eOOI07X83n/63cXxd0r7fcCFek1/Qr2jjWA7LiZ5cXRhVbhSB/EggBdrC9D9lDUPa5/C9g7w4W0ONH1lPdrPU655RNsH6HhIUdv+iXyUHXaBnrT9kzhp+weY+GWbDurClyS+lkeCNE/yecNeZ6rdfW3C/Er/E19yrZyZMMZxGR1/9pTVhXTFugraPxy+UHmBJ21TT5ireaIT6gWrP7FNLLJoey95eT/CPfoD0tN/4oRGuZteHdVtbUhPXq5XbS/HWZmhGxxC+eUxPCudRLl6Kv8oq3xbM+t/0nz72B5AmVkRWtmk15QjTlH0ndgeThT0xdQEyp/g59gidY7nrLr7weOv1PrIeyT970/FyLB94vDOh5PrH4xdUnxm8upsu0FryzhCm7aZFZSo77xXsE0Rtmq1EfuzSSPyxdmKPHnvxdaxOa1vQTYHaaGx20m2fRFpcAKFN4sPqvK7Ewx1D/6Ix3O2kaHOUF+gw0qcrL5k8khO5btmPUxWQTjhoKfyj7zMyQf9n59towjdtN03ftj+lHqHrj55yrWqF3tuuuKI/NBmZYi3/uAKLQfkq9BP9EobiZ7Qa6Oehg7aJBx9/7//mlPMlTaPd3HukYfrouQ/CfQ98GvbHpo90c4tF/vDJnnGDx7gHTt8zxEXF3dKUp6ZTsjByofyol179xHEZ2umi4q9L7i90r6Thnj0fTir8y7Eu/479j9fHeasL4RPiaWOTyEEpx/Py+3vKxNtyzD6Rne6BNQlHO6oc/Dy/05ep+8UUFAEfTg/1JETb7fVz14u9LAZbAHEPtpW3qNv4d3d7dn6NitrjSfvLNDlu+sTRy+V9vvC4k+/d0XxF/91o/Lz/QW3KJ1Y/8zZnm3H+Qairvz1xDuKnUcv1D6I9y3yUJZVB3ZOQAfYK3x7P6H9Uyhb49uc2Lw/wUnxuwvvSuqBA91W34PQga80CF/7LXmo1IvH9zTIgxzYhnIJr1p/Q9l5kPcyeLxAbI7+lX4RvSAL/HIcM/1GtTned3j3YeU61YH2+SFfaOm55UfeBMozLa9Y/5PtUE3ABiBbLF9z9tPyFZCO/p1n8IZzH++t5Kc/2BC43tAF9jbltkLf0bBRVrWhLYBX14XXBX60RRzKx+1YaUnbhyx2Hp3YfDtR4lOW0PA4etD/wPSTX/fRRx99bG+gnfLQKdI0tI+0r2ngnrehremGfiUgpZnSTa89Ti3d5Gbt84Cm6dsho+/8pcF59Txq88noEPI0Tie9X0XUXV2aZoF4/rVS0pR+Ed7p0xjf5b2T/tadtenhSFsna0mjAc15S9OnweO2Qx6v03SObuJ73Dy+j4Xw353TUt2k8uVpczgNjp6mWfC4deC206jTrwePVyUT62GKnGarkNKuoPZmH3300UcffWwbsLVkndNWN8jTeoBup6hL320YDNo5baWOSgR3JBsOpPnUBXjxsuol8nzqAvkSXF9DQUq3Tv/cq7uPrQ4GvJemdLwM/bobpDRSHp/P6DuxPQfAtwgfLAwYMxHGJNFf7zddnSwYIGYwmF/VM0DM5AyTgzYonXwkJR80/n3DpAaD3p06sTEB9+rvXqaD5Qz2M6mQhj8au7B4wbgripeMXlK8d9yZms6Gm1PYgDUTXOfd/Ig6djEAbpNf9kt4AvSZYFOnAzmqU4Uk0sF04Y+j8rrFHEBwMGByBN7+8bQNxcQ7Cl0l7pX7zND0TCJAHzo4AjARAC/IiF7JE/1VfknuE4uqsOh8gTPVS0bNKz4x5UabvNoaf/kIKI//mLpWdHu+Tga844hLi/GL7y/Ok8TTJTDo/60L71KHEeSkzNzZwwE9BjP2mHqNrmyAXG//wRW6asb0u0V3QmdyoINDIXT+fK+pOoEAHSRjomXphl8Xb9/zJC0fdElgwovJICZXKH/KFieKr0xYqOXigCf0gpPCx6fcrDplIg5+1DlE7mM78I9joE0sRSc2HAbVWU94Jz8m86CHkwNlgeMD/PzJPjN1tSP0Zjpwu5Wj6BY5jN6pmu4Tk2/WuAB+Ka/FG58oxp5/Q2k/rABHuZK2HtEO2YIXx0LshKBOFfvaBA96wy7YthIbpexZXczoDt2JjXIjP+zCfwGI3pnkQsZysgzUEXZUGWm8roFHqY+GLF4OIMqm8UUO7vFfy0zKnTqFIwF2hY0cd+2TWjbYBfJwzq9esVHk5z51qjkPEfYce7CtN1P9YVudO7EBe07e6BjHROoBZQ/vP1z5oN6HX2yWds2d2FxWSEZbldomLzIN9MRuoHfkyoeVX9JzTXlXneKqTmzc49kXT1qp8kHrWjFUtTmVJ7G7AWsLcWbyyWFW5UDfDo0XZC7TKaz9I1/aaRyPSc+AKk5IXn9i/AAlIiW/dUtS/jZZiQ1/4mjbqo9ygaYPyCoPaTu61xka7+UHr9Z8qbdMrmv9k7Tco89hmw3q/Tv3M6c48jSeknIWYE/T1v1G2yNoIAdH2htrdy7Se/QF1GVWaLvhMZOx5C8BebG6XbX9s1VknA70cVSbt8lWUvTJfeuPpkmec3ViPS0PoCoMgbJGXuwv739KJzaxe/p0JsXtHWBB8cHT7iq+e8WT2qfRXsHTi8YtK/509Kzi6xMXaP+BbOT9BaH76lEzNB9kOfTyR7TNOf+nUo8ue6x4//FrVEe0g6x2mPYDzif3Jq/5pdoZ+VM2XlZadtLXoRO2TURHYy64We1eJQhEnBa6hr++E9uOASszQNlYu+H31CniZJxA7D3ka7Pu120LccxeuPkpbZs9UE9wHBs14xa1I2weu8VezlpvNg5oy3EMxa54/sp9phfHrX1C2yRsBLsiX/oSVgXGSQzbVSd9ib/biclKbPAs7RPtBnUaJzbqP+3zoQs6cGI7canyQBp4px5YfFC1Y/g9aPG9yp/B2kV4GXPBjaof6ght0iePXqj3eR71W49S3/ov1b/l7ysa0l+xEmfMv7G8kPc7Utd4v3nR6Iu1XcTBC154hnzQxFmLlef41kB+fVcTvnGSKekHvZIWvRIPvfZ6JTYAb99bcJe2qzg+/b9HX6wrT7KCLvnDk/NPW8yRQHtKu4UjNGX48jHzitEzbtI08IetnSzP/RuHtu3TxyzSLWFzneB4iO0Sh/dX+hq+J9RuUfDAFl1nAbthq1r0RTzK/Yx77f2OuNAkwCfB8/D3PUil9qf2KnWFdx7iAuKylTO6IA9Wv+XHGMgLrwR0ggz8qOZ7Czfou4TbPnWWOCC1D+7h5OTv7Tilat8mZU0/qX2l9OMA/qh72NALxq5QG6Eus2oxetW42GD4ZsM5idU6qaM7jbtceeGbAr1on6eI9RCeyMOdRMmnnh9zYuPdh7JBztTZMsqX14cBjfO1qVY34YvvsvUSDT3wzAOrTZPHSbMvLaZcbA6DlBmaIMA/ZUfgmraGVeNoE9iq9MPHrSz1jW5YYfy1+87QOkPbwfPlcg95PU/oc4QWqzdOuuT24rBzLlEbct1C0+s/7ysHLQz9qAnYAOL7ynaUL6sKqj4F8MW3HO3IzmPNIf54eY93WZEf/rAp6gI2xTf874+zdyraAK9XlAkBvaTtLuWDHUNLWaw4sdkqx8Rni1l4pEzett9M3U4a3pGdI+l/LpUgtp/Rbvroo48+tl9YP9QpaN9iGychtK22qlMcfyzbUQXx5BBvCKr5xscJTQIOy/KAZ07T4mWou+mRk2fZZecIiWL6wH/Kq1zzrJHPKKffbHjusqq80mtr4DxJWyLkLajQ0Qt4SWlIGKBnsjQeP6Z5RkuOfo5tYf37gndG+m5kMXouZzXvRjTJh/ukdTqBRq2thGf1CM+TzJPTDuD0PTRHlW41Dc/sOdeumygbz+rtINIADc+VRlJ2Xn7BDhrpyfXWuO27oRmdaE+V+DGhoPo8xkGaREYPzeI7am/20UcfffTRx7YBjkHuiJOGbuBp3DFoMM5WTqMu5I5kqQMSwZ/nKOdmWqDOWapV8PjDgTwvD7m8hF4ip90qpPJ3ot8UHr+OHsHlZHvYunLJndi6yT+lk9PuBimNlM7zGX0nth0eNsDLwC3ONmzXxMDuqOk362AxHypMZhxx2S904JlBZwb5GeD1Dx1FUh85JTDZQfxOndh+f4ytusIE3D8ePEtXvGECkYkJJrz4FRmTDAw6s3XbyWseLQfHy+zlA0w+64pbhbV37j9dJ1MIHz/mEt0yDycI6K2XBEyms1UPNJlg2HPmnYFeuhKbOYDQ/DChxEDAy//zGqXJ5AETXu8/dJ5uTcLE5u4nXFRcc585UsBUqgf0+u+pE4Hrj0jyMco9d6Ziwp6ta3RSguX2BfCDbGyPihMPjm6s8HCjpCceEwTwzyAF5YPO9jzzyuI9exyj10bFlqmnTNmyzp1eoHOT3HM6PrlBuk1K52qhc1w5AALLHOGHgZJ1EihD9PN/Tr1VnSy4z+QEgYkJeENG0gKekz8OXH/6vSt18gGdMmnx/kPn6IpE/Lr+mxPmFmvve0Lzsg9s43P/UxfaFq6bB0oHLY44gZ2z/jfFR49eppOGDOCwnR3lbuViNBTBXljZiBWIsNV/nnyjyk9cJlwoD2zE+WNlDFa8SGXxk3hdtUMcKXFWcjtkhQn4YSKTSTomtl4q5cnWjiNmhonErVuUXkkz2Eu8jtB4dIqSL+WCfqgv8PyCcVcUf/XDawoc/tThRuoxqxkysTZ7s9mn6rYC8krDYCDp0LUPlrWkY89K2cKgmtsaNCgTnDVfse9MXdnvdFHi8idZMe2nxYeOu1wdSikfbOpDx16qq4hgE49LgA70Ki8O2aldmuOc6c+2Y0VnTZ3YHAktgzmysroXq2DY5PV8ndzG7ql/6F0nIKUt8ZXT1DJFV5AzngF6tInsJQ8XugoYbSC8MeFNOuhBl3amgV7ankk7A22eEYd2j9UXsUWLm+l9wFauoF1im2Jov/uIZdY3tIXRgi68sz0w9shkuW9LrfVR5ZODhHCwe4K0/DmS7+jz12mbRZ3EoQ+7MNnkv8Tz+oxDKJPeLxh3meqFyW1WX6JPQX7q3ncXbCxeu/c5OkkPPXiknSJfo2q6gE/aQfoLdAC9jx2zXNsZ8qLdoa6zuh3lbRPHc1VO2r6SPw7632RB97R/f/KftH/mpILTwPsOs9X06FO+Je3fGulTKOPUiY3+iEni1FnAQRwP3v9An4nesv8JA58W0bZVxjmIFSGxV/hCz/CIEzIr4rB6yVdOXFJMuMhWCaVccSTEoRp5vzH1WrUV+g2eEWjLyBOno09+70zdApW8DDYwTJnRr735QHMuh9+vnn1zsUzsHdukvFYIkREX3Cn122yc/oY+TPWiiIPsnKMTnH+wOXOWqDqxWbw+ti9QNmk52rsDziM4Z+00/gqtzzuPXqy2yTsQdh2DtS/YLw5UtJPYyX7nWR2xemj1m/bSHI/MYZS037rwHl05iD5lv0X3F1+ctkH7E+ol7zY77XeNtim8z3o7rpD6Q53CznkXpO7geMF26tQFq/lVu8PmofFvJy1TmUhDn42NWrsIBlR+3kmQiTpGH2j13eh5+0R7MmrGOq078EgbxKqZtE/Uw1oEZkp9679qPSJ/flCR5v9LfSZxdBLE4wLrp3Am5EcPOP3x/kH9G73kv9XpZv8l9xX7Lv1vreu0ufBJue40/jKt19BHZ8aErdCoepL28AXjg17n35HpaaiwbY5ZkQnnO+834IcfQXzouFW6xTjfPtgHR37wwY88djlgntoG+qE/5d2VvoLyRQR4RIf0BbxLwD9033DQ4uI/Zt2lOoHeGOnc33XECrVjbIFvAJwaKevy/UzsDP2eecvT6lBEvJ3GryrePnFj8c1LninGLP2lbjc7ZvHPNWDD8LnvkkdUr2xP7fWg1OuJK4K9Ltd3UXQP38Sh7X3PfmerbOiDcqSOQJf2FNpfmnZb+UMY6hG0WP3rU8l2olqUem664Bl9LnUOvdr7bvqjDduqCVnPW/drrevICf2/P3yx8o3leVzScg3vyAC/O+23Wuv2l6fepHl6/im4R72BH+JSLmNFJusnkm3dhT60cdCGB8qZclM7FUCn5KUi74C+Txx16f363o1uCO/6/jLNBz0eftkjulo0/Sp1lVUG+b7FFvjuvlkI8b1A24I+4Zd40+Tf675r24XiYMv3sNVze2chLu3Ja0aeq2VLvpTfl865Q/OFNgG7+IK0c/ThtHW0X6m+0vrPNu6+nbFFqLZpXBM/tlfz1UasfK3MkOPt+1t7yvc+cb45+6dar3CQtXb3jqzdvUrrDbyRXut9+K7gPG13sb3/nJ9sDxreHZXHYGPU9eOWb9b2hzTwaj/iul+dE793xePyLnN9sfuEWUrHbUAP+l9QnvTRRx99PPvYqn1Ptb/tDaxfi6FH6D2jPUYmd0f8JnEDPFlHyVOEyHn6NKT82bVA+ip6K37UyQ8a+aEe79mHhh8pWE9GmgRVok3gebVC5Ge7RUsZWyHI1U5P/jzESS/T0BZlRMs3TVs+6gpeLh7aodv4ffTRRx999DH8YGtGd8RJQzfA+ajO0aobOrmDU+5o1Oq6U7RyekppE3InJQ/DiTyvPP/hBPTryjDlwZ/3Cs0cKNPgtjVUOB2nmebRDdJ0aXg+o+/EtkNDPkq2mpMBA8+sNMWAMgO7TBzogHiYRGKbR1+J7G8PX5pNIgiS9pVTAgPLPnne6UpsxGWyC0cDBv+ZJCQ28RhM/s/L/0f5YwWa3c5er5Npnp/hGR2gZhKSAXDkYYCeSQDkIX8CdJkMuE6CD6gzGcU9aBHHBsCf1HN34oBHBr3Zvucjx64sFj1sEwoPSECHDBAwQa9pA9AVE+/wUnEi8I9CFeCpMh93miqd2MIHJM+R7Yj563QShQkXBtyhr9jypNB5xiYWw+A+z8678k6V3eSJg/isZgFPTPoyeYfsikDH7COuMAIdl830bc/RpfMNPSY8fJKDtASDyWtpTf+v2XeGTSKMsYkhnOkWSGboFD2RL7SiTo0Gk3rYByHlibzgB/nWyY3XfWeZ0sZ22b5QJ51VtgA5hxb54cQG/+7Exn1WEME2fXLun07dUMwUo4M3nmu+ZByEKk+Frtrh4nuDHc4tvvCTO0o7pGxIyxG7WSsBxzLKlMld6LtMgXSJ/BqU9yRf0jG5xq8u0SmTj+gA22Uyyya4bcKVyS8cK+8SleQ6NnCeXleRv1j5Nf8J0HM5WiPPw/J1OpQsMu16Ng5MtqrWty/5tZYNbQzlxiAd5YSs7gjzTwfP0FU70HmkJahcVC8pE2yuKye2BMSBBjr9yNHLlQaTtTja+eQ2OqGMkYMyz53Y9KD/Iz3SspoGslpdWamrVXi5UVeYiEzpcZ/2FopG25zYmJxm0g86OCm5vbneOdf8gxMbdkv9hjZ6Ja/6d2pLb+Bo7QftIqvu/JGUC7rwbfaQq0wj9CCpZAPtMoswEWl2fbtO8MM7k7TUH5NN/ks89Gv8nm72IHbPxCh9iueJTMQjLRPM2AuT2LuftUZlK+kJX8QnnbeX9BVfnXqd5kEd5zkxaVvgD2fg13/HtvVjtU7aFvKynizKRPv32n2na7sCn9jJR4+x9o/2lDLxPoV2TnUVnKrdiQ2HC5zYiJeCPDyYXbTrf8zpkvaONoGJYBxQcJRAd1dL2+mOwuRFfSI+vOFITL+NvOesf1x1okh+JUwWxP+pXF624Rchf2D9GnobP/1atQ30O/KCW9VGvd8iPefkf8Slv9D8vPypqzx3pwMCdKFpK8j0ndh2GCSF4qeU4+cnrVL7pW2nvtCHqY2OWVaeeyCO929vO2B2MfWWZ9RGtE6DQBg7xfEDe3dHNvKgTaa++PsjdHCo+NJFvwxx5qrDCfXA6rVA2groU6fZ9pK6QNrD569Xm3ObBC4XdQC+vnrS0uLFoxaqnf5gXuN2osjv2x3Cx0GLfBvDtH+M2+998yxbtQ0dINvY6dcpDeMhgzNTwtrilC5pfaWq+u1EUzLxe2Lc9BuUZ3/fQD76UgJb73vf+p4TbijeNZHVx2ylt5K+Eo3bDO8qekKvfzRmbo2eBgfeV+ydxZzvJizfbD9WGbdYneq8baZ/gF9WpKQtQS70Ye1VtB1+0LJCvgmg5UDvyEA7/LWzzZGNdxX/3uFb4hWjZyt97hM4/9gxl+iPJShX6zkEYmfQRkfwoXTE3rWNE974ziDQLxCwF2yZbeU5/5tvH698wA98uf2xkhf8+wp3aITnlAOO4vxAAH5xHmU1U/Kmfnh5wj/H/zv3MdULAZvFdtAt9NxGzJ6vUh3Sv+C8ZH2GlabH4wif/BgHRyz6BVsJrLoCmsHyoA/mXQ3+0Asy07/TfxInB2nQwb8KPy4TjlQaX3SNDrTeyDl52oqI1h58d+GmWj6q8g4oT7x7vHu/aWq/2BSyQOcVUi7kyXssbRz9Pk5slBlxuY8zPqsqYv+8N/Fe/8mjF6uzu9XJC+Tb/aZqvy6Zky/3Rs+I9ZBVTNmCnmvytTK0rT0JL993tvIR+1TTDyvnEc+2Ua3Wz/JUYc7jtBd8o1fbK2DOopPWPKayucMxtof+kQWnUXSDbKTXdnfcxdpm0LZW3s8kILO3u9QDa3ft/VLLTmLDn/Fo/FKneJ/mB0bUQervzmOXlXqBBnnvNnGx0i7z46D/BVHoPvroo49nHb1yYvP0kYb1azEMjn4DXT2JNEErupW0HaDj+EkkP62mCzwmBKvPA/RmiCfw6PRD9B7+PlGbNoXTCXpxGnmIdCwu13ovjOvr+93ERfpezQ8N+AEZ7zbWk1ncSEOgF5ZnPSJPDqdRoVMTrzsMNX0LNDLbEtXozpeEljSqcTg0L7sW0EjQMgyaTonAV6BJ2jQ0Io1vafroo48++uhje0Du1PN8d8rZntHKEe/5gm2pgzyvvJ4QBrvN6XMFfSe2HRryUSIfuwx2M9H+7v3O1cmMV4+aqc4RNnBrA+NMKDOQzqAzg804hpCOjyhFUlc4JTCAzqA0g8TtnNhetY/kPWaBbkOyWa6hDX/krQPzW83ZiGds/cFgNYPgpaNGgNPDIQhHB2S6TTLSyUbN1z/E7COfgW6cKxi0ZgD7gpt+qXmTp4qUOJeZE9sSlYdf+zOYzoSS80g8l90DIB4D48iXr8TmcYot5mhCPkxa+Eps5pxAOaUrbN2uvDLIz2QA9xQD7nxmID5yV+WxiX6lM39DOeHENkE24SSo0DEeoUFwGQ3GF3mkTmxsPau0xLbIi2Aw3ad6YVKKyRX0w2QW98gHmuRFcBqejmMDXfiV/ADPCUw+fHrK9coTk2Az7g6Ti4lszj/2D//YFU542AWxWD3orSNOKV478jzVExM92D8rDjExhWOGwjMNB3ijnFm5iXRMYN0m2ZkdBl4JA7E83OkM+jNufrR0TnK91cOehayVNmnQPxO9TGLb5NP5eo4c1EmfMGXSnzw/ddRidVJR/lTyQFP/ZXkIOE+vU3AfCuiaMqBM3QnH0tTIkxBL6XLuadARk2M+8QX/1EX0hSMW8tEmYEs+uUx5sXIZqzxhV2X+aSYpEv3hLOXtAlvPUR5l+qawNouyxyGK9NR72iFvM638n9G67ZOVvrKPZoATaTglHvTcOQF5aaPfM36aroCl9JSfAdW1r4hS0qMkBp5QmdSWwkpelDWTlZQ9OsMJt7S1dAXAYJ/u9IZe4Rn59HkT2DP4au/E1kDHMtYjp3opeuDIBCgrGVImyOkr26nF0r5L8Pr8l3ufprr96I/NIYq8iIc80OLIPXSxy0HmRLLLiNO0LTO9Qs+cdHFYYzVH8qVOMwGqeSo4szKgTiMXK3owcIxNsmoOqwHWObGhSyZQsWGcrLhHfgTXDQGZNHUoS9/eGscFJtaxJaebA/3QziLfFyfVOLEBkZP6aiuxnacOADgAs1IjdQHbz/XHNbK6cx+2NHezreim0PJw3Vg65CAYr+gr6pcVf5hEf89hS5Rnl93SI73ZEnWBOo3TxAcPma1poU1fzdHKJTqxYQPol/4Ffp2fZvrqY1siscEmwC53nziveNuep+i7EdvbslWwnu91WrHLPnLOtYS/lHc07GiPs67WVRXFHLO+J4J72MjpVz+gWwmzUik27LZMnWEr308ftVC34cO23zzi5OJtIyYVe//o/MpkEHJge7RPe54wo3jLXqfIe8Ok4vg5VzX0484HaaGx1/HTi7eMmFL81Z4nFxNmX6X1weIDc6765gSR/9snFu/c8wSdiNL3mBLQtfxJi+PTv/5wttA8Vd9dWIn3qHPmV+udoN7+jRbPPC55fUP0/9Y9Twr5Xxfyrys7S4tuaZP4YQwrsrljCKvRmm7PVQdf+gFWmsIB5e1C/x1C/8i514c2xHhBT+h1L9E5ekKvP5p9ZaLXHkB4IB/aB7aOx36wL1Z8pR3nfZz+BhlUDj2aEx7tJf07/Rv2hm5SvkyPVja0azg2vnHE6UqXLTqhRUAv2CBOdN8+Y5Vu70gaAA2lI/0L97CBt4+YWLx5ryml7eO0zQ8xCJwT0BdxoMn5e3f/vr5HISv04BX7w07e+u2TixMuSu016oRVsd+133StE64DeMdRjjrymf+6qFj6sDlB4yhHHcFm3E5K/gXcY3VlK++JcWXOsKpfCtKQ/7/+16xgy8cVVzxgDtd19gcF5HvfuFOLvxwxWePfKMaD7Xt858NBHYQf6pfzY3qv1gPy/PoJ81W2v/n2CcXRc64LfLQGPCHzqvsH9Bsae+E9gv6YgA3hkEYdoP+/5r4ndYtXvjexP97deU8g8J5LepzJWK3tb8b/RO2OuoaMqQY55x7PqGe8D5GedwZv5whud6wq/pGDpxenXHKr8stKeIBzyvJt3z4pyJ2upJojthdv33NS8a49fqR64p7p3/pwyoj2mXqDXPBBP61tg1zzbvMp0RXtLqs60jZS7/f60Qy1B5PT2gfOrX2YoTZC+Xj74GWXg/s8v0JefD9z1DzVi+vCdcO7G+0ufYTmp+8yjfbTRx999LF9wNpE2qjW7ZTFq2sbI1o9A/F5+/wEQ2o4m/CaZdwRH4om9BxKpE2cTlChk4Y6NLsP8vQemsFsgH53xpV3qmM8Pza74s5fxO+AVFHpeS2y/FrE55GHRjTju9n9NmieUedoRqMXtBvgcraSt4UenCflqw2dwfDec3n76KOPPvroY3hQ55izPSP+cHb48Hx3FkvlH6wu8nTtrncENKsrO6IsvULfiW2Hh213ctYtv9NBW37tzHYjDHw7fLL6uBX36CQUA+/+i30b1hUkdYBTApPlDEgzQdPOiY2BeiaFWPqca/0wG7BV0DTNgE0r8OzfTjJnCiamcTLyiR7AOb/EZ1tU4rBND04KfMwjBwPXyMuRewxQT1v3W40Ln8iFrOWkx9a4zecbR56uTjFsl4lThA2kC3c+WV+G6iASE1fqxDZ6UakHaELf4zQ4sY2aW/zzlNSJzQbr4ZcJCSYi4JktIUlDWUATvjlCy2jbR27Jj/DK5AR0Dpl3W5hMmd+UDnmWPCoCPW304KtuJTN3YjPHE9OTpQNOz/WCQxKOGPgDwzerP7kezVaelvzMsSYH9+CT8oR3JkfQGUfkGXHxr1Q+7JAVAYjjfDj/2EydExu075Hs59/1dHHO+t/qNqLYKTrjyGoIm+W52YoAfgXIC82Fm36jcSl3HCiwQ/InPvwSOMcO4Zc80B8BB6rOJk+qOnXbw8anXLxOJ8O+v/IXxQV32wTjbDmeecsW3eLnTQfhlGcrf6AfttclHaUADaWp/7I8BOXzGrj856+6Q/Nnco5JJeSMtpAhIVaXD4Fy/dTJ1wbntCVaRz54/JXFuEX3qYMi8uGEc9qtW4vd5YT24YVsCSb63+3ESzS9ajLosxFmD/CI7jt1YvMXAOcT22H1DxzKsG0mwE9e80stY8rb4+GMw0Q2k3f/dvIV2qY4f/DgXGIzP1x5v5TR+UoPfiYLPXjE9qFFXNITB3vH4aykJ/XH2wTqFvGxRRyAoEW7T5tktsa/pF2S+ue04RFesRXil3FqYM/Qk01auj6bObFVaOkFZSH/JdizaNc4k1C29Be7nrhc2xGTTahJ8Pps7ZG0o9IekZeuDMZB/zvMOZLtCrEnJpOxIWxVHaekLDjHtpjkJc4+Sx/TsoMaeWEX8EU8+IDe5Nus72NymG3HtN0RWuTt+cM3cah/OCxLFiaHroTJiUAdis2RWssnc2Kj/DpxYtP+R8ou739KBDmRHUdX6tfHp6zXtAarG9oes7qaXMMTcuEsi14o1+8tuEt1gz7Qj9td5I08PV+j6fm6PAdd8ZRO5pOWZ9BCx+iaAH30xeQ/aVj5TvUmuirrjbSD2Bzlak5s5iStdhDyb6avPrYl3BaaAzugTtEG4bBI3Sak5+k97IP6gN1onQFJYfspR55jw2xBzmq0rB5FfcJZGntZKpXF7ZnAOXxgR9h3SV/kgB72id3RvhIP2vBveaZ2Z+9z0ICWxycPry/+jkV65MHRmLrr7X4EdI02XEDT9YVOoO38GlrYf81Nzx861fzTsjMeYnLjm/aD9nqfGbfoak44lXLkXYMfl0ALHVHfoY1+4V3rcKBZp6eqXnuAQIi8aGuQlx8pzL5ra3HkygeLvS68Q/nmRzYeuOY+PwCBr8cklOWSMFa+Kwt4jszY2w8vfVhXAHN6rE7GKmNsQU7+2JKRMb3qufxDN+gIXZEvZcy7Lv2HHz1wTaC/4IieaVORE3rwg17Rqduf69X5prUnzrWidOqI6WFt8blTrtHvK7Y4p5wpE2SDd3jzNhwaSOA0KUvikJ+Xt8dz+DsVjm3EhxZxSed1JI2fAr3BD7qpix8ol3B+qF+5/SnP4Rwene/6etgc0MCuSMu74Dfke8vKfa1um8025Is3/kbLxvlfJpmcfusWXQmV9oi43jZ9dep6scuHdQvzan2pyoce4RFesWe+8/mO8XZOy1HOWX2Otg653AYcLnfz9sfyUcgLm+sTXVbjw59xyn+3KdoCbOpfJl+vstHuYlNuj+gEWlxDK60XBM69fSAOodI+pAopYekoE3ikDn/97JtUF/Dw5XPW67vMJRtsRfqYXxNyffTRRx/POmKb2Lqdsnhpm9YYX54lN2ufB9Snr7nnEZMHdek6Rg2tzuhF2SsoCfjzRhk7o+9I6aShDq3uh6Bjosl1QCNfZgP0s/Rx9I0E+k7e/RSaINBpK1Q1v5oMS/ij+scZnRLN7rdBCz4qaBbP77d6lqEuao6GpHrhMhIoGXsXakTUQ1s6bgshUmPcgOS8EqdEQlNDH3300UcffWzfYCW2fPtMthklDBbleMY2RKd5erw8/rbguVneQ8W24L0T9FK+7UWmFF4/0tULc2yPfA8n+k5sOzrEXmnq95y5UR0DmFSfsPZx/fBlshpzZjCYzy1+AY9DBo5c/HqZgXYGjxWJ3XNKYHAYep06sb101LxsG7xkZRWdOLfBcQa9cS5h4vy4Fffqx7lnyuA1znZMhrOF0VdnPVhMvbeoOLng0ONh+j1FceT1ha4882KhidMNEyYml+QcnNiYEPIV0nCKIA7DBGWjp/8F4SSwo0BPpgdWYktXwjGnBoXIh5xMNLGCArLhxMYEhToPCNAFgxAX3vRLXQGB7d6YoP+48HPWrQM6mQVtypPyMx3ygWvpFfrRa3Rm3PiIOjewEhpl+vEpN+uqQdDxyZw46EE66KQfuUYbXZEm3Y5TXx/kGfLF9JYu1wtORu50Yzyb3aXpuLZ0kQ46hEfynnrr0+oswsQQ5YNz08uDbATsgYkatZWQXo/CIzLm/JtN2RZdTGKgT/JiW72PHr1My4cyYBsfbMH5hkn4wg4nXIqdztWVlr46+/7iHMkEO8QGPWCTaofy7Ps3iB2OtW0IsRP0Y3RTPQLnvwYSkbiUlA9ewYvLwJFrZLlNCI6ceZvWPfJkm2DqF/ShQbB/lp+etkVcGeHIeevUvmhXvjpxieZplmh2VKWXy8S1xTG5B5Q3VsHCXl679zlad7EZZEzl45oyYbKQcsIhh9V7yu1kQ1tiyPKVMic/7DddGa/9SmyWDvqskMZqGbZS3IJi76WP6SQy5YkM6IHAPW2nRi8uPjv5mmKDXMM3MkAH2+N45QNbi1eNnF5uG4YTVU6PI+lx7NH2+ZS1es196DEZqG2atGfIwATvF6StpXw+fOzlmq8iFAqy6Glol4j/gUPnqC5JQzsTolYRbsZn5uyEPtn6kbJDBn4ZjI1QVyxuTfnLg5JOqAPIwsocOClTNkz+wrvZFfXvqaw+mxMbOoImNHyFEcvTnNhw6qScqQs4fcKb2ynnOByw+glOeF+Y85jWZa27m6t9yqzNA8V5Ypf/eWOhbQkhbqtm8nj21v5Z3fv8yUn7JzrnqDKJ3AT0pNeJExur68AzbR7lXAfyoqxi/5M4sUHbIefo9kKRgRVe4DuuBGp0SrWp3oxXdH3WVfcqH97Ojlr8sE5CYzOUjZezouyPvLxNvzhHOI+jriqKc0W/rALnuk3bTHT/xTmPKI/UM567bUe91Tmx5e1/HzsCsDvKFRtqFih/gl9jA6Sp2m0jeEZc7Bg7xGZoDzhyzX3oQct5IB+nncPpOR/N4jl45nSbxfc40HW5moH30TQ+ND1NKz5agXSDoUUc0vh7iPdTHOmP0K3T4+ghly+XyeMMVp52cHkpZ9rE1C7g34PbifetnfIE7dzenB730BdxmtFy/rw8nFeuPeTXHoib6hdaqV6b5Ukc1oeFP/h02VN+iZPSIvhbnpehnkvgWcpPs3yBx9cgF8R38CxP6/Ghn9JuNjiTxnee6mNG+XiDbMd3DuK6TXl9cD16fYAmAT64zu3P45M+tbsGxJecUr4879SOucezXGfA07tu0ufl92+i2zw+IT61vtfjICNywAPvCqlNpbyk9CItQ/v2oXl/Txz0Ag95mcCHt1Ggmf300UcffexQoClr0Zw1fTyEJrB5Utrn58g32RD0U0GFztB0A6k0tIfk13nkwWG46Q83ct6TazsdXpseDvVV6Q0v/3300UcfffQxVOCIc8MNN/TUie25il6NYTSj4/d31LGSXvDdCY1nSz9eP9JQhx21/AaDvhPbDgzMlMBkOs4hOD+wXcyV4R6DuAwsc87ALhPnbzlyjTrasH3NtY/bwLcisXmnGyfPO12Jbb46saXOTBz9HNAt4QyBA8PLR9m2nvBm+dvEtT9nUv0lo+bpBDZ8kAeT3rYdy/kaXjVyhsZ9wbjLVH53HmJg2xwIohMbK3UxWc9qEpqnwGX14EivzVnB9NDKiY17FSc2d74QPojnumDi4WPHLFenPxxlmKRHFsoEPePExwp15Ev5oPMyn3ACHcr248dconlRpjuPXWR09j5d6Ryz4t6SDoP88GfJ/eNWjsIbuopOI907seG44PZhZV1diYp0XDsd0iMXWzeNn369bnNEmeJAgY7RB84yOP3sNP6K4oXjLlUZ+YU/q2U4H3psw78ewjlH0l8pdo8dkA/OUeuFjJanOkfZig2kZ7Up+MG2cKZh1S3kxXEFpyRW6mIbG7VDuU8ceMUOWZEQR0LloKJH4Pw3h+vYgJxJkGvXIXJ/4NDZakc4QG2Ux+RZ5kXEQKxKsxHW8VlZMSFEPcSR9PfHLNPypbzd7kGVHnyl94zPtNyx+w8cf7Xq1LcRZLJL41JWGiId8vvitA1qX+iXlSuwY49jaMwX7ii/wTix0WbioAWP2B52uNfSXxffWXSv0kMnBy+049jFD5Z2+s7vr5Trh9VB94fzbiguv+Mh5RV6OAMiw07jV+lxr4t/pbYMDQ+0g6T/ozGLtS6/84jLi3FLfq732f5t2YZHra0ODny0se7Expa7tAWpbMii19L+oQ/shHapUye2iOq2zVo3JfiKl9U2JS8XnwIXhDqATs5b/0Txp6NtFTl0ShtJHu7ERn2mHU3rM7bj9CJNpLTtP9nKk/qJbOOlrLjn/GALBy2U55In9kzAJmxrLwven7x23+m2up6UK/E4srKH5W95e/7W/tnKeb4CqT6Tvg55tK4Eu+ZcZQxObGyrTdsDHzixeX+UA3rQ9XbW+x+lBW2HnGMfOInhxIbdx34u1sNSdwLOoYAc9EfoGvvgCA3qqG7ruObnxY2iUGj5RH1JR07QNfZM+4POoMF7CCsEul6trbT2knIgDrpFrguksKHbd2J7rkLKC1tlpUV1FJdAO5YeK0Hial9nqTl4iLD2xRDoq+Vk9zx4/PLa72XQNoU4gZdm8Uo4XY8frivgeULT+akKlCCNL61hmiag049Ui9Uk/xaI6ULaSvzkvkZMr5vRD8+9vBue9wrQdV5C8Hu1eXp8P+rNBHmaEM8D8Stp0mfYUg1JfQZvogfVB2UcAtf5Pb0fjup+hUyOnJbnn0HLx59xzk2OQUdl8Hvk07iCsp1LHC9HT1eXZwloJvHL/O2Q0jckPGj8evqxDiTxS/14fI7JeUpXafuzdgh0XI+etR7DsxDQmeknzSs8D+8sZf7lc7mdokEpHl+C5mOo6EDperC7Bp6RjwTXT3he245wKy3fNL4dBEl+eu7gXuCz5JV7nr/fywBhaJX5hnRlaIZm8fLrPvroo4/nCLS9tNM61D7WG4NrF51eA90h0Owt2vBQMt5NvJgsDyUabtQjTZuGttBIwkvenwY00Cnj+3ln6DL6dofIf1U/jqpsNfpJzlvRAZ40Td54ox5p2jR0jyp/9fQ8Tr0cffTRRx999PFsos4xx8PzEZ2O7e4IGIws24v822M5dFpHnks21A59J7YdGAyHM/m78gHbbgwHGiaG/8+P79DJX7b4YCKb8LnJa3Slrj/+z6t0BTBWocIpxCaFBYnNc0qIk+ftndiYzE9XYlNyW21SmuBpmJg+5ZpHdJL9j0fPa3Bi45x7PMd5CJlwZvu9sRfL8RJdFcvCcg0vGrdM4+w0/ip1HvrSict0Up7pHv3oHzDnMnNiO714+b6zkxVqmn/cuQ4A9HBsQA9VJ7bUSaPqxGbOF76CkG3Jp3qQNPC2US4+e9Qc3f4OWXFCwnkFRwV4pDz/4bDFxclrHtX8VJ7Ar/OGU84mIfyvP5xdvG7fc5U/6LhjnDrw7DOz+IfDF+qqVjkdPYqOuBedwOqd7yxNzB+4XsgLh5pyBT7ROXFYdaEYkDtbB+K2gnKOza6Xi48dc4naITZL2SE7Th04PbD1H04PO49eqI4RthJb3E5OG2kIZvwjc86/5stR0lAO6OFL027TVfnIgy1/zEGIEmx0YsP5CBvE1jjGEO0QRybqldthnROb80EevQByY8c4QVEGlB1bp2IXWg4xw+ZoiBOd2Ng+EmcT9P9vJ67Q8nZ56tKBKCcxEyc2SUOZsNUrZfThg2eoI5Y5sQFsMUkv8XEAO/7aJ7Uu4CDDapOUS1V/VZskHfmRF/zjKMvWvWxRnDuxlXkpqttmUn+93FlpDTuAb2yGwLbN2C1tD1ueusMT5UCdxvEMHgiHz1uX0Lsk2HqgF4I5EC1SG4Lmi0YbPZ69fu+pxfcX3GK2j+4F7sRGvahsJ6qymd5VtgFzYqNdwkmWOobNU5adwZzYcD47Yflm5RsZ0RG6wgajTvNysfbR/ptDM/rAXpEL3k9YblsEm1TyX9oOaFo7Sn1O21GjZPkJ9MRWAsNO6Kt0+89F9wddGT/wyTZvtC3aV+x3peqZOuv1Nwapx1LmLxhnzrOUAf0o9azMN6Cu/dM4od/THk/rSvuV2Ey+RkCPssUprNGJLdG35EEbxqpm2AP2RD9Xq7cM1ItVwvxHDp6ube9LROf0Ie7Qxqp5rGLH1nmXSjz0aeVl+aNr9EsdfaHoDudP9Eh/5m1l2m+bjVudocxY3dKd2NCZyfaM5tNqO9E+djyUH1dujM2MsimsXWlE4/3yHWHQ6NzOOvlorI8T+a4+9/vxuYIoLbJq9bjUR4v0DWgSv06Wyr26dDjw1NAaCup12hx1bA0fknJrQFK2KUPOYBqaxS0h9/0Fu/Z5FR6lGjXQ9xXA9BDuaWiHTuINhk4ndA3d2ULndJuhm9yaAiJDINSQvBk9vc+bx9DlrkOzbLtCFzbcKXKb6La96KOPPvrY3tHjZnNI6CkfHQrWPFov+7uETod8DRbDTH4Y0FrPDfLseAIOCoMXs5d220cfffTRRx/bH+occzxsb6jj0cPzAb7tax38WScr6N11110tafnKfCnSsZtWaTtFuiXn9l6OztuKFSv06PLX8ft8G+PqO7HtwGBinEldnG3MSeIKnRhmstvC/DLg4MJksE8qv2T0kuIjx66MK/iEr61w0KCT5x04sTF5jxMbPODERjye5U5s3KN5O2bFfaXzBivxWJMnH2wSQZ0c5psT2++NX6k8MznOJLavtOPhlXKfyX3OcQb4i73PLr414SKlh26Mpq3E5s5l0P3U5BsSJ7b8YzFe+3xO6qxQ2c5N4oUoKl+aD7pgBSF1IpBnUQ82/Y/jAHSnXPPfxW5n31y8cp8ZWkYEyg4HAPLDIQGnD8qZvMr8BNBj8p8yxElt17PXCZ3pxcv2naP5kz6lg3NgSYeGTicV8+040+37zCFI+U704jyoXkT3OHo0OLFBnnMcLSRwbnTMBth+FCcWXZFH+HvTgfN1C0UcUNj6j63o2NZv14t+ofqgfFltSZ0YdDKGI6GFE5vw7/kqL/Av8aHB1qVqU8I/dHGEsbKpOrGhxxeOv1zrADzEgM2Z3UEDO3zlyJlybnb4zQlzlQflNJS58QBMj51ARUxDJKJ10Z2L4JPwg3nr9J5pqFpetWh4aA5QOMQcO2etrhaV1iuTBz1ykiLmZY9Ml8Q3Xp7W9JQNTmANTmyBHnH1VOoMz3Bw8VX6cPaBRp3+SnZE19DQdmSBOaOR1p3YjJfo1FOmE35p1bANdEie2LXrFRvETr095Zy2FmccnG1x0HEH0j+TuvbDuTcpDwRWZoOeO695HYcGDkN6LnkZvUsr9F46ZqHWXWxRZQ+2RF37grRF1HUcj1jVjnpgujGHPJUtOLHhxEtZev1Wp6wOX3bQGbRZ1ZGye/HYxaUzlTofKXJb4zpxppN2GD4o829MvVZlpu74CnkmlaQJTsdS7GV7nTuxWRk6bCW2I1Y+om0o7fQBi34W6rPxhN7ciY32EN1iE9RZnHypsxasT+HINXrF0eyrExcpvVxbTZ3YBp5UeZRP+kopM2RSGbvYThRaBO2HMyc27X9aOLERl37O9QaUnpZ5ms74JC0O0Udden/xf46/THWA7nEiZAtWHP6wnXfvd646sqnTbwD6d/2+aMxS1THnrFb5p6Nnaf9tOrU2kyPysNrbW0ZMKeZt/l2QJ9mGVXik3HDAR7/Q6zux7bhwW24VUh8GD1bWaXnn160R6Rjya9CsHay/G0E6p5eGOjSPUy9P0/gNN6po9rhVsk77gXZoyKOGrMdpiNtjNKOf3/fr/H6KOv00i994v7Py7TSkSPmqe57CnzcLrVHPf6PPUWM8h8erxq/C5DEancRP0Wn8TuM58rLP03vI0enzTtGOTrPnObqJl5dvgy7k2p83C47yXnqzBnm6TpGnGyydPvroo48dDe3au23VHvY8nw4JNkQrb9S/f3UPpxNCQ4ZVtHncFnn6/NtouNEunyHzMWQCg0H7cmuLLtM3ja43U5vaFuiB/N2ip3kF/nck7Gj89vE8xrZqh/roI8IddFInHXcw6hb5GEWn6DRdymsa4LcdcqepXEZ4SK8B1zh8OXAQa5WX006DIz0HzZygHP7M+cpDinbPU+Txcnn8XqvnaUid5ojbSj8pcjoecgzWpnoBz7uOTw/Pd/Sd2HZg4EDAxDkOITg84MTmzjY2Ac1qN+Z0w6Q91+Z8sUQn8pmkv+F/3CELVJ07fJIemr6doE4wJ045TDozqf6afXHCMic2eLJ41e1Eia8rRy3cqHFxiJiy5mFzOAgvUDRHOLbxHMeOybeZAwY0yZ9Afn7u1zzHmcsdIoxDQXAo8JWI0ENcia0O8GG8wC8gDybe0V0nTmy7jDhN+W/uDGb8UX44HMEL27XN3fyMOqx9beqNuvLNy0aZcwsrO93wWLrqkYFz6HCfyX3kJx50Dp5/R/HVs28MTohS5qMXqtMA+UQ6wouUZdWJLXG+C3yXumymF+HRy11lHIhOjvbPdMoz8rri/qJ47UhzEsKZAce1++Q+ZY8uyBsnCeiNWfoLtRPyaXBiS/g358F2TmyCrbZy03Gs8BWcIqPTC5KaExv5sGUi+sDRborYIXm4HWIDaUjvcU65QsfyNb21AvFKHhP4/fw553CLnqbf/Ouyvp+2+iG9ZxqqllcDgfQ6gdOmLlEeBGiW8tSmy/MyXcKH8iL1g/JVJzbhE+cVbK50hiGhhLKsJD3PFj5sTjmspvblc9aH8s/yEoTkAls5jPKnLuF4QxvozlKmlzS+w2ydPM9btbHY7cRLis9PWqXOltg2x8+ffLke9VyeIYs6RY1foe0K1587+apit4kLi/NX3ak2AL0Zq+5QeqxkZelXFv866TKl939PuqxCz9tmbP4TU27Q+zhRnXPVZqVnejU7++ZZa1WXOGLN3xxWEwQSh1gqa3BiWyfhz/eaqnzGlb8Su6wqQ8Czan9AntQXeGTLYlZTLPMM8LiePpanbRO6Ti5wisSh70+kz6C9wq68XNKV41InNmuv653YsCvaEHh7zcjpxYS1j1fqMzZz4MKfaVvDqmI/utP6FNpLr7ccPaT1mDjQMq1XwfPoxHa5tg0uKzwqn2L3lfJ45jd6VCc20QO2SXmQj+nNwLkHePF2fNdJK/QanSFbiVBf2E7UnD9s5+kAAP/0SURBVNharcRWrT8c4e9JCcgKLzeKsZ237tfq+Py+Q1k10FYK5F3iP6Zeqzp3qH6lbbaV8GYVP5bGnLpNmaETHBdT3XKPI/l4W6+8SLse+bRVWXFic4fHsv3P+O+jj57h2TKqaPjbF1rx5c9axek5rF/ZUbCtVJTTH3R+nnBQiQeBMq/hKNe032tHfzjyH35E+Qz5dc/laszgeYJMh030MGj1tEuYPW+MPshybiQ0vGiXX1t+2sjZLH1+v1m8JmgWvUsyXcfvNbaK7ghN0ZbBJvp/tgXbjtHZJIjr1UKuzmY08ngOv9/sORjc5ExN2dchz7gVIx3BdRMwZHqdo6qnjA9Brkcu69lrrrtOyyKnW59PQk8Ofl6N53I0ylMH0qYhR/1zoVtZ/bWaT6cyt0ZKu01gPEh/gJveN6R8N5Zncp1GHBJSHmycKuUHkG377FI6bUIL+QeNOub0XqBf5hVRV+7tbQEagX+nndEdHIRGaqOw0Y6VFHVx9Z7TC8cEvbF7RyN9g9/PQ0CXcsaoGb2ERjtyLndV/oxeGTpFs/gprTQEwELKhl+X95uka7gebjTLz+83Pm9lXxURFSmNpB1yr+kGeNzeospTc3Qab7hQzdt1EUL6sCmjFrfp4+ch3BkndVzysL2hjkcPjmb1jzjupJen8zR+7eA6d2LL46TgWc6jI0/Xaye2ZvnmSOPUxeW6Fa38GTpx/fmzTpDSSMP2iDo+PaRo1fY/V9F3YtuBweTvsodYYecMnWB+4w+vLcYs/rmuisKk/vjFD6qDDhPMB4TrMUse1m1FcURgAv345ffoxLWavnzkcNTJdkE6Sc8KMFzzmqMfQxwkEJcJaRzicPhpvhLbU3qPCWwmwYnLqiwLN9uKS3TsdO04apy6+mF1XmAinkl0JsPTfEtAUDMqDyFO4jwRnNjoBjp2YpOECWnTw74XFi8etbB01lInguCspQgrCGk+ezduJwot16vmkYBnpKU8cQ5gVaXlTxbFew5fpivgwPOE5ebEYjQsvfPnSOmQL3RW/LYo3n3EMt0KE51Ch+dWJqIZCTiXlE5soxYUn5h8s/EtzyLf9vIFPF/XC/aROy/qQf8LeCGWJ9DB1n4wb706JeHEtvvMu9RhRfUp6YhjvD2t8o5ffL/aqTmb5SvxyFF4TJ3Y2KK21LvaQsKHnphTCyuxQZPVm6gfqYOQ6/C01Q+o8wZOFDhEUTYWw/PvHWCt5LMpqvnCJ/rE2Y6yxU4WbHhK9RHLrAk6y7ALWF4lSdVl1YkNHe9+4WYtT1ahmrr+t8q/Inzsl2xJetqF6WElNhyQaMu0/OUZnXXKvqajA5dn5EdZHarbgroTW3UlNhDTx7zRKXxi2zjfYNMEzvNwqwTq+R+MXaI2t16uqXO0LdCgXkGPfKGHo2YdHQLPoEc50jbn9JCbcnXZsW/fdplyn7zml6FuCCr1yOzBVrQ7Xx2NsP1qPQLNdaL3JF90+u/T7tT6QHtPP1O2zYo0Pm2AXbvOKWu2/aTdR28fPm5F6bxlcQTp9qe0o/vOSdrRhL7CeIaHfz/7VtUD2xDjyEX9hWfsinwnrH1c7Yg6Tz/oTlhbywEsQ6cvgcTT9q+FE5vqBT0IH5yrjFue1CNObH8+8mx1VsRRq+rEFsuCQH8K3+g93866hOSBzMiOszL67dSJDUS5LS62iw2Tnj7tu5c9rvrlPQOnamS3FKZftiZ3/R5z3VNWr7FVOVjZkqfQlnzSfCOSMgj/yNuc2HhX6Dux9dECvTIG6AyF1mDTDzXfYYPV26Zwvrcp/y342c6wLdWT0h90fp5w0ASaoYkdlfm0sbNBIe332tEfjvy3DdJiivKm6KFc9Rn0ADuY/pvoYdjUkxHuWT49I9Qh2uXXlp82dtIsbU63bT5VtIreBRlFt/F7CZOjjf5aMthE/23T9dENUnU2+yb1OPVPe4s8r7afyWnkDO2SpmgatwX94YRn213WLeqbIC/fVnnk95vFK1HzkFuMRxAYR/CxiVZ0PB8PrcBzH/9IQ7s8ukWaD3K0C4xpEIif88F1L3lrhZTvNDTTTzO+Ujp18uahlfyDRg0hbqUyNZOrG6SyOt1e0xwU3ZrI3Erp9YLX5qjvj9vK1SFDadvEWTO6HZKroI5eA922Hc0Q5E9v+HUlktNO6dfn1wnay9IMMT8otJWtCcjfRUxDTs9pEhoxePlzkLcfPbRDp/HqMHj9VwGVlmXgTNZmZ/pr+vh5CJy0Uqec1EmpGXpVls3Qjn7KbzteHcRBthR52pxO/hxd5TRS5OmBy5LT6tSJDTSLhwNZnWNdp3SBX3dCi/NWz0F+3QzEw6kwdSxEJ9sjnL+68HxH34ltu4R0dEkbmjannPs1E/G+AgqOGjiwMcGN0wSTvTxnMpnJaAL3mCyfdguOBLPUweMbU69XJwp9YWEbSDnQKQPiNnVik4jEJR152naic8sV21SGgSciv4kz2dsPsFVlmPRmCzPPj3h8ZF3+QKHy4Mzx/kPnqCMHH2E4ByhdBTqCDw9ch3vyrHypSLbTwymCifg6JzaNq4CGXfs9nBPQF/zg6IXDifGDg4LkRJ4iH/c2S2DbvpeLzlo6ESif8G33uXKekZJ0upLUqAUaxk+31W+0nDStw/VgVzxP6SAndNA3wekoBU2XOLGNOF3iLCr+5vDlxneaT4irp/rfHHN8m7s6JzbnQyFpeeZy4XxDwBHHdCQQHRJf08g5dowzJmWGHTY6sQmErjux/eWIH6sN4vSiTirBkUbh9iFAJzjPQZct76ZLYnMQMkdL/+i/4oEBjcNqWx84dHa13JVuFlxHqifuDR6mt4Suas/pWoAXymCPM9fotpNsgXizKKii9zq0fDhYmLyQTnkveQnOVKffuqV0dtlj5kYtC3uO3sxuFHJOm4XDEXUPx5wz1/0uOidx0P8p0BXWbG0dW3BiY6RnK0x7IijLJw0RLkMavF6lQZ2LSiemldqOmn0kzjuBgKdxev7cAxxRf3xb5pwez01qsz30cOrqh9Q+qX+jZtyi7bVC2jzPw/VI3/DHogv0eNZ6u1eV287LdEEvzjN0qI8T1/6P9jc4oLIF8BohpGVC/LJ9JgifoZ5AAznulJN3fn9l8Ydjl6oNTLrml4GPqBtoENfba8qPdlTrfaCnCGVIGvT2pgMXqh5wZL1VorjDHwG+lz5sTmPEefcRtppZKWegVQbvRzRwTjyHxwtOvB06sSGTXm95XI8bJLx25FTtJ1679zlKq8JPyJd73v+8WOzC+2G1i8CH4ekGJ7ZPn9K5E5vdC3kLIv+mS/qHjx2zXFelhJclG58I9mi2OEvyNf2K7U7zNl3y9Y9B12majwZ9KuC+QW/JP2iwxTT9H3n2ndh2XFBWdeXV7H6JLEIeP78G+XVrBHtshoRY63yb0CkjVp81ps/QEKENn9sAOb8t+R8icvH9ulloiyYRO03fPF5n5dJpPl2jJDo0++iUv8HKEdN0y2c1fvP8qzQHy2enaKDvNxoedAqXM4SSTnad3hsUBpm2zLsJ2j3vMRqy8xsND4aGnNyQyWvipDwHCU+ehhR196rI7cCv8/udoXl+ndFrml5vDo4vp1mhW97ojl6kk/LSIuT5WOKISHBQGGLyBjSlpzcTuQaLhgyGSG+7weDkcHUQ+Nby0KAmRaSfpktDhPOThzxe5yBdzmOORj6qqKdR5c/BN6PTa5VnL+H5NUPOj/NUTSdy6AXHJAT5Yjw7T68d3MvzAB4/D47Ge+QdTkF4yIGxA8ZdGCPlG5tvasZIbEwBGM/2A79O4XLaeA/0mHuAfpoHIzgpW0OB54McjH0xpsORMUWOeWDchAA/OS9BPSX8utn9wYK06JkxE3QCL/CLDJQJz4y+67M5ein/0GG8whPjRS4bR2RtJhf3nIe03sd40Z6cJvJCk9HGPG4dGILyPAwWz+k+JgG6hAa6nKShKSLNbuTvGUr+muurykNEyldJpgH1dLHZajlkyAmGcw7w87gEp5fWA3RIfoYO9FXm06X8Zbp65I/bRC+Rx+t+O2jjMca169y+XF+lbPov01dDhlbO0KLs0I3TI3BeXwYZ3QTQ6zZAO7/XK+T0utZ/Fin+2L3RvgiVetBVRn2A1CnHnavaOei0czQbLFK6zfJIHZ/c6a7dKmAeP0d6L3+ep8HJi7yboY6+w2m5TN06sdXF9fu581ddXEf+zK+dFjKmSOPnaUF+ry5OitRJMg91cH1xbBVvOJHy6KGVHTyf0Hdi2+4QXhaytjNtSzmlI+WD5MPHX6GOO2whtuhh60hxADI6Ap0ols+VAXsdYRqZj523HHhR8dJR83Ti+Sa5tnS2gg9xAB8+OJu0cmJzejhfvGTMfN0yr3Q6Ex44eudO03T8db9VmkxKf/VsW/HLReNIIJ+37D9L88Vh4kdrf6MvuNAikCfBeeUeL1y8WKTPFZkTGyvfdOvEBj/wsfOYi3WlnxvkmpcWnnv+BPTFtpPEVSeCyWuTfOzFkfjog+AviTEv8uaJOQbM2by1YCUwaB06/3Z9afJ40CE9wfULmtGBBg4Ghwc6qp/gWEBMygwHPZwU3v6DK0oHGuLxsQufVV6DXtSJLW4nanTNGdLjKyQfnlHe7sQGTz9c+WC0K+HXy5Ij9/dZ+ojyjc0csPBu5V3lcwT+cWJ7y95s45puJ2p0XD/kQbldI0phVSp4YEu/m+Uh8SrOJwLK7q8OmqOrD7Hy1IS1j5d2SJw8OO/Yoctg8if8dgB4gAa8coR/6HsZeF7IuFQqnzpNiix/f/hSk1syJV/NW/9lH6flSS9hMsZ8uLYXfr2WtgW+Kad37j9dy556wkqSDHbxjHjIhbyEDXKTVQSRDdu8TYhxX9sfDgRpGDm6TngOPWzxuws3qe2QHicbdOMfZ8T3PKuwOqGrLErbofWoSYAedkEetI9a10m3hU9z07nSUkcm6AWaHir0ntb0OHdhw7uedInRI31KT7jmgwpZcQrDjskfx2DsGHsBPPe2gXi7HLjYHM/2Ol31yDNo5iAPy8fKr7wW/qBJO/Hu/c7VOgG9jx+1ROnRzshB4xA492vKA2dlHJxfPHapOgP//X5TtY2BP0Bcy8ec2HQltr3OUNlYOZS2gDiUGc85kpY+ZfKaX4T2bUGx+5lXaTtMnLR9I6+/G3+28kzcU655TMsPfUHLg+fh9HlO4H6E6Q2e2juxyX8JzjN9M8/oj/587zOVZ+oBjnfokDjQ4Ei+8MiKhcRjS+heO7GRD3K6rRjcdiVs4V3C6hMyoj/6brYhV3kkLmmxi/eMn1b80diFBQ7oXq+9riGz6wTeCTyDZ47G20BcxV7+wftnRAZk7zuxPU9BIQ9rQWNLaT1qjpyNjtgq+a/mUd5uhoYInfP5XIWrIz8OFb2i0wrksS3y2V7xbMg+nHnWlqff7GXGTqtylHagl3l0AvLb1nm2QC07frOHfPaYXEQPiDqJwZHK+xO/zu9vG7TUsz7onq+WeulKae3y9edd8NdV/o0g+RBJVNCSnj7oXv8VNGQwRHrbDbqTg/EKvrP4juE7lbFTD3xjEfi+49uJeKYyy4NzvpXq0pKGe4wZ8N3Ed7F/f/GtVf1+NT5aIjzme41vNM+PI/nb92d7QAY54AceXT6f9M35AqThPt+/yEOexCdPY6v3dgPdIHItXA50m+q9TvfoJx1nQpacdmN+1fJNdUXI8/SQPifv6liF6Clkwj1oE4dv9xOWby7GnX99MeLMVTq2fPrVD+gYTaPdtQdxkdN5h5cZN/+yOGLBbcWeZ60qxs64XneLOOequ9WWqnIPHvB5zX1PFLtPmFXseuJyHYNmfISxM45fnGSB8y+duEyP/zbp0uKrJy4oZqy6Tfl1XcFTylc8t3IhL3Tj5dup/fMjd9ITH5vATtD/aasfUr3veeaVxZcnLpHzO/XejUI8Lce8mqb1tpfyDxXQgWfko+yZZ9jtxKXF+OnXi63dpXLRBtTlmYrIuQaR09se6pXTRFfYLTvK3PBYpGk0mtur0wVpmzbj5kdLXqFLvaB8KnTTxE0wFPl7BefB9FWVa8KyuypyOQ9RtNjH5KKiL6d7wbrH1G6/MjHq60Yx7LayCVHopvXg+lAP4JN6sMdZV+rc0BHz1xeLNj2l7RrlRP7KU85YhsHIn9PkMr3V7roZ0KTHQ2byhS9kj+1rZyCulwF6u+CmX2oZpPaFbLQbTrtCP8sMWhJd9UvZseOQt0UjzrhS2yLKgB/+kx88x763ETyDHnHTvqldIH90Qlp46iWGrP8kgp/CI+nh2+zrVi0DbJYyuOJ+KwNstmk96KMWzRyLrrvuuhBj+0Idrx5A3fu1P8+feRqQr7Lmzzxt3UplwGl6PA8puPb05NOpE1sdbYdfP/YYruARaZwc+TO/dlo50nvtnoO6OCl43iy0Q7fxe4U8Xw999J3YthvQTFhTYS+TJeKDgPixe630qH+yz0ydRMcxhNVS6LBxOKATtRcDo8e1d6x06F8+Z706dzAJj5MYHS+T7dD2eHTW6sQ2elG5wprSZGKegwTi8kKCMwfOCe86YmVxVbjHywmdOi8PpGWC/bXfXabx2E5wzuYBfSkAqYik+97CTaXjGE4dR678hU6UQ4uPSAJyEMiLFdDOXfd48f1pyzS96gHZg1NErRNbRa8O0tgjezygMnzouMvVcQOdsaoRvHj+yLZeIo+ceYc6D/yvsZfoxPvnTl6tL3ZKJ+gW3k67+Ibiwpt+oYMUyI82PS93eOAZq+xRtjgFTF/3qL7EhoiaDjq80LJCGM94FB4LzOmkpCNl+IrRc/QDK77Ex/xw8nj3+Km6fSmObCdd85jqFfnQNTp4QN7+SOt5IDdObNBu5sSm0ARxO1FekNEjK5z943Grimvlnr8skw900CfbRyI/+sSJge0L4aWCgaf1pRSnF1Zhgu4nptyoNH4uzEIXPp02KyB95pQ1WpaU1e5nrdHnymul3jyjab678C6tA6weBW3s8F65X2eH0HE7POwnK/Se0Y31RXUuwXXo4NqfI8/Sjb8qDjrvanVApF6TH7ojQJeyWfJwdPJ69T4XFBOvebxSj/P87Bpwb7hheZR5Ck/ogjIYN/0G1T11++8OW1Lwmko5uWzoEaeevS+4XW2RusTHGmlNnyn/1rYh9zX3PVnM3fyMbp35EzGIb8y6V23sD0YvLb57xRO64t4F0hDM2/RMceejW1TPSg9E5Si4zH+9kwfKwNvH/yvtI3XISjqxf06C/r2e1wXiYrO0eayqV6lPYuMex/Rq9NDH16beqO0D+vzarPuKO+Wx2yQ6xXZYbRM9YPN7nHW12pLxGcvIQ1OIzsmfMpq+/nHlE5qUzQePXVVc/biVGzyl9YJ7PPvQMZcpj7Qv6Oz01feVbR+I5WDtNXzjxIaNvOXINWojYu5KH7oc0Tdl/VcHXCT109oIPryrgxSRb293aE+oL0dc9t9l3YImceAb2pQtbfy0db8p/vPcy6xeOYKikM3Ln5XzKC99JOVFniobdV8C58qTyEcceP/E0Us1LW0cbR28OB/QXicRqQPk8cLxl2u/6f0wOvLyU0jbRR/QzXai8IRcZy69RvUGT9QJnsOry8K9OyX87eFLlS4O5vBg9MyhGr3tP/2asl3HSf48qW/0TV5mbhPom7zWigHQxi3Z+GuTJ7RbVnYDGhdHPHTUd2J77qBabpRlGjqBxDPjbDyWYZjQI6ODTIVUw43tDaluk6A8h2Pg30/DZUs0xsvodxSaofq8nqfWNGL8EC8j4pfZ7Zob7dCajxIJTc8iDSXKG+1oer7NwiDRwFAbdMRrIzyb+qyGwH+G+jxa0NfI8rw5cwp/TJ/nfW4aQLNjHSrP0ovknNOGeHqjd/oq6eWZ5dcdoj7Z0PXfCGjG96X65EPTUz07lm+TDAXhebOgaeruGZqS7RB5+kZ6nq/Bn+dhyCgJVfNripq4tXw4XQ8tkEcdTEiRXw8GTek33BgiSnqiz17Sfa6gQd+NNsr3HZOfrxs5TcdNCfwImR+ksVo6x3fvcXz8ztNvSBvP47v0b/Y4Wn98yXehhlEXFK/cZ4aOBfHN99nJ1xSfPWV18f2VvygulY9SvrcavhdzBJ5L1uW7mXN4PWnZ7fotzg/s3rj3GcVeZ1yu32EVMRtgedGn8f33zj2PV3kZL+SHwF8/Yb7yZd+bKSxf+F224VH98SJ57n7CRZqnfhuij1ay9ADw4PJxdDn++tsTtKwoM8ZACG86aG7xz1OuKz4zeXXx5XNuLvZfeE9x1KX36xgmYzB8lxvf/It0QXkexggo83fvfqzqim9ey+N8KedZek15c8/LHn1qkHvo6pINv0rGaNFRHB/jR6FfO/t6jcuYOuNB+mPEMQvsu16+2Q+Zv0FtzMcBqqjTefz+v1aMZcTM21UfTp8xi53H2lgr4+/oQ3WhGFoZItO8zb8TuqeqDC8cd6nlJ4FxJsZ5CDb2xf2L9Zr6cuS8m9S24R2Y1dlZ5EuOuiCAlcvXJy4o3jpiUvGVE5do2hRpmYK0XN12vj93XfH3hy7SOs6PM0v9SHjxqIU6dkLZ/OvJq4qVUm/Jw3Rl/MQ87LqX8g8ecXxt5QNF8dFjl+t4JOOC5Emg7GnTRl5wqzpKlvWhAa53k5XxQX4M+fFjLileOWq2jgMZTbMn2qN9ZtyiP9LF5pvpycF9p3uJ0GVnAepUpLtEx16p2/uef3NCtxWGIn+Vv0EhCOtyLRe7+fjRJtfOoxdr/sgHP8g1asa6YoNk6/NF7eB0KYePSTlEfdmPmFO66Au6Kco8knrwg3nrin84bLHoyXYR8XrwB8IvR2yZZ/9w+MLi3HW/1jRqp/qjZE4c8dr5HIr8+XVnsDKMabmuBtpGHEj/csRkdThlXNPqnaWtQ0rP7Yu+/GPHrLAyEB2hK7cvZNu7Q/uCFo5qf3/4Yu1DSO9l4DaLzsjnvYfNL85Z/5uSZ+OrShd6u01crAui0H6RjqOGpH8ieP8Fv/Rx9Fk/mLc+2E06Tm26i9eC8iSF8RIfWbo0DEb/KaCNPknHD8qxS+wTnbmurAxou68q5m7aqrZYy24ftahz0CFsr9s74gSWrsaWhmZwR70c6T3OUyc3f8aR0MyJzeHxPKTg2tMTulmJDXCdy8A5odXqaTnyZ37ttHKk91o9T53tckfBFDwnuCxpaIdu4/cKeb4e+ug7sW03oMpZtfPONyC8uJVVMrwM0mQcs+Le4mXycs8H0agZN+mHlr68hA/i2FHbh6ZeyzM+fias/Y2+TODUhUMbL4og8mEfbryA8AL4722c2Pig4MOJrb9eO/K84ptnrVXvfl6WDl6wqfiPqdfqSwsfUbyA7XrSUqXngxjpRyT3NgrhTx29UF8OcELhBeH9h85T5zaja+GQBbfrxD4DI28ccXrxzQnz4qCN6i46seHkxMtHOblfKjVFonvFgL6k4UDFCxgvLNBgMIC8Caz4xOpEvJjxIoiM6KHqxGaOKJTbD+fdULxNPoZxVMHpRt5NS0cKXri4xgEAfb1c8mSVJe6p1gfsl13EPWpupLNg0+9Un9BBNp6TZvrdbPM2TXmGjpdhKbroiGvS8UsMygb+yfvARffooMZxYmd7nbGq2PNHMysvZ8iGDWEf8IAdmP1lTmyqU3sZ56OQXyxgI7wE8uGOcwTl+v35t2l+fJjycqs2JR/g8MOLMWVAWUTmBWKL2AtObKR5+b6zdeUmHEL2Oe5slYl0OLDwiwnyIk94ZjCKDwPqg0JolXwHunyYffLoxWqHDAK8auSMWjs8WHj/0skrdHCRAT8GPMoBm6S+uC4i7Jxn+lzioiPs4q0jTlF679zvfM2PX37wi8ZjVtwnOrq1eCurFYYX6A8eMludbszutwcntgySOfmjU341hKPNH40xvWILbIfJL6fQ5UGL7tKPJ2wL+Xh+o6QhbSmTniCHtXXYOwOd6J50DPzRtjGwQ2BgAXviGe3AcXNWa7lbyQiicvSUcmsXqF/aJkidYZUqHHNssNjaaIKDc/Ly+3ngGfSsPs3X+pQ6FTlPBpMf/hmMYSU+9IRNf+CQeVqHaHe/t+Cu4n2H2iqGtEvQnr/Rtuk1WmYH0PbQCjyHT9oKBmQYWPVBB9oYeCZvL0e2Cv6PM9eqDcMf9Yc0pIUGtDzPMu8wWO9ObD4Y9+d7TVWHU2hSjwk459HmUp8JtLfQrcpiMkJTqpQOMnn9p01J6zL1C96RAVnYnvgNe52uv2ylXc6h/aOWV9xOWfOtOLFRVok9hLaRNpo84QEdMrC429k36z3qOG3WO/Y/X20We9hpnDlR8zFOvmZnJptC6FKu5sQ2TeoV27CuDf16ff2HP9rTY+dco20NDnOLN9qqp7RdHJEbO9z9gk36LgA/1M9SH0IUuvDDAMp7D6PPtkFadEO75GWGbIQxF9ys91kV8M17TSlmbTaHUmQo9SQ8UqdZzRT7Qk84Y1u+0W772PHQWG6JHQ8KQ03fBWC+B4bXQKZHdIcVzmOrUD0dImrKVQnL/cqxGVrYRZmOOM3jEa02i5b5Dgat+ahDT1moEOuOj1o0VdxwQvgepjy7EqeM3L5MPWoahoKYPsu7FfFeZFyLmvIYZF5dJSsjt9d/PQaTpkfoStAa/SrC/Y7ptEdOrpF8a103xh8EnEgnhBriteavRDPaneQ5CDSwuT3Dmd1hGH4W0KAfs7v0Nt81OKro2ObYi4vfH7dcvnGXF78/9tLiBeOv1G9lvsfK73/Gj7Y+peeMc71xr9N08nSn8VdoWr6R3VGFb1HoEvjuxwFs3PnX6rdcHD+pQ8an5Mn3IWN6nzp6QfGSUfNKJxnGEbnPN19Jr4Gw1TWnwQQ3PL5g3BU6DsCYxdzNtlNEFbYaN2Ng/LCKcUtk4hucb1LoqT4C/eFCqYdw5JsUORgzfNG4ZTomQUCmnccy9oLO5+qYE9+qjEuo891ZVxcLNv1Wyxz927dtRKm2gbjS/S4jfqw62mn8Ki1bG1MW+0jK2sdF9Drc49t84abfNIzvcM2qR38//iz9IbPyLDQJLx5rjiPQZ3wBZ5vRM27ScQO0XPJXA57BM7JNWfNw8a79pqvs7hCBDBxtsn+R2gBjF1EHQytDxi7YYeHPpExeMO6yYqf9rtL8KAuOyMnK/+RNnfIxKMrmh3OrTlxRzmi3/owxb35EyQ/vqVM4iNq4SkSevpQxjAUxNsRYPTurUM+9XNMAv5Qp41Osas8iBalzVoRd91L+oYA6zDj634z/ifKODCrT6MU6dwMfyKu6+695Ok5k7Rr/UiCXzRNgs1c8UOjYN20ZfEPDnWzIA7mgyTzR3U9n7VEDjC68XiG8MrZGfU3pwrPVgyUVuq3bzV7KPwgIjVJf0mG8c78L1MYa5TKe4OGTnciV0F0V9MXOTdBAnmo52Ngy+mKMVWVTmM41D+m/sLVYD+aW7Znyqg5n1m5An2c6rrzX1GLK6l9oHXREB4XMXoYgP0c/7w553TQ6yAp9bIMf5JMvfQP9WBy/lVhNMk1vI1ujfZnOsC89F53R9n7mqMS+agBd3gV2GcGuRbGd4MhCDaYv2iErG9oMxpNZrY2xV+Rymb0caP+Z/6CvJq2Wq9K0MtAg12WQa/pQ8iQN47q0RW3nrcqTFMOj/4jopM2qgcxboROXw+qBtavIg055t6HtotywzToe+6gid85JHYxStHJO6gXuuusuDeSfI8875TcPdWj2LL2XP/frNG0eJ0Unz9z5rlsnNsA9D+m1O7G5jvx5HTxNGvx+nd7Tex43RX7Pr5vZCs89L4433HCD6oJybwVPl6bdFkjzzQMY7jqxvaPvxPZsI9gfBzuNnbciOLGlL4Ocs8LJPx9lTkC8QJ637lfBwYj0NlFu8emobRJdr8P2mmw9h3MB6XlJ2SAR8o8AOns+aonjk+ektUEEiwtd7tO506nTmdOx09GzzSSBa3+R4QOLF+JV99s2ZKQH0PK8ucczXsZwIHrlyJklDadN+EN5yeVFl5cHXpx4ifv6xEXFLyWtvqSguyCvOznxMvOZU+LkvoWYt1+XEFl5GcKZiQ9L8uODEVnIl8AgC3T5OPz2xU+oQwK/tvrsyWv0hVEhdOCDl7Uj563TAYcXiy5wruEXlPA0fvGDxX6L7i8+fNxKfeHiBQ9HjmnrH9d0ymMoS16qnA46Rfb3HA6dNVU6wgd0GFCBTvox4HB9L974hA7SINv/GhdeOOVF2R0+eFFFb64rBpWwD17ccCRkkEfLUz7ciaPnYS/58lqALPwiBrvFXl40boWVq+iWj27kQZdvOnB+8cnzHtKPTRwoSie2sozkGMrHyneKlsMnJt+sK6595UQcvObq4Bs0CS8Yu0LLDNvn4wg9Ol8APk0+49nt8FNHLVYe4JMXcI68vHpQOxy7SD8w0BW/1qPsTQexvhgSGws3y3wlLnmyWhhlxi/04J884N/s3j40/nC0rYT1+r2nqvMJL+wmS2bDATH/4USeN9fVjxHK8Jz1v1XHJ/j3jzLXqevRZZu85pfR/oGeGF2vV+iaXzdT3juJPantSqCupvUVXVI+rX+JGGi3CsID9v/qfW37T5btpx001uwT0vglbppLRkefy0FA+teMPFfrvre3Wp5Sn0CIJiCdtXG8OvJLJpx8kZEVyahDbie0iwym0E7gTER8aEZaBq7Te+V5eBCfm5MxdX38jBuCw1QcNNC2WeqClmOwUyvbRSLb9GL89GtVb6ahiDI/kRVtMZiLkxMy/N5428aSfFwurwPIx32ciFcKU3w4un5KmgE849fInz56nrYT3n7bx7vVY/qrl4z2vsYGyb548sqGQUtA+dS2fxUnXivjVH8A+WlXGPilXiMHAZt3fXKfgVO2VIYX7Kz6EW60FGJjyMegJoPFtPmfnrym7Odi/sDSoWf6A5yhsR+cSmnjPnTcKu2Pxi5+WPsRfnn2sn3RWRwkoY1KCCrIn8FyBrP+ZN+LQp3zel1tL7mPnPA6+y7bYsed2OALHrFV+jPiefufOrH1seOgan9V+LP651Z/UqTxm4UhQ4lIvoMm1sh3d6im75lcHaM1/85PHiJi+ur91sjp5QHkxxLJDY8fbwkvfA84X1ncRsS4Ka0YFxrSUnnQVov4NUgzqBLpGJ6smjTwWOEj8lCfphH+PI3fLhg8f7vqCPo9G0INr45m1+k9u4CG679e/hx2r5p/Fc3uR1RpS3yViTIIdOsyboqQVr7bNaTl2RB4nsYJ+bWD8uNxJV15XoMWvFflFpR0oQk/XBtakGmDJnwlqPIh8Yekf4veQLO0KQLXeZzG6xzxufNFcHpGE7SjAzxOGkDdfQ8R1fyaojFhExitpnm5feq53e0EtbTSEB42xqtHNR7pPYRyTYg00KvNIKQt62FeH/PrLJSyDBaW1uWKLAa6ZV52FzTGbY7GeM6v0+deFq+aIMDTPD8QVRDltnt2neqLcQfGhxj/YCyC7yEmjQl8//FN/Xd7HKPfyTaOSXnGH+MyLsT3FPFJz7c9gbEIxtS4x/cf3+HEedm+c4p/P/Hi5LsROzR+cr7LsQGxYb7xWEWdbzR43GncSh1LYXyT7bQYbzJKdTAd8BzHBWTim/rlB6+246i5xVem3lD9rg7MwAN54/xFPL75m40/DxlVJTTAH8MT3/eMS9rYlI25cq26l6ON++J0lzoHXKxlMvb8mzS9jXtE+7Cs5TqUr/54b+/TNR3OTnz3ojvGGciD8VmCl/nr9j23vIdzCKvXoTsXCZrk+5FjV+h3NLqE7w8cOked1RgT4gfnbzvgQuUdnnl+/Iq7yrEi5zfCrqFNHBzYGCdhHAUa8MKP1Fj1/1B+FLjgdh0TeI/YdKQpcCYHCcYuGDtgjIR680+nbtAfJOKgxQ8SyZsfLxMOm3dLcci82+Tenfr88jse0rJwXkpW5IRzbBvbxOaulDrwweOvVCceAk5sjDem7MdzdJPUoy02psF8DeXj5fh+0T82Pfb8G4r/FJ4YD4+OVUu0zuLoWo4h16CX8g8GyEdNREf8ePHl0t7w433GkpgrwLZGny9y7ccYqa32xBgSP8C2cRxBUJy1kAKp29gVDrz/dIgtoEBdwKYqNPennbtQ7RWbY8tIdJW3D4GqwHYUoBw+eCh0rY7yA+nPT1oldDcZ3fHTlUdvo6CLHUiPXqHrGLL8Q4bNo6m+Dp6h9Rud+I+KsYd9LlinOzXRDtl46dxiv/PWaF20/gDENkkh70heDh86OJYD83zIBl1sFidD6j55oi/suawbA79T/aiNbX1Sj4zrvm3PU5QOun/fIXN17BQ9Y6/s0kLboe1JGCf8s73P1R++U344OEdYXeuN/L0BMsIPNoOtXSkNyUeOWVaOJ1d/hCzaqchTBY9S+3op9iV2hBxWBmZf7xx/nuqedwLabn4k7vYFDcvCyhf+eK9gbB066Im+QNuiGSzMcafSpAxoq9SZTfTJO8caaQfrxtd5n2HelblK6qn3iZSv91PlvfCc+kdZMU96wKL7lQY2V+U3H7duj6HrP8pmj2zRl2UPy3vQXlOVZwLzUtgXdRwb48fw6JN8kA2b5r2nzCdFNwI9T4BDjjsG+bk7W20L4AiU5t1Jvh7fncHSUIdmz8jPkT/3a46pfkCd81KePkVKKw3NUPcsd1JzGi6DP09lagenlTrXpfDnID135Pfq4jh4loZ0Nb12SNMR8tXnhgtpnrmtPd8d2EDfie3ZRrBBDqk5xmvpVOWEzlmvwyT/zfKW8jffPl4/eN824qQ44KGdcNJp6gBI+Ykg57adGR355384S9OzRPb5q+7Ql0SPx5EqyocXLzzfmnBR/ADNPhK4r8us731O8beHX1x84Pg1+nLiDgE42/AyyocZnT1LE5vDXYTTSsELE85jbOnICxUv0tCDVumAIC8mDNbwEsdk+6RLblfaxqHoIvwSig95PqLfMmKKOrvoS5PqKr601MM+SInPryH42M8HKcibj6optxXFrRLvHXtOVIe5PB/o8IK1dMOvi/cdNk90ZINNPhjCS99r92HA4jx9iScvtqbkhYyyMZgTG7pZsvEJ/RgmrtN51cjp+qJISOn85JYn9OMi2kiUmSM0KUe2ESUtL8vIR+ClDTpfmnSZxnFE+zhD7GOu8qk0xT44Gn2TnfLQDxB5Bg98dLDimjpPCH1zSrHyRI7PnXxVMVsYxomCMuOXqTjr8EIJPWu8hXagR/ky8Ee8f5t0qTq1fVVerHEIik5g5vT45gPnqgMb/Ko+jNEETt9Ambkd2gt4dNLBacj55r7b4UnL7tSyR6/KpyBStGtFuMnBTs1JiPqNw8qrR+HAaS/Onie/vkFflDkfNziukFek3xwxn+FCIpvCyr/MV8oLnWCLLFP9tgNsNUgcr6w+uS7n6zaRbOeY263B6NK2ue1+a+I8HfBDL/7RxIcFwT+kqHMM+hw7Z22LQVho024SLA87T69thUbaXtpQbx8V0sbqQf+HtHqEU6cjAec0aAVZ+PCEHivFsaoc9ExnT6s9luUWTjhAGf2kbWTZPuqv25ao3Ics3Fg7iOrgPL0ukeSlpyqL1Qn6nKm3/EbbMuqs2ajlCw8ManIPhyaWLp+05rGyzhlZl73MRumjJfonttV4g3w4/s33LyveL30KbRD0TD5zjGNAgvpG20x5GHe5fJYP1/CNExa//kIvpIeOt3X0VcigfItMyHb8is3apwCoOF1v/6z8rf3T+i4yEMfiRRlzQJO+kAEWb2+1rksbZe3U/OKsW36nW3mSR2oXqZwKsSPKFmfWd+55gsZN+5/ID7B08Io+Lt74uA5GaR8iZcVAm9afveMAOe002zrgBEjfY3LyL0Dy55I6pduWTL1R653Zo7eT0SaQlzrJAPr1YvhWv6srsaEfZLB3lFPUadvb/z52LLj9eQD5Pb/fDHXx68L2hu2Vr05Rp9v2MjVv95rBaVL/02O7UKJyEZ97m0Kg3SSktOvh/JsMHrcZvaY08xsNEboHyVMeUj78uptsPK6HNH270CmIm/Ka85nTyu+l137utNKQ062D3W9mn83uNyLlw3npJP8cTiOXpdNA2k5APnnabvjMUcd3t7I3Ytvr3+Fpcpq9opvSzOl5aIY8XjehKwwqkYFkqYyD1ZvHTek4LX/moR2cjoecLw9t6YWHKb2Ut5RuesyftcxjEHC+0/w497wGk18dzZT/zuh2Xo+fC4j6yOW281RnfHPxI15WzT7jXlslhMlivo1Ol2vGc9gWsvyeZYxgIHViO6t46ZjFxXsmrC/OlvjQIcy4p9AtRA9Y9LNi/OL79cexjH0xcY8jGt+aOgmt3/B134SpE9sz+v31o7W/Uf74Tv7riXcoPca4+DFaOX5Wh0AYeow78K3H9+0HT7tLA9/Yrxk5TX/0hD4UOhZiabi3YMOT5eQ8k8KMCZg+9H/C+xBQVUIC04c/JiCHTlSLHB84/upi6k+LYrro/IK7i+L0W7cUBy64W8crdz3ntmKXA+bpNy7lyncv39M4jflYlmdpR8krOLExbokzAONh75p4SzFN8sBRifIlH2yD4GVO8HusXHe/KM7KxMqSMaXvL7hFx96ZYGdM4ce3mjMJvFCGyLVOGGErNFu5a0nxrv3OLW4TtnS8qKLvqBfsY7kk5vtcxyVFLx85dqXyBH3Gh8if8Qom9Nfc95Tan8seTwYH8kc3OFgwdjFyyS9VFvLwfIlD8OvHJDCGgFylrSdHBqnRH86A+5yxQh0VcLhBJ9QjflTclRPbgP2gEdv9l++eXvzn/I3F5cIA+uEe+iegK7af5YeDyEJZUe9YWY+6YPRF78m4dC/lHwywCmixShP1lB93v+WAucUCEYzxfeRCT9i0y4Wd0BYwBmdWZYAPtSqxNWgyD0GdQe+v/86SYqHQxIZcV2JixX6Lf1aOxVNn0J/Zq7qcKU2Tj/pl7dnEtf+jY1mMr73hoMUNvOJESvsJTeotu/vcVtKttjvob6jyO63Bw8ahJ13zqNKF59d99+JiqfAgf6orbAJ740egPGeBArZWvEME0P5Agd0aP8qTtMXIxpgt48pWDhcXix42esgFfWRDXzYuu0RtkZWvtA0KTmyqtTDvSNpPffdMdZZaJRl4PcA2CegM5yPaKOY+XjjuMqWNUyZyonPn1VqhXsk/RAgrcIOdrLzz58XIM1aqEyrzEdiGrqo5emnBjlbwpPoJ9lQPa0OwWbevnceKfR14UTFPCNTZF2O3yEd5uX2ZvoDpjGv0/InvTVV94KSOvuGJxT+8fkH/tFueKfswxoSZY0DXTkvtRED7dNX9z+jKqvRDF2yO/ZL3UfRd3n/9RBgec1WhczzQZSweOdEHNGMZx/63LSQS8brWfwPxPF/7MTV9Iyv8YYvMRWC72JXrC/vi3Yv2iH6QMfNptzypdShvNxrz7MOROuh42FZIncQ6yZc4zbYUzVf1ot/2Zym4Tp22uE77+Lr4+b0UrZzH8nQubzP4M/h55BEsPcKf4cj12GOPNdBpRdeR6htAi9CKVhrf4deut/x5Ck9fF1K956A88/jbCuSFneW21o2j4HMZfSe27QRUn1Z9W3xmHSydI50rHSjNC513mj6nF68tPS8efNiQnhchrnl58DQcoemdNC8ZMQ97iXFwH17Sl0Z+qbf/9GvVEQfvd444IfGcF8dWr28O+IE2fN4o/05Yflcx4owrlR4vI0Z3aXH8pT8tLn/A5HDayif/wuS6y0sceLUP/c5AenhBBzfJW9zh89Zpvi4Xv3RieWJe8AhpPian6QsnLucFPfBLw+OX36NbXu56IjItL7504rJiz7NWiaybi42SjHIu5QlwfpCVfBZteCLSUX1foitDffuMVcWPlm0qNktkeM/pAK7tnv3yhvJmRTYGqeCHwSMru3X6Ya82EBp7j9/aPuJLoSKcEJe0Z159XzHizFWaF3yPnb5W9cIzdIkOOffr0m6go7Ri+fIcfRAog3nX31vsdeZKdWqD/pcnLlEbogyb6aMO6Nrth18E8StFdAvNfztxhR5xtqAMsEP04eXmKNntAKndsyzxlDUP6S+VvnTixVoeBGSZIDZCXXNZGtAqw24Y6gCdkzPbgF/45mPr9DUPqu1is+jS7b+V3ZaQBzzDFonr7Q9tEYGBD4Jf8wz7qLQTGbjXLoDU/rG9evs35OnrgtcJ+EMWrrEF4HFycA8+qCfYCh/7Xv+pt4fNu00dm7CllF63yPP3fJEb+VeGvL888WLJ32yU/A+df7v2BegemUhTJ0eJrL328iRceNMvpV2iHiwr69yR0vZSvpQnslV4DKtApuXBc/SAvm54jD5lc6Uuw/duJ16iddz7lLo2GHRT/nWAJrTXiaBsIbrrJGtLqNv0KTiDoTNkIw+C20XOCzeQNn0v4AiPzQANQtofsZ2q9SFWFwlsR0M7TRziVn8NGcFteCAOeeOchk04vS+FtpIyxCao+8QjvpG0snfy6MdlQc/Izr0+tidU61creNl6PU3Lug5p/DRNFZ5/CDowhZX4PUNsCwLqiSn8UZqvIUnfBmn6bujkeTera8MN5yMNisoNkYOJR9d5qXd7XKZpIq/HSfWTpvNjN4gDEZYndGlfaJ9pS2hH6FdoU2kbTb/E9eCQtkhtxmHPuUP7SzsLnfR9k3uxj5X4qhu9SPgaCowHKJEP7SH5+jsDR+T0vtBgaVJlKi8t2GnFqcsBfQIlHvMyVNOTv8XxfgE+Ofr7QFkGib4aEeSQQBSX3+khP+fVMgCeztBYDtXnEX4/e05yDwL4R99eDi4XPFgU0qKlMkkF3CMu6fwdtdPg/SIyK+2KvYLIe6p/15XzadxJPK2/OYxG5D3SJLbLnvbRVdktbkR+ry4O8PvZcwh7EAxV/xExH2J7/YZmKpfB46bBEa/N1uzcdQV/OZ/GXZJO/wO77hSk8+DgnLL3kKJsB9IE7dAQN/At993GaIN8Qozg78Yx/1Zyma1RrpRBbq/cNxagYZprisAr+ZI/6Z0efFG+3l6UNPUkyBRgerJr5HN79++SvE6mxzSQJ+nhJ8rQHdBOtCtLn9srMjbKRa5Jfjywhxm60b/ErbSnCf0GWHxH0+x3MAxGDrdHdMpUF05ATHziKIYTBTaCninXss6EHSU0/l44rcwtPjHlRp08pZwIlE/6nrNe1P3B467WiWgcQlgxhOdQ5t2myncoT/6rUDZ5+8VpdyhfOMGdLTdw/sAh6u/Gn62T37RpKarvTKYb6og5pCwqPjX5huL71xdKk5WURs2wFco0FT/qEyAn+sGBhwnoeic247XXiDSjPjzAp/+QDucm5Pc2hIBuuaa+MCYxefVD+qPtuGLULF2VjOeUr+URjokTGz8aZ4L/Y1PWqzMB9kDZEtA3wfP0wD23G5Mhbk/67v2m6QpROAzgaACP6BctEohHWnhmBXZ+VMqqcgcuCjtfiL5dB64Xyos2jh8b+4+xcWDjx77wCU+pHXMseTNCQwb54BShO8oIz/su/W+1e8i7njx/D/DtsqRsxHP78dwh8zeoUwy2p1t1jlulDpyU/edObnRiy5HSA+gbnbhuUr7giQC/lAE/7ubH+jhEMA5PPeS5loO0t067l/IPBsiEDXz2qDnq3Ae/rMqHfVH2np/LRR3W9mPUbHXMQQ/EASk/6BZbwmmEdmPC2sdLHRAfmdxesT/qJD/ex+EWnaRObAYrA+h++NjLlS6OiTjKoa9UR5zTzrCLDnaNQxD5G13j1un2Uv7BAl6Q66PHrNA+ASdb9EC95Rk8Oi/w+ulTrtO2FyebSdc+FvoDYDoijctXVw7oC1oEdAV92kX05YsxEA/ZKAfkJ3ibDS9eB+rsk2uewevRKx9QnaIzxhC5R5y0HIYqP2XViPy9phNYm0i+/NgWm8TplVU7XyhH3+qXsfFqP+aI+lfIM56i208ftUDtC74nr/mF1gVkct26fUEbfdE/nyp9D3pW3Wdli455Bq/QScsAfXlAX4dc/pjKQvtOXaP8c5AHNKBFgB8P6TXlSqBP+8ase7VvZ+EOHCWJ5w6/kee03wGZjioYpP4DsWoeib7EDtADfQFtP+0GTsiUgevMA3R3n3mXykXb8bWzrw/2Fd8jDEa/j0bkjmSEwaLbOuz5ubNQO3j8NI2Huq0p/VnKF9e5E1uK/LpTx7M61NHuNH6+6pg/68TxrBmI4wEM1YnNkV+n8PR1oRWaObF1amPd9ycReb5p6KPvxLbdABPv1Mw9Lp02IU/nz/1+fu3gOqWRPvfrZnmk8Lgeh/i8tNCB84LJSwDH6ktVfFloiTB46C9evERBjxcGp8uLC89reQw3Obgs7eRRNESwFxFetsgvlYvrUq4kv/o8TB5eeqCFjqDDyyovdwRkgyYvkorkpT2F50E8p8PLLDQYYIGm68bQXN8+qMXnH3zRZaV6hj73Y/nF/FvrM8vTE0kgHS+1lKnnQ77YjtGr5mP3AmpucgpNf6mETioH+WBDTfVRySAF8Swuuq6zQ64b7DDjrSn5BDGO2Zvnl8qRymKW4fxl8rRCpwx1iK7JhXqNfG4DaTlxL5YTUpo+OoXzgz24fXpohTReJ6GOPiFF/qxdqKPnoRGmR56l7YDbpddbSxvjtkUSqXm+9rEPv2m76DbKOflTD4njaZyPWoTMOKSB9C5f2vZW6nNlUADU5WX3oEm6vC4739wnP+I5DTsH8Rq+PMTn3QE+Ut1V5ZK8RC7Pi2OrfHKe2iIQI663+/Dg/QgB3VAfo3bhKZwGxMv4DP7T8vJAHuQFvYxMBTwjuCyt4vbxbIG6YPWhCqtjlDG2gw3wPlIXsIm6dsrth+dpfOzTbYm668HbGtK57cePx4zPGmPiFmmpe9CmDpAX9hrbgvaABvU55Ztz7uUtVArou76IT97+TmGo03PvkeodHlK9U46ub/RCPPRF2bneu9FTXr7k4eHh5Nyfp/FI52WueYYJVP6nesTBGqdgfizBdieHLbijOP3qBwp+GIMcsX9KEXUNLeQjL/JmchXnZxy0GVzf46wr9ZyJiSvEaMjT31861UVTBALwV+Fh42/1BxlsD4QzNzwcvPDO4nCRc8bNtiKD207kIbGfAeu3vf9zHbu+667T4M+8rzL9WZ33/DhSb+Bjs3xY4AjNlkbwy+QcOsTxHhr1ZSAIxPguIU4z+fc8k62r7ixOX/Ow0qQMUvmdp0Zk7UIF/ix5LoRcLnjRH2Gsvk/zxoGfH5vAVzsHeAcOA+iPlVxx8GaiqwyTsussIPc3J8wrrr7fVjyofidaWTifm+WR6f8OddLHkdz5RFeu/5xPaz9Nfs4IXm9VdqlHhy64VXlhOxpoon9sqk72BmfiXL8V+LPkuRCDXq/073C51FZdLqnTyMUWR04zbS/aDUw6n27/0Iz236j/ej4H1PaxEeRJ614euO8hvcfRy0PrWJoJ563FqCKJCy10Bu/0BeTFDyFY+Ydy4IdJrLhx5Lybimvue1LjafLM0cXB3bRcaU9x+kjLIG0vmpUr96BFe+l80V78aNlmdU6gzYY3yvfHVz9YlgE6ju2l2V1JP7yDQ+/bJ8zUOvSFSfYDOa2P1NUW4UsS9+tSx6/72a+zPAYH0qf2eurV90d7TepAXf+mdgsBY6JEr/Rfj2o9rsl+h0RTOdoKaCtn847JThju5IQdajse2vKy3DInNhwGPjvZVkMr42vgBjAntPGLH9S4bEt5wEJ3SqJFSaIqor17oM3CAesPxywoPnTIjGK93PvctLuUHo4z56z/rdaZFGn77vRpf3AuYBKYbdDWyfW7jlihtP9i5BnFjXKNLpwv5OR6wcYndEL42XZi8zKgHcERDEcBtoNF9yU/ypMH23kCXbPaz94X3K46/IOxS3QXgDmbbZUj15NmMmBOZ+7EhtyfnhImwdW5z+OSl1x7fur4z9HOS/4lDnWUVXCYeGerwy9O26B11xDS+VHiwxPxcfBAxr89fKnZl8RBB0pb01hfMk8aCVttfX7x3kPmqX3Q5nocQ8LfQLCNqOQhAdtzJy6cLMYsedjsccvvlF/jgv+uP/J2fuTP28EKghOb9FvowVfId4cIHGo+N3mN6nFwYiT60OA8me1TZrS75Ivd84PNqt3LQf/3SP4hAF5Zre/Ne03Ruv3O769UXiNCXnKkPq8V5nC2Q4d8i6FDrfcBcENsfrz5aqln0GSrQxwxua87XMA/dKVOYINs9apOfFJfvjTtNm3zyBNaJh3xI12rv4t0q1LGtqzdgc9wHHhSbfgKEY56g153nbre6AZaGlV012v5u0VFX7qjzQJ1msURmvJHllIPA09o+7JSmMYhh7Z3t7NvDvU7grhuO9Cl30jLARpWDiaXtxs49viqV7uec0vQV14Opj+F2mAawnM5Jz5lwO4ari9+mJ3Xg5TPXslvSPjsGFUnKvhhVTR4wnmKlcAanajSfOzcdCUQvWIbOKKz8ip0WFmVPkhlC7pyXbh9Ya/EZStn3iU0bohT0i7lS2jQ/sjR4nDfVs1kVcE/k3YQup85ZU2pr2rTEejQzpT08kAbZLsmMe7idQu7os9Tu+qhE1tn+ocvThKaehLzIfAjc955SA+/zK1aPTCZjI7p6wxpEHDkxOHw05PXlv2n0zIY/T6qoE115xwcu3zrxNTJK0feh/n1YPo2zzsNnaAuHSFHs1XbUnRynd9LwTMc3fJVzkCeLn+eI0+bhxT5s3arhHkcjjnSZ4TcIdDvp+nT8vZ7OTxdHjpBXToCGIytdYNm+fZh6DuxbXeggxtqJ+fp5aj1K6E3vPVNQRYEXioIdPV+3jR7T1SiqgOnx8tHHpxuA4kMncRpBdK5HM6Ln3dDM6eTB+exFc00DiGnUacXQonkouz4Q0hppIF7rUGZeTA4zTqk+aV5EFqlawVPl9NN6Q+GriOnG15jh8x3Mzhdz4/AC7Tn2ev8eo42DPIoly+XzZJX7aoZ0jSWztDsftVm0wDyYxeoZhLQjG6VfiVpI8MN8Ch1tuK6HC7keef5c+1xCBHIXJW7FdJ8npGTlL7n0S1KejUh5bsVPE67eI0w2T1tzken+XeO1vp2HpqFbnlxeqlMqWwcW9Ps3Db62B6QlddW2xaYQaX/mnO9Tt4wcMgAD4OIhFfte37xin0v1MkCtqNnQg+7YEAIu2AA6OsTF+ikDvH5daUHJk/e8/1Li3+efIMOFn3ulGt0smjq+t/qagAMrJK/ooXhRhu0iScGX79z3pU6cPiqkTN0BYqPHnyuDjjT73pcR0xv4ByZ4ZvJRn7JDe9vGnmGrkrIszy+wQbh4JutrtmWA52xTTUTWSoLg2Uc9D/oRR2BRlUeeGQrdvjnl7KvHjUz0fly0/kp1+m2OmyfxDYTSx82h1fS6gAfNFvya9uAfPXEBSqr2sM+lgchLWsCtpMG7jEQ+vY9T9JBRdOP2Q0D4NjOeet+XfzDYUt1YJ3BTAbjmRhiRRBfnWTvC27VwV8mf0jr4xGRZ5uswTnjG1OvDwOU84s/GrtQ6TCwyRHa3Gew838fukB/Mc1gaTpJkdJsijzSVhsAxS6WbHyi+Po5NxS7HLRQZLKtLUyeuBU/914xeo5uxU65MBEN/0a2ai/IzOrYrATDyhtMGKDXV+4zo3jlqNkqS1oGTAAR/mSfmaoH6sZbRf/oxgd1KQerd7ayM4PuB8+/o3jrgXO0HPIygC4rWyx7wOoe79OkLdUQ5H9cAitE+zbVDBKn8hO4ppyhyTb7bDHjE0WpWuN5VR+KNKKCOMkg9MAWlYu26uAFG0TPs22iRfJm0DyVi/rBdlvIZXXC4FlwRFdMNlAHmAx2maBVDVbG6TU6YOKIiWe1s3QSQPTmfP7n/Dtr9W/bucDnVaX+c3steQ0/cuI5/LKqD1vbQBNakeYCrcdsv3KJyE7bZa2AwIm1QkOc4dO/g2ueYysq1/5CM8hl9cpWRTFbNblou9BzA7sJ0FVq//Bl+jd9GZ+z1P4vEYFy+zfa5vDASr3YCLaPswu81Aero7EdnaXt5Dv2nKjth5Yvk2etGM/A+EDkJ8J1NnfzMzohaPXSZGTiETlxAKC9xukDu7H+Xf7nxOTa9YUDAbb1klHzEnu1MnilyI6+lgd9eblGcqY7by9pL+i/3Pa9HkGPa2jSzr33sPnFyWt+qTxaHUBHqfPGU3rORO5bRkzRCThki3UzPa+7XqLvOayKTf9kdaKm/Qko5QlOQVzbPUvj9ZA68DapA7QF5IHOVf8SKPv/b9KVuo1kXT2sDL7L6VD0X0FC9vkCRO5GbOLSL/Pugj2ZE9tF2q6ldLQtBw0rsc3S917qn9kqT81OFGKv9O/fu+zXavu0yWx3xb30vayOZ/KEt9NWP1TW4wOmr1bbP+bap/WdlrZmxAV3qg2ASAv7TOxV/mGn1DHo4Py5Sa6Pvm6LvfNJm8G2gNinpbX8sUUcT60dHr7tRCMNy7t6bXJ4GVA3qFPoBDm8rSBOHkhD3fA6RV9EP0WgraTcPK7+q3Fi+9Tk60wvFXmNrzLoTY52XdIUepQ1W8YxoY/+xyx6KDohJEEhecAr7/CfPHqxtR/yTgjvyAIHGje8Y2OnrEYHn9gCK7yZbUkQWyWehgFp7XSyP7HNHoH8cOKiX4QH7AgZii3SO5Mneht40vjgtv7P0MCUvTct3/hYceTc63UHEt6jvzrrQZWVdyacOazeNQJyreT053Vx4I++4Vphn7YAO8PuKYM6u++J/EMA70B8b/MdAL/fuvAuaw/COzv5pfIiB98u9CN/P/5MtTXaGYP1tVxPX/eo0iMeW/DG9wZs3GgB+njaT1aFJC60iQs8b7c7pXvzr7QMWZWQHxFQFxreH0Rv3MMR6l37TS9eOmZh8eYD55Z0U/RCfsp7sHB9sasB4yi8e40+f53yqvKILMQx3Vn/Qfvyzv2n6/sCfTxtqsblyPuA/NWVw9jzbStkfT8Ndmiw1dVsxcdz5Z1hfvGmA+eX+oK28cK/WH566fBnlO+AaF+uock7BjLxrY1jPrq1nOP/XspfB561eh5hZU5Nu+L2h4ofzr1JfzBBYHUuHGB5P3MnKrW7YM8G5E/sVnhHtjNv2aJjMGwVuvuFm2udojiSjjYZ3dNGsfpm6vzpcRRy4ekJCnjxcqXt2GLOnHNFmYzT8b6xx8yNZT9dSZsgvw9FvRbanCP7qBnrtKywreNW3KPl6nE4Kp96I80HXaX6yjEY/QtHRjwiy5dAvbX3lyXF5yet0npreq06adIe3SDh9XufqbKVzpypXG3leH7DnXTcQamZo1MnIF3qONYJPO5g06TOV+6IN1T0ykmqF3Tuvvvu2lXmQKtn3QI6rWi1e16HtJy8fDh2gjwtIXdK7DVS2nnoI6LvxLbdocNOzntPDxU4jZpQG99BnAxlfKfRDPGZNZbkxUtCEkKc2uzLfBx1eSU05SPdzrkX6TaQaQBx62g3gRCrNv4hvfOhectLT56pXjfmw20PFTpb5LVKZZLXsFI2jeSHBpT3lSC0SBdoKB0+CIQO/IVoJbIb1UtoJbwpDaNjIUGZ0J9V41TpRlTzSvLRvIzf8oVeEWm2QvwlaAg1tBtQx6Cj9lkN3cQOe486OQiWXx2L3Gsl1jZDR4zUyRdli8k70281O9JUadU/7zBo4uSY3i+JJ9eO9H6arhJytHpm8Gw0lO0uIdVj8/RDgecbkeRbBu7ZU49vl4PhK6Of1YGQTXJSj+pjaGZ0lXanvBGv07gp8jQpD5zb3YpcXSHnK7+OqPRvmn/Sh2iQ6yZpczi/kaKk8/7Mj5RbW6ECv1VifWy3yOxDypmemEEcnLcYZOfX7GUYe6luz/KCsSt00I2JGwaOsQ5sjrQMRjJoxMAzadjW5X+NXa4TfoQ/HLtUB/pJb4Nitv3He8ZP09W3yonbFvZTmpfYplh6GIydphNuLxy/qviDMZfoIOKCTb/TQSojpVQVZfpwJDDQ+PlTbBsn5Py98SuLnUcvLN62/wz91TD5eJoIc6KDZ/TFwPGLxy4uWJ0JPegAmNadNG1ndbI1Qj0LSPlHr7Ydw6V6VJ0zSR50/vIx83SwjolInGk+cMjM4ogFt+gqLuiq+v4GUn4HQj5XKi3K94VSvuibfMhPy1qu7fwSiRPPCegXZ0OGMkw/T6luGaQ8dP7t+ozJOGirreiEvDkykJ4j/DNZwao1TAqZhqvvy0xWsHoPcjKQCT34cqcBC+a4AM/kg+MIA+/ICM2qHuS64YPBYeVRPpUy5xw6X5swX3lAPzuPXRZ4oEyMj53HLtJ7LxptDhTUuc8cNa/YIMqxyZKqvWBrOO0wSL2z6Jb6pXVr9NLi98csUznRUywDri1g1+SLM9sFdwf6on94RV4CdZ9JBeKgE2hQDqYrC9DGIe8Ne51ZTFltk+zQ0PIEifw4hjKx+vuqZ5FdeFZHkdFMupqjBfQI6OM1I88t9p9+jU6+6KB1kL/UbaaPWmjkmA65oMdAfCpXLIcoFxMlb5B2jW3FsKG8PnDOPSYfKIOdxl+mZaD2KjTYQsZpko8HZOOI7TKBxkSm6Z9+2mgS2NLR+SSN6R/dBB7HEmwbO/hkKyTn0wGPxrNN7tIWYdfQNBqifykH5xO50QV1k8F8Vkkr2+FO9J1DMx8e/TtoM1Su89aq4zK0tB4gW6CndiZH2mV0zqp20DS5qiAPdAWfTMLirAFf3g5pXQ004bPO/j2QA/l8b8Fd6ohCurI9lrQcqQ9+7vUT2lyzDRrPaI9m32Wrh6Tvl50i8mNtE3RiO3uG9tGqM8mLvNGTls34FfqMfoz4qi99v5S/0AbyvyzX6TeX9kp7D60Xl22GyYRt7bLXWcWpq23rrkq5imxc0/Zoeyk6c11ZeVo5Qh+a/gxeKSdsAD60DoR3GD1PnIj+XPo6ynKn8Veprs3uYv1sFugjcayjrhq/zetDKY/GGdAVGz0NtoUuWR2N9x3eE+gPkMXkoi+Q/kHkRVesVMMqgGk9TPsfzoaq/+c70GHUaHsQ150w3IkNB6dWTmy0U9ifObFdpE5O2AFxSMMR26Asudb2Z8l/6wQs70I431o/YVZAHA8RZl+kZTUX6grt6KybHtI6xapp0KLN+tvDL67kb4httd6Tf7St8EsdwJmVd+wbJLxrv3P1/l8dNKfYLETIF5AOPnGOp+3AFls58wwFJZ/Kd/LeF4jH51bneKfi/de3t/O6jA5cD2ka2jriXCmFTbuBLGx9yDsZ8pJGIfEoX3diQ+f8WIRyAEjs8T1wj8C55+nn6Ih+44BFP1OeCZxTX4mQxvXt3KHFexarFVNW2KM7PpO3RbNtT2+WC35kQ/m857AlZdl4IA7B+Sv56iFSJy510lvysDkNCOCZ4Pk25SHciPfNBqib6I8j5T7tXltNkHLplRNbHg9d0a+yAhX1gj602TaKwOTfOjT5hwBsCSdJd0Y9/LJHlCf4bMzTvvfYApn+4017nVqsedxkUEga4kKT71/iEI5fbqtH8szLxgPyoRtWCsVe0RmrPLnNab4JXd5VcGCD7oTlmzVv4hIvjc897Jk2h7r+p6Nnl3Q1TkAv5Me+Bgv4QTf8EIl6CF2cgrhnsti7EIH2hSP9yxdPvky/ufmWukEix7ot/0MaZDts3i0N5UCeyBJhq8xRR3AQohywxZskckVfnIQLP02D64lAewk9vk2Ri7aL7wh0leYP30OV38vVUH0vAs5Te8R+D76wA+oi9smPjNAL36kVJyrSlMTt3PWADUHD22/s64jL/lvLBY6Jk+qM9LRJvBOgC975rhb7omz8u1z1ACyBHtIy8mtvN6A3dvHDmv9r9z6nOGnto6G+msY8nYNr0pX5CIhp189o27ZKCpH3YPSPcyg/OFUeFUn/q6jaWfU6hz0jbef6F+7qhAgHfwQNxgBpj9++/4UqAzbmslo8c+KeIR346/Y5W8vrwMX3BX3lK8y1kuP5jTqHHUI38DSpQ1ldqENdGu61A/HcaY1zHJzcyWlHRvNxyuFFu3y74cvL0UM3jo1pujTkDmx1Yaioo+mhj4i+E9uOAursMLUnTnqo5GPDIp10OG3a2OQZ5tfNkMQpaSdpy3tx1K9nqJOlm/zy9OZw1SVa5MEjDzk7dbx3ipjWXsBa8k3UwWfVACfXK7JN9dAig4505+k1ap2e6l9eyyQB+XXvUJ//9ozB26zLmspbd687ODdDLZ+czlDptUJj3Y3Xg2p/hoDBlycYWtltrxiaTnoAsvcQ8Kzz1McOiKxuhoFcBnuOnrtWJ+qYUGYwiYlQJoGZIPMJtnd/+zgdONYWaasN+jB4xKofDHgx0cxEKoNDDIL9GSEMHrPSi06SjVlgjgISjzishkX+DrVrNe3Ia2npwi+DpGfe8rRO4jKpiAPAC8ZfWTBh578IN/4aB/E492sGqz978hqVFb7VWW/cFTopxEA6z41CqrM4eEwcHFjQT8sVKFIGegjl/5TVqk/0oBNvomdWkmEw7zUjpwe9z9IB0xeH8iEuA32sjrRUCrOUE6eJIGssgywfLd9FxWv2nWnlK2VL0DxDYFuL9JrJm3fuebxOBBsGtIwY/GbFDOwAnRP3k0cv1Mk5Vpn51tnXFG8/wPjHFimnd+53fnGrsGiDvlU9UyasOgE/r9v3XJ28Y7UKtjjBoQea2Ae/RGfAl3yRBx2xGhwDmdbTBh3o/yriPdMV13ovDL5jA7tNXKyyQJeJ7E+JTDiHuFyjZ9xQfOKYxVo34AHZqBf/96TL1KHJ8/D2HXtnq7+/2ntyoHu+6P4nxevlPNe/X/Oc/KGPfSLveffY5Js5PG9RHaIztnAlfxw9OL7tgAvVntn2lDL6wKGzpa7ZNjA4SOCQsep+KwMrAYGUhcvPBPhr95lm8u99evHJo9hmJpH//HXqkMhzZMce4Z3VEqwdaNR/el5BeMBBTwMf2Cz1E9tRxwOxf37Rj1zwcMjCjcU/HmqOnWrXo6U8hAecJH3CO+UDmrR7tDnmIDK3+Nqs+1Q/rL7FNpmEwyVPJvc4kj9HVgmhbb3tsTAor3YbnWFJb/rHUWqurtjkfLr+KXPaV8qS8nU+DakdWlvOqiSvHD1Ty59yo0zZUvGQ+RuKgxdsKj54yGylg26gyXZxrASlNPP2S5CeVxAecNDTYdA/4BpdoQ/fgob2gPbhSyev0JWueMb2U7R96jAm+b5xxOm6ypvavetJ2zbjkwkUygj90xbAJ+0iuqraP/qP9s92jfAJDePTfuHPFjn0od42YtfURa+fWkf12fnKJ452ZlPmiMp9JnOsnpa1y2BKMaTnisb2iPp5mzD4iaOXqny028j3qn3OVccU6iRlRHmwfeD/HntGseePZqlOVK5gp4a4Air2/cdCBwdaby9odykD7IsyoL2hfHDcQmac1ZHJeBNKEqgL9AOsJopOtL0YcVrxqf+ar7zRVmt7IUf41f4+9F/olvbC9QS/6uQxYI71OJnQ/hOX8B+z7tGytDpJfbX6WReOnnNdsekRmyQ3NUc7jLB79hxE/SsfAuz1OwvuLvsanVwTe9W2VXRVqYciF/WQdyzqocsV3/GHqP8Hg/6D7YPIez3aPX++gHrOqh5vHXGK1n90Tl9gMDuwdkAQnIdwYlOnUXmvwSGCdx/0nwbaaez/RlE0K7LSZhx03motYyuhRrsry0TKkPqNo9mb9zpV6/YuB83XCW34JT+20cVhAFug/pXtKuMJgRAHp0nfzTs67TEOJzgSIKe2j6PthxCT1/xS7VptXAI059/1tMqJvWHbpFH+pQ3Sg/4fGiKfsZ7pdSAen5scyEx9Qw50Yv0u/xyN9Zc4pMXxmrT82AYnaNp1TU8aeXfiPDqxzS8+PuVm1RW64B2S4GVM2jRwj3jQ8DYWO9h/8QPaV9IG/mjtb2xSnXoqiq6wnTiv0FbBJzzg/Br5FIjuyWvG3bbtKHT3W/xzlQ/a8IsM/CAJG8JesEVsymB6rih2kCA/nNjo6+D3W5c8Vdwp98hzswTqCvWLdwZ4trpE3liRlTWg7UrLCxDD6wr5IC/tKf3cZ07xFRBbiNH0QQ00rvU1lNmxy+9WeagvtMmUifOSwuTfOmT5Bwvo7jlzo9YJ+lC+A7AVrZ9CvKICyVNeU4sxYivUd3jmfcTeywVBfnWckfd55EHXrPIKTefd+y2O2CRtmtsr8XF8pR5YCyEQukgLXb6PPB5tS9RJgoQP+j3ejeGXH7FVdCjoqfyDgMs/fvq1Khf1lRUR4cHyTcpYeIJ36invK/wAjXZh3mb7cZ7KxXe6BPSFbDjJY4Mp3VR+g8VHX7xT5frS/EsmGsEj5CAuusDWsd9jrntK6xvtC+8y0Le8I3oi/yazL+PTalnKLufxulr/WoE08Adt8uC7jr7Uf8zBM6VXEjfaZX5SDuhij5mbVZ/oYrrYV9l+c9D/ARIf+8LpDLn4BqDNQq+1TmxJYk7hx/sZdE0ZTFj7uNJilTt2I6D/tXa8Rg8ZTYtj+tfbwnMqz6v3Pa84aNFdamfwVUkqiO+ngwOp2+tf9BiyKXNLru3UyuHzJ1+ufPMu8v8ct7pYJw8r7XKQb/QS6rdtt87uBOgU24NWtN8a/fWhqHPYIXSDuvR1oQ518QjtQJzUia2btI52Nl/3vNt6MtR6tSMglzEvjzTk6CZtuzBYOA91NAmdOFU+n9B3YttRgF0Pov1pl8yfdxqvPejQY3ed0q6kz280RAhoct9vl21Ok3jDAfL07Mos9aSLl5MyYZUWmovaA/YyWMIjlrBnado0VKJWLhqRNuCcpSEi4ydHY4KWqM9DkNxoGidBs865edp2es3RKHctbb3wuGn8xvQgTx+vq/H9fhq6Q33+zx5ay1ei4UY7ON0q/eb365Fn69d5cOTXzZCmrQs5mt1vQBLJ01TT5XJ3poccFZrVDBRp3tXHg8svIqZtTr85GuMbUlr1cYbKdzt0IpfFaeStB3Bv54S4XxK8HymRxe0EKb3G5MOt3z62CaqFKtdWpgyi4WSxcOPvip/cUxRfuuiXOqnKBPDfnXBjMfWnRTFn89bikg2/0kFMtbUwSMdgGr96Z4CSwSPSQoMVZZi8YAWoI1c+XByw6Ke6reUHj1+ltHEaY3L3fYcv0AmUCmt6Ee0tfcaA2pfPWa8DseT51xPvUFrkjXOMZG2DeK0GO+UfdJjoYNCMtP/79J/pylUMCEMHZykdXEztXvSF7AyEMShPWnTE5B2Dbppjnm/KQA9h/K9RfuF/19mmd9f56bduKb678B79lTD6es8R7sywJKzQtahg1Qm2Z/OJ0zpWKV919pN8SEP5MhEwe7P9epZAnh5mSt7pNQPWSzb+WvMAlA22xKQtk8L88hYnOX4565M5xEWfDEKy/Q4D36wkxcQG29Gif5iFX+eZgd1vTJxX7HPBOnVwkKyVHrYFTQKyMGnHROEuB8wrfm/85Vp+Hzr4wuIBua+DpqH83BkhRbyFTVQHf7EL8vj2CbPU8QL9Y4sMKjsPyAUPTCIuergo3nXECq0LOHUywcIKgPCQZo2+bhGBmXBAn5QtR/TPsUH/EhgYP1ME/csjr9Hyhna5EhsrbQrvDBzfIUyz2gBOFDjSfPTY5cU6uQ/P8Avf6IuBeX6RTT1jxR9fvc4GmUUXFflnBvmfrsiP3ClNBt9fd9BSdd7BrtjelWfQyVVfXtc9kFCm2WrOO9RdHJiQnfCRY1fqqjLYlJcBPGDHLhc8jJ0RV+XzthG60EeO1+zLCmDmpEtdgx52B00CdumTPB64RtfoHjqmL1sZAScjJsPV2UbK4KPHrKjov45P1f/0m/S50gv2yjlnbE2rjjFCk3rzoeMu15V5UprUi/OlTX/9dy4uXjRmqcS7qBgx0xx3K3YdUJ6nN0GISN76aJj0j52xciQT8uiftugfj1ul7YPbFkfq1QVi/6/7jq14xZa9tBfkGVg1iM4q+sc5qoX+o/1fpvpnArfkk/KUoHJLH8oE7UWhHqb1Mg3ebhLOuLco3vDD65VfXYlN6rVNqhj1yHM41kGfxXIjwN/IGeZI+IejLy5eOmpe8bnJa4qZIgvOC14WBORFv9f97IlsstDKgCM83SaX6AteCR89+mLVF3pHV9DCtqgbbJlEHPpp3z7K7NXaH8qU+N/+0fn6nPbS+fIy5Tnn3l78xXfsnQSbYitiZIRXOFWeEyc2HMJYrZL8sQmX1+sn52k99Wvkr7bBroPOQDrS05abvZrTeCt7pR5ify8bNVvrIbxUMUT9S3tMfipTk8k6e8a/5Pp5D9M7Ok2d2LAl05PpqtRlcHKSIlUnNnT/dydcX0yXvpf+2wPv2eeue1zfz94xfrr+cIQ2EpshP9O90VaEwuCgp1I3sdOzbvmd2hhOZN+atVltG2AHx6y4V3mlDcTBOrar5jqSly9tgDl/zdeVpbAp6LEKjjsGffCQOVoXlY7wx/sxDizkg40PvxOboTwPJ+lzysad2L4yMXFiK8tLQkosgDJEp+et+5X2m+jBnZNo2y2dlS/tFPWQ9+6/PeFmfd9auOk36mwyVwJ9AIHrNLD1Kt9QDwpB5UnKkfeHA+XbiO3faavHL75f8zReJUo6Zpp8f8AbMhJwhKesTE6B0OX6ALEv3lXQxw+us5XZJi7bqE7L2Cc/suD9j1Wt6dMoa6ejufKvRlfdAPn4FsQhiPrzp9+7Uh31yff1e09VZ2Mcb3mnxNmS8jJ9V4EeIitWjuW1lAtp6E+1PoituhObp6sVo9kDvRdsxaFxzfma9oAfp7CNJWV2mRg99Ta2qRG9kn+woN7z/UYdRTfYKrzaivu2/XypgmA34xc/aE42Ev/IlQ/G/kjSULepYzia8B4GXXdKMzqpzrZofGhio9gqdWvCirtUL9ZOEOI2htBla0roUl8i3QQSH13DF9/h0KTMT1hubaCVg1Ifsvw/FPmtPg4OlCVluttJ9t760lFzVF/c13zTD01pM+EdnnE2Qyb4ZoU1eFC5BuS/tAPYIX06bTXtEI7GVX15OZgdo41GfVk5mL4sfsKNwOoYvN547690m3VsmZXUcJynbfkT+SbihxLxxyKChMhQ5advO3b5T1V+jSllxDGmyvlO7K8pTCf+jQEvtN+8f/nK+tiitadozmnascxf0qNT2hp4ZUyDNsic0iRdZRDB8sO+GAejTUZ/bB9Ov1P7XubJ5Qgva+97QssAh6+jL71Pd0AgT/qOjxy7Qn9cQ96RRgboeVBZQpBrbiEpfYD+kFXKin6Bd86GcbAhw/M1mp3qX9lOUIoiz+FxjRgzP3SEdwLjeKxczjsJ9oPur5d//KAK/VN34vuK/m/Io496uLNONytmpfDV1FqtxFb3LEWrZ3Woo5fe6xbN5rOfyxgOmdPyyAP21Q516boN2EEdXN5mcjejhaNkHxF9J7Y+qqA+ddGWxOjh5aFEfr1jIVdDfr09I/kEH77OMCHbOofO7GDwfHZhZ2ThoSfwfDvMf5jQkTip7JqgC70NAWV2fbREOz1tlbIibL/YNvY0vHD+XZZO5Ok03mCQ0h3OfLY9+u3CcwwNhWm2yvANA0kEBnX4JTK/imQwme1ymLhioI3nxE3JMED52cn8ypZf987VX5kyAcagEmkYOGIAicE+jvx6dM+Zd0pcW2GrYbuMJgbHbfLeuMUmqXBmYJB5mhBmEphBRFayYTLcBgUbB6U4t2vbNuTTp1yng10MWPML+Q+feoeeQx/nL3iuYGs6iXS7Dh7DxxcnpduwNebbK6Q04d+cB6PeKTv0zsB0qnfKiGcMco89/yb9BTAD2TqpIrLiyEYcGzSstl9avievKQe+sQ1kZbDc80HfHriXXsMPcaGN7pTeKauVHuHDx16uNkFcty/iEZ972BLbweCIBb8MsGIvxE31QTqXGR7IlzjQ4RmBc+6jO1YVIX9skIFgVksgP5c/pc156/KMg/2PS4APgsvtPPg5gXK5Upghb3igvp22+iHlwQahjQ/OoQvfPEuD30NeAvmRrzsyIB82+qa9zyzWSgTyNSc2yx/nUvTK5NJ7Dl+m22eleiNwTVxWTKT8cSBh8hNHJfJze/cyIz5lUCd/qgPsYMLax3Ug/0Xjlmm9Y4KfNEaxBg2FgI6sTuoj4QU9sKULdg2/f3/4YnVW4j75Op/oDbnYHpJ41GNWjrtNCKVyQZc01B94xYkGZzacT6AJXC7iEVxWgt8jlOyHyYwjV/5CaVKH33PExcWdIg58pXYLL436PyvTv01SQZOJKcodeVgdgUkI7js9AufUgYlr/0d/bY8DWTMnygoaHgy//onrcjEBRrz3HzpP5YcmsdAXgXNoul1h+zhg+HY4xiP/7Jf72L/pX+w/0z+0CHX6x0Fqfcany8U9r5McPXDt96gjyETbhoMLjnHY1Zv3mlL2han9lahcANM/t/WRpIEPZMNJxmV77cjzdXU+2m3yh0dkJC7B9eflY4B2RK2+JDKyQM/TQoe6TfvKyk7EZcUDHCh4hsMBQDrSeHtB4An3nRfO/ZoJW7VXsVOcfpncZULvSbmv+gIDTxXPSD44sflKbLSrczZbfYMWevK8nb4H14fqUmH6zcFzi2PPONf5yqB/7OW44ETEO9T7Dp2vDmzo3nXkshLX5dJ6KPWxWg8lDzkZqv5xduNZw2Rp+DGr5qX/okzPNSCTyVVfrnVAt7kTG31Bmj7qsurERlv1QrFV2mPaQ8rjT0fb++Wf7GuOX7RRbzlyTTFPEvIeRHmW9ByhMFL+sZvdL4wrwOA0Tlr6Fni+Vgye92HarA8cOkcdr7A3eGQcL5AUWPuh/Zu8W9EXMYnMNXSwu31m3KIr+7IKJj8AwI5JR351TmzKfw+d2EoEYiVNTiSEg4I2Dv3Cz24n2jaPavd1SNLDM/q5URrpl+07R+virictTdJTD6MTG+9AOJ6+YNwVKj+rpfIOw3eNlrN813C0YPeouzgvsf2nlpXkiI5xRqQMyfMDx69ReyMf94Fw2dLvDxxJkJGAQxsr/Gj5ql2afeAQR/kT5/NzHy92OWih6gabo20kYKPkSzy+C7yfQGbLt7N60gz0eTi+8J7Lj2fY3pl6BA+89xI4Nx1eoI4ZbFuLXqwexPxLPQQZeW7trm0Hyw81kAFZPj05rsRWQuPa6aAgaelH6LOpW/D83sNsBUQnreT1n/HdS/kHA3j7l5OvUfo4zeFEr/asTlwJz0DsCzvab8lDarP0SQcuukdtSSH9GzaGfbgTG/GwZ+y1pJOA+OgMJ7aXjFqowZ0uS3sd+J2e03bwLY29tqQb6gF8HRpWeKPdYmtN6obRtf9DlZ9vT2gOFuRFG6LbqYq+cNRBLrhrqN9F1YmLdxdsmXPuqUS8F0pAL2k50O7U68vqCmmb6UvtTGTXg/6PgB5xdj/BVgulL0OX6OcNBy3RVbt4D6FPMI0LIBIIDVV+gsuv8UR2jspzkA1EGnbdEYQBeKCu4ViHrmkLWzuxpd871s5+6uRrNe2fy3c2P9CDnpWTxTPeJG2wL7awpB0mMM5EXXC5LC6oykUcnLL54SH9NPlRFm88cEEx8oJbi9slOmWQ0rD5Ouc9QczEIHwhJXWFHzzQHmEfRyy4Tcve9DAMGKT+60As5Gc1b1Y81roT2qd/OGxxcfR1TxczRcCPHbO8eO3e0/Tb+G5pArBPsyVBrpc+Kkjnf+ucdzx0g7r03QR3omvmhJQjT5eGTqHvz0EXqU5Aft1He53k5ZCGTtAqTd2qe81CpzbkqKPhoY8q+k5sz3tknTdtQhdtZYwe6VjDMiDHsgsX1L8gDBbtGq/I1+CQp4/Xmb56hkAXnVX01imcrzwMFm3SJ8pJ9dSIdnyE51HBXaIdfcfg86m1Nb3leVvYptszJix1JA6R0lDyPbwos+sAz+eXtHZ66tyJbduUayN6nG8LhaR20rYf6NimnP88tEOn8erRnD+jy1OLMbR8ukfILzJQi7b6bZK+Ddk+djTkhRkKmB5RH219WgfdGVhjoBKngX855WodQIy2bfZt8W3AkQkDBr3YHpJVBXxQrmEASu4xecMWSmwhxmQ0v7RlMrpx8LUKeGSQ6tTVD+lgKBMwHzrkguI2ufetC+/RAUFo7THLtj9wpDQ5t2tzYvvU5Ot0QJfJg32WPqKr4vCLeQbxWKmr0akjTiK5Extb4f3bSct00A1pTe5qvr1Cyb/8a6n3MvNYXvDNYCEDlbPvLnQ1gBeNW6ETcQy+so2ZT04CJ0F8nOUYMGXiFdvQeANPx3ZF80TukB8D4tk9YqJLnDQYhKX8mBTll/FKz+MS0dPLNfZCOTDoCK/onEk7ZLU3OehbMoPl1zxYOhxI3nTgQuWDCcfvLtyktu9xIr3Akp02QUwT29qQX/jlvMfR49an1FaYtP7Xk69SHrDDH8xbr7pI5TKE9KoXglxqECqqJ7+2lYiYBGV1B8qMOsGWO0wkKF2JT1Ts9cPH+ZZjs4ofrX3S5FeanABom80zwcRqQi8ZNV/L7cS1tmqT518mcb6VH3h1Hp1vOYrtYAtMBr9jf3NKoVyRHx4a5Q8ImVTzMv48DfVC+RR6TEJNWPs/cRLK9SfxlBUJD0v44PFXaptC/IlrH4t64BAC8tNOUFZMOMfJMP4HXlNZFZZXvDZagHqFAyflTttV2UbM04Sy9vz/8TjhM9F/LC9bWYwy/fRRtu0l8vArdOJonoGWHS0+dvLxo2zLWeyAtrXe/gIC8+EgIM7w6p82C7k+c9S8csLdt6BWPkI85SXUK5yuP37MJbrKIxMj6IH4Omkm+XOgPqB/t//jr32y2n6GuM5rqn/s4MRrf13av0c3HuDA0pVBvzmTc+lnsX9o/tPBM1Qm2vFDF25Q/ZlExOe/UVYkpwajCXV9JHQpV+RnG9SXjWJbrvnFqBm3aF5KVydvA48qq5/rwxCq4JHry/obs1fVl24KFtIFWvBDfqwC6PGPv8bbi8SJqswzQNMn9JymBJfrnftPL14wdoXqjO1bockzxZbfqow4EeHEhoMA5e/OsUYv41eDXNbKn18byujheap/8qdesZU1Nk3+vtqpQmy0hJQF8ekHPn7M0lAPG52ZoT1U/ZfOR030b/KA/Pq5A2QyuYK+OgDvH5TnW/aqd2KLNAXByclWAjxD+oolxU7jr9D3Fux157EW9FzKeuexy5QmfQA/yGA1LN51vOwj3XAUcOrly2p7pMUxCudftSy1AbMXVneDX2gvlEbUJtfN/oyk6YFz6NGu0R7iSMI1spDmmsdt5TFW++FHLfRd8ACfrDBGHvAxXCuxlciJcS0hHBT0FbTn1L1mTmwlGT0x+f0e74XIQ/n8w7gz9bpsO8J7C+0QTmysXmtOSbZdMEfKnPL9Q8m/LHO5j6MyfeJr9z5HJ+zNic1WVMIhGwduHKSpr/+14gHVI/0m8QjomkD/wHsT7+FuO3yLENdK3sqUeJ85+Wp9Dl3ypy1CNo7uIMPR4+i7sLQVvF+THt6M3uABz7S/bLNN3ujEHP1mqa390ZjFmj+6QZ/6DXfW1Sq/2TP/DPHUZCzriNgaOmIV6OFyYiMv7ACHnb89nHZgrn4rsvISMtq7gvPjJ72VfzBAB+iCvOkTN8i1lusWq5+lDoHYN3Zk29ua0yUrqNN36XeNtC3YGHWMug7fr9h3ptaRCp0ExKefOmI+q6fznsP3m9lraV9SfnCDzE4XO6TdJb2+twkifSt7HIKgxYp4pMFBC16tHsh/STBU+fmuLvvuQYAypA3CIZY2ibJHrjTfKFd04jpswR1l/eT7DTlULtrV0A5RDqkzoesLepX3RrniPrKhL3Tl+uIeeVbsN4Bz+Iefr0+0PPhW83aHVfp/eJ2tEEsZw5OmVwbM0aOX8hvtFk5s/IvEOgJ0qNdDcmKTPpG0/LiFLYK13koZESmyJGml7NDTgYvvVftGn6w0r+9xQS6LC6Jc2D/5sPod6WgreKegHP7hhOuL4659SvsQ6Hj5Rzjvyf1wwkFPJW90sFr6eX7wgA6wfVZlK8sUlAl6h+703xywRUzSLRSCr/+O9ckE6j52B33O33/82uIqiYftg1KsRL5w6KMJ6hx3PDRD3TxEXdr8nod01TTCULYFrXNi6yZ9H42oK99WqNO/lynHTlYz83SpbbQCz73sh+LICPK0znO3dJ4P6Duxbfegk5WQdII7Bjrhu/0LRK8x7GpslsEQM/bkQyQT0TNCVQwT2UZ0mlEZL9hjhgYyDTeaoNN42yu65b9H8vaIzCBQLf9uX4qaoo1Ancrb63h99NFHH9sMeaMUGqqyvdpq22kwsMZgDxMqODDZZIC3zdY+W/yqMxWDcvXOVEDSbX1KB6w2SbAVqGxFlVX32yBrJXoFNtkDH9+eulonW5h04RfdbAO54OdGjwEwJvbYGq1CL5xwsNOwElvgmwG7MUseLu6Ue186cZnSZvAL+gx02WAasAFM7jEAzAQEA4kMvDN4Rp4qNwf931uU/Mu/lnrnoP+r5QXvDLDC/7IH44p2lMHXzrat/CxdBDqPK76ZE5s5mdhkeJlPpbw93xjImwmduZueKnCsYBCWQV8mfHXQl8F5T8+AenAgQffIxYpN/IqfsvFBznp9k64e6fsEA+v/PPlGHRBGD6xAYfqz9DHmUGFyRL7kGJxtmIxkC0/smQFWVspDF7V5c9NDCaNb3hJdMJl30jW2sg82zNYZTLxR7zweebPqGnZP+fPrbracJI6WAwf/F2aQsA22QcHW4HW3s9fbIHCDvlxOYPzFICCi5AEPTH59/mTb0pUJjiPn36K2ha0Qn/KKdIHRyfOCRdJwn+004RGaOBKwApLaqyKmNxpxxRJsm/DVs28Ok1ZG2+MywYa+oFt1YntSIiCNxNc6EM4D8ndYruAV/Vv9u1jbrk70zzZHKZ/c83xJq5PhrBCDPe07W7eLLSchjEygads8kf6Q+Ru0DtB27nnmlVrfVf8qR0xmQK5tq3/sGTnevNepShPHaq7hzmhEWkyCcZ+6zcSXThJLHdj9rDXaXrhcxNkg0SlP2hO28WS701r9hx89Ndr/zWESJHNiC3wb/Dq9JxAe0MmkNY+pLaH/Nx00V+spNmU51sAySWC0iW/8Wv0/85ani9eMPFflZ8L9ThHY2liCyEfZpgE6FdqRZ24TA3t95T4z1Gn7dfucHe11AAtLbUIgF5ThuEX36aS8txdersoGp/pPrst67vla3gY5Fx7JhfbiC5NWqnMa9trgxMZKbHKoc2Iz+ZFXzkqZORK6g/EKjNeof3NiWi+3yZ+2lclwr4cKzTNA2k7SYlvYKzJ5PeSexbQ4Q9K/BOy1mf7L0z4aQH2qd2IzlLoEofzdiY2yfNFocwyijU8DP+JgNScc+qGJnbJKDU7dvi2Yln9aMHLOJeU+4+ZHNQ3t24izrtJ22+LL/4GntV58f+V/axtHHqz+kr4fAu+b+O/9G+95vF9xjSwEc0JgtVh712TrL+ibg45NPtOGVZ3YLJ+U/SEjJxauOfgj2vlaJ7Ykksc12x/Q/itNT3lQ1m8bManWic1XYiPO741dpu9aTP7jLEjgfQoHp7zMuffWPU8sLtnwaEmTuk3Z4cCIfvkmQse7nr1O3zFwmMPJldVM+fEJq5x+8NgrNO4Lxl2m5eVOQdDy9zF/b0cP9HE4XbGC6cELNhXT1v1GV9BjW7pZmwf0BxxvO8C+BQi0XaxeSfmajgYPdL/izkd0JSe2tZ263rZWxW7IY9I1j0r+9xRv39+cM8iflW5pD9VeE+Tlhrx6T/o09KkrsYn+sUffTnRQgGiZmeWFHLQDnz5mkeoeGzlkwe2aBzZRTRPRS/kHA/hLnbiufjzwqz++iO9txr99/x+79jf6wx5WF3QnNkV4b6eOUNdx6Kd/u1mMr6RTwuyG+Lzr8AMJ2iqCb9OrfIBAl7YjdWLDiYb7jWq1sodXvgspD9J04sTWrfy9dmKjbuf6KuWT/LmPbvihhvcL7sTFM31/k3YIupQDbTX9DE46qb4iTf5FJzbXFz9wcH0ZXSuvMl1SfuiEbd9xZOYHNDiKcoQO7xa0HTjqQ19pJeil/BpP5Odo+VjdBPbMT+oRH3s6syPajo6cqALtko7oDP3hxIazHeMZOIKZffGencSFRrAvftBBX0vdaefEBuifiPONifOKXUb8WNs40lNH/Hvkrw6YrXUs2n9MXz0XhIxifrYyNWM79J3QZLcE3kHteW+Q5uehK/03hdGhv6Kf5EdU1If3Hraw2P2CTdofs+Wqta8Xq+2PXfILzQPqvZTxuYp8HCN34ElDK7SjU3evWXCHoTR0AnjI03noY9sBfecOZZQp5+4Q1g5ebmlohbr4Hoa6EpvzzHkfVfSd2LZ7hE459tI7CNrxHZ5vYwy7GocpAyfbM/I9I1TFMJHtEXpob9u3oO3RLf87urzDhTZ66bXaek2vjz766GPICI1S2TaFhioc5F9wYltkTgVMkLgTm6WxvrmML2CgK3WmYiCMgTSeM7BEYKDIB4ugz+pbDMQxCMp2cwxyOk2nW3kP2LpFB7oYoGIgFWcG+Ft1vw2QM9HDSl1MAODkcNrqB3RAi7xToil9ZGKiA74ZDMSRggkrJrwZTIPWe8ZP0wlom8wBcTCYAWAfFNsenNiYbNDB0KSMDNX3KadB+sMve0QH+5AVZ4qGX94KTE/RiQ3bQH7XhccneHnXXRP3cQmstsWEA05sX5i0SnWug5W53oLzDukZCGebCCbi0Pe79ztXy9zSpc50IJc/wuMRKK9//NFVWoZMQlZXhKtPP1hACzmgTOCcOpLWAwah75IHrq9aNHnAbc8Duf7uMHPCxK59EsYGDxsHjalL6JOJUtenHvS/IBCnnp10TXS6YTs7bAOaIYqhPHFQHlmZiI7Ji0nBTxyzWHiwlcCYVGXyHh7ry9FoVfITcE4aaC7e+NvSvv42rKQCTUOkqemFD8qc7fxeNXK6pvvbw5cGuSKI65P86At7Of+n1g5QntgnOiV/L1+TAViejlT/yAyf78rsWQ/6X6Anth2ibzvofFLWqRysCoI9MWmNM2/5vAbwgV5Ov/oh5YM2gNX70JfWgNp6sO31j92xRQ9OAvDIlmj0F8DpKC2lbZNg6IoJHVaOxFaZvMfxQMtE9Iv+bRs8Jk2WiP6n63PVP5NPAqMJTOZG+3c+c31EGQ127eA+msWe2OYm7Tdpk4HTywf8E6IBxhty6aOtNhn15bNv0bqN88oRKx9RuuSJfNhqGrineilhNJ1vnhEPB9vYXkzL2ou8DbBy/dG1j+tkMOWa9vPdQfgQueABW2KFM92CbdR84clWWIMPpTvwpMrpTmzYILY9a5PVVY/rshPXddeg6xaIMTP9i+2QxwWb2W7Otgd884FztR7WQhKRFl2x+prWG9Gv10PVr2Do+m98z8pRd68Pa7vQNU5s6J53IOquA72V9Sc4sWF/ODlRnv946iZ1OOSHG2lgRaAlDxfFiiflXfLyR8ROLlL62CsOY9iMlb/VQ4O9c9Gfjzv/em2HXizxmfDnHrzyHNBezRMivqUoq7LV1T+3B2TifQGeUyc2nmFLON7QTjFZj8MVz8mDVZShT9vs78Fml8ZJnt+QEIg5zw3XAvKHTxwm0CMyGz8hVGD11x8RkIsypl9gVVOuqdOKUL70FW+S8kX/HzztLt2qlxV4KFMC54S8zAn08/RPph0rW+jjwPyO/c0xhLw54vjGKnt/OWJyscuI03QyHucR0/fFxU7jL9PyOH6F/QBD7ZCVfwXpezu0Dlz1tNolfQFxKVPshXN0hBP3LgeRt21tyY9asKmhAjmxE2iRN+0w+SKz3yd/tpv+4jQcz+dq2dHfU5Zl3RLE4ovtrskcndj+LDix8W2Uv8d1C/oE6NP+wgvb6tKuY18fOXZF2UaXfLkRJeiF/BnJroAO0AU/aoBmuRIZztyCkr7ybt//h7MdvPQbvGsesDDdTjQ6sdFG0FbgiMN7PPcrfIYLl5/t4F8yap6maenEFrYTpS2qpauwsofX45ffo/aNnTc4sQl6Kv8gQC6Ur2+nyTspcqXlWson+XMf3fh25Ngy22kiB8+0vw/vQ14OXmebl0Mct3B9EZo7sVn9AjzDVrFd2o/bJdBvsaUuK+DzTYTNssKkOzcrvZC+J/LPtxWKNZ7IzzHmkfItKE8awSN77Okav4cbnaiMviLQLukkTmyMO/HOSRuvlpV8R5R5Bvv6/spfqIMkdWf8onv1Hs9iXBDz5R48whMO8vzYcoEo9TwpA5y0XE+8c8wtnY9TJDKAmInKj5xsYcy7KvUIOa4UIkYnSzsERPmgaaEj/Sf8Rli/bbAt1PmxznvHna79JqvM06bSV68SQVhp++/l2xInPWyf96L9p1+r9aqhnPvoCKnTThq6gadptZJWXZx8FS2/drT7niOu856v8EboY3iR6zsPjk6+y4mfl38nSPPz0A2IX2c7hD6q6Dux7eCgGravip0jp+fX+f0cjc/9ZaI1UtrV9K3REL9bAiVa8+lkG8g33MhQ89xvtUrm6DRejsGmy+F0KrRaEK7Gjfr0+9XnrRDKo/MEFbRL1vjcyz/y3At4PpW8qhkLmueZp43Xxmv+vPFGjzAouqlOs5DQctJdk0+RE8iu88eObiYWatGEcLP8OoInTggMiV4fffTRxzYB7XvSVoWGi4EkvRcG2dyJjcGeTpzYzBnMlu3HGYwBKAbyGFjyAXsGxBicZBDu339yuw5+Muh27rrHK4NlTtevDebEceTKhzUdg6F/d9gizRveGUhkQJb7DILtftbVcRCMwdlA1PkmIFOdcxa0Pn1K2GaUFSwW2SC29UVxMPiQebdpXtvGiS3Tu/xzvVNGuRNbGS9DvG+D4EyofeDQOTp5iryVybCwApHriXwYZBy7+MFy4I+ypewo37y8PXCfuJwzmeFObOiN7TGYuFCNDWxR3twWfXUnAs+ZMGIAknRMRrDCkw4WtxvUVlTvQ49Jw1fsa9uaskLGJcKI0Rt8+ZEmT8e1y49usB1sZan8w9FIJwD2+Ulx9KX3qX6cQJVO5L8eZpeUHVsnol93dsAJk3wNyeSPlDXxmDCt2K9u7EPMhBGpQ9BgFQN0BW0G4Ck7fRyCojxJEO5pPOqR6Bh9UIbqbCL0cKZkBRp0ZWXZCE2fBYPJjy1OWHG3Ti4zqc7ECRMoWq4K0aEkgr6mFduBDwbsGfjGtpg8Q66UB+Jyj0ktk32Wbj3MRDUTMtQjHB2IQ71EV6ZLyszODI36Tyf/NWawv+DDGRi1iQnTP3wu0Uk26oTxae2jTY7YpJK32xU4TQGn5MT2vrR/yPXGvU6LzlxMlglKPgSc5sEwfPqnvvxw5YM6eUxbTdtMe4yeoOHyW7BraF4vcqEL2mhoM7lkcW3LqGNW3KdtGmXwxZOSdqhBbng250rTv9krfFJmRPNgMD7qEfuPyVJPyR+ZcaLDQRu+iVOll5ynNxWWF7eRjaO1k7aqDg7frAyBTXq7g51irwRsl/JBNtMNiLoE8GuT0JtLe61MMqm9WnzngQliyvxyKVfKbWeRk5Xh4E11DFJZOE+vQXkttKX9QTesNMhqFzixYbNX3W+TnmWbMfCkHnnH8HYFWzxHbjABi217XYUX9ILNmuwut8liqLtOWbXnUe64AhZlQH/52ZNr6mEAaUiLTqiHxMfxjq0F4RUdEgeaQ9H/i0ctrOg/8l8F95s9e76CuqFObCOmlCv7oUfTk9VVsx9BcHKiX2AlNuKy/aa37R68zCkj6FM3lz8sNvudxdpe0ceyChfl7mVrsPc2+KFvV/uWd95r5Zr2C7440j5yfpOEdx2xQurAkuJVI2cU14qNUY/qeIdHdf6S+kJ/BB21rxCP5//n+Mu03lG3sC3yWbLxCW3HsNs6J7bhAPyoDCZIvBa4HOjRndjQWT2s/gLSowu2c0VG9Or9l7XLglC+tC9vkm8X5P7ElBs1Dul5RvB66OWcBn+Wg7KWbk6ddP09l1XZXjjuUt3CTx13hSd4+8sD5hXvPeF6fc41zv+k17KEuAT7Plijz3m/xEawNd+yD15CVA3YIFvOmhO8Od96P8zzoSLNywO0lWcBvK2Xm+87bJ6+k1KG/HDF20DgRy+3Mn1wYuNHIbR3lMunJl9XlktMF1G9F20gjw9d9DBqxk1C15w8Pnn0Qv1+MH02pqlDSttDp/J7nMGAvudfTr5G7YD3IByQtD4EJxtow4tC7mEHfAvTf/G+W1mJbOB3ajfUMfog+iP49Pf2kk4CcuHd9PC5t2h8bLjqxCa6l36TeNB1J7Y6uryT2Xl8j+K7n/ImOF3TFzFM/k+dMhT5h+7EBg9fnrhE21b4SOXSz6FwTpsJP9RdVu172b5ztA/BiY17Khfvp/I+BF30teukFdq/K115oUvpRkR9sWojunrpqHmZvmIdsHO7BtwjDjSgT968E1K/WIENHqkX/3TIBdo3abmG9p/6Q7xeyK/v5BKHQ+Q55bt7QAce+fEieuH9Kt1OO9VDmpfxG5zYTr5W2wb6bexL24UgP/RL3rZu0brAWA3fb9gYP17hnstldPlXzYvgZYD+4flJCdgAW8W7szo/jOFeJV9HuMHBdGn0XN9eP3FSx2Yb5e89OtJ/wndE9TsJGT538mr95vub8eeUK4AjH/TRMTT57nvzgTaWRf1mBX7qQKpvQ+N3WB9VNHPgIXQD4uOE1KkjUpoPoZUDXCukNNLg9JphyPOSz3M8+uijDTpPQ46h6HswaTtJU8e3hz4a0Xdiew6g181eSo9zD92h8xeUwfJfSTc4JgXw2ZrXQZHN+GnLXtsI2x4Vdjrgr9nj7sWKL5fdogM2q9DI7W1gMKjwUctYd3lacuO1gVwt/R5gUHRdrkS+GhpOumvyKVoS6H2Zlhgy44b0pUbPE5pDecHqo48++th2sLa2bLE4kVAOeG0NTmxhO1EGlSrOECFhSKZg8Mid2Ahfmf2g/iKeX1YyMGVbp/xOfyHKYOT7D52jW1AwgMcKPOlgVbUtjf0CdxkI/fCxlxcvHbNQB7jZVsedfhjUu/RB3wZoSfHGkafrhACDV+rEltEiIFPqnMXANYOPpGEyhAEuVnvx7RjJg4ToioFLtpIxJ7ZGJxToE693qPLPP9c7/KOPcjtR9GhRGlDeEx7hVeWYv0EnzJgQ3f0sK2uXA7ie0vJlgpUVOJg8Y0UjK+vfaln7Vjle/os3PlGs2PDfmhfltXDzU8rz/xp3cfHBw+bqoLfqNsiY8u1yELATbAY+mWiDByvfbFvTGjoGe4ZUDFqesvrnIo+vQGUOQancjekHB3hctuFR1QX64hfm/zH1Wh3wZvswBl3ZLgX7aT1onNxvYM6cPHBYY1U1n/BkkgKbMLrA5H9Mgjp9jl6kgfyxJ7XZBvklX7lHGTF5y+T8749jhaO5BSv3kYag8flXp7hwL05CWRkw+N5spSCPlyJ9Vo1TnaRxuZARu0vlJ1Hk17YHw8GFiXl1UpC2CYcS6Dl94mN/tAnIjm7/94+uU4catrnEWYjwIbGjEWeuKqbf/CstTyaWoa96VVQn3+CRNqS6XZCVcyob+qd8Xf/UAfjEUUtLSyJTzkyI0BbgEIgzMbK7zAqO4dxPkYs00MQ5dI0wbW2dTfJ5UuBp0mAYPv1Dk4lE6gnt9NjFD1s7JzrhuekWnZneuCYt9ZnyQr+v3vc8dbowXT2jtv69hZt0WxkCW6xF/WusimwV+5e+BecBeHH7r8QNfNQj1lNW31MnFNHTIfPuUDktZ0sfaXLejq7xgS5ZDYP2FccHttO5Te7hoMvW2PRTrOrj9opjzh5nXV1MX/doaa/GQwQ00TdtidurTypauQpfqjOzAZ0cCyuiserJa/exbb4pP8q1YgsO0qQCg3DNOwGn2NGEtY9LmV6gfLBin9q3PISmll1wYlN7ElveWeoqZfX+49eoY5jJfarW2Q8dOrP49hmxrtI3QSdno4q8bKxcShsQPUCHdwlWHMEZhXOrh420ufa0Xg+pA/CO8yG2wrOh6J+Je9c/7QV2bHwk+g/gvj3rw8E7oTqxsRLbGGufaFsM9q6ltgcGqk5stMOfmbza2ispEw1bCFLTOOJIQdlJoDz3XWrvJDiIswIQbQJ5AHs3NmfmpWIsvAOpc5O8R+EoicMWPwr4t0mXqvMVE8E40L3uO8vK9uoYeffAFrWMJU/4dt6pA7xfYWP/njujSUCGCfK+jpMQ8Xa/cLPaLO+BtDe8Q5KOPjym46T3gKzJwL/kWgDf6I8+mi3s4MfeL5sh1mHqG+9p6AqZjlhwm+qrTF9xYjtd4/EOTpkUW6TCynMNaRnngW0M0U0oV4Vcwz9tB98abC/JNtB8z7hjAee0efR/i4XRfZY+IvV6iZYFZQCPpR0KMezpc+q8M0vfNVkNUJ9voSQtP+WBfj60F9j5x49Zqu/EubPJ4EEeZkOVEPSu5+hFAM/fXbBR5ULuiSs2Ree8VF8hLfeVN6lHlJ2txIYTm63Elr5PtobRLuPKP47QxMZHz7hJ6xt1E+e+WyVj2gWja7zYeR2CjHkI6fS8jfzEHizcDuhbkAEdIVetE5fwQpvDtvXER5f8cMz7L54TH73S3sAj9sXqu9hfnQ7gHZr0X8Tn+/1HyzZpe2JyoQNzrITuvwe65O927XQjn1b28GXON/ZjIFZ7gy7PTL/2/TpU+a0dHhzgnzL4yolWpn88Zo6+o5Vyyb80f/iBZ/p42hf6G1ZPgweVC3sR+amXsRxwDpurq7U2lINe2LuB6cud/kxfJd2grwaQXoNQ8P5LdWc2T/342JT1xYvHLtZ3vXPW/6bixAU/yDMU+flmhk+Lnzh7Kc/Gd0mjS5Af9uDtPnWPvjP2f6leYl7GizmxfXbytZqWdy1Ww07lj7wK5B5yML5Gu8072RGX/SKMYyVy6b8sL67Ru/YfIcg5ufDDDBy4vN2+4KZfqkxWrikaaRLvdrn9rv34VjLn2ZXS7ten7z060r8xmyHKgi3RVsA7ts2K2fF7TuwVXYmm0BX3Z8s/fqDKuw7je5vlAc/ybKKe+qhDnQOPh24wlLRDRZ53GnC2ItShP+83eNTp2gOr4+VopWvSPBtI+c1XI+yjEX0nth0WdLTW2YLGTrH6vD08fmfpPL/6PFulT+NIKAnU3K8SN+g9j1cTrbwR4ygaIuZI4tbC6TWJl9Nvml9Kp2ZSsLzRLK9q+trgNCqEW6M+ehOaacQsUf44IqGloTnq0zvq6TTPN0djmoZ0dQ8q9zrNP4mXpk8j5tcVJOnLkKPZfYc8a0q/BZryleWXxfPLPID8upZvfdhKnmaIaRrzqAuGatwUFq+RzhDRkFmVlyrkGR+X+tHq+Xvoo48++thOEBqvsg3jREI4yL+qExuDw62c2Ag8+8yk1TogxKQagV8G20CphZePshVv2DaQSVomA/e4+CndmqL1JJO17QxmMQHOwB+TZUzysiqODRbaYBWDqWxx+EdjF6rzAg5yyNKsLWZgmck/+ENWHEB8woRJSiYEGehlENWdTBwMaxy88E6dXGKC2J3YbNAsDo4betAPoIQAPZV/8J9uJ1o6sSWDpwaXv8oHsYjPilCUHWXynv3O1tV5bPDQ6Gj5nny1yunli3MfA46UKcHLGV5sQiEGBmqZAGbij8HKa+57Uic+WGGCSQIGfY1vguSpk2ohcL7VbIAywSkAPj1dPljsciopLsuTAIlLmvUSja2bsEfKl63cGEi2Mot6ypN3Bte10aGcfGsxHGZYFYU6wDZgX5i2QeXAnpCiXV7l8zziwFYdHMcGsAXKiu3JNohAlGW0RRvIJa7/8pr64s5GZr+UAScOkUPKgTrK6kA4g2ADlDMDxxX6pJMQDgFVfXAfWkzWsjUkg9aU56RrHrXB/CReu4HCNI8o1+0ml4Qj5t2utqX2rDA+ynRb4/ZgvsITdb4yySJAPneKeuH4y4sXjLtM7RfnANJ4vXjRuGWqeyaUcCA6b92vtfxj+2Z8uhMhPNKGMGET9R/lN8h10D91CP0bn/N14F9pS/kj5wE4z0j5U084Rx+WXg5KMJwnoN2kXaVeMQkz+66tNfWqHimPw6V/t2vaEdrpcYseCO1F4sSmBKPeuIdc2BUTO2zdw+Sl8TGgZYLjGjyix0PCdkVGK5cbnZkTW1v7D/JFxGu3ZZPnHikn6ctGLyzecsBcXf0HOuQc822PMm7QBfXn1NUPa9uMff7lkWuKfzr1DtUbclLXKGfs1m3WJ77ed+h8dQSHP5PH+IYv9K1OVKG/O2zeLRpP9UnGarNmA8rTwBNKg9Xv3IkKG8NesS3jO9VTQCkQMJrcQve0F6xcCS0c2ZiocjslX+V5S3Rie/3eU1XOncZfFepqVW6u/3DsUpX9vYfN18lXbACZlI2EF07tMpRlCM4jeWr+wgtlsN+iB9WJTVdyXWjbq9ch0jF7xSbgK62H0N02+k/6zecbWgjOOwvvRG8dMUnfPXl3oaxUfyGNOg7qiU0qY3/0+cR1Zxq3kTQb4hKgRRn/+FZbPRKbZFIae6zC4h208KfFK0bP035op/1WFb8/ZpnWY5xiNYy2Lbqx853GrpQ6sErf8Vjli37MbPUpPVr+9h5O3rSJu56Yr/RnTtRMln/oUJsofsNBi/U9ih+n0N5gm75CoNIkXROdDh5ms5BV0oF+eS0gf3eM3+2kJfr+WtYTRzgvyyO0IdYvbFAdINNpV92v3wTaxwLph6FFP4AjLP08W8lZOVk7AB3PimNtqHmv4Q7poU8bAs2bpZKz0t2STU8Wm4QwdZ77vAd84uilyifvJMic0gfE49uN91v6wemSyNrLp9Ve1QYU2LH1b9g13zK0F9igO8XEuINDzlt6Ybqwtot2Up1scC6X8jti/nq1d5552Rs4T5zYxJaxT/p4HJXgvfLd2gBLXyLhR+/Ltwd5UlfYQpT3KWjyA5HlchObcFiySK8kk9B38uWz5KJz+QcHaOJITd1GN9gBujLHjoHYdsGv2AY2Nnbpz4s/HW3bb14oOoUHhdgJOse2eGeFR/RCvwJNI+W6sADv0HQnNt7v+IET8Uu5JF+na/VPvi/3nV0s2PBkpCv/VFesEB74QLaUD35Alfdv0OyZ/IMA9RkefAU0lSvIrwjv+8p00AN2y/gCuqIPqa60iPym147LQeK7vtS+6vSl+XOSoeY+tOyWbV+vTvvy7vLqUTP03Vb1RfsvQMtDk/8i/aEc8lueRtfzt+DXHULz4iS+X9LWkZf3Y/SHmpPKEXgMx1J+4V3tZfHD+t3lTpLezir9sq2XtEJL9bXkgeKVEp+tj8+XzsTjExPahlQuzuO1h2q5mh3Qb3m7YbQsnSHSUUh64vGOam3cXHnvsHazzGM4UBLvVv8G40vuJe3A+OnXq+yUA/UAeyGlZ+VpyIt2/Ztn2Q9vsccZNz/a0G5ompp+uo8Id9oZ6naczdK6/oezHDzPOhlaObH1MXjkeib4Snx1TmytQNrhQDubc75zJzbsqI9G9J3YdnBoh5iEiOylosdonmcn4CVBDvVEDHX3uoGmT/hplk9XCHwHtCTXLL/sfrNozYFMrUIvIfScwTw0QfPHnfGYZlFPB/RGzpb55DfTyB7aonv91aOdvL3RRwUZn52w7XHSkKPZ/RL6cOjyeD58iBD46CD4dUseFPBgH0IGu94WSPnmczXl3eXqfwT10Ucf2w1Cc1S2SqGhCgf5Nzgnts+eYk5sTBbvNP6KcpLYnDyio8cL91upcZhoY7CJSQG2l2TAqjKY6pBz2lR4UmerMbYN5aePWqATLgxIeZvP4OD4RfcqXQY/ne//n703AfirqO7+0VpLbdXWWpdqrda1LlD1bfvXqn/b1ypWffXVtmjt3wWEkH1hUWsQFMsqSxISEQgkQMhK9gWSECBAFsKWAEo2EFnEhUURhMCT+z+fc+bcO3d+9/6W53nCer/Jee42c+bMmTNz586c30zOLuHLwKqvZMZAcb6tg4ABMAZObVJvUfb2Qy/U7Ql0MkzAsAaD7T6pXOXEViQ3CO+jwIyDnsof5I+d2PLtRHXQL48i8HdiWQ6kROcMZDOYRxmxugQTlTbpZ/nw8iWflN3zxlyhZYozROEQ4OXNPTs6oV8cVFidBMmYoGPVLWyAZx86cU22UW5SfshD2k4MdJMnZFh6bxbkXNW9ExsIJ5QN9oLd/O/jzP4Y9PzwCavzsit0Zijx6RplfWPbDG6bni7N68ifffPK7JAVD2i+KEvyq/bTBlXycE1cHGHedIRtRcQk7hFLfZuMOM7jWu7cZzIDfUJHLr5Z75n9itylRLi2lS7uEGLLSfKC3bVMcgYBwyGg0AWAD4PI1GFPf7/jlui9oj53QGAep4EMab6OWXSL2o9ZCDBZ8ni7zelAnZOGnKX2+kcjFuaTLExw0YeDN+VIGGyWrXg4QujB2wFsGh6UMe0hds/2rrlug5w+meRycl7SPwf9C+Q66J/Ja/Tv9YrJLe4TmHy6ExvOM7Rn8LT4FiY/j6CT/jgHj16ZvXroBbrCYWu9ShBuFs/2nP5x+Iud2FglgzaEiWb4mM70Bn/ye9Tzwoltlq6u6fZFfaP99jJkIpB7xivNNzozPZv9/yDY/2KVs2T/IX8F/Nry7PX0rw+bp/aC3o/IV1yyND3d3WE75xj58xCouDYnNrcr2jUcXHhXYocQ8hY2izOtrSLq9sq9d4w9Tx3Z4kl6tEEZuhMVxDkykx8TwvJMWJUnOJOlTlQ+GathIqswHnZqKHSGLVKWnzh2vshodQ1nHFYNUg6Sd9LS6H2WLu8wVpmjLljeybdteeV1Fd34u4vrvxh6XvbDdXdrvkyyohwL8Qq54mvS1NISWbBNbJQ+Bc522K6XbwrnQxtDPXzZsNnZC0Qu3hfzxF59Im7P6N/i2DlIr59DUB3aaQrqvTmxna42QxuEPaq+Qpw8aoUT237SR6NsuU95eRlRPn6N3VAuOFjQZpEGP7CgTYpBPN5DOEhb/b1YifLV65E4hdtqffk9qePYOT8sYStqfvxhdlPhxCbvDdqBVie2whmFVYGY7CYcbdd5IjPn1C1fwc3zVKfT/qOwUWUd+OfXAn+fIQ9ObORL8xHiGhI+ck07s0XoHeMu1PxQd/nhDO2764h3Drx4X7GiI+3sRydfn39n8Azy9oB4kF87uayOQg505lTwgKc+D+mzyjR9dezk36fbanG0AYQhDvmhrHCExImN9990EZp2hGceTnkqbGUndHfA1PVqN/AeDCc20oBcD0WaxTPg/dLJ63+Rv6e6dmITvVBP3YmNcuHbjnJRxAkpLH6O6DlpkWfsZsTMzcoPXbz5sIuyVVLxad81qNaLmG0sXwFnPfD89w/wpJ7SruDwOOWW8H4XnZF44cQlkDxhS1+ec4fmGRu7RPoD2t8CYmPkAZlY2ZV3Kro+f/NDGsbsJJbW7Ip2bMyF12q9ok284m5rTyy8QNJFDGTFQVvzP3x+dsHmB1XWPBxQpRUrt7FKHv1xnKjYfjWvKwGDkX8N30+QT/T13YWb8+0xz7vx1yU7ykUQmcgX9XDYrM3ahnm+sEkLZ7brfLGRohx+Uy4HjSDhpdwIj77YKhL90jeKtx9VcJJflOGP4E0cTUNkJz1W1H7FiNnqmMXYETo3OS3s4Oc/hl3nPLoBgTWC2TO8aeuQjbavxYmqEFD/EsfzT9741uLdiX398ObdZi8hnrW2gLi2cttX5+zUesAKmcukTSF98k5I5auI81Wc8xy5PBxHdMmPV7zdwGGQdFT+EDcFvHiOczTba5Jv+sDpNuYu/aACpsq4S/17HoIwuUyhHcBe6HvQvmDXvuIwMV1fGifYGmWm/WlpN7Ax2jLumU73YL6fpXAHnipqB58fwwlooI5wziuN12kOLk4vXVHLqcHgINapbx2blns3iMOn5OhU7v2FOzZ6esjf7Ta4z2U0TmxPd1Bf4joTzjnwYnSqq1ZFdF6g9Z2OTrwKPvXwMNXx4wG6VsRx68KA6uflvLWL73A+1fwKdA5XTrccLta3ncdhinCgyEMaphzOUHU/Dp9Siur7hQygKl4VnFcRvpVPSi0INzm4DZbCRRctz3J4uoWttQ8rXVDprBqV5fVjffwqePqGbuNVpRPfiylHy40y/HFcp9sEb4NiYCqmlH98r4DoQm+4XriOPhyqkIfvDUW6npZ9YPDRxIcvgx0QHxQMSvFMEQld8OgBUSROXQ8Gk6M7vkFuCQwPZERWl5sPRz4o/SPfeBr/Bg0aNHg6IG/rOAltmd4Lg3JV24nmcQQhmsKdnJhcxYmDIwP/rxtypjpxvG7YOUJn63ZxDNoxmMwkE7x9UnC/4xbr5L4O5iXtMfcYpPr4cQtz/qes2qaTTsit76o+W9Fn5c8yTUMdeSQN377MeeVyyx/a68IJbE4x2SzPCMMgGhOJTALxHCcxH3ilncfxgYlBJgnT7UT1oH/BYLT/hU6Ur/yJ5TcnPJ8sb+3D+3V6D92uuSeTPC7RyXwmXpmgQ2fa3xJQvthAXL4Mdv7VwWdqmb5u6DSNB7GFFhRf40yw74HH68QvafLOZNUtJtZYuQonir8+bGF20sZHsxX3mqMOMjARjKPaSdc8oltXUZ44Zrxg9KXqbDNvh/HygUm1BdVToitF8QtcVlZgsJPBUrb0w2lDnXb2EKhP+xx4ktQHqQOHnKtOBQx2M9hKHUAPw2berFsMdiNHmi+sDVvAHikb7PH94+epk4fqx/WhgzrxSmzubLSo1YmqSEDAta3UgXMIEzuFE4+tBGa6bw9L3eryQbO3ZX86cr7m/62HzdFtq/L63ANiPRCXPDCA7/nCQRb9qz0rzD4Iq3HFxnmGcxL2mjuH7YhXNJAYcgKff/3GmdmBZ6/X7W18G10G3wmPsxqOUe8cN0MH43HypB2irlDHrGytbnr7gYykh/65l+ufg/4FrfpHTuLmTmwiIPLZdqJzyk5sMMqZFbydqJcvHzZT5VUnNqlXKmuLHbSieLzn9A9Pd2KjzrDqA+0wOoGP6izwJbzfI1+8a9ypM3dik3yh68KJbYGUxY+0Dimvjvo/I3fibOfEZvHD9e4nNJ919VTlsrdHlK4hvuZcr8PN4tp0Sr68Xj9f2krsEPtj1Z7xi7aqvWCvarPb+3R7wfexvTf2Gtp2VqjcIU0/8sIbqShDJnrgS5hKJyo5ElbliZyo7H28VB20Sk5UUvYaVc+JH7+3TIfohTb7oNk/UrtG5zgTMKmJjVpcjyMQnqSr7+5vTNatfY+79M6irm5/OFsimTtj3c+k/Lerw8qfynvFHevpr7DSjtfVVnAvlpMcx/bsTmx36TvZnNjKToqKwCAcFLSLvOO0Hkr/yScTSQGee1T/ID959qGUzwh19x08wxZ0O1Hpx9BHor3AJh2EQdeK4MSGwz59I/qOH59ybXCmcXuirCRU3xPhnSzXEo90cLCgrcIODl12t9Zni2fvecLQX6EdpO+871ErtZ2nTcEmqPsQbTDE6ixsS/qRKTdqPxsaf9mvSu0nfAH2B1/aS+/Pmn0RwmyeMya9WT2S/hPH0+7KtN3GLlm9GN0oT7EvIhFv8GA6hKfyDczzawHtPnUPm2erPfJBOxKHUT4hX9zkPmVEP5O2ED19atJV+XdPHq/P3lf0UXlfsWLWx6bcYOVEfh1aHwP/KiLNmkk27lIuXjZObmOkRfuCjdC+nLLxIWuvggMIYUmben7Y4js0HISd0I6bXAVPlULucY3uKEN0hw7ol3G/WtJuQX7hQt6Nl1OcPufkzd+PvJtxKiYflneLbzA9cl+fie7RAU6g9K1pJ1khz+pdhJaMlGUCpMcKg5Q/dsR7B6dpfmhDvfE0C1bx+6AKwmyA+Sd2f0GZn7PlMX0PUL/T7dgflz8uD+Dd+c6jV+u7Fsdd+jxqXwrLq+r6xge1rqBr+hb0bUzOsoMa/TjahA99a6bmi/aNOgmKdFv5kv/4PcfznK/Izj3aZfpQyMBqu9hvuWyszAYv/70DeYjPak/UKfi6vjTNkBfVndgxrQhp0i9L81XAbL9cDsWPMYzXE/rdYvmybSPRFytpGt9ZytfzbrLwx+qWo/ScchK+uY5FdnRpTvtsn27jKGk7M/j5HzyQLrrxH/PxXm19/zlML9xReeQZeTv7pifCuNZc1YX194p3JmFdZ/BlxwDsm1WdeZdoOiUntqLN4J6TIz+XMITP2w15J5MHd8oyyYuyjEGa+ffICHNiI9/oWuUJsfc0SKWz/st5yPUhz3hKWJzY6Lu8ZDg/grLvYtNlCAvkhPCUz5QNv1RbhLydyXUvyOM06IjYEckdepw6wftBMQ8/r0I75ySP79QL0rgpNRgYqnQaU4q6cq6KGxP2NxjoT/oN6tE4sT3dgb3HNs9HrIAODh0MOsZ8UJU/SNKXZXVngxcrL2Resrys4QVf7qfVLBWjCh6mKpw7sbVDp+egmr/kr5vIAd7ZQG9Q0SlrRXV63SLWe1EmMVWhmzB1SOP0zKPXBCvRam8uRy17eeDl4jadl0tPMpF2uYPuFAMbh7dTavN18Tqi5wjViNP28xLrlhtl8IgBNj4mqNvok49u1WcPgA9tBPH5CKHN8baGDwEvL55BpOVtCUT6xCEc8YhjHfoaaJ5a7acbuErIN+kxKHrWunt08JVfzvJRddTCzTrpgKzYF/Jokv0EcWM9QJybnos63w7oAx7epiMbMiIrvzI86Owr9eP8uwtuzDbe+dvoI6p/emrQoEGDPYGirZO2SS7y9+rueie2GIR1Hrw73MmJQaiDL/6NbhOKIxIDdE63CTFBfOVDmW71yQoCDDoxacvANr96p02GbzH4au8j4v3lUHdyWJBtkpck7TBtrL8rOWfw8x+OXKg8keX7K3fkEw8gl1v+IDdOYDqwroOvt2u7boFsEmi2CM2WDwx0vfGwuTq5T7rEZfUqJnviQTeVRQfdQjqKwWj/4VH0l2L5ka1bJ7YccoGOeQfzDnMnNhxk0CHvOZ+Uo+y9fCHK91a5RzgvW84hyjwlBs7RDeUA0A6TGqzExeC7ToCOtEkzJu/dEY5JYJxq3HmFtPcas1YdSFhRZJ3YEfIjJ3kr3rWmb88z97ENZMDGGGzGNvj1MXaFvadxBxOeNrrAMW/+jj51UGCwn+3xyPfLh87O/uX4ZdltopxyX6daHs8bz7HH9aJcHDD2HmP1g19ll/MVjvJdiv6xc/pbXqbjF9pqHho+fLsWIJ4NCpOHYjvFxeoMQxlYOoJCsBK49YgQ/S76SpQndosD2/J7rQxaolbwKWAyFkFsUgf7L5yoFucrWag9K4gXO50UK6u4E9VLRR84upBf6gjg4P107zvSPhDGCftGh7dIEuMv/7WWKw6X5HPUjGs1rqfPuW+bRBv7rUU/jvRf0X7IPdKP5SQuA/9WB0yHtNtMutKe5SsiFIwEhd6c6Mfi4JI7sYltYlPuGFONgo9hz+kfnu7ERjvHBL62JaITeKjOAl/ANUS+3ImNuDixqRySL3Qdr8SG/ikT5VWjf+Qp23/FSoSRHBbfr/vUXtZLm4XzLw5TXk+L91MR1wGPQo7oOtwsrk2nVq9tEpz2nIn8yyRh2mDyR7kiL8Q5uqXdPmiWOW/g+IZcp6wq3psQZcjEGO00RNtBXNMnJHLLEc2pPE88oufxSmDYJfaKHlxmjcp5lHevc+ib98TwGddp/wC53nrYPF25EnlaoMyMJ3lDF7y7yLfXVfLNkWvu4zh89GW/1DxRV6mzQ2fZhFYQLIHJqUnpNbmM7bnsxIbdYbvIUkJg4Hwg7JV6Sx3gPegrscEbngPVP7xL+pcQGlXPBfnJsw+lfHYJwrvuqSNsH6ntk9QTVmbzMvdwij7TO05s9GFwYttv8qa8/1zIYLZOPCf6CJ+bxpZrC7TdOvbSu4Kdm83B1+q3ta/YwTeW3K6yYMuExSZYudLPCc9zVofBpojHFuaEd7t12UmfOoqtlCeRzbYMtsIXDnbUFXTxiYWPSLth77kWJzYO+newYHoDyjcw5+D50PeZ1D3y8R8TLtFr2gPPqxMykj/qA+Vz/Oo7NU/o9bVDztEfVPAM5GnFTmzyHuDdwUpsqs/wPsrDBln1NCB/XgN/7jLG16SLLbIKG9uwo2+ccG+Sh6rv4MQGcU47R1vJO518seIxuiCs8t1tK8xyjuy0jdjtOw6brXbyyqHna3h9PgBoWkKelvPzc72W9Mkftko/mBUFKUO260Yui2PtrsF0S14073KNbgontkX67qOv5jop4raCZ/DBTrZJ4A8fv1Lbb+rvB0Vv6By7d91xRF7n7aRIEuIS4rmfAz/X6w75z3n3A9gwDni0X9jr+0+8Wut2KjdH0rpGGg+tB9KH+NRxCzQs9x3Ii6z8QIx+I7by0WOXax/Dwlk5wY8j5XKV/KHfQ7m8/6S1ob5E71H9U/DlXQVfvhFpTygX+gXOEwct7q2VzPEtSL4+eOLlpXY2sNRwg5n/XoEcni/6A+SLHxXwTlHbDXWPMLSZ1NvLJV/8+ID29UMnFPmKgbzEuV4M0/XlK9TG5eB6oBzQFz+kMn2FcojDhcDwRjaOMQ+7W7RzEHWMdwqrWvHeOvumXdZuSr6AyznY+R8okN1lQ14c/LFPxnP8PYYswPNqfwq9uOysbqpO6yMWZf944pUl+/K45BV+2JePZ3z8+KWV70unmIfB+gIGOYb0aTe+dM61+s5jtTscG8kTcYvwER85QZab5dE7Dp0h8Zbrtpr+IweLZ+W3p+D560n/Afm15B8psQ8c1skH7+9J6x/Qvo/lAD3piR7RF+XzzSXb1RaxsZOj7x3XV5xeA0OdY4+vTJWuqgU98AA90s5I40Hp1pKdHIviVbGcekEczynOU4P+IdZnTL4VZzeoit+OKLc9gaq0nBrUo3Fie7ohtKUc7JQXXzSYFbzqb5N+yb4HnqgDtHSip151h74sNYy8gNP4Zdg1L3JWqXjX107SX5O8cciUbObaW/QFbXEDcmZlXkUawJ8VzyvhfDjy9eBMdEAj4sGWFxo2hT+3K1AOFj13SiB9vewLp63QwaC/PuSH6i1PZ4d4RZQ0nXCdUxX7EN5HSytRxAfOozWGhyuHzcFFrD8PK2WvVBG/BPSbPC/xj+OXH1QghAnhavlUUgHKZf8JVi78Kv2oRVvycgHGtzp+lHxAOVz+POgG2+dDiw8zOuoMJOjHjoIwnRDzN9SmX36QIAqXUlyOWl5tEKXhp3dLr/pvvvZ9Xa3mjUNO11+Jl/SZxEnF5BoJaGtoYxi0ftfXTs6mrd2u+qO9+eKpbG10ln5kskqDknxQ8kvO9510Zfbx0zfp1gOHzPqR/moNXVPOmps0wYEgDFwwsIDzGsu8v+lwGwz1AXonBhKY5GSyiQ9lPj4MfXmV8hPO9VphenNwH/3wocMkNnpgSyZ0Qh5LcEYFM4NcY3fwYBL6i+feqINlDDgjKx9DHJkI5AP1i6cu17Bmq24fDRo0aPBUIrxT9C/guvzepU10JzYGlXBg8sFO748U4e39bM5UbBVyka6Uwz1C0vLRBvqRNpx3Eu0/A0mHL75N30OsSsORgU7C5G9Rad955/OeYIKNcO89+dpsq9wjPpMsHHk/MOiFk9C3LntQt+RiMOwTxy7UZ95nULn1hWqOJGUntjDZrIFscAyen51g2xTwjmICkfRo249aeKMOGr5w5MXl7Q9Up8Zm8JCWU6z3RfrOSbcTLWBxlbz/LvEJRd+ALUjIH++ufcdO13e/cgiDquQLGyAdJnWYoEdPyEE4dEt5QZx7ecfEM5U75IEyxmFr5Mzrsr8Ydq7ypWyZJMb5AsLRA7ko91cfMi37P+fdps8J9/ohU3UiEd5siwVym4n1JOfYG+U4/MIbNR0G8NnGlhVN0JeG0z+Fnor4AdFF6X6KGj7IGds//Tts6BIxYFbu8v5O+RfBxIKP8PBOoBzSgTzK4uBZt2resGW2ao0nKwsILyl77hOHHwtgvxDn3NN0K+3HJhfQOc5yOPGgRybZyJd+SimRRjgVcgEIQ705eNY2qWtzNa9vO3SOrlCGDaYpdovAXmC/SEd31FHtQ4ouOGcI1fhbmYA8ntgOZUK+mISwlXYK56SCv4FriLQgP4c/xLXb24iZti0SsvzDUYvUAUr5iX6puz6ITr2ij8s9f64H/QvQ6S6Vh/bN5DRnRV8JjMDebtMWMAE7bnlYyafmmwT+ELIS5wWjVmavkm8HVjikfW6VoxXFsz2nf/Jw+BLJ17DZauNjlv8sb+d4XuQOPVkc0qMdo49Oe8F3DluNYYfYaFn/xUoiyivNt9q06d/lzJ3Ytpv9l2QIeTTYNbzgTz3F9r2eUieIm6dViYIf4TRsiJDHExlL+hf+lMH4Jdu0ncEmeV5FtEXo6rMTL9eVMWl3D5x6tcZDExD6pm2irdh7tDlRUS55uarOrG1Rmfp+q+c4O+METhnQjmOvalsAvXIIpAgn3l58bdbWYM/WXrACG/Iidx4xjyzQc+OL1tO8OiEb5OmwMqSWy8jl2d8etULvxWwLFOVpsGt46j3RA7qKVyZhBSSthzEi5pxC1MM/HTlPbOsSncCdt9O2pYL3QPXP5B6ysHIm+rfku3BiKwV4boFsYx/UKdpuVmJD/38mZeSOAujY7UnVtNuc2GgnGBvDdnFio2ypg07E5Uj50i5Q/76z5hfKn/qHg9Q1D1kYLVshZKEv9sn/YQss6RcNvyhbI/WBMN4GxeSykQYOA+8eO1Xj0c+m74W8HhbAm/bypaMW5iuYwdds3GH9AJ+0h9/vjV2jRNv876etzPse8aT84KGQxfStp3leAHL/+dAZ2YtHzNd8oHv6GOjc9S7ia/1BVn5UoysuD5+Xj9/gMMpzy3+UVnBiwx4Yh6eOf3TydcqH+9QtKE4rJe4jaxC9DL0Z6rOS6FCPxvcWifiR4+0HOuibflvcb8jLU+RkhSnKnR/18C6gvzBhwwParmsY+HLQv6FPGJzvIca4tN3yAP0EeqH9oh65PtVC1D5CeUoahMEJjZWXeH8xLkhZqqyKtN0tdEwY+Nt2vLb9J99GlIuXBWnXZ8V+DHKdGApb23sf6rMTzYENnVGPvPw8Xb+GN9qs4j8Y+a+XuzOQDz4f/pY5q9C/WrTDnMBMtyJD32MqP/mkX0Q7RP/Gf4RgNdngstBe8K7EFhlX5kcC1LPCdm3FLsKxzT1jzug1XklXD/rXwLcN4VmpCr6MZc8RvshgQF9CEgm7Z1U1yhq+hy65w8KxwqUcnO9g5N8k7T+QBRno88GXdhZ9IYPPFaq8ohPsZNSyn+t4A201Yx9aDxVmLx4esnIwfXk5YKumX8jqDXkbtRTnY1YXZLwgOElLOJ6bLiwG96HCXtE5VmD8IM4oR1a/py2y7/Kz1GGQehGXL7wHkn/uDQTpN7PLRP6QAf4Ldz6htkTd+9zES/WdTP7IBaT6CYKGg/wpxok+MB4H8OUqN7woAw+j7bGcUgasAEx7THnxgx/S5pnrlTjoj/gQ9qt8tAwsTIE+Lacl9/oPdpaqbnFsJG/6XQ7C0S+RiXzzPnjF8Au0TlA22BJhnAYLg6b/gIJb8d2DLtEr73Deebwr1Q5VX4Ek39zDee/vj1yk5UVdKG9X26BXxNsrpsSzbkDY2AENJ6SBODi581k3cPuMHdaq6LmMtA73Atdfqt/BdmKrc2AciOwp0nTi8wb1aJzYnm4IdYKDndpLkheqXoeOGR9RX5l6jXRsFmnn5oCpG/MPEzqFhLGXs79oc9YCu6aTwvY7/JLuD+UF/0b5uIEv8fL0+OME9GjxW1F3P0JV/PxeRHGaMfx+1TOQPgvntDV6Kn949X1m4lU6+EbHjM6sf/wQxqK4LI5ItnC/tQGT+wWDjmgfrJxWCzydPL04vFB+vwalOFXoko+jKpzfq3CYa722j8dPT7pKOn9SLtIB/ubS20K5WAdc2esfj1vEz58rfFCiCFfYs9UNbODAU+dlbzl4YvbWgydkJ85fp2lZGOv6x/xaoA/LMpQRnhGuYFSBKh5+L1AnBzYQ0oiTI4//OW2zfghCXzj3RtVxHVIxSRWd/HDdz/RjhI/JfcZN1wEsOuzw//SktfrRxOQLv7a3yWCb6Kcjz4clv+DhI4KPISazWSWAuHxotFVNLxBGyIRTLg4GDGyQvsvCRwgfYjaZzS9r5KNMbGzMjOu03bSP6lY7y68rwMcJ+pyy7hfalvgqCOgk1rM2E+4dFzFDv/DgA4/JRhyJ0RN6RkafbOfji18kUwYMnhLe5MVOU9tp0KBBgycb1g4VzZu9u/ImT96p9DdTJzYG3zxsOby1re7EhoMK/TQdRO17RGiXEY5GStIWKtn2n7yj/vl4nJZsO6KTV+3UuP4m5Ui7/96jbNtOwr3xu+uyT01ar9sHsGKE02cnrNaJ+PefdKW2w7zrcLhhUFUHS0swR4Z/nXKNbqVAX6bsxGZ55L26YEefvjfIHw5H18s9+t9HL9qcy1R2YrO/qp9BQ1Fuylf+FHpH/rkqP2XnzgEFinIrGNggNDx4p/GeJS+lfIT+FWWPDfBes3RuD4PPUlJatpSxlC3lzbmSlzfk9+Dnstn2npTtvJ04hV+v3zVs7UY6ntabD5uXHTh7W7ZAhLrwV1n2otHLtI/wgfHzdJCTiTqVQaDZikBq2BLO8v82cZVObvFrcV2BTQqQslU7Q19p5BS53joETR7aJfxFCNdB0AN/sTd+NEAfiMFXBsIZENd+Q0lfCYQxvNGh/8Kd8uN4yoYHzQ5C3LJIibNL6G8dOPVKLWfTB+mGePrH5KfMmbDgl/w4G9E+kDahizRIs0gXfsTbIYH44QtlyhZcOKSwAhtlMBAU6dpkAvlmMJs8QWwn6H1YQ6KTPtu28hJROis6UJc9X8Qp+AP04LYc8hkC5OF4JvfhSbtDu0G58O3OKgiqWdElMvlKYLQ/OA1R70z/Zs96riAd0z9Oj/Q/sRXkvDbISRjybtuJ2goin5+2pdS/TYHMyMOWYfCiTOHNCofIX7KDGhTP9pz+sdUjlthKbPTb95++Re/5GEshg5UJ19QLJiaIQ93im6bQv6+EZ05sLx61RLeIze0/TNmW+Eb2j454tzCe4/ZPPA2vfyyPCrl2eSiruJ6yGqnZfydnooJfbRjJE3Lk9VrepeSN7VxpAzW4lqfopzQeYo4PyHHSqttVNvK2z9hz8naI0DzPnagkzNfOsm8n8mX6MRlzPci7gGesBMT3G/GYnEcHFgcQx+IhE/Eg9EybzTcU9Yc6wgpstBfkJQ+oKHgUkGvymtdVy3cLlM+jan/YBisWUa/owzAJSKw8mRxBXv0LLP0i37u0DjBRz2QxtowzSFU99HLgL2ldcXef1luc2GhjqYfowsunv/q3yU2zOde/pZzoxG6Wwb2q+88WtMkfelr/04d1hZDpt4l9SBvu3/rTf5KpA/eaW3+uNultME5snOPEpit1DZ+vP7q4QG6wCh68IJwJOfIDAt4DOCYxxgl/bGD0DFu9TfmqLVv7w4qrOAogwxsPX6DvjFx+zYvbQiCJh23RBh901mX6vqc+nbnuTuXHM4At0hezNnaR9gPj8ZYCNhnPs5Ezb9D87TX2CiEbX6IfTt9Y+Yb32OCaTyxLAS9GCNnQJXn98Alr1FmCPjyO0RC654eiOIDtd+wyfe8g+4tGr9D6+l/nXJ/3gV12O6LPwokNJ0Xe3e8++UZNA95sW2xbFz+mDrtsa6ZlTtkHWrHtwexnYlwFf8sTdZe2CHuiDYGo9xyxBXj+7xNWaxlhI289dKaOo1kbAFrHT2kjyCf52nv0UrXhM2/epTqCN3YBb/LL+NhffX25vjt4x+HMru1tjc67BTw++fUfZJPX/yq7VQQkPd5T5Iujy8C79a8PYwvBRbryZpXzipcHMqG/Wx7IshVbf5Mt3/ZbXUH2iLWPaLtLHv7XyRvzcoFW33q/2nzMo4D1n3jnoF/6IW8/9ZZs6h2Z8qXczHaMdFtqIb0vx0u2Ppjder9tGZ5iMPPfH6An0qIvQN3m/cEWnDjnUe48wxawCVbR8pU7eV/XO3eYvvgWfDl9eumX4dCGcwj58bzRFpyz5Xdms1JXsKsVcjPtX+b8pe0iHj9a4N2P3b7720tVVmwZvhD6mr75Yf1edHtl5UTKN+YLuCJ/A8k/9WqgIF9HLN2pukAOHPVYCZb00Rn5k09cfSeQbxzqaetXlb6TzGYLnXk5/CTvK1EOOPCQHgRv8om+GOcwfU1XfXk5wMvziA4PPWOJ6GuzfhsQFx4xP4iy9R9hoS/SHn2hbeFrJVAuh/7mf7WkYe3QIECEQR7q6fb7rC2mDvN+OOqy+/SdwTuYVep4Z9OW075ceusvizII+tJ8hXPyxncP+aKv9b4jzb7QBfHcvqbexLa22Jf9qOCKu8y+TFOCiN/hZ8zPjl2wSX/oRdy4DCD05e0GW+yTNt9+B8/+kT5T+WrAM8r1vd9epvFw+j7Fv0ekDvK8Xfx+Q5jCt7/6V5li/Yv9c8Rm+VEitkX9Rre8xxlfTPVGG8wza5MWZH/37SWqi4KnHEvfSA26QezQkzor7SlUpVVFhInRrnyr4qfUoDtU6c4pLZNOSOPv3LlTqeqZ02AgthXnW2VzDdqjcWJ7mqJ48dG5tBeqIrxoefHiDMLL8g9GsnrV1GyLBLXOY7T8d4gPiipj57xg+RhXRxP5WDhwjv1qnq4PzzV8iOT87FL4JYMa3PfnIYqi7jol5x8T91N4+AKFDO3kAHotf9Ddf566QjuyrDDFr+P8ozqNx3nMz2UzSJq5DoowUCsK2ZwsXCG78wEVPi85/H5KKe8S8cfPIwK7cyczurwmR1W4Kvjz/JcZFXyq5GqFfTSxQh6DdPw6lY9D/XhUXiGu/HEeZT6WHvWDo6fn8LQZDCYEE5UsLcxgGR10tkopPpJsIMPOQUg/SjBOfzD0lxIc4RZfx/lpRZAxEHaJTU/Y8Gv9aKYDzpHBKTr6GiYBL9U8vvAjHB+U+x23WD8A4MHHJB8yPOP4qUlX6ccrg/Q+oM2vvRngZsCPaz4c+Rh9wegVOoiDvtn6ifYHPqkwPXX0Q1B0BT8cyOxDdam2jW8/dJYOgDLg9t9Sxh85foXKRl7IE6swHLPGtsiKy83+FDpNwT0+XCat/5UO4DFBw6ArukAn2FJVvBi01ZQHS9vT/upE26j5ut3C38gHPL8aOlI+YJH9MxPXZu8dMzU76PuzNV2zBZGvUyINGjRo8CShaI6sbaKdsns2iGyTsObEhqOUD/I4ONdr+cP75ROnmxMb74x45RHCeB/J35WeFoN3DM4dMHW9vgeIP3bGtRqX58jig1OvGDFbHdNou5+nTtir5N1gjs/QC0etyN99PNtr7FUaDnm+sWRneG9EkASQ+5OTr9E8Ei53AkMnAmRAXmRklVJWvmBwjF9/MzjGr7QtvWontj0BZFLdBPnRuw9eonfKjmceLibXP+f0vzinf/X+I+dov4AyoI+NDvL3loB3pDuxYRPYhqdDOKYq4zS8fFNKwT1sgP4PeaEPw2SUTzox2Iju0SvH41ffoe9t5GTrbuKonOmgq17YpO9mOf+n41er7Ly7GXBn0Jc8kv9Y3hSl/o3y5ASdmF6qQJA4/8DP/RpQJwhHv4pVXbAt7JjVTdaJcPEkD2jpa8klcSkbVrOj34b9U5aUKXqN5SxiW5+bbyvslzpHf7A0aa3fSiEOf/TE+v1M6NFvRFb6jDi6xN9AGlRPbAKbsmVCha2smHilDHBIYQUZ+JFeHFfjO0oXnWDfAqTH9wg2Qt3kOwU7QR8xuzytYCfki/4hceh/Y4uxXXj4+F4d4nL1QXX62KwEZuViqw3QZ2Rir27yHz4Fyvr3Pryo0eKE50x8cp8+tTsfV8nrecHOqGvUD9oAVihmgl7lDPbXKb+GPad/dMXqGK8SHdJW7yfvI3iSJs9zPYUEuEaORdse1R/JIAsTR2yVpmElTXjSXyffLfqvcmIToN/ZQU5zdjKH09IYgP6J6o/A6ynfZGwTRj11J9y4nnr4rtAS2PSPjDg7kWeI72Xep2X9k56T5FkeUAZMGBGHbyQcNHjHeTwr182qK8rI33faXkS8vMywYXjiRIDtEw+9uY59HCKXKbQ52CMTm/94Ik4x9r7h25BtnykzLR+JRLw8bki7uC6el+5pGyphd0crtYgtkCa2Yc65tl0kjgm5zmImAcUty3uRb9tOlMl9m1Qu6iEgTMyOc/JEWlYP7ftysPVPueKkh73G+q8Fz2N6tqElX6a/GNgbY0/0rXjf0Z+kX+l9yz8dOT9720ETVKf5+7rPnNiwJ5wh2KJ2r3FXa3zrgxixZTIO9ZQnbTllzjscm2ElKFbVL9mfEPX4vy//tdoI8b46Z6fKWFp5SP+U80J5Yz84bpEW9ZtJXOR2+yEa7ZGOU0v7xApU+XPypXyBhcW22BYN21IntkM3af/80xOuaHmP5VH3MEgH+0duygzHOvKK7rF/nOfRG8Q19Yh2nOfco31ivGunMKE8Y7ntXPQqeaJc5DWgjjOW942qV3Tn/VMr5wV5mnHZ08dbsf0h1SHyGl/bFm7F1t9mn/7evOzwZXfqiqP8mGj0snv0hzm0hcgLv3eOOz9bKRnNJ/YDinOzAXhul8JgyzjaU+yMH4KwOiC86cvzPcOWqPRB+XYiHzif02YV7Uv/AR9zFMQxaFb2b9N/rKs587114jWP6KqVbP1JmVFe6PAD42dlW0M5xI1VnD/yzjv81cOmq8yU4/PD+J7V0yu0jLW+ST+LeQTaTNM5KOcLOfnWRUd7jVurPLxeut0URL8BhxVb4Y66jizI5HBZBzP//QGxKUfsgL43toqNvubry7ORy38u340/UVv40lz7vqL+01f/zKTLtZ9VmXqwV97V7xpr/VFkZ5tbVtHiWxTb+q+5dwbHbFth13/ca+2DtCWlsWxBxJfVsl80YomWQcr3S8KX+mDb9S9O+OrfnCfq486g5r9n2A9bLF/T1S7RyRsOX6T1jzxhB1+ec4faAT80R8YvnLI87z8bzGYLmaz/cqvcTvmOWl7w/cpc+3ELbTR5/I/TLi7pC35eL3jPMI5NeBz69zl6da57dHXUZb9UfdGGUKboC52+5dC5uVOt8YrqlyQw0PwPpBzyKiQ2h2z0k49ZeIP2iajD6OT3x1ws9V7ajUPXafrkCxmos6y6yXeR5qvvUZXF3m6WR+oXeWfnGOLAE/tCb9RzdEfeeB94X4A5EB8noxxUxPDDHN6hbIXNtxC2uM/RK/MyoG/JFvjWbmzKyxW+vBduEZF4t7QuqoCs9p1AuhPXP6DlQP36f8bPLW1DC3J95yf9xx7Tv/I1nrSzzMWgD2yL+DhKoidWaRy75E6tE9icvfeX6zv8/M0Paf/I8zkI2X1OInXqiWmwEfNOV99iZa/4GurVYQrE8dM0uO4Pz2cyWsYg24CwqaNXet0L4njt4ncTphekeY55YwObNm0atLSe7Wic2J6mKEw86rApyp0bPvZ5aeKMcfKG34SXZrT8t4aPJ2PsnE6F/oJ3GL/ovlj5TL3FBqj4oCaMxg8R/ZojCLdryVF3Hd9P78VUBb9fFTa9rgKd3rV39amXPr9m2/xg+Kgr6ckQ86PDFF/HBPzoqGqcuUNnr46XI72OEYfvRKSTd/QC4ueO+F5MMepeNmmcOorz3AqbWPZy4deBNz3gg138KcdzPik5clsND7hWPex+VPXPQC4TyN6h/ebincXHl/wlvNq/Iq2Dhji9kEwLxaizhzR8ei+mehQfCBpOOvXUcX7BxjaXfFAwOMKAIwMiRd4CNFJk/9KGUCf41TYdcuIzqDJj8/3axhCfj8BPnr5OPxT4ddP+836VnSdfBGxXwqQMS9gz0c/ACr/iIv5eYy/Lfn/sah2cmbL+3tLgDKizsVpIcGTBds6+mg/VOSKrDZgdIEIw2cwkKrLyMcKAKpN+rztiWT7QyKosO6Tg+XipS724X0zqsOoKH5d8aDOwCTGQ18mJjfvwIAzbkPJBiSx8dLH9BLrjF9d8cPJRCDGAymDJtXf8RvNqvKvtskGDBg2eCuRtHidCtM16T94nTIwxqOhObKVJ2NDu89fe04UzFWEZQGKgjbaQx/CNibabI6DPwLuclSh8csCdrx2ky4o5vCcYqGO1BMLZQKENRvs5xOAgz/ce4yt5LtdV3EiHdE16A7zLTmC+kln8S0+bKMLJwiYiFutqBZvkHo4VvJfom5Sc2CT+nmrzY7lc74X8Pw3y86cIBzyelwMgX7xjfbs3JlDLK7UYLJ0KJzYBOYVctxzTaz+PeSr0BnoyXREOmyB9jvAhCNeU1Rcm2CoRyPHDdXfn/Rtn7GkQl7yRF1b5QzfYD44RvoWoxpN0Ce/yleCdYAfnLYFaURWMa9LwdFKi/4Du6VvQ36Jfpt85akcWpgVyk/yztTn9PmyQPPKDqVL+ovpqsDzTN+EX0PT1KHtWMKTPZf34JF09MScpdYoIKysxQJy3C4EAR9KnDDaKoXz0WNsqle29cGZjJYa0P9mCiGG3fU2kRm9LduzSevoHo5frCnzo174bC+QcJa/okT6wO3vQB6Yux3Bx4nKsA8/RI/pkAB79wjt3YgtpXrQ9bJ8iaTJpxCSCaj5M/lsZOmzSFv3z4w7ioH/6zCaLPZ+Fk9XQCzT/TEzzvMxHwgd9khZ2wHec6QvnqnQlQOffGXtK/+TLnPdshYyPTLGVcgB8Cl78KZw0yRd1H57/cGS8nesuTZN61k7/OV/hCXL7Fzl5r+x71Mpg//H3mF37KeSy4LxAHaf9op5y38pmcN4V8GKbPFbkRv+8m1itFBtA/7mMmp6TxeM57QHtq04uDjkzd6ICPOdbH9nh29JeGGPlpad9puMZoi/qAPFY9YFyczlCFD2id/RLm40TD+0SecAB2Z2ONXyIGA6CIh92bfDnRTiHhc/lFNnJo5hXvRNb4B+j4Jnya3XeY7vBqnw7yDtx2OKssh4KBqp/+L4n1CuVoZs2VQMGerahJV9SjtE1+qEP+xn5zkd3bE+vE6NSfzkyhkC7zo84aTe0faPd2G0rDNPW6Epd0rbojy7GrrateiU+NqZ8hCfn9FVp11gNhXEYnPexhxS0NdQH2izaeFYNoozdiY2yNxT1we8jk41Dmy3wo2Ccy/19RDjaaRyF4Y9TCNe5feV1wI7wRB7skPpCHsnr/qe1ruQbqXWPwvNKe8e7gnpEWTkx3hSf85x2nHcE3wiskkOe8nofCZ6fShmjE9pGype6iC1oOQYbwbHGy5gjaVH2fo/399Idj2gZW5lhezaOx3sCZytk4nuKVcVwYsA+4I9TD+NgtIn0wU3DRXnrMXJe4B7vGVZM+ptxM5UPMjpv5S/lR9n599OHj1ulY1jt2r9egD3geE/eyQPvGGyMPGrfXPLn6SPfmw6fp6sPYdu5fgKQx2Ui/9+QbzBWLYM3Nqj6L5WDrfLNc2TApnPtuMIC+M5hrPmPRy/ROul2EtuNEzxZMfN5Yy9VO0KG/MdSga+zH8z8DwToCxs3xxFzXuE963aATXCP9oEf+6wPK4Fa+qkMhTMKK2fxjtH8jWS7SNvq2PtWtJMcGYO9ToSAp+qGP0kZxHwvEL60V15PcQCK+XIPXb7t8Lm6Im7Ot0ZfA8v/QFGMR5Mv1Zfkix81WF0M+ZL8uB3gcMeKsNTD3GZbZLE5kJQv8WO+5Il7EO0H/SzaG9dXXBT63pP+MAsHYK8QbQS2ilOb2y1tBXUDeXEAnrT+fpXDeTk/Q//zj5zkscyvN+Rza9LOwgtb4Mce5INxJavXl8g5O9WU6zry0XfHMV3b275HVBZre4Hp7wEhVlX3H+OYfdnYjOuLOkJZvP3QC3XOxvoNJpOKGJzYeIfhxPbSkXOVD/pwXowVQK4v0kKXzE8wb0TeTDb+mr1Y9uVc0uL9RTv4oW/N1Pjtxg0U0Wl/MVj6V/kq9A9oL3GS/NhxtmUtcckfeiIdjuiQuR/KgTmo41ffqe984xXrCqR1rUEnxE4+KQ0WqnjHBKpWyvJnveC6666rdIqDYsc20O041bMZqd5T5z+nXtBLfMqrKnxK/YHHTfNUh8Yeymic2J4BqDJa7vBxNGT29rzT8e/Tb9GOIi9JXsr6YpaXe6kzIx/LHAnHi5aOBh0ZflHFAIkNLkRObLxwAw8jezHTSeLlzpFrjeBhkpc08mvaej/w01ghrMaTLnW+RRDXEM8kCNAj1+G5gL98DNTKEeKn+uOKfNKJh4hXDuGQ+Ll8TpY+uiEu6ZO2xY/CxsiZh+c65WplhBzEdz6mc4Gm43lFjhhBLuUXrjVdCS+dVSWXAx1Uxc+fW5qk7XpUGyiFsfitOpL7npac8zzWifER5Hycl/GLQdxYH14uilLCkVwSgkfEIU2I80KHEka3ozJ7Vjaho8pALgNldPz52D9y0Y9C3RH0IUGQMZc5BjK4jgeoP6UQxnXDUfUqsufpCPVJSq1MSuCxBbGPO9qI0RfeoB+MfJAcMHW9Dn7kMjo0kpWhQmRgkOqYNbZVJoMIbDPhgzWEo5P+rwzOSAeedoRfo/jEBrrg4wUe6JX7TBjxkekDEgycwqNIMxx7QpFPfuVpH18X67a0DAgih9uV2wbysKS0yiIfauSPD2BkVRFE1xxNHCuTQkYbFGTJdP91FB9LEB+FpI9jH/lyFO2fIPDmY2v6lodUBuIw0MxqF+gprj/IC1EfvE5AOb8GDRo0eMph75KinTPKr+V9RluMQ5QP+uCwq+/c6N2X+/jIH3Nycic225aTNrp4JxKPIy1iOH/iEUJoOzp01k06cEkb/a0lYZVhiUN7yuQyK7HwjPb3wNk7svGLtuoKM2zfwEAYR34Fz73vLNis5/zCmoErBqt4b1x6l7XVlk/TAe9XdwJjEHvs0ju0vU91RDzCMrGHHLyfeYeSBivA0S93ZwFy6L/R9fiDgsCMg/Pl3ZVuJ6p67+ONZOVU6F5k0r6KyUae+MXu+066WuWnb8XANWUZpwGsfAsnNmwDG9F+j6bBeeCtZUx6KQV5OsDfo0X6tlKtbfd2jvYDeBfvkKTK4SQNCctf9HLqhoeyNx42T8uVScNP/s9CncQl3wVcNxDcgoxx5juhFDbwQ/8clV+CKDz9DVJFLvTKoCuTXfN3uBOblVWVONwjn5QL5c+WiEzEug22ywLPCMPED+liz/yAAod8LMfKNeZh+aKf+J3Qz6Qu7jfpmtAXt7qq4SUcvKkvEzfcn73pMJv8YOKIlWy3S5aKeighVfeQ6x7KA+QoyVIBniMDxMQH/Vx+2c1EM9/LVu4hDUHOT3RMneGX7bRd2DhtAjZfBnIhp9u4w3gW7SHPbNUFtiJ6+bCZarPk/zq55/pFw2w3SprUPwbpaeuUM99CAvJisLSR0/WPnP86aUPRf5Xn9EevfsiccfZmkH6YOcIUfIKMQPTMOXXr+yt3aLtGf7zVGdfi5PE0v63g+Z7SPzKiK1b+xlZfKvknX84jHzfgEGTGVtkeEznI2+cmXF7oQtKkHFhJCNvk3cMK+Z3sP9Y/30X7nb4hyFnoyUB4+S9EeuiTyXHyhizvOWqZ1lOeqchC7dDpuYNwSMIWUOSbdx/OaD8ScTRHWsdiflybHVA+OLHhJEE7hJNLvDIDfPP2QviW9KXvFeOb8y6Vq03g0Y/wci3CtbYXpMFE4L8ev0h/tERPQcNr2wDJTS1nyPKQQwMSBpkgzvVJgIVVOwBS18gD34mkybch9kWbrNxLcYHFL+TnOm7/rG5fJUYbr5hY1EMLT1gLb9+Z6Oqk1Tvz/kV5pTWTZaD6511h+rc8pMjjxigxfRYj5DMeg6Td+eopC7K3HnS6tmO0P9QL6hSO46wO8ncHfEfbYGs3pJRE75QV9/7XAcdkbxpyevbaQ85WxySIuPDhaHRG9sHxs7KxM67R9wX9T+wnt88ApNp23+PZPl87PnvLwROzdx94rI7xkJbVBQtjf8o2yhGC92e+Nzt7y0ETNP75V27L67c/3+fAk7K3y/Mh35+p18aZv602w/uGlXPfefAptlvGQZM1Hm2vyh/amycDXm6ej30PPF7LCl2nhM5xPmT1TcYTZ974K22PkZtyNE41EF17+f4d5St8XjvknLws0QN9qap0IcK962sn6Ta0pXIWvrTBOKoiN/1W+lj0y3nfMO4Eb1aqxsEMZ+W8zUkQ2zBAXvLGewFbo52zd+0CJd4VtBHYNCunsgIYZQuXtrroErRDXzplscqPkySOSKRJm0Tf1R2JXn3INHWswIGLOFV1IJYJGU+YvzF7x0Enq87Qe14Okb5ff/AP9Pm+B56otpHydVh9v0jrF/Hgx8q0xjPwyvnSDlia8EYGZNF+TqK0wcr/QIFt018/8+qfqSzYFfbldqD9dLEN+un8SB19WP2XLCU2BbjDc3TKD53RD+8642djzfDkPbjf/yzKHfPiMtSTvPMsB0mHU/KufNf9Qvm+cvjsXGcvHbVQ9YWj6ieOXajtpvPNoRfl9mcg+R8MIJLrC6ch7Ad9kR9+4IMs+r3aLl8lkD9ru+FL3uJygK+Xw0uHz8vzFpdDFahXp19yc/bhb83Q7xKc8dGN6cpWk4Qn+qNsaVNYRZZ86XuwBgPJf70OeoS8k+BFHk++6Cp5152qtvD6g62ea90eau0319BbpT14zwHH5n12+njwKOqn2VluX+vuLOxLbbZoY9EXZUBbXNTxyE5Df5B8T7l4c/ah8TO0XabdwIHQ64BS2J2IekC7wbsD3aJj01fBN9ffbtvy+MK1P87eLe+vtxx8evb3Y87Q91kRbw9igPpX+aS/y7HQneUT+eHLKrYHTr1a9caiMejpxSOsLtB/RpesBogNUl7oA35VbRyou9+gFbFzT0qDhSreTr462mA4TwEc2Oqc2GKqwnPRbqp0U0W9oJf4ncrKnexAr+WT8nJq0B0aJ7ZnGPIKIgc6K9O2/E47MAxQ8WLlQ5SXcN5x0AGQ2IntUT1nIPFfjlthH7TS2fM95/UFHjo89jI3+IuclzODHPyidOGO3+mRgTTu8zxPF4QTv4YfYZCbzhQfZi4XRz6+uc9zwnknwMG5y8GgGeku3f6oDpIuk85uKkcdPC3CIUNdOoRBFohzwhGeD3c6PnSGl+x4VI8+WEG4mFcK0oYHnULiMKiJDuHDRwB5IG/oAV6ENxQfFcSP5Up1GOuY8CV55IJr8sLzvDxFf+jRy9NlaKdH4LzIO4OjDIjCCyJv8HFZ47It8mVI5YdyXYYRX/tr4XiODkmTwRE62hCdePKDLZOW59/5c+Q+v75g8JtJAz4GcCDC6QmerhfOY/06OIcvMgxEf54P102eXwHPuHadVdlpJ8CDeDNvvF872gxS07FndTbS9U66QhinL190aNsN269ODp7l2w1bPHTvk5189LDiDLLqZA3tTv4hYLaLTo667D7lxaA+H5o+qK/oJXMK4S0fL+iFusTqDEyYMcDPKjukpwgfh4q+36pemNhjcpaJPuTBaYHy1nAt7Z/l18uENvbDJ9hWYvz6Bh6fWVBsx5FPlkX5yU93F7+4fd+R87T9RX/DZt6kdsSzYpIEksRUl04mC4jYN2jQoMFTCNqlom3Sc2mgaDO1nZI2jD5CeSW2jfqOiUFYC2/vC8IQ9k+HmxMbbbTy9lngcCAdb695B+F08bZDbZVMBjD5Vbe+myQu78SzbunT9w+TuxxZsZP04I+cTrzvIN7DPN8u9E8n8J6x1QXGL9qq9zXt8N7w96INbs3VLTJyuQVBZI2DLIu3/07fn7wTWSH0KysfzX/tWbUdoMcfFARmHJwvZRI7seFc5vITxsvUiWvei4RhFQ5WyEKv6B5HQX4Z3NLfEFj5mp4YDC9WfBM9CmN4WxzNfYSIjwVqgcvWgsAXvbPizCcmr1N7ZKD7oNnb8nxiXlqmAvJGmbLtqK84gs0cPPtHyoO8WVqFfhxc27MeEUXiFHmiOZkI6CImc3XE1s+76bdqQy8YtVL7fTj9kBfrT7TyQm7ygj1it/QXcdRjpS+vOyCNl/Yb0dWbDrdVPpiomLDhgRC/nC7xSJO+279Pv0n7T25vGj7UJ2JB2Mv35CMJxy1shrCHzPqR9qUoT+QjfCxN6Tp+EFDcKvRnKPLqYTRfRyzM9h69NPuL4eercwz2krL1OITnh2XIyornfGOofZfSaYXp08KgH+UvuuAcHbAyATZL2b5j3IVarqrZ8G0vn0C6KgL1Fzs9ZaNva1Lu15KOy7n/NORcoHKW2lmJg81g5/uOna42gf2zKhcT3laiEiwcvT9Om/WVqRvzFRG8f23hW3Vr92K9tIYZbP1jM3yrvWfs2eo0jD5ZccAn8gmX8xY9IDvhv3wOW0XbSgM4OOftv9Q8wpP3Nx9m5UN7cerGX+f2rAf9K8eS/m/KJ/DQv8lZhM/lCDJRnqwiT3jeRdQzVumKyzmOA/Q6elA8L5DfC+HCQYGcrBJHvWbChnzxbozDFCh+XIQDOe8Cc2Y0p2z9zglycY1jMHyx10JfkdzhiJ7L+oq26w75Jl34k/axl96lk6z+LsOxPV/hqgKeF6cUpfulAGVZuUamk655WNI1h1JWwiGvVXwtfmxvdk1+9Z7UbfJFW/euMbbiC/lncpl0LExU7sFesUXslfDYLI75RT20sAPRv7XXob0o2XeRH48PStfxg2crUgUIaE/pY9GmUp4x4UDIEdvlXeztkNsC9Zu42DBhaftTcl6UPeWi73xA+SSycEk6tGvwhDdpaLBQngaTARQs7J73j+CBLcX2Bahr3Oc5z7g2HsbP4e894mJ/xCEfyEU7QzpV8fY0vJ1GbvJ5hxByVemdMnUdpOUXKa4CVr7EScu3Kq0qorw9Tf888vcxu1oMPWuN/riTvj0/tDxk1s3SPt6jjtzo19pkENfj9iAMaZLvaVseVp7wpl//ydOv0raZlUnJU+40HMqvG/7t4PVok8g/dcsu7Tfi1E3anscvnXOt/ngW3WDXlrPCfpAhJoAeKD/iuO45OsXXlBPlXdh0CtM/9RkdETcu1yqe8bXXYZU7SWAw8j9QeN2AL3Kyyhgrx7EbhdrApPXaR5+8/hda/+veuy02ISfwxC6vkfyxMl7OU20Xnr/K82X1zHKXA2YlnVEH7b1IefBjA3ZgoU605xvpS/lF9jNo+R8ozM6QgdXQvr54h9oC6SMLMkySfGGreb5KunGQtyi/gW9RDjtVT64vvoHhW6WvlD06oq9CWFZwpJ/B9sZmsxuVkHeotCHzdtj7wtuzSlFLGKz89xOBFzKQR2SP6zTnaR2nPSi9b1t+pCj9p8S+aKvb2Rf6yuMXjATWF4OPsNCwrLrJtzntBmVJm0EZoLdhs2/J5kgZ1NaDgKjHmstIHG8X9Z2t7/U9jJBEf/WvkLYBNsaqqAcuv/dz5m/fpd+SeT2QMvjiudfrtwar3aIDdFGlrwb9Q5WTj9MDDzyQ3X8/LVTv2LFjR7Zz584W57TUaYnrGPEzp/6gik9Kz3VU6SSmtGxA2ub4NUfK+7bbbtO47bYiJWz8rBvqD1IeyOROkw06o3FiewaDDjEv4nePtW1fbHDZtsOxl6ggHQzr26Uv4yult8Pgnk/isR1O0QEqBp8g0qFTwDZ3/zl1c/aqQ87XOAygstw12wbxQmdJZTow8FFI2s4DntxHPrZLYlB72bbfaocKecnHlfIB8P2ND2sHgU7ZjdIb0I/D3basPfFdji+cu0UnWBic5pfhHJncoENxzk2PaweqKj+A+/yqge2mjlz0I5Hj4fBxUegKuaat3a4dRogwyMjKDXQaWZIYHUAMIHON3DjlkB9NKx4ElD90sOgE0YE/ZNatug2D5iHokiPXOA6hh/UiBK9mLcugSzpo0666TXWI/JdsfVA7Tdwnz8hHXAYP6LQzeKE6FLL8Wf7JC3r8r2mb1QnyFSNm5zJgF5Tn2Tc/pjzT+H6OXOiJjhvplfIzcq5uD/TJiVdmU27JsunSg0Q/OBedffWdhY4icO/Mq++OyuW3LeWC7fIBuvzeLDto9q26lcgrh55vthjJz/ZC6MEHaIiLvDeLPhjIHb7il9lbjlmnE8fUnf/3B3aPDj15Gb3snuyIpTuzc6/crnkkfov+bh+Y/jS/iR1yD3Jb8/owZd2v8vrgfBSpEiPwCLmpk2+MJhVP3fiA2kuJTwTioWc+BpkkYPKBLc/4VTl5N0326QeAr8SGkwG6wxbzLrwwysWTDwTibhVSp9tRl+hE3OKtj2hailBfUhRZLNdjlV/ieL1imWwmdCAGJ5BPw0ra6EHLsM8m+hhI4gOEiSYG4mmXinIuPmbitJCfSfqPHM/WqLb6wasPmZ79z6bd2Zl3WHtKG7zfZN+6zuSFZ85HZCGdM2/epXUFB2K2OaLdQA+WfjXSjlmDBg0aPD1A2x2333bOm4D22dvo0cvu1clP2l22w2Kwi3caz0vtpMSnDaWN5v3Cu2KsvJN9YIw4tMcceV/yPiM8/cOl8p5iJTDaYtrpvxk3Q1de8fcM/QFWXkMOfkn5+XNv0ncF6SMv5O22yw44kgbOTDg90f7//ZGL9F2iYXabEwP5RO4/Gckvuy9SJzZ935YGyQwenkFJnEh0cvpb67K9xl6hOvrcxDWaJ2RqdWKrfl/2B7Fc5NGd2HBmoi/k/Rh07n0U3mOEpa9yvRDv/78+zH6ZSj7oa+Dskg7q+XvMy5fw6Il00AXl5GmQZpxufM2RsF5eOf+IYvg1cRnQxCkfGyB9nIHob8PTywm+8OcXuAzW44zAymT083AMggd2gx7gWUfwLGQso0rOFMRFh+gLfqX8ygn6dJ3yF3m2yCO+I+jf0u/75LHzVbfEJX96CGSwyWjK8v9OuFT7UMRzJ0qrA5F+Sa+IXOKDrExE0K+ijvzLlOuVLzyiKHm+mLDgF/P0w/mFPoPrXg6APPPDgVEzt6idaL9LvvXoG1eVAXbi535dZSdlcC++b9d5myT9TOowdkCdoK7uN3mTtl+lFZ0E5NPzRTjyxQpHq6QiW74knESAN9fITniO3HM54OkESP8GIVbconyw3TEXXqt2ofGCvrhG/9ip6n/yjdqGIFeeH0Gu/527c/0jJ/pHb8avmMRiVR/40Xf3lY4J5/xcVsL6Sse0Axz5cRFl4GFbYfouYNd7Uv8e7tAZG/RdQTgmcMiXhpP04esyE1bzNWxO9qIRy6T/fqH+gI2wFsb4kv9u7D+WE/1TpqzAgpymf+MHCj3Ytj3ISBnQHtF+UU/z90RwprPw/DG95Nd6kiDcKx4RJ8q/pIt98m2s+ZJ30xuOWKAOypSLh9FD+EO9Y5VAHCrRLfZ68qodZTuXcOgA5zJ39mJbV9cXHJ0359g24xZ8byIDq0WwjbCVq+WbdHdK4JEzb9D2Ap6MEdBeoDfKB0dFbx9i8rbD2wsHfLlHXKhsy6YrI8sbPPix2Du+s0bLlbrID5XIq+qVNlvPHRY/5cm13dulfMn/mBnXqS61XZ+0XvsfyIOOCGu6jew11EMcKq8QxRI2179gIPpnlZ8V0jmw9NOVLKL+Tn6SH56zIP/oFp2lhB1zRNfoMdUV93hGOA9bR6XyAzWKh6fLw7FI1+zDYPZYBcKSDnFb0hQwDlT3LIXXC+fnefF43s8ZNChTOy2h4j6XsUx15PmsKr92IKyXRTflmxLxWtKTG9yDF+009Zf+EkfaMe7RVpXLxcq6W10jM+nTdsIT/k60LdxHtl710Qnwcl15H8rz54Q8PEM+0u8G8E3trx0RjvAFyvXE+Xn4XsrVeVfpbU/lv1cgh+cRW4rlcDtzGaryUQfnSf7SvKX5Mr7V7VMZ9k51vnGd6K++4Oc8BzP/vQJ5O8lAnnu1g055Q4fd6As+hCEsbQLxiO/8nCdp8Nx55g65HbCn8t8LXFfdtB1etwt52ttvVd6g9nmztjwGYUgfHRMv5edlEJdrXRH4K6Lqvc2xXdw9gT2pf3gTp8q+IPRFGcCzY54J8GQq5lmC2NEndvyBekUVD8jvp89TVIWpCtcJKY86uaDnCnA0g8hzO31AvaKKR0xx2r1SL4jjdbK1GIP+DfQMR+PE9gwGL2I6MAwuM0iFs8kBU6/WyQpetnEHJjf7MBh59Jr7dDCSwdt0GwqDDSDT0WEC4YCp69VJg8EzBmZtBSJzGOHIgBZOSyy3SnhNf3c8CGeD0GzhSDi2Jjl86e06AMcKWh87lgHJ83Q1OQbdWDng6EVbNH3ic9wmAn357A25HPzKm7RjIj8MLn/trKtUDnRE2oUc1gH53MRLlQ9Lw+JEhGyqK5GZTgidkv/vVH5JbUses4LId9b8Up15Xq6D6ObEQpro/YUjL9ZwLFfsEwY+qI4e4UlZjV+0VfP+qqE4rhX70BvZ/urwIV2W5F1+66+1Y+QDlHSa/vO05eoAQxhk3yn32CroE/9zkQ7qokN4vW7I2dmxC67TvHne6YBt22W/kmciiPTQmZcng5jkS8tT9bg22ykZcD26LskPfHF+/MD4ObqUOfE1rhCD1vBiwoG8eb5ePXymbmmBftOPE/TD9izkTctlya1FuQghA7Z99MKbdbKrrDuRYYQfbYlq7Iwlg9maAHkpk+VbH1a94nyJ7fq++eTX5Juh6fOcNL5yygKVizIE6I+V3758zkYNV9Yf9mC68/rQqj8vC5vs+9xpq7UcsCsmgZmUY3VBVjPhPvlh8Fnrg+SbepDz4WUWdMjB+YL4Gvlx+EMn1JvPT9uidhSi5rCXo9V79H7CqtusLEddomVc2DXaNCe2YhLaVpwhLZ55+q43fklOXGwV+8c+0B11X+0bsF1qCbG+QLkeK3Y/kddXthOlLKiPTEahS8qL8IRR7n22Ehor6rAdKOGxc5+MMgnK6XKP8qON/OK5N6rclDNlwwqW8Jpxm+ULfjhnqB6SSQUHslIGLxkxT3mwOh22QFhkoIw5OpE28vPcqUGDBg2ePkjbalosa79uvf8J7cfMksb/P+fdq20n7f+7T742O086gKxieumtv8z7es7L3y/+Pv28xIUH7wxWoVm4vU+PC3Y8ns3d0ZeNX7o1Gzr7x9qv83cx51M3P6J9XnjT9jNBy/ZivNtof0/Z+JC+J3T7LAfvOH3PBei1tcU4d/POgD991RmSB30vh/aePgq/aHXnLPqO2o8Jzy2PgHzatt38Wh5ZXzhmZbbX2KuUkO+zT4ETG3rHiS3X+0X36Co/rDS7QDqPC0TXENth0//k1/6sPGTvResD0mcZMfMmfdel7z9HqXwljpavpMNKYPCfL0Samq6UMWTlboTdrNx6f9G/Ff2SFjZ3jxQUafMe5t3KkWvKhh82/J+JV2rZkzayskUgYazE+Vv8SOOYhTdo3/J5Y9kyfFX22fkPZOfdYc4/KlMsX5A3l1POsf2fiVDwK8rOEOu9GrZy4AnzN2SHXnB1NuPGB9VxB909IETenJCf/OGMx1btlAd9IfJHncFGq/o3DvTIL7Oxbeon/eFF2x7VuqHxqoQPKE7N2R9HKByH6GPTJxp+4ZZcbpcV5zh+0IMDIX1M6lN5uzuTkzLgR0/Uj+eNuUzoiuzz83+ZTZMOHvXGdb5oJ7ZZLgfsiLyvvPXB7G6xCSvfqnpjdTHOh1/rPbEtygF5+S7AbthOZNjMm9UxBttCf+SNfPGDj7cfWuRr/9Pi7TSFtzDlnDhf/8E8/dYlDn1MdOPkukJvlCs/zvFvcL6XaYuQy+Q2mSlnHKFwiPpD+S41/d+Y6995l+QM32voHxmKfr7JSbuHIxq2RJnS7vFjLncidJ7kER294XD7PkbWz5x+tYbJdVmJJ1//2LTni2852i5+EIdzK7oiP/CFkB+bfsPhNubwJ5IvnMi4D59Y7lb7X1TSf2z/qZz8EKdk/+EjOdeD3COfvLNwpkOWV4yYnddvC2PlpigiFkivQcu9RP+Z/fhxw0PBrkRWypdVSW+QoOSLehrrjHb2Qydcro6E2CAro0qTqHkznpYG+lql+jpL7NDGkkbM3Kz6QhfwJM/YJQ7q8CFt+OLkzfvcytXej4TlW5n6QXuBQ/h/zPu5thc4DBb9h4hCezF/J+e/0x8Hxu0F8pK/MT9clh21cLN+L1J+5JPyjAk5qasfOdbGU7ABvt/Rh/YzNN/dFUNxbTJQB0ibsQG2aKWN/tqsraoD8o2uKIvCXnEot3ro9gof4ztQ/S/KPjfpMk3b3g+NE1v3EP3QvuqWrXJsIZ5byLK+uB/itqUQTsNbzHpE/LTcoDRacb8VUfycR4C2X9HztnxihHA9x+sRiFeln8r7kTztKJddI3WFIihxK3h2TVL7dAv7VmiWqvJUIgvn1+0mzMrPivggf6Ky1DwbFDhvI5fJ0+AH8PnzGr1Ug/AV+q2rr5oGCGml0HKpiNcNVfHL4ekZDV7+uwPpKOW2QDrhtASXQQ6Vz+sQ4gW0Ri+ep2zb2W4V3wLhWbvoAQRR2mP57w4Fy5BOQDmpSIaeUebbik7PHR6uU/hOz8vY8/nvBaQh9Za2ovb97lSW187j64C4HofnlXlrQXrfr1NK0el5HSQs+dKxNDnK9R5XdwsiGTrqX6iUvw751Xa8qh31eO3j5+0EhydfMc944OBTt6Vn1YpcKVz/VfFj8jBpWjH8XrswIH0PVb2XqvjU0bMdaX4Hy6kPx7QY6Wp73TjLseIfVPe8HdJyT+Mjj8sUo8peGhRonNieweBVygDUjM336yAVA9EMRPELUAa77AUtB/1roD4wkGXbBIZJtnylCOtwaHiJy6DljyWRjx1ng2UMhv3pyPk6gM0gGoOEOIzZMxuw4xkDYMpPUPCzwTBWqGLwkTgHXvLb7JAVD+jkBIPCDHS+ZIQ5E8F7/OJbNX8MeiIH25+6AwnhGbwlbioHA2w2ibZZBxVdBpVDwMAjK18QnnBHLClvn0J6DN7tP+ESHaj7/TFrsld//VJ11IJ01beQLhM+6P73Rq9U/aMXtjnx/MOTUoA/q1JY+EXq8MIkHyvOMYjKwOr5mx/Se+88dKaGY7B+0bZHShOkDCTi+ESa6GHIxQ/qCmLkA92gW2SGcGj77kLTAXLQrbTyXKZ5ZxAUPWp5an6m62A+zxh4hT9yjLxws5ad6c/kYEB3zd0MwM/StNA75Ud4Kw9zsoO3T6ZBOqkxca2WQVwmgHv8slgd0CQuK6GZ7AbOmWRDTiYgSYNfN09Z94t84uqCzb/RX2C/+XB7zh74OPhhy5QDk1nvOOhkzS+Dtc8fsyp7wRhbFYx71B/ioPs3HzI5+9rJc3MZ3A5df9gZ8Vr1N0e3vLH6cKHaoesvzjP5ZWAZHtCBFz+aDV9O/gpnUXTKr55xcvv24q2qd+8kGx/rNBd8i2d6LXaD/bBKIrLtPXKZ6paVv4rJhOJIePTEAP1+Uu//YOQKzceRpW1ILA3akWKyvtqJreD7qJbBlSIMuvJJ0muFqfEExrdAel2FwtmWVfxw3mRCCP2xPRj5oC3M87p7l4ZdIBWcckN2thWlvpfkdcgN4pJXVr2AL/yJO3zWzRqPZ0y+U0Z/NGJh9tEpm0wPoc4inzMmrzgloAPaX45rpJFDt8hJ/WbygDDIzhH+PINPi3wNGjRo8BShaI9a3zu0V7Rr311wvbWN8j7DCcgnljm6Q8TbDppQTIb22WQobSFOTrx/CIvDOW0mfVBWObN+Dv0dI56RBuG970KbTRtNuwtP5Jm++WHdvpL+CO9sVhGjjc/6HtEwKgP50YG4gJAxDvD74ImXaxqkyapuvMsdPGeVIGThfVE4scXvaYEOhlk/m3aeCXl47nXoumyvcRtUN/zog2euF5DH7+r92B1cLoj3DU5spK9O/qPR++LcCR5d29H6mTzz/j/PKOsTV9+ueiBvLQgZsP7Dek3Hy5f+P+XLCqWaDmmGdHMK15Tvm4acro40yjI4ypPu+0dNUicbX1n38MW3aTl88MS12keg74fc2B59SMoPG0HPxqvYvvFbi36s5WzOhWtVTsvrorJcEXmfjv41ziwrtv62ZTulGNwPalEU5+bkiLPgq4ZO0z4Tfd8vTLvZ8iXESr3fWfMLyetd2h/j+8T724T1/OV5iyE3uEfe6W/87VHEs748fXF0WRkvQSyv95f4fqOsqPPoZN+jL9bVFPnxElvQHTB7Z/a6ry/RssB58+XDZqpjIt98au8Kc9phNWzq7F5j1krdWKc/PInLAF2TlrcF9Ee5hjc6e+OQM/Qby76LjbvVRgdlEt3hRCgc5I99x3m+SI9+IOnvc/TKbNzyn2k5UB5fnbtDtwWm/hOGb7MlO6zfqSmHRNAT5fKlU8wOsTF+WIGdermesvEhPedHD68/YpH2mylXvnexCfqZRflYHpwvfXZ006r/n6j+vzpH9I+coqO95Rvo5cNm5M5QsYacSIu46BPdEw+erKDoPA+Ys0Pl9BWuaQtwMGblK5MvQtCD4cnXP+CUfGFfXm9oy1hVnO8Z2g+OB8q3BA5BvzdqteaN73ecbKmbuYyKKvu375FU/7H97z3a7D/Vfwxf0Yj3Aas361iHxKUNJT2XI5elEKrfKPgVK3Gxkrl/Z6Fj2hjKnXqtZbDsTr2mfXZ9YgdsN0ddLstX/Ghw/OIfZS8eMU/rtusrt60ltynP13yd94z9eJLvWcZO4GnlKvoSnrzjKU/slPaad6n+UE1kTdvstP1An6wiT3uBU6y2F8EukZF3NPnih4JvPHyBlid5Jr2TN/1WZbW6auX6+2P4zp2jTrjYGXlNy7U9inrhVK6H1lZjD95uYFv0SbBXr4evOWSaOl1jW8okx8D0z7hLXqbyzsRGizpWyN2gG1hZd1Ra0G1b6lbxeTiP219EaVeiv/z7G29PweVpR53Rvnja8ax6FlN7tE83QtcB6xDkqeHTLftuw8XoNXw9Yr12om5QFa8b6g1d5b9LxXqwLoO3Qf/y0qDBMxNx/W1DA6tUT1PEeXyqEMvQiRo8U5A6/sTUjROboyp+THVhYuB0VuX41B/EfDo5s/UXTzdnKJenyrmrk0OZUy+ocmJLdd3JYc6d2KrKqFek8euc2Bq0R+PE9gwGVZ8BKAY1GXBikI7B8FOv+Y05uwQnCm0i5BwwKMevt/986IzsRSMX6UAUv67UwboweWghbTCQFacYpNRJrOHzdHBsyS9sW0BWIGK7iJOueUTTZ+CLAS4cua6XyExgMaCljZT8Z6BMV14QOX0QnMFDBo8ZGITHx0/fpKsosT0GTikMujFo9+VzrtGBQ+QgDnIs/nkHOYadl90geXU5HAz4sg0iA5gMBBbbIEqHRvTEQDETqPwqHT4MhOL8gx6Y3COdTfKctC97OMu+ddmDmiYDtsjHFlPE94Fo0t8qrNn21QdSF4oOKTfyRlkxccNgIBNJN4quDl92R/a2g0/Nlm39dRh43KUDhHfLKROb6A4HLCZskItBZQbBGcxERvSMDqddVWzfYeV5jYb3vB8wa7vKcqs8Iz+uRyYG4I286PE6YeIDutgHE844OeGQZ5Nlwmv2zmyJ2BLlAT/Of3jzbp0seeU3bPAf/XxqcnnQ3WDbhyE7YRj4ZfDUysXk3yEJszUJkz1M4swTJjj8EIY8oieO6J7yYVAdhzUmxpCdtHjOL/fJ54enbNZBZgZkcabcLPfQwY5w5JXHJJ5PKpDOl6ZafUj153ZIuidd87DaIfrzwd7rg/7cJgA6YKKQskSH6BonSSZdIMqAyXDqw39IWbINK3bi8U13nEeTP6VnArFn7I88v+9I2zII2XGoRBde1wmvcSQ8crJNDI58yEV9w2GxkN9g9bnsxJbXI4HzdCL8idc8qmVLGfsKkJpuJYxPW0ilIL7X2f865/qwKqCtAvjB8bOy1SI79Yq6Rh1j+9sPH7dKnWBxYmB1H6tjcXp2jn6Q+7hL71TnQi8nHBnhg07QI1uswAvb/Njp12ha8ENfqrPAm/JjpRlsCNt459Gr1Rb5JfyxCzbpSgxvOniKrhbIKoLQQWdfmc264Ve5LZLXep01aNCgwZODoh0q2nyFvEdo92gHWWWI9s4nVGlDcZrAcYUJU94fTBrzjrK28lHlQ3vHSmTqFC5xCMvxD6QvxgT6C+Q85ul9St7LOIOwZTPtPm008sGbd+6Qs9bqarq8H+jfFiuJWLp6Tn6Cswv3dEEJIO047xCchnBQJ613jpuRO/sA8oxzOnnm3c8EN+8IeMLGWZnOTC6eL9rxhIYnPy8cYytp8UOKvC8pfUA96F9gOh8MuFwQ7zv6mKTPOwonGNcxR/pMfu39WfRAP5EVX3FURwe8pxSFwIZwTZgiHcrSy3eF8n/BaDvWEX3u1w05U/tpqp8+c2KjPLEn9I9cEP0pdV4TeenTIzPyfmPJ7dqHVFmDzap4cs4RGXFAyO1X7I60sV8olcmJfDjxPeTOWZb11nLjfvzMzoE5yuAQg21g4/DHiROZnF4heSOf9KvMyeBi/fED/X3vp7Skq4mYTfL83Ktu1+8weNCXYZUz7Re1yNQehKPPKeac/fPxq9Q5BJmsT3aRyous9p1mdZbvVpxBsL28DBSW/28u2a6ywYd2wHWs5SGk53KPMsI+TQfmhEka7nSk/WcpWxD3mh31ebTQ5Gu7RNd8ifwvEhuFP9/Glq85ml/S5v6fD52pNpbmi29ibA77YsVveLmzKO0SvPguRi+cv1R0BD/yyTU/1OH70cq1DJezG/0jp+nffjRE+4h2XE7aPTu3FQH9RzzeNhAXW/zT4bM17/rNKPd4xmrW2C1to2q81L8WeCIRKm4FDL7+DZYv6oh9z9qPVOjHk0dvP7hPvrAx0sFBEF0hTwqXsxf7p33C/l3/LQjtEfVx6lV3aNuFrmlb+H5xuyYM+bSMtrYl/QX6gi82y/toyMxbNB/WnpqzNrqnzGM74Dn19vQND6gdmL5iOZJyPXFl0JfxxQlY+Upa3Ef/3Icn79WSvYY8837GwZMw2EHRXizP2wiO+bm2H/asXXuBDeHERtl5+0J5Mu5CPYU8725/6GPo7FtUZ+jOyqJzOZTLzHRkebTveX6o+pHjVwRZ7MdurEyIniDO43p45JKtqn99z8XpC1P4DlT/hkjOCOl1gwKur5511K9IFRgsPg16Qi9q97D14evbkzReez4Rug5YB2u3BsqnU/T0eafwA8We5j8Y6Eq+LjPiwboM3gbBHho0aNCgQYN+Inb2SakXxPHqnIdipybOPe0Y/nww0Os2lt0idRRzVN2vC7snUZW3dtQL4nhp2YH4eTsaTFTxd2rQGxontmcBGFzD4ccHFVklgnt8NDDAZIOa5qDG/fGLtuaDsji2MHmoA1G7bYiRgS4G75Zsf1gHsBgIY9B0wrr7dSCMQV/CPy4MCcugITw+M+lyCXtx9sejl+gKGKRlA1z2lwEvVmJDRiasGAyDLytVXSNMGOiDP/HgyeQFR1bYIm8MHOJIMnH9r0ty+OBqLsfEtSoH6ZTlsI8o5MDJi8FGHF5YwUCdb3Sw0n5JDX+c2ODz/DGX6fZT/7P6Tp0URS40RWgPe/Rlv9StSBgQRVacfkybNhA6cf0DOuDMYOP7TlybT0ymBD8Gqpnc2PTT32Tb73tM73n5MXHBxC5lx/ZG5BG+oy+8QXWIfOQPIk/oiPjIgPMMg56UJ5NUkzbawDLPCOP5QY+sbmF6tIkKJk3giQyEP2Xjr7OXj5ytZUh+WX0OXuTZ88E56SPziIt/pRMDTB7iuAWvMsyJDacowiEnNo0snuaZ6+/JB4iZcPBJHJ67/gD5cB1e+9MHCx2CPvtFOROXn560VvOGTN9avF3l93Ac/Ry+8MMOXX/8spkyJU5eH4SIg95TOxw1o319YPCcsNg3K9+x9QhlCX/iwRMZPI+tqBsksDYAPfILeht8v0S3vXXZATqECE9a6J68Itu7v71cwxZhDFZexXaiOIOSjg/6e7lgB4Rdfm+WvebrF2d/ONpWR2BiUuvdoMCcRRmIJ2/IoxOaQi8eMV9XW8OBbq4onS1wmHBgdYDvLtyidqJ6jSfZJA9M4PFs0vpfqS7gRf1lFUsmvbBJ4tEemBMbq6stzvbz7USD7lUb8BONkN/J6+/VyQ8mV97wvQ3ZP/5wq/JnkgDb4j4TmtDvj12t9wj/999eqNv3wsM03AwKNWjQ4OmApC2S9o72n7bxxPnr1Bn3tUPO0VWpoNcNO0fa36lC56rD0bsPOEbfMdYOW1zeJQecujB7i8QlDmH/cuhZuloqDtZMNL9u6LTA86xsn3Hn6zbpU6R9vW1X0U/Td5bwhPdP5P7/+up3g6PwxOzcq27TcB6Go1OcJ+JaGNuO+joRDgd5+HBcfN1PNC3Ae5rVleD/9oNO1S3deVfgFFfwDggX8Oed8cVTl2ZvEH2QV3h/7eTZ2t67XnK0MBo8oA+2UWeVM3SLnr3cVO+B2CKN1ZHpG56x7me6uiuyogeVtwNI56tSvp4OeU7TaXf9xiFTsn0PPF77SaoKKRs0xDXPeKey2jB9VH5soSspyz36vvTt6aOjc8pTB27i8gm2QFmeOH+D2u9rDjknlwH7rZIvJZ5hA6tvva+wRXoCkp6dJwg3i2fWr1mx9TfZ//mfecpPnSUkL3zD0d9woh/GPRwM3nHojJKjTX15FE6U//eI01RvrERM+RPX+sDd9DNaw9C33CbMPz/R+rX0b5DR5UVWvh3YTvHkVeYQ4emRf9WB/IEPDv6s1vgGqf/WDkgZDDm7pGeOtCl2be0EZY2dvuugE7MV2x4MddTqUa7jQtmtyAUJB/mDPPT/2KKSPiQ2Rb74lrByMMePqnwBTw4paBemXLw523fsdC039EFfjxUJ6XsbTylXOVLuOMyy9S396cKewGDq3/g6GcxO4Enbyg+kXqV5N6cdZPTvO5zv2CL2xNV3aP0y11sBzHJv4IByIq2InutB/gyW/h2eL34k9e+nrdQxCb4fLE+mf/ijq78R/bPKJPmi/Ape/dc/uirJCdNUyOid+OmvT9B3C3X1v06xH8ypRYcw5Mfip/ltlbEVSZgQmYOeyh9kJE2+J2krsEvyhp7+aJTZAdc43X5g/BxdLc2/WQpZymDbM+rCVsp1wgqtty8ZMc/qQalc52q5nrLKVj+1+hzDxlu8vdA2YJi1F3m/ISZ5t3F8/VBrS7y92OfAk7JLpM1V/uG7kHfBhJW3Zu8ZOzW3Ea2roUyRE0LOtF4ZH/6kgHc35eKwtpE88q2Lkzt1ADncVmN7fftY7PUO1RXltuf1/xwFiq1TbtdwWxByfsqzN/vw8CZOwm+w0LNcz1YU+u4f0vidrgeGrs1gsO1F4XmJyNMZtPQSvnlajvQ6IJYhptr4KVWjhV0HtIYL/PMHdeml9+vCpSiHa02/AzpG6FaOMnqWo0GDBg0aPOugY2WRY1WV409MvaAqPhSDtNN77eCOaJ2Q5itGLEu31C2q0qyToxP6Gw9U5aET9YpeePhzX2GvylFyMOBppLzdYbJBb2ic2J7xsEG7S37GdnbnqqMFA1qshMagYT5w9cRjeo1zDY5rTOww0MUKQwxG2cAnw802acLAG4NZOFDw60tWtWJyyAZZhZPuNS4hw+ptDPAhA4NdhN9n3HR1FLLBO1IOTjth5SnCvO27V+i2fqkzksorcYjFxKaviIYshy+ukSM4eZXkGHWJTmxWydGtExtyolMcdJDT+EiafY+IsEaEZzUIBkRZQePFo5ZkZ6y7V2VBKI78GpyVIMjHv0y5PncKIr2cGCxFhiAHz+GtZSP55C4yuBMbzi5/853LdUUyBpWRLdefQ3gRT8vzNJzyrDz51Td6tPyQblmPTGqtuBc92hY2TJ5gO4THXj50om19hZ73n3aTpq/pwgO99MFLSI7kny0uGPRF5+geecoonNiwSwZLYyc25Dl64c2aJuXxuYmXFvKr7vxIPiA5F3AbnaADxRMPyc3HVf9sy+oD7vAmDZX5cUk16IJypiTMHnA0MztkC9pCf5QZ4S0OaXZrh7FT55u/e7WuLghf6rSWe9cgv2YzCk7CBXywoyvuyrKXDp+v8rx+yNRsvahCbTTAdUVZsqIfclEO37n8V8E5rdApsPJarzqkzIYvv0+dH5ngIW/oDF5MOE3c8Csd/HabYXKD+9T7MiwfPUHzWqz8w6p4bFWMnVBHKC/ywWSLTzq8+hurs+//2NpDdK1I8oc9xO0q9LZD5+g905vJSrhiJbbYic3qnpZ2sAt0xvZkTGCZ46I5iRLPJiDC5KUQbYW3P4Tl2TvFjli1jTRdzgYNGjR4apG22fYu4n1H34rVsW5PiD4TRBvMu4I2Vdu00A7zbuA9wnvTw6c8nHjvEI73De8q3gXePiuF9wPtJmE8PNd53yDkARnStjVfkUj4cHQ+yA4f0tQ+aTiSH+7TX6PNt2fGH+Qf/xwCEcbz63ohrveN4/h5vEGCy8OR9JCf9NFTrGcvM4hnlCthi/yja/pf/ubzPgmyR/ILsA1Px3nHaXUi4lEG+bsw6gPQn+NHCqxk+1F5H/PdcfCsW3UFPVaKIx7vfY+XyubX5An79TLxtF0HsTx+nd7HBtzO4iKLz3OkN+WaPKFf+oXrhdHM2+hP/zT7/Lk3aX+Z1av3m3RNnke23KdssB2z7TRvEQJ/dIHtIS9x0SHlY+K0iZ9Dyjke0IrqMLpmVTdkRsZ/nXytrrj8hXNvzI6R8iBP7uRiMJtRbvKH++QFW0O2VL8x8Sx+zjlx0F2RRpKfSOwWBEHyIGorpi/yxRZ9bLVHvrQcTt+g+frOZfdW5gs4L47YF2WLLdOHxD7HLrNtYbFdCF2xGvMxa+7VvMBT27eS3fZX/yKnfAe0k1N5hzPOsQtsWnlK3pENfsZzS/a9S+/VH+Hk9ocscaYjMVuuU4TneZBB1H8JcpN8YSdsf4qu+LYhT5TF/udu1rLZIIVV1KuCc//1X23/LUJKvrnFO5I2EzsovR9IO4TRqPlJfhCYTO2RhAl8cnbB5rBb2ghWBKO9OWj2Ns3Tfqqv9boi59SbHsvbPpPB4tp5DNI02f3dE+uLcnXbistV6wAIK6Y6kM3bC28DvD3w65jSZ+iWMqNeGmfTSfwuQL6jL6Ou3qOr+ntdhbyuwisvV1Wg8GnJPLyNfxVKNgX00sKjK+yVOsAWrvouCPpnS1Nk4IeNlJPZVmFhoOANv971X3Crl/85A5SXFFXvED06jwHzSlgMinwNWoHtP3Psv2sz2CP24nqqsPNBTyugW76ESwn4sYQoHznVo5JFfzGozFoRZ70rdIzQWT9V6FmOBg0aNGjwnEHqBOQEWr6bapDGxZEIGghSngNB6kiVOj9VOUM59YpuddZfuJNWf6hXVPFw6oSqOCml6EV3MZ9YJzH2dFk8m9A4sT3jUQwq4xjCFks4ivALUAYPGXhT7N6lA1SshsQvqHGe4Jeamx60wdt8sG63bVdwi9zgV7aEw8lns9QpBvUYRGUAGYKfE9cM7r3+iCXqlMGvWtmOIXf2kPhMkjAYhjMG238wAMiAGYNhXmWRQ8+DHAyS8stYHDpwQEEOBtBiOVLK5Rjp20Ls1vv+MYUcDPS5sxSDdfA0SVqd2Ej7yEW3RoOBJqPJafpjwPRjxy0RfdnKW0cu+pHqC5D21C279BfqOCu9+hsrdQtX5OBZrHuTMZwL70Ifu/SccnYnNla8w9GLe1rOYeA8jwNiPUp51ukxLke/d4dQrkcpz3k7bEDxCt07AADp0klEQVT0RonoWxvhGMR2mlrOkhZpk4tYBuKg4z8bOU91zmAreQeE8XBWLoUTG45v6JDnyHPB5t/oMxyT3nj4RdkSicBgM3IbD9eb6c5g+szlCc6A2AgrpaFHHOu+GbbbIBzxCQOhd3S7RSKz2kMvdoj+3nB4hR2GcnI7dCewUVI5GXxHTuRQWQK4p/IrLH5xDSyf5TB27Xknf397lNkntsggt9m9gXDokhVKyCO2jwMXW4tyX/XKQf/aRIE64YkOcbR6wzHXqIMmeWIwn8nj9xy1Qm3lT0bN19UkKFccIq+429oG4+iwfPWCOL/YOeXKtkisavGy4TOzT026SleI9BVMaM+wH8rxI1NuzK6UvOWTUkyGCEPOkQ09vEnszB3v3nLobL3HMysbkVd0Qpky6M8v4glH3lWvwXFNZWRiX0BabLGEExtysKUzsrJFE23GAmkz2XoMYgUDfkWP0zHhvW1522GzdNUI7LLIf4MGDRo82bD3TB28/aO9pF2NiXtOeTupMH4eL47r5/G9+BnkvMo8DTHPOGyv8HhVfOL7/qxbEJ4VjvsTtz/wj+X4o5kzlSM61lEsZxW1sw+ep/z1Wh44327I0ikAH97RvIPpe/LO5dy/X+gneDynFkQ3OSV8LGcdebg4PG/+KjlLqBXEwCN48c6nv0Fe4vxx9DzynHCk2ZJumk50zcHjdJS3C9D7hEcss8vrZcI3Kn1LdOSieLwYXLtcrt8qcp2nxDPn3xOiCC6XE3yRnTx4WXg5xHaWLj6WgufoCF7Eqytb/573vHRCN/p3OckLYSH7amhF3lYIubzt8u48B4SIwZ7SvyPm6bqKeZJOqqt26Lf+2zDmUWznHqd3JO1yl4w8GET6njfy4vkij+SV+7GMUCc4Xy/XKn3xzPnGqHuHQZw7+b0q8jDET/kD7hGOvCFfbCepnG5/Lbyii+JZRXkElOJG8LzU2SsyxO1FTHXgmfPsRv/pWHsz+N5/uObio1N/0Wv8lvB6UdilPy+FadAzYj12okq0fdgronZnsBHJ6CL7rfTYG8rtZcw7JlB3vxM8XBo3ps4IcnYXuAVV6aXXVYjDlMJFFy3P2sDD1sapfZAgCdcpWqfnDRo0aNDguYfYGSgmkH6H1H2X1DmBDeQ7JuXVCe3SqloNrBsaqCPenkCVnN1Sr6ji4dQJVXFSStGLvcR86pzYGnSPxontGQ/bso4BJtsucKk6n3z82MXq4MNAmn1E9elAF85ErD6Gs8WHTrhcHWmofnkVjJwy2KYSXm86Zn024/YsW7r9UXWswNECmr/9CTk+rtssLtv2sK4Q8O6Tr1dHkVcNu1B/oUuangADYfyqE6cdHEq+scQc7dTBI3KQUVmCHPw6HScYHDhcDnfwIG0c5Zy4ZgvUWRLH5LhYty2csOHXlk746CXP/zppQ+QsVXZiQ2epE9t3Ft2iPEzKYrATEB5dE15XVhq5VB1V4EleeM42gKx+xXN4vvWwObqdIqsq4YSGbtAVaZBv5+0DkOiItNWJbdKl6sCG/Di+qOyqOCvtPA4QPTLwOEfKBj3m5fkT217U9WiEHncXepQwf3vyjaE8L8hOu+Y3+svfxdt9e9eluvrUdrmnepH0OSJFPHFH3gbixOZlcsXdYpPDztN0cTzDwQgbQofI5Tr0gVbThg0ixHpkYJdfsRfbieLEtl3L0MuXuBpf9Acvs8MLdStMVkybIfpcsmNXpD+3w6A/sdFZYqvYIfaDo1Juh4kTm+cXh0TKXlf5E+RlKPLHetJreWkW18DyGYeByDdEPrz+40BKmqymR571eQjLoDU2hQ1Tf9i2Fd2is7iOAvSNE9veI5eoQxakDqph2xx0S97zlcTEZll9AIdA9ACfch76B3ggH/pkazMc1iBWTqCccTBl9ZXvb/qdOvGha8ocG2aFvPM3/0Z1Y3qycpdizT443pze9hp7mebnfzbtzlc/oM5B5AP9nCdlTRmjt3+eskWd6XiGPrFH+CIncd2J7YWjVmQfkbCXSHEjI/zcdskPciAXabLSAY6FbG2MLKeu3KZh3V4bNGjQ4MmHvWfqIc94b9A34b3mK5ayUmtMeR/QeXEkHvcJw+quTnG8lFr7klAOlyWnOM0IpUgVIB6rAOdyxHzIs8ud5KtFoAj6LMiX85X4qgcNMeio/vgWWfvkDVSSo4Y0f0Ue4cZ7VLMiZKjQryLSk/LqkfL0STsG6UWkK+A4oUuJo/F4LodAOUoXHoe0sF+nkL5TlXyQPpe0VJY2aBEiRiR3TuQZgm+gPH8e1lbXsf5dADdiLxlPV+NKHK9fyh++vcLiOFu7hpfLzLWTy1qkVcSLoD8uID46FfmekF5yqueU8nLxsirSb+FfhQpB/JbdFnlddiWu6/NVC2VIXOQLMuZxPT7Pwz2tl9yXg/5NYemV5OxK//asiAeMl6PUVni8Ur459/uBCKp/e0RZEIXfsttpWrEc0f0kD22hdiZxVMcxP84jnspXDvo3haVXkrMr/afxgN0D+T0NDy+3cTmPwnUPlyGgnLAgeR7OPZjZQpAlb0sj8nyFvLWwd7TcJK6Qt+slvmWe9ZBnGo76H9qAvG3g3NsEv5c80/OQfikd5+uyJaRhA5XuyWmgGP4N30kvlc8dmk7Qf4u9BjnJC0EjytHCPPAZkP4bDAYqy6tBAzCoRrEH6/IeM15vkzrDRXhq6lH3cioQsoOgT00+OqTbhdx16BTtqcpvgwYNGjR4alE9RmmocgjiWOXE1S0fHNugXuHxY8ekmAaClFddGu3oyUaVDJ0odSrsD+L4zs/11QtiPlXUK6p4QO6oGKOdrTYoo3FiexYAc8fp4bpfZ+qggaMNK2dd/RtziPLtFnBY+dujVqqjBc5d3730Z9kDco85jaLK2PZ431tzjzp5vGD0pdleY68IjkO2YlRBC/T44hELs5eOWKROL3uNvUporTppsGUlThwKSQQHDnNiW6y8cdrhXpx2jt0mx/+s+Xkux/PGIMfyShlsKz67RlaX409GLtR01NErwJ2lkLu8nah9cD4qf6tWYiMMw3f54J7S46p7dPtvut2krYTn4ckbxPmh568Pq7HZ1oQ4yKCndx69WrcG+u5lv1TnQXeAIS1ND+wuO7HpSmyS328t3q75sRJmsLJP/gWN6sGcF9ni5WXDZqszkZVnrMcFqidkoWzcEUn1OG6d6tGd/dhyg62acKjh+T+dsEq339D0GQDOU0dakafvMc0L22+ynSrpVTux9eXlQhjCFuVmPDkffeF1walxeb4dI7K+66hVqkO2Z2HFOHSI7Zn+zEFL5+5ERg6qx4lrVIfkG8cibFGx+9FCLilf6hD6QyYctZ435rJEf8Jj1EI9mv7snjpAjbta9U0acX6A5dec2NDnOLfDIK+VqdlkjlwwQ3Fq4YrHdg0PvRb7wa5x5sLxcO+Ry7RebZLC4T62jK5wpnr/+Hlqx+TlpNU7CwevIIe/YNFXvBIb9oBz6l8MPU+dDeFPW0MdgsZd+bg6ZLnzVe2KA3X3S3C9mNyU9dGLtmia2Oq3Fm/VOum/GqcMyQf1GofD9357mdoNZYU+pLmztlKAfNgDeaGssf93nfqj7GsX/1ZXy8O5krJ0Gr3s3mz/i36R6+Gvj9mQjVrxC23/2Eb4zKvvVh2TLXViW7RVV6aj3uGE6U6C6JUj5OXGEXkol8/SvoxeqXZ18FlXKi/CNmjQoMFTChqrmnbbH9GWOfm9mKpQFa4bAru132vvrPymwPu70a2e4fGreMTP6sLUoXM8f+8NLtL0Yhliqiu/AsV7uQppeM6dZxXfbilFVZiUDCJnbifVMoOq+N1QnK8cpYtqePwYfq8nCn21bgZFCFEp7wCgMlSQpwHVIX7mYSGXsYricHFYvzbUl3MLyh/HOehpO892VIX0fhonpap82Z/O+UjjOVXpqxfE8aooxoAG5Pa4/uP6X44bU3/fGR4npf7oPw7LN003cQYdUaKxPE6xnpyA2UC1vVbZRxy/inJEN+x9b4jDxnqu0nsdVaEqXCdSRBft6kMpThU8QAgUX6bULQak/waDA1Uq9aOOymgthyhs/KCFbxllPhXxK1HP77mOsj47IdKjRoquW6ge3ae3J2Fyts9/mqdq2q3HMtrzdbTyaqGulRWFzxP3+NExpzLiaE79R1V6rWmWwrWEr0IIFwmXXApiHlXUHmVe9WhJt9uIDRo0aNDgOYnYmatqVbVekMbtJX5VXKfU4SyFf3+1+y6M0R8HtnZx7r//fqX+AAes6667rpJvJ6oqL6hbVOnLecT59fN2qCsD55GuiNervggfx0+pQf/ROLE9i4BTzAdPvFydT3DmYCUiHDcAThS2TaBtS8cWnRt/E1YJElB1rfqa0xPOFziDmBPbWj2a89UqPbpjCqTXo+wZjmZcsyoRq1vhlON8cbqIndhwBikcsED0UbTb5MAR5E9EDnW+Et6/N3qlpuW09xiTxWQrzvcavUbPcURxORyk+clJYQWsCic2HENiJzacRnBqyZ2i/NeogbjX6sRmK6Rp3kQB8CTMNyXPOGG9eNRi5Q3hEIWTE7Li/LPv2OnZdxfcmN2+y8rHeETbiUZObN9cvFNlVbnUiU2TC7D8xOWpehxn5fnCMUGXIY/I3qLHsVaeyMw2jTixkTfkZStEtuTEYUxlVCc2JJF00U3kxIazT89ObEt8hTyzC7jj8DN+yTaVBx0gs+uQeH8+dKZugckKW0cv/nH2U1E8to/+NZ3Iie1z7sQ28iJ1OrTXkqSl+QjhJR+UgepPbAUnNnSCHvO6gB0GObh+gdikHc3hjftuh1YfLT+W38KJbeyyu3IZ0KfqVMNaeEWhMEVxamGKxxYPHnrdZ/aDM9S/HL9Mnctw4jxuVaFj9HTxvTi5sdrdcpUZx1h3wEqhTmyTN2g5YPP/ftGvsuk/sVXrZt2W6fmX59yhZcnzvz5sfnaFKB7HMstbe7Tv1AW97H5C+f1YGO4zbrrK/ZqvX5zdIo+QW4Et6q/RTUeUwXVC7z/pSi072qMDzr5K6xFyUd6HL71d7cKcZ81pEZunLXrZCBzl5mgbxtEdPilz7IJ6ldfnoRdk+0+4JK/H6OzIJVs1zktGzMvbCZPRbNPqMijKkPhsEU09xe7eO2aq1oU8jw0aNGjwVIGGK26uo3NOacNo15y4ju9xnkcJJx6vVyqS9neEHBKeLWn2COfjFCN91i6N+B3HmcdtL5+9xwYTnraD87icXCan+D5UxEU2QgTdJ4jT4ZjyreLdicppGzydOEwax+K5nNXygjRutxTnx9IKKF1Uo5DP4Nepfvy+X8fP9VnSh2rtU1menYfLrHGFBgrnU5JJKNYLVAW/72Fi+erI00nDelqG6nKuRp/ojNhluEx1VE4PFGnG9+PwMaX342uO9qdzPuJ4MZ9UV8quBzhP51dHA8ee1b/ddyrHbUfdwsPDM+bbVv+liwIel/CtNl2gJvrgwIWITl2OmOJ8QYY29loEKvHw8/ReDn8QlSHwsF7/q8hljCl+VkonwPl6WE/e71VdK/xBcahEFKwDBtleo0Aep4pvKU8NBg+u4NyOUyojD16ChEsf+HVr4Gp0FbZeruc6elF1HrgUIdZtTNXoKb09CpOzvTxpntpRGd3lM4qfR6jm1zWcT0pdoB9R6pEzifLYArkXJ5jHqUE3YUrpVVF7tGWtqOHRUa4GDRo0aPBcQLu5wCqnIKdeUcUDaoedO3dWxqkjnKoGC84vTePpQL3INVBU8YQ2bdoUQhi41w7d2Fmn8qviEcf1c6cqtJOjQRmNE9szHIWpm7MSjmu+AtIHT1yrThMMtuEc8+3FW/U+DhkHnX21OtG4EwR8jJetgHbqhod01TBz0FmuzlWvP+TMfKs+nOC41ntDfpi9ccgZ2RuGnJm9dsg58vys7O0HnZodt/Ba5eV8Uyc2HEUKJyX7mMnl2G1ynLLxIQ37+2PM0Qo5SIc0cjmcRJY3BDn+8pBz9d7bDpqQHbvgOnUCMTnKTmw4pYxbFhx51PGq1YkNfR0ZnE0IQZhcTjlHhzio2XaiZSe2ODzhuLf2rr7sqEU3Zx8YP0vzgEMWukYed4jC4exjxy0rbeUID65xvnIntvGLtqpeGVzU7SM4BFJIPC3Pjb/O/mzELM3PH4wWPQ69QPVjeozKknO5/8YhU1SXOIRx7x0HnZwds/A6df6asv5edbpCBpzYWF1L8xkc7cgnRyf0zSpj5AmZPz65nRNbsb0mK7+p09fuJzQMaaAL7rG16JGLb9YtH5EPHRIH5yFsHOcjVgf85LHzVWe+yhbOTGgJx7vPTDKHT+KwchfpqywhH5Ync2JzO7Tyte1VXXeus1yfQyM7HCo2Kno1O9ykvMgriPOLPskvZYXzH3Igg4WNPvRVwOg6AY81SAgDD34d7/aDrRy/+o68/D5y3CrVBc/QEeWEoyv0hXO3aPiCZwS5wTOcDtURUMKPXnaP1gPKH160OVtFiWxtTJ3A9v7+yEXZzSKal0fBO8lnQGXaOSwOOmPr4ldJ24As+03epPXX45biywXlSj2cvvlhlZsypR6yzSn2hVMc9vDnQ2do2VDe2BS2Av+YeI4eyRs2x3afHMkvjmrUa5xbvR1EJ7QNrHxIfJx0sU8ta7G7XF7qcqjPyItMbF1LG4ij3FsOPl3rIvcbNGjQ4OkLb9vbUR2qwkakjWXFfYE+qkURLkbe/qbPa5l5uCS8ou5+NwjxatIt5NxTcLl5+0B+XUcGl6t72ap49UKdkITrKGAVT7mn4Z1Xf2igqOIZUZ6n9FkPKMUfTMTyBHJ5Y6pAcbuCRy/UJo0yPE6KqntV8Ph1fNohDp/ySakXVMTP9eH36lD3PNxv4ZNSr6iL1y0vj1/HpxNCvDr95Pd7gfOIqI5/DYokq3j0Az3HrZFReXSWqafkUp6V1AF5glVxe6EU4X4tf0fVvSp0EwYU4TTZHH4/oVy+GrR7rvcreJaoQRUKtSb6aqdvgT92YjzAKY7W6+RGzLNAXH4mn/Mth0Vunnv/r3ieytXAYfqsRaQ012Uv1IqQXn2AntBqB13kp026sb16ULcdP2+xcz2pTtfj5Ygu/FnMv45qER6m4dtRNVz+mGJU3WtFVXpOKfx+uhpqHSrDUN/DPIjLF4crha1CFMBO03ym1xIOG0mZp9cNGjRo0KBBgtQpKKZeUcWjk9NS6sTmK4zVrTQGgV778lWo4j0Y1E72OmrntNZJJ/2F67CKJ8QKajG411/EfHtFHDelGINhE881NE5sz3DkJi8fHziGrHsoUwcutp3Dqef6B21rShxVPjAeJxxbsYot7nx1IAAf5RWcdlhJ6VXDLtTw/3jG9uxmuce2kRCrcfm5E/whf4aDBQ4bOLSYjK1ObDhw4EwSf9jkH7ORHK8YfkH2ByOXZf/4w60d5cChCqqXw5xv/nXSuuA81N6JzZ2WjurRiS0N7/kD8EcmVsVa+bMsm7pll65Uhm5wqsGRDUcYyg+HMXVswglJEoyd2NiO0LfBNJ2Z00tpQKBvl+qR1bFwvPrD0StUj1vkHvpBT7Ee/TzVI+nidEVaC3Y8rrIhwz8fb9uJaj6DEw7nLgNHdImO0TWOOz07sQnHPJwOqpnzDjqkfFeJcGfftEsdsHCqIq6tlnaZOj1OXv+LYGcCkRH9t3dis9X1LE+2nehM7FDqA7bwgTMK/aXk+rpDCP1xzhE50R1puy1wXTixkd+fhLKudmIz2fhT2FInaHAgJ5yjt2tFqThoUX44M14uBuJOZ/se7U56F2YT1z9g8sTpO+TC5LeV89A5NqzOaaxkh73KKXXjVsnIGw+3bX7RNTazXZSLLJZHkOQzgPNSui3o07JFd7Qp1InPT9sSytvqqduiIpxQtpQJcahv5JetfJGXZ2df+RN1PsNJ81PSVpBPo/VK2DBEO/LRyddl7z75etUb9fbl37wi+8iUG3Wr1U9PWpsds+gmzStJY8/UaVb1Q/+fnnSV2ojZWqsTG+c8Q67F23+naeDE9qaDp6j8jRNbgwYNnr7wdl1I+1eBdLA8vkeYKnjcQLXX8HQ+kFxGVEYUL0ERPnneykQQ8xEqhUme9YQoXiFQCTW3BxGkH3SqhCzhXlx+uaxymVB3iHgqBX5puvl1RFHaoDVNf15HVUjuK1O5l8sRyHnk8vizRLb8fKAI/HomEUH/dgMJn+cj3OonytFdlgoioFNAHLc49/Cub9dzoPweYQgb3/e4cugKhDcUotm9MgvnGR1byFDwqUNV3HbUHi1ydiRDq5zl5wXiuO2oPyjiFfLYvRbZ9EZ0bCFDwacaxbMqHhFFjLrjByr4tFC3COErbNpOw/1OIHC7DLSgjqenlxLwY6/JpbyqqAM0MQmXthMp5c9T/k4pqsJ0onboJgywcK7HQpcev4YipUenKZMEFXxayNCWzXMQhT4SfVUoyi/9UR1ZqXdGHMcR3yvuF05rhYwFeMKYCbXCj04+llLm9+xEf/LXTi/xBJWH64Wq7KD1zsCQyhgfK8HDKEDVJJwH6UQ5ShdloIOqx84D+0xttIo6gTDd8HGqRlT/lVJU3SujKq2YYlQ9d6oDz9I6nlJ/6nwRNs07bQ8c63QS0EtiDRo0aNDgOQkclZw6OQl1gsfxLTI5po5QKTxOTDGqnkOdnOMc3To2VaXRC7VzXOMZ8vbHua2OUnSbzxQp31jGGO2egf6m3w6eVjtqMDA0TmzPGpjzFc5UrHz0wpEXZ380cnl28qod6oC0RB6wqhaOJGxzxwpJfKB4teWo57sfV8eISyQSznA4TbzjO2vU4codPCDSgrgH+TXEc4UwzPmKfDi9lFdi+4k6zli6/InC796Vy+Fy18nhMtTKIcj5Clqdhzo7sbF6UqtTmpDEITx6/7eJbZzYdHKlWFEMWXH4wcEMxxb0QDldKTf+6fjV6jzI6k8fO26J3vcMcP7ZiZcHJ7ZFufMVn4Umfx5UQJqmR5zlWCXP9YgTl+uLWK6zKl3ynAYenvBasu132cuHzcz2HrlEncSulweEy57AeYk0iSCxdgsXIRyhWHWPrReR+eOT1+cOY07AnNgKpygck8wZCQmEL4B/3+5chxB6JBzlSrmtEx2+/8Srcwc1nKYoH01H5EFXOAB91rcTHT4vm37TI5EtPq6rtalO+36necMO/2LodC2Ttx99aa0dus78nGc+CFCC3HA7VBlGXqSOfuq0J+kT3uKQb8u7ycafoIuuUI4PoecPn7BaHb7+bOS87MjLHlD9sLodcrAtJqvKsWKaOknphElIWmHX5Xok8i+9Kzgd9uV6IQ42jv29/VBzAiS/X5m6UW0ZPRGecP4Lwl5Buel2tSNmqSyjVvxC7zlfpxhuA+7E9sqh56sTm+X3CbVZ8gcfjhB683MnnlOXpv0k03aV/P3TD7aoM6PHhZenD3+2dX7FsFlqn7RtN8pDdT/tM9vEbgwmP3pET9Q76j3bib71oGYltgYNGjwzkLbBfh1TFarCVVEv6G+8FN3w6U867fj2h18vSPnXXdfd7xpJYI/fHypQ/74H8bPyc+vPdEIavxcaDPTCr+t0o0CV4WsZobNIb7XhBhdpMn7d7f3BhPNNjzGK9BN9DTaKhAYVdWzbJdfr/f7C+aXHGNyz+93pvwjfI/odMUGXfOqC1UavfTAwONt2NFA4j3Y842dVzx11z+O4dWFAu2eOTjyeafB8PNvyNZgo9NJ9O+PjQkr5BIrHF9KxNH7MxghAmafHA+nkC+Mo8K4cd4pQjhfS7COWjTcwbsEYBsS4DuNsSKLQ8b1WuZ4tQDNx+XQDj9Oid7nw8VMPU3reD8S8BoNfCrcNT8PTa0HtA4M/zoPoBXbtFOwosfNSnOhebG8epq18XSLmNRj8QBW//vLN62rEgIPzbgE3dQuOgCiOIeheajQ8qNvU8Xhc0+t8PB5ZUBnwheL8VsHDGQ/SL+JxVRevQYMGDRo0qEPsGNTtto116Ca8p1GVVtonr9tydE+iKr1eqSpv/aX+ItVlFeJ0Ypk7bfU6ULSTLU0rdqDr5BjZoHs0TmzPIvARwMDDGevuVWcbnDM+8K2Z2Y/k3lfn7FSHDZx69p92kzpkxKAqanWUDxsGMHDM2HesOe3goHL21XcGhwk+fiREn3x0QvrxGZNIkVMxqUQ8Po5SJzbuxc1Afi68+HhCjn3GTVfnq5IcBPT0+yQkVJJDCNcQ/VCzjy7lLX9I051vfMWvgTixcS92YkNn7sTGxxlpknb5Ay/iEQg+fDxOWn+/8nBnIlbyMvQF56vYiW27ymrpmHTwz9OQe65HyjPWozoQEdDLslSewkspuhbwFxlwXnNeuf4ERdp2JDy6GbniXnWawoEJ3XdyYvOVycwpyj60RYo8rMHyZ7KhQ4EEQJbvX/NY9mcj5quMfzH8fJXZdFThxDbyIl3RDt0rf8kvYTS86ATuZofna7lgM0V9EOQ6Esp1GOSKSWSMX3puh7kT29K7gh7L9cYoXBcPahCFVVj8PJrIQRvx/Y0Pq9MX7cG+R63MbpV7oy+8Tp0noQPP2aB2hdQ62FSCXVt5lZ3Y3A6Ip3ElLHp8QGj6lodUd9QnnMZGzrxBeWCfqmtB26zVgDS/sWR7cCJbmu1z9Ep1Moz55pAEuIdj3SoxgpcMn6/t5GuHTs+ufig41Un5IYfJDyryr4KabtEnKx3+xdBiO1Nsycrc82Q8SBvnvfd+e5nqjXbwxI2/zZ3/eA4Rx+JZPuBHG4TuKJ/9J1yiulN5GzRo0OBpDG/P2lGBor2tCteJcpQuClSG7RExjyo+nZ63Q7t4/eHXC+K0eyWDvROjG9WInsc8+kMFzG6qwlRRgcLe6lAVvxOl7/GBIObbC3VEFKgyXssNRyhnR204gz+uo25QFa9XGkw4v3ZHp24Qh29HBQZH/+3QEiZcVMX1e63Pino5mHB+7Y5O3SKOU0cF9oD+K28KonsepC5Y1f36B72iXO+dbTvKUbqoRhq3jlJUhYFAfEwJVN13SlH1PL0XUxmRvQwSqtKEQHrdDeI47ahBGYVeyvXDUejMvvEZM2D8h7ExxgM4QnzTcz92IuEb3/sSrbCxHcIQHh6MbTk/P2eMhPGqQsYC3IM/PJCLcR9+aHf0oi3ZwWevzcbMuC47atHN2Vnr78puFEbIBq96mZ7JsPJhfIh8QuiEe663qjzzHJ1QfhDx8/EjieDPKdu4vLsh+CFDMdZjMmIbPKO8/HlV+fYH8IEf+Xc5OGcsqpR/LuIb4TzNr+cZWd2+sUlsFl2RFnGqt8JMx0Or+XejV9L3fDjgS1m5PrvlV1UuoJDbzpGV9OCPvFCcfh183A+ZPc34HGonJ2EhdFyMZZpMEPy9vs+88X4dXzzo7CuVGA8/Suo/O/ZcJww8r8QhPzE8j64/qGT/iT3G4dEF6WMLXPMsDd+gQYMGDRp0Quw0FBMORLHjUJ3zUbf3Y75xOk5VqArnMvl1jDTNOtnqUBU+Tru/VJfnmPYU4L1p06ZwVSBNH0rlTB3yUvj9Bx54ILv/fnpeves8BryQocoRsMHgoXFiexaB6saHA6usvWzY7OwPRl+sW0ieK/Xxld9YrQ4WXE/YEG0TGOooBzstnKnGXHhtcKZalX3ohMuzzRKAD6IQRcDHRqDgsLFLiI8RwvkHnn301K/EFqPgbc5hxEEOnFNeMGZV9sET12Q3SHL1cnA0PfCR63Lw8aXh5Q88PzlpoE5sARInDe9ObKRNePLPRx1y5PHV2Um0kztAoSnbEnbBzkx5kN+/OqSTE1u8DWa8DSUwnZCmlyd5ge+HT1iTbZHHyKjhiai6i8meoUcfcHBeXzh3i5Yj+X394ct0NSn/0CWvhEUnkpXsyMvvU/t7wZhLNF9ss+gyq9wB3DOnqAW5c5zbKTJwjn5Uh/orPtGZbl2JHrkrepRrwlxwu9QBKVscfrB59Gb5NCc2nNLYKhJ50CW2yGCAygNPP5e0CY/NjJ5Z2CH6oz6gF+ULKvSHVFV2CHl+qZeeX8KRFw9jf4xXfq0n+UFRnBdh7Z7Jgox6LXaHpVFerLSIDZH+dCnUNx1uq7Dh2PbDdfF2w8YzRVFerfLrQf/a0XX4vUvv1a070Tvlc+rGX+uAi6ZDPeCgf03uKjhfgzmRnbPld9mrh8/QrTbZMvd7a+5R+0PfBS+hUF8p/4Nmb1P7hd457nytZ2Zbj+YyW2LxIFoKS59tj3HsRBc4saEbS9Pi5XHFRtARDn/oGft8w+GLsg2ibPhoONUfhLx2/wahNx82T22P8jpl1Y5koKhBgwYNniYoNXqdYO1kCT3F7wLObzB5xhgg7z0l1pOL4n3XMwaov8FAnPxgiLM7teueGBK3ol4o/H7d814QpaPyRdddoZfwvfCtwkDjD065FhB5XGfOND3WgMf1QTyf3eSXMN2EA3XhnEfV87r7VfBw3YYfKCQdVaIfBemxBjzuEKQCVfniXrf57TbcYKKDfN0qon8K6xp7hr3k25nWMR9oohr/qSjXDuhRLoIPVBUNQFrf7Doff5Fve8ZfFm9/LHvLwafr6v78mJBdCl4+Ym6273dWZR+dfF328ckbsy+ee302YcOvs1uEBWMANhZTQLflC+MZjKG862sn6Q/5GD+DL6Sr7Qv/dxx0so5v2XiIjbMYbGyDMSqef2PJTh0H4keVjNH4j+Ygxh3+fNgcHTdZLwIxnmP8nsmwssrtP5QPq96/62snKy3e/jtzVJJnhCnKwcqWezxfufW+7E1DTs/eOOSM7Lj5m7TMDH3h+f3ZWw+eqONElBNj9IyBGc3RIz/e5cj4OMS4GuX4X6csysdMGfWB3yVbH5S0pmSvP+TM7KunLNDysDGrNjs5KOy6GpYfypXxM+Tlx5n8yPOf/nuGjv3mtgyKhAxh/N3z+5aDJuj4K/nFDjl+ZMqN2cenXK9jh2OX3ZUds+aebN1DZsPYobEr5AZFEpa3nL/UoVcMD/xFX4U+50p9mqc7Tfyp6tHuEY446Mp5ciTdOn4e18vIz9lF4YunLlU9Ka90/JJrHUt+XMek513/M7WPtx48QfXo6ZcQbnKgvJGnKm9ccx/dqn6lXnLPaG720uHz9Zxy+8JpK4r0xDaA13fmgt5zlP2glvki6jvEudX5xZreB09cq2OqNz1gca0OWBnBN9af2v+CjaXxzNxmgo54duk9WfbOcTN0juM9B34v23jnb7PHCRRk1PCRHdh1gwYNGjRo0IrUWSimwVz9qop/TFWoCtfOiW1PIE57oNRulbY9BXhXlWOafh3FMqfw+ziwuRPbQOD8UsKxrcHgoXFie5ZA+/52qh9o+0+7JXd0esfJN6tzB9d8NPxEnvPRYY5AnJQ/EPjg4Pnld2fZK4fPVCcP+LB6EFs18rHJBxbV3Ik0uYdzyDXyQfq9BTdkJ120Th0tjHeVE9vt5jxWCRv4cTleMezC7IWjVuigDB9drJrER5jLAW+XhXusxLRRvpRcDj4iY/20c2LjAzl2SlMntsU31zixtTq9MfgTbycKv5Mvuio7/ZKbVXfcJ188Iy5HZOMez7+5ZLvoiAGkpdl+8XaiAnNiW5OX7fhFWzU/+rjSia1cnnz48oH6JyMWZH/37SW5HmP9xXokvWt+nWXfXbg5O3H+BpUXXbLylK3GZtuewguHpIU7d2eLdjyRzdth+fiHIxdqmjhHuQ1+cuLVytvLw8E9K5fUic2cwE65aG02+ZKbVCau0SufxOjPibzCZ/Sye5QHjkJszxoPNBCGPLOlpTvivfWweRn+3egBm+UI/VwUh+7I82V37Za8XKj6g+97j1qSXSn6Q546/bkdHiP6i+0Q4nnqxKb5jQeh9E/0EZ8/yA+K+BwUwYhbdmLjHJm/fA6r3i3QsnnnqTepLqhjDGLy3O2yDi4/dliWX0olimje7FavsO+RF24W/S1S28GGpt70mDm/CQiZR2WQtgJlmczB8ccS9F1jz9NV1X5v7GrlywAN+fDyoN6RDvdwWsQuXzR6hW2pKvWVMrQU48Eo0OrEFj8jz7Nvz7JX6aBx7MRmKMUV3SAv2wYzOLn3yGVaJ/75+EvUKZJ48ENWZEYm6t+HTlyjZUVdw1a3S+FQF2OZGjRo0OBpgVKjB+w9pOTP9Hl0XykgDhOHq7rn9xV+L0FVnAEh5hNTirr7ZeTiK0Kc8s0nGS53QrU6tGtXs1PXaOHbK0WIE24RpCK8oCWYoHwdp9UPqkqgLTxuiohnXRhPq6v0Ag8N24ZnLXoJ3x/+jjhuD5TooWu1dERFWpAn0CGhlsd6UcEvp4CWiMnztqjgV7oX33d0eb9W/j2FqrSEXD8teiqj9nEpbgX/nBzpdTsMND6IeXQTr0O4WkUkqAvXci+k1y3fgPrgqfzpdR08XAfSRDn3o1MdwnMXuBQ/RvleHnSPIZHLrxM56lAvX8qje57PSQQlFro0fTGuoGMLffb9P2unjWkyBvL8Mat0DMYdRxgPYEwIRzLGKNgBgLE7xgVsfML1L8fd5tDEOBMOMvDYa+xVOS8/f9MhP9CxWcYM0vEN5GE84T8mXKLjsu60BiEfBA9k9B85vv7gH2bHLLxBx8qe2TBdolfVx+5dOkbHjxL/cuhU/aEn59yrHl+1suU5jm84ajEWxngS4zemY/txMo6LlCc/RHTiB+KuV8jvMY7FNWOm6JuxZcbOTEZzilq44zEdv2bM6d8mXKpjmipbSU6TEZgswK4rIfZJOMr1ghseyOVFnlcPvSC77kGzF5PDTyLstm8Az+8rhkX5HXWx2pGPGSM3Nv7yYTNV1yNmbs6WbXtYx77MTgsUydjYqOv7FSNmZy8YfWmeRqFL162RP2OsF+ezfDxY4OWHsyKyoHMLH+RWKsrICec29M54ouqaH6aHc+ftshKG/L105NzsVcPO07Iq8hQh3IQH5Y2syPzCMStVniL9IBd5D/nnHuUEkYe9R6/M/nTkwuwzky7XcUVjbeOw1Hd2c6BMGfd1e6Nc/njUslDfLT2eIQM/PsZZkvJhbNj+FvaP/nCmwyZL9i/2ShjVUWivcMx937fMIQ8bOWnV7RrewsT2WthvgwYNGjRoUAecj6och5x6QdUqXDhQQVW8U4oRrwpW5Ujl1+l9MJDVwDqhjveOHTvyvDqxNedgo5u8pbpJ9ROjKizk+kf3KdKwTlWokze9X8UP8rKPsSfL97mAxontGY+iw69VQT4SGOzAoYgPir3l4+t5Y65Q4mOYLQP5gNOPkMiJLQa3WNabjxU+RnC2YGCFj08+anGoGLvsnmzcsp/qikJ6FPr8tC3ZG45YoIMzf3XIVIl7q/KwJHpzYiOOyiF/cTwZv/hH2auH2XaYDK6QN1aHw1nJ04dwpGGVsDcebnLwcUxceJgc5hjiTmx8iBJP5RDdkSIfWe6U5h/d6IEw+pGFzl1A0SGx+OD8D/mgRTY+BMm7f5QxIMA1W4Pi7HXkZQ9k18k9nAkZfOKDlvS4Pkf+vP6IJaojPhp9RSxko0z4GHYnNga6WImN/GjewgBELqNqz6/NgYdlwnHwgT9yoscPnni5lie6Uz1SpkKfP/em7E2HLdBfevExfeSSrSoL/PgoxrEPJ0cf6PJyhSdOShDXfKi+/JuXqW5wxPn0pKtU5hTwLMplgcrjg2SE/+7CLWpXf3vUiuzoy36Z6xCdoH/0yDWrsP3FN8yZkEGoKet+Yc5VWm42CML1yat2qGwMAhD27UdfqnrAwem/L38o+/I512QHnDJX06aMiYP+GIQgr9gi+eNXaq4/1WGoE9SH3A5FjvELfxzkMJDf2ImNOJSRyxiXI9Ay5o+edIkQNo8W5f+MdT/T/D9vzGXZ88deroNMlM/Bs20AAuTxIvi1y2/lZduJ1snv1+gRW//fx+FIeZHaMTq6RAqvVL8E+m4P5KcGe26w+kd+Tl25TQdEaPOwNQbI/jGUzeHL7tSy4Rz7QWbKnPz/y3Erstt3mWxFGimKcigg11L/sVFbiW169uIRC9WJzey7mNRX6IXJy3O26PCBbK87B8zZkdsQbdsBs3dq/XPnWOz//M2/0fzWy9qgQYMGz2CUGs4BYLD4NKjEs069bTLz5Oazqr8RIVL84Mjl6bVJcwBwcQdH1mrsSd45+puJJB6r9LWs1NcG/U3W4fH7z6PVNgbOsx/ob4JJvKeP/lO9tuq5E7qTqwPfauF6wgCjV2IQxHp6Y4AZ3NP62dP8n3UIysr1pg4ZkRPb7kfVCWjmbebExnc/YxGMyTHGxrc+9xlnZXwEBxLC4MjGj9mIW67H9iNaxmLefeCxOjblY6SMK/zRCOPNM8Iw9sD4DEAexjoZN/vn41fZeMzIpXKcqyvT4+TCuCVjXp88dn72hiFn6HgJ8nBkRwgfJ3rmwnSJLqy8zImN8qE8WMmKc+51cmLDiQe9MM7u479mDubE5k5nOBwxzkYZUza+ap4R17byGcRzVrb66ikXRboO/LY/npfZ5yauKTlTFXKajMBkAZH9hB+K+jae5JE7jNGNnHmD5oXxQYi0Tlx9h8phFiR8CqYBNuZl+ngsY1UwxhUZz8WuyeNrJE+c8+wlw+erPWGvjIOSX+YusNXCkS2Wt3BiM/5z1NEKOZ0/5ea6dD3a/ek6DsvqesW8hOkJfou2PaKrtuG8VfAL5TNMeAq5TXDvTQdPKa+AFzmxUa8YC6VubRX678t/rQ6OfzB6ua70xv1cdS06NB7omdUVmcOw/BR5QzbGN93JjLKxcXoPY+0JtvOlUxfm8x+UG7odMufHYotztO1Bh7QvrNjGPAd04NSrsw+On6XxKRMfT/3CaZeobZA/a0di+zf7Nvu3MWTVS9TeUKaM1X/h3Bt15UnyMXTWzbkOkVHVoX9SuzWk1w0aNGjQoAGIncTi85j66zhUxQsC7uxV9Ryqeu6I7zlVOTw9GXiynKq6TaeuDKEqpGHi+CnSLUdj6g9iZ7mUn1OMxoFt4Gic2J7xSDr68sHAB8bNcptBh5eOWqwfZaw4xIfNzBt/pQ4Q+nERfxy2oFhh7Hj5cDXHHbYetEEXPpp8mW1WMtKPF/nIYQCF53xA+ZaaChGQjxocmPiY40MMB6z8uSNkpKjahRzHXYocFwQHLkvH5XDiw5h75hiCHNP1gypOBzk+O3Gt/ooLfiyhb8/to8wHhf7zNPlwkw8y+LESGWFyvSGgkjmleHjCooujF23JnXJwclHnsUOm6UcyH418mH7suGXqKIcevrXox7rqGh91xOfDcfiFN2q+9RMwDKDwAbj/hBXKg0EQHGHIjyKEMd1RtpETTZDTyvNO/QUWA1yUpztRka7rUctT8s4ACQMulBd6dKcyL5MRM28ItmErmhm/xdkfjmS1skXZ2w6blX3jit9mX1n5mKYDX5y1cpkjeLmQLxz4vrl4p34cA3SJExty+wADOsQBCR3iYIce/+X4ZTrYQBj4sIUqcupHd9AJQP4dopB3HDpD7QjZ+VB3PXAP26BM0Tk6pCw5P271XfqM/KAf8uvxYkIGrw9/KTpCf+bEZjLw4c6WppZfs0N/npYjsHL0ky4RhbUXpvFCHzskQ+gQGfVXeFKv0N20LQ+Fco7lAJEcAsqLX/khP+VxxJLbTX6xNXSV15WYj9goA7Fb5IJV+mgz0NV7x56ZbZUIRTl5eP5Uy2GwZ6SFPrEZZCEvOKBSPpQDaVD3KAvKi+fUIeyHttIHh8vpxLB8FAjXkldsdP6O3dlfDfmh6uJT0saZfSf89MTuFfXnJpNX5MQGkdXqoLRrIxcW8spz6sSU9fdqPolfI2iDBg0aPM3g7aVdGbw99fvhGFOC6tuBd1sqo4Z9A4cqJ9KfKyymfqMN3/xZQNW9ASOkW4VYFqeAilst1/2T1ePE8eJ7NVROOEfN7Tao4N0zdYbrqlK+noRuTa+Sd0eekfzdpp8moucRH0fpviCJ150TlcePw8X34vvt4cmbCP3hUQ4b8zOeTxI6JFj7OHnwVDqxlfmkZZBet0crvzp04Ns9o0oMMHot9hTfOnRKb9DlGSDDQZcnwZ7m/6xDUFautwonNsYLcIzie54xiXFXPq4/gluw43G9f8yae3Uc48DZO/Tbn3EBfpzHzgY2Tmn1WNPYvVvH9R4SYntJfsD5xXl36WpKjJEevvZR5XnxrQ+Ux30lMmMIjFMwVsl4A84wjF/wI8Zb5DnjEzyHGN9k9aSTrnkke/Nh8zTcpyet1bGIZzZMl+jFyqtwYnPHoRmiUx2HDOOrpkNQlC3PceJh7Ibx0vhHzIDnOLExvsNY2/tPujKb/hP78eO8nbsL2iHXUHRNvA13PZaPvSIE/OZv3yXp2RgtP2zuyolN/9i1Ic3/o2pP/Bj4H46cr+Nzr/mfG9TxDtn/bcIa/eF17MRURuLUNFzsauSK7Etz71TbZAePuUJsTXn4kp+qjb/5iPmqs71H2/a1rxx6fjZ9y0OqP1IopRE5sblTIHHgf74IDW92A0FvnKNDxuZcn/N39GUrtv5G4xtanbCoby4vPIhD3LmBl/Mj/IY7H9VyyXUdxtmppyfM36Arte17tP04mPFIVkhjN4+SE1sFPI/IuoD0g11wjkznUc/n/FTzTvl/44pH1GYJ4/JetL1PHR2vFtuhvJARWXG2ZMxx75FLtB7zo/qfyn3qMuPsXt+R8VaJdM6W32UfnbIpe80h52T/X9g+VccfNaep/V+kY5aMdef2H9pA4sCX+aSXDZ+ptvWR4y/JbpFAbk84U2qZq3Kqx2PT6wYNGjRo0CAGDkPtnMpi0I/u5FBUxcOdlmLUhYkp3rIyfeZUFY/8PNnYk45WMe92eYx1EFMd/PmmTZtK4SGHX6d67g/IR8wjpaei3J4raJzYnvGwDzyaAm0Q5EOAjwA+SA4/74rsDUPOVMcffoH092POyD9AtOmI2qboNAcfIHxcwIsBlo8dt0Sdq+xDZUGGEw8fLJy7Ew8Oaq895OxsyFmX5x9PJpytlvSfpyzL3jhkSva2gyboVp/5h3kbEN0HXPiIw/mLPPGBzIe1yWCUy4GjmOR5yFlrs3V37zI5ApCDjzF+SfXWgyfqVo/utAOhPz7mvnbyXF09DR2etGCjfqiZnvhY5SB/gsMO4Vm16/WHnKnOgyfM36g8CYLsa+/q018x4TTEBySDUkYXqgMT+eHIwNY7D52pDluUVZ5m+HhHBwecfJH+Qgr5T1xwTXB8EuigQgivMuonpAFR5eB65EP8Y8eZYyP6cj1amS7InYtYVY3Vnw4+e62WJ/GdF44/8GJZd7bmfMdhs7PXDZ2m4f/hyEX6S74bRTEMiAxbcZ+mwUdzsQKf2a5CGJKP/zplSVQuNwTnIrPD9Xc+pg5rOEiiK3gZmQ4h9ImN4pyG4yAfzcQ1TVj5AuQnvTX3ZOo8iL3g2ES+IQYPKRN+xYb9uybJv9WHYIeSVqw/I9GfXOd2KGXu+jM7NBkY6Pii2CH14S0Hn66OkpQ3z5EPsj+FzMWDgQEWlMGhMzaozaI79Pq+0ZN18MLKObYnEMkhUPlPW6zys5UFNqvyB1uNdc61xpP6wpG4bJHx7rHnir2cpe3B/sdM0+1bnb/B4ncDdEt5s1IZ5U9blJfL8Pn5Ob9AJE0cH3FkLAaheoXJho0u3/6w/moSXXzh1GWhTpb1FWeMU+JRx49eeLO2VWpHw+eZ/YgtIisy0ya8f/w8HZyivlE2ZR01aNCgwVMP2qXWtknaQd4lKYVBcD3qQLcfAwVG7ds6wgV+7Uh5doMo/ThOnrHomfav5H3Wr4/8hP9ThFj2/FzzSv4q9JiTy5+SPNK/rTD+EiblU5lWxb3Avz2IV7zNW8sGHoG/njs5wnV/0o3j+XVHEMbjSL8plzfhxyoPfp6TpxGTQYvQTmuRlwfUwrsHQv4obYPLE5MED6TQk/BMy5vr6HklCO/pQVVwflC4xbHEmGdRHuKwCapuq+6UZ+CTl49ce3lClbrpBol8yiNNy+632rg8CmTxYnAd4kY8gMZJeRWMGjRo0KBBBfImMpwUzaa12/RItFcSObExdsS4y7Sf2LiFj6cxvsSYBD+YnHwLK7bNyl4+Yp46jfEcFPwNnMMXByN+TPiSEYt17ACnIR9HpKXP48gJ934sQu077lwb+5Lwk9b/SsMzfoE8jDVAjK0gE+kT5xPHLsy+eOry4FT3TIa9+ygb1U1UPraqVXklNj3oX1CULc9xDqp04hGgS5x8GNvhx7L/d8KlueMQunZCx/G13yM+5efykt7CnU9oepQdK7ExbqfpDdCJjbJeIsanK34NvyD7yspHs4/O+Jk6XDIevlmemz6KvkOBVqcmxlKxSWyTMUfyg924rbPNLXb3d99epHmB+PHzxfeEdIQnspl8dq753/GY/oAefX996R3KB748Q2+cu/5SXXq5pPIyp4C834jkdX4uu/PjSN1ACzk/sRGucShkTJOxZN+OlOPzxl6qY9TdOLHBx+sdeYGQnSN5ZccQ8o6OvZ7zLJYRIo7nk3Zm9MxrNQ502vr7tZ0hPOlBXt8hT4/8LN/22+x705bpNeGs7Mv2T36RiQUMHpB7cThkWXqv2BU/Mpdwbzr8omyVKIL7pr+onBs0aNCgQYN+wp2HUocipypUjaU4ul1dq+p5SnVObLFD1dPFie3JQrs8xjqIqQ7+vKr8Hel9p/6iipdT48S259A4sT3j0foRSTPMBwgfiDgQsZy1fOPohwgfG3kzHbXX9U138csiPur4CGG7u0+evk63EoTYAvJTk9bp/QslwS0Sjg8qPoz040SZ2zadfLwhEx9h7mBUiRaB7GMplYN0TY6NJTlm3JZlm4VHSY4A0uTDjUEE5CAMH26mS0uHjzf0h95uF+IDljAmVtA5F0IcCE9+PDyvJ/t4tLT5UEP/K0TuH968W7cLRFZkdvriuddn37nsXpWb+KRXyF18vJMOOkR+whU6bLWFVhROeuhxucjDx7DpcaPq8lOTRZ6JV5f06B+6OOV5npENXtwnb+Sb/EPI5nEo849Ovk4/bhkY4deH6MM/cRXCMLYP4hflYml5OrEOS3Yo5yxTjg63SNbRk8cHyGw6Mb2QOnKgh1M2/lrjsooWfNhKlZXRVmx7MLIfi8u522Gl/k7foPpjxTl+xRnrr+CTZY8IVefXnheIr+XcMjJgoG/SJH3aiB1CLmehqxh27clj3y4/RFyT35zYYjE5d9sBXp7UP9KN2ycNl4M0UzkqEOK4bWOLbEtw8Kxb8/ql5TptS3b0Zb/I1kvi5L22/eka9gtD6iHyoweOxjeRu5Qvu/S42MgpGx9SeT8x6ercng+afWt29k27VE/kK6oxDRo0aPC0Am1a0szpNe0WbR3tIu8NjjHxzImwvB9SPilSvnXE8154IR/9Atpb2mb6gZzzzuc+7yiXk3ideFejy/faU4BOeuW+E+GgbsurjqcTuq+zD9d3FVxmwlI+lJWXHcS5lyH9DtKAZ5Xc3PN087zlDl/ViNP3eHWyOjyO64Qj9yDSjJ+lxH2IMFA3+q+CywDPKr13Q8hR6KiQn/vwRN9V5RGXBTK0k58+oee1G57IVckz3ODAlLTLT9h2OqxzFCMe8WM+kOvG+YJcP20GSoHzdZ4QPKA0vXacqlYacz26fC5zLZ/2ojZo0KDBcx40k9pUhvYyvw79PG+/cTCifxKv9MU57zRfBQvK+ux8u9DffXuJ/sCNMQzec6DgL9ALS4N3IA5U7IKAQ86ibeaUVchSACeTby7ZmrGTAg5sw1f8UsdECJvLG+SP00NWxjjOv3Kbyf2MhumEvGr++unEhh7aObHxrnUnNnY+YOvGyvHvgrkhXHMw+cpOXKQ3ICc2vY7zv0u/ccZf/oD+CJQfe5750yw7fO0u/VEvxDiVjt+2cWJrqw91nufEQB+EZ4yB/eOJa1VHODmxEhw6ymUDpfwX27eOX/hjrRuWZ8m/BCqSiPKv57HMsbzmxEbdGb/wlrK8HPxPwVjOLcVcxtiJ7eBT9UfMlDdltPfoperI5k5sFtOQs9U/ZflcRntuY6vohZ1H0C9pIDs6MZ5FHvM0QtvCOOIHxs9Rnb3z6NV6XfQj43Qddo8w6Ig0sNkivMnGfStvW4kQJzb0Z5qzOFvlAudEwrxK6hXjs3EdAfSNjXeDBg0aNGjQf1Q5FMXUC3A6S+Pj2OZwx7T4WdX5zp3MdlaDZx6uG3omoyo/Tg4fK6sK49QOcbiqVdn8vju7dYt0DI+4lHGdo2ODPYfGie3ZhqhuccoHAh8SHKH+fCB4HOLzIeOTB3xIpRMIfMzwwdOaVvFR5VR2VgngXgchXQ4+pEnXZWgnR8qS63bPnFzWFsSBOISPL9d1uJ2DvHKfjzlkiydIY9l9AiaWLeblH+cuV/ysGvahWZCBeMjqeiT9qvLkeTlPxoN7yAmh5ziMy0dc+ODoxUAGv0BklTq2JeBZOpgBPF8QPOPHzpf0qiaxIPRKflyHnQBP50fcuvwbRHCJ4C8w+JOO22Fv9aHIjxPXaZg9jVQGl6MbVMWNba0TH4/vtgN1m3YBT68AfNA5W2zEZerlEttH7+lVI9ZFiWcXCbi83i7E8nKNbXpdGCx5GzRo0ODJAG0bbRlO3zhru9M2A+jcY8AfB2gm0CDaaNrC0ntXkLZ9zpf4Md+YSAOevMer207jTRtMmoRlexN+2X7E0p3qVPzFc29Uh36c2qfe9Fi2Xl4gyNu/90jr++rpBvJUVV6uz7i86PNQXrxrKQ+DvPtDfzgGZUD4Kr4pkU58zqQP70K1iRJjS4v7lAeyrZTAbFd02NKfZJ+edFV20OxtWn6sBsF9tuOBJ7J4GTpLypL3LXw8DNf2rWIWWSRvZck1PJCPOBDnBd/W8uY++qKPiB6J4z8C4Bk/cECvyJHqH/2hj1j/sS0qdEUwS7eQ15D2X5EVnjj+ezp15PmL7yE38no68KUuYUM8n7OjL5QHPzq6Sn8s4vXpnJse1vyRh6KOtuoLnjyHJ+lThmy7ZmW8VusoP2phBY1pWx7WdAnrNlnooJgERXeeHy/nuvSrgO6Ih+7gQVmRJvdcN1yTVsy3kMXO42vg7ZrzpayRzdsnrz/oHZ1Uw8q/4G9pIzO6jnlgg2o3ajMhvP6J9WD8GjRo0KBBGXk7a41tcR3aTdpXbWNbnNjO03PaZRxNaPu1l9FHi2/v5H8+flX2iuFz5b15k7bd3g6HpEJilgbPj1z0Ix1vw8HFnVtyWcKgK39p+99z1Ap1aGEl+OvlWt8nu1MnqOhHicFpBzmR2bg9k2G6JFeWv6h8hp2bOxlyT1dAFRR5lrhyQVz05k5bLx6xsHIlNpzOKJfYiU37JyUlmjw5wrM4Tc6RZ9FOthMdZCc2eYZc7zvpanVGes/Yqdmtcr1aOnjsSPJnYocHyMdRbIdlxE5hbZzYKuJi8VtEiHccer6OFRP3zKvv1vt5Xiqc2JCTXTfoM1m4uJxIx9JKrw1led2JzeXVOKkTWxzfmPpBw3JOn/qki9bp7hT0c0cvu1edxthSlN1D8rIKII7y0D9l+VxGe546sS2ocWIzmfN4fY+oVpg+Z+cN6vx+k69TPg40S1iaCI3TFUw20lb9JeUBeE7fGBv1dgknN557/7xBgwYNGjQYbFQ5FaXORr2COD6O5oj5QThG9WcFLndk85XYqlZki+mpRKqDdqiSPSbPJ2VThzi8l2EnxHFSinXr6DVPdY5rEGUJ9cKzQW9onNieLaCOlOqJfMjwyzH5eMmeEOK4+1Gh4gOym4plISR8n3xuaHzhGX+EerpKhON5lE6eBOHlHs+ekE8e5+V8HM7LkZ7DV9OI5Uh4cJ3LQRqRvMDl7JPnSoSx55Yc50LERXePIy+yc08D2DE+9/TQs+q64KnQ+KRJuOiZ81CENJUKmYukeB7CaDrkrxyuFTyLCcjR5YjSyuO7d6HqKejI05HwPGXS7MIrbs5WbP2NbhnKBymTIQw4QJyzVePk9b/I3n7oLB2U+KMRC7ODzr5SP5zhVtKngmtJS+2jSofIg7zIE+RO4ysP7nve7Ek1Qlg+7/WoUgUEXjlPPsU5B1xLWGRReUgvPBIU9YpwyBrJm/MA4XluM4SzYQhFW9kHA6RPHiTtJx4yW+e6pAdBrRyR/HkeiU8eLZ+lqKUL4qK3JP8hXvco0srPlW8sSwT02+55v0Ca8PO8MCQW+JLntuXYSV6e+XM5yvO27Bo0aNDgaQLehfQHvnrKRbpFOE7sfzWULdfP1C3R2X6ZX4b/24RLs/+YcInS6Bkbsxmb78+3eqbVq2rzGDg/bsGG7B0HnWR8D2Hr9zOUGKiH4P/uA4/VSYXozarwppnWmj4JEwH7S/rEY6unlw+bqYPyDLpzZLKArZ3ZLp3tlM5Y97NsuwgHb2TsDrTvSRv/NAN9u6+esiAvL7YQQiecU2bvP3JO9u8T1+jW7uhr7Ixr8vIibl15uR285aAJ2esP/kHEt6DiOpSjhCHNdxx0sm7RT5k7cw6UKfeYkP2hlMcHx8/SCVlWO2DbcMouLj+IsoXngVOvzk5etTPb/IDZAPyQfcl1t2l6bJH+7gO/p7y1fPX9G+fNypK7THjt/13he7DZ9dgzlkV2YeWdfm+hj7k3/Dzb52snZm85GDs9XvNCKOIe9P3ZWgbo4A1Kphe2Fv+3Sab//zjtYp0wYrJszd2mB+LSk0I35RTLMiAb5XXI9y/QdNj23nQ+WcvB0rVyKMqmuOZIXvcVuUnTOaPLS7Y+mA056/Jsn3HTRd/TdeKOMmCFDYhz7lEW7xx3fnbUopvVfjz/hZTW34Hn6lvvU56EZ3LZeeZlPPyi7M+HzcleM+x8DcNE5O3SbfI2RCFliF5+Jgw/e8Rp2dsPOlXL+R9GTc5ulQekU6qfKojJYDLZOfqlzfjP05ZL2Z2uW0fRzqze8ZDyRZ/o5n0jT9cVKNS+kvLnmjveo+Mvk3p8S7FVm/GdmP2vA76X3XDHA9nPJNFPHzHJbFPs5e/HnFHSWSpn6Vq+neCNfXzp1IXCe6LIOCH7+69+J9t452+tbRTdFOH5E+xW/xq/Bg0aNGhQRrndjK5Du0n7qm1sX9mJjfffhbdbG077y3sF8nNWYuNdy4pgx6z5hb6vK/sh0r7Dn34I773YiY13j6YdteG8C677daZOSWyf+JWpG9WxxvLwqB7TOHl+SF9lsPvPbFgeyKvl3cqHHRTciY1z+hDkmXDk3MNDXPPcV0ZrcdoSUAYLtj+qz/5w1HLtN+OQrv0CIcJVkafh58jLERktvbmD4sQGOCUv9Ffg+8ciK/0t/yHFJ45dLPcXZH992MI8rSh6QNkprFIfaj+cBIQxOW4xbjxty0OaJ/REHx09IZfFK/IfO03h0JWHCzJwTljIrznGSXvYnJ/0IZHXnbAsXYvncWNy5OdaLyz/1FUIudjpgpUU/2jkUv2u3PNObMYjj9dnK7HhFEt7ghPb+0+8WsvW9QQ4+jnQPqsxkCNEaCmDvC9b1h/bu+rKeJH+KFMc+V45fKY++/AJa4pvqgYNGjRo0GAPIV0hrY66RTqO46jiCfWKdk5ROF1VOV454rBpmDq5U6Thuo2Xwh24qmTqRHWAX7stQqvQTp8D2eazSo6U2qG/em1QRuPE9iwF1cNX/3LiXlxtuqlEHsbjQlW8QBymDjyri98tiOe/Fqqjujw74rA9PVcHL/tATMGTON0YziclUHe/DEuT8uC5p9MtUr5+HfOqeu7IP3TDABcf4V847RJdXp6BCj7M33fSldl+kzfpL7z+ZfKNOsDAQAS/PuPjnaXEb5AvWh+4KSUQwK2YYqTPuqFu0J94VXGqKNYtpIgu0jBPNlyUSjm7gMdN4/l1dRtjgyAeprf8Uw+iybkcdh/4s25osNBfvmm8unatP2XToEGDBk8F4raLwWxWS2Jy4PdHX5I9f8ylSmyt8nujV+q9PxglJP0E7yvQp8D5nVW18smEqH0HOM58c8l2dWaBx15jL9PjC0ZdnP3e2DWaxgtHrcheO/Rc7a/kfZjwrqBNZfAdR7TPTFyrE3r0V+CB0z2Te8jhEzH2bJXS3pKGy3jS6p02ySU8Pc8Gk9dQvJ+ezijK66q8vJ43RvQ6Zo2Wl+W/KC/04OX1N+NmtJRXrA/ny+QY8XM7GG22wNHvkQ73NG1Jj4kaJkIoc9claTBBgvMWW26xgkLc3+RHE8iF0xRlybO91d4sD1wzqYKjI5NC2AM8sYdXDbtAJ9KYxGTVL+zEJ6iK8gV92p9ldWGcvMgD/PcdO11Xu9IJ6VDuZbvo07ywchj2+5IRi3WSi0kv5MBeceykDJ4vOoh1D6F3bJQ8QOSP/vZ7jlqmemIi0nl5+imQzR2xiL/X2LXGf8zF2fPHrVHdW7rlOhvTC8esFB2dp5NS3kdhsvKzE9eI7udKWVh9chmZcHzxiPlqA6xIQlq+6sZHjl+Rbdtl3wcqtxrP41omyPmFU5dpONIl/8R3npSj11HKnzQJu99xS7IfCzMtv6B3eHN92T3mSEA5E5ft25lw5Ln/jieOY6W/S8+R57jVd4VvnKVqL9+Qtgg9XCH2yDWyMMmIzRcTrILAW7NnpwJLA92duPoOlR294DQ7ftFWLUtkpn7hRGv5XiR6vlztTHnv3pV/87vc8Pdr6sp3LrtXtwkjz9gdzoPUSw0TJkhVpug7V68DvwYNGjRoUEbeblpjWVyHdpP2VdvYyIkNBzbeE9N/UvwQgn4kbT3vQN4lx1/zhL5f3zvm7OxaacAfkXveDykgaewunOlxGOL9yjsEx5L8fQpCG086M258UPu8vMP4sWnsZMSbQ18BRUYU8XhO8Y58BiPkgXzraXBii50Mz7vdyocw6JLnHN3hkGuez9+xO3vJ8Pn6Xh6/2Faacr0T3lZiYzvR5dq3w4GIsoYHz2Oe6TVOh8bL3umkOShObCDcIzzy8OMc+lPYz9lX36l5o79z1IKbtD+DvSzZ9juVwfNXwPgguzuZwcud2KyfIn81Tc6LA/F4Tj72OXql6pEfSuB4hQ78R56EI+3Yie2bi3dqPO6jK9LnvEqfPPfkq/i9VPT530t3aP1zfs7D+XEPaeJsWN1I6rvUS8L7SmTUS/pdeVkFaHw/UR6Ogp89T53YytuJWhiLA/I0xCY4J13/rqBcZomdwysvl5Ce/WjW9O2At1OBQn9LdjyavVRkgS/9SvhS5tgpeuWbbJ9x52cbxchof5xP9Rhx/f0GDRo0aNCgG3TjxNZu9a9O8PdUFV+oV1TxqKMU3YR5stAfJzZ30KtDf5zY0rAxPZVObA0GB40T27MUNKt8XPBZwqcIR/8Q6u3TwD5inJ9TysP51j0H/txlqQtXiRAwTcMJ+LmnEacTw8PE5DwcXDsPqPy8+LBzVKUbx3F+nh4DQNzj/afHQP7crwuUy6Farnqk/JxPTPHz+B5Hlz12Yvvcaav1I5pJJZ/8YuIF8okkJt6YcHnboXN0mx8mUuJ0YrSTiWP63O91CtMOPPeJH48fUx14FqcRh/dznnk5lWThJIwApmGeTKQytshZYecx4vgc47gcCz4pisntOP1y2nVApqIuFChkdb7Oz8P5efp8MOA21H0+DIRL9edx/dyf9cK3QYMGDZ4qeNsF4cCBczv9gb3GrM32GnuF9hHoF0BMwjDAzeSO9x1wQuPeXx18tq6wpYPeYbDA20D6EkyOqCOKhMWJba+xVxmNWaOOUgzWsyKSO5FYXHv/wBNnn48fu1gH3unHkDYyvf6IJSrz2GX3CN2V7T/tlmyfb1+SvWzYHH3uTlzE+/SEK3Six/m6fPE7yc7j66cv0NXHp1yrfTccmygvygZdWpktLZeX6ELLS8oRBxvKi0mNVB9Manx08nXZ749drTxxksIZye0Agi98/NrSXaATud9a9GMtc/jCmfK7/O5MHcYIS/lxZFKHdPafdpOWHWX48ckbs32Ptq18KDP4ahkKMVFJf9btg8mrj0zZovbKhNa4ZT8N5UsIC5NPsMiBib9ztrCKw8xsr0M3ZnuN26CT05cI01Y9FHaAPj5++iaVBRq17Of55A6OSWy9qXXm0HWaN8KYXqwcrAyWahm8cKQ5gHKNkxI6WXVvMTkepI1ObFKOsmZSCwe1vQ61Ovoi4Q8fcxIjrUV5HbX0nRapTbBiG3y8f8LE1WcmXZ5PYDLR+v6Trsw+cfrG7GtztmejpTy+Omen3sPBEPmfN/ZSDfvFU5fq5C+ThKqn3ebEBn+24IKn5lHK+B9PXKvleuDcnVrGB8zZIfeutG+S4BhJePKHTJ51jvCnzIlHHrBFjjikYmNW0sDKyvtfXFOmVz+UZW89bJ7qC71/4vT1umoOcZF11PJ7sz8etUzlQJ6TVt2uZeE8AHIoBVui7NcLXxxjqXvIj86YxPUJVCZDD1/6Ey0LnqMHtmq1elHwtDQsHfJCXFbeecPh5pi690jat+t0hRW3uViuiFGB9LpBgwYNGhTNZWgj8+vQDufvj8iJjT4C7ffhax/N5u3cnS3b9lt1+Ji/o08diUbM3Kwri7Kq7KT1v9L3ir0Xi7dTjhontiXbH9Z3Rx4jOMF4ON6P9InWhL5KIXM4LzJSQs3tZx5CJigbPQ1ObDj30Oekv3/o2l1aPsulfHAWWrj9cXV4gnDmYoU1nh952QP6XqYfUd7e0voMlC39HfoLHzrhcl3hjbJ2XkaPBSquSXfTT3+j5ejywm/BYDqxhX4WfV9WP6Mvhl34KrKkt1Ty6X26oxZtURsye4xhtk4c5PfwZSe2KP2QH+6bvI9rP4ktS7FfViCUU02/0olNyof+4Ffn3K51Ch0v2/aw6o3tVikfyPVKfWBFX9WlIuEn8tLPJn1sgLKOefg1PLbf91her0I2BKZvu5ZzdrcQUHdZORnbeMWI2VpWRRw7z+MoOewaGfV5t05sxswPeTx0e/TCm0M+l2Zvlj7shA0PaL+SZ/Qj6Q/SX/QyIV5KBcrljTzkke1C+YbZLIH3HXeu2ijPZmx5SL+XXG+gzK9BgwYNGjQYXMTORfFqZjENBFX8oCq0c9AmDg5SsZNUDL+X3geeL4445nGMEcetWqGMNDdt2qRhO8mYUoqUf7sV0WLq5FgWhyV/cVm2QxzPw7bLYxU8fOrA5nmLy60dek23QT0aJ7ZnDdKPH+D3+GSoet4KqlZ19fL4gZJALfHyn+l5HAdxq3koontVj+2m84x4lAJHz3MqYA1I9KwyIRCFUeqEduHDPV06XU4r5e4CeVznx3l/EOLnFEM+wl1H8vFb+uSUa4qWj93j5m/SLW8Y7GGgjUEPPqiZROOayWUmkMfMuC67Xr6QiRN/vFYjlQsqsNu39XQ9CKmsflSU4/rd9gjhk8BcxrfyJPQYpePX4XmhvyBvFfI4PHeqAWED70GFy9BC3aK3eK3ZaI3fNpv5wyJ8K+S+5ys9ttBgoY5vel2FKJ7nj6NTfL9BgwYNnmZIm6e86RIwmfPJyRt0Yo0Jjf+ae6eubsVkg084nLp6Z/bthTfp5M9Hjr9EwzHZw6QQq2zFTjIOJlC23feETvIw0XHA3NuyvUcvlXjL1ZnlgtsZWH8sW/PjX+oAP/FpS+HhDiGeFo4dyPe+I+dlU9b/TAfgmShgYB8iD0zwsErXBZt/oyu32Sq0c3UFJ557nnMZY2Gf5ohF1fKatF4nI1jd7Itz7szm7ciyFdspr99lS3Y8kZ2ycqf+2j4tLyZG4vIqyqxP+eLsYyukLci+JHZAubkdQEwyQfE1k7tsW/+j+2yiFnCkPP75+FWaNnZCn/PIRT/Ktu8qyo4+J+TlR5ljE8ddeqeWNRPJ9FF5prylL8YkyxFLbte+LDaBoxT86oqTdFj97E8lPKum4RBmzkV3adpuc64HgF6QxVbsspW80IXlr08nuVjNDGcxnueTajtsghMbRP9HLro1O2DqesnL/OxV0t+mzCgHiP745PW/Utl1srEQQkEd4NnnT8WJTurNqEuyA2dv0wlZdGRl8FultFxi8klBZ88kGFuhHjZjXTbzxl9pPtPy4Byds7LY3397odY/nLLYEvhmUZFNWoo2pDzQFXGGn3Redvj5V2XnS96dJxOjMU/u4bz3t0et0Ikz8oRdsFUo+Y3LgGtk+MSx8zX/yMCPbdaLAWj6IZzBytDt7hMT16muSQNnNr5vfEKXo/FdWPA9bFa27qEqviaT8/3UJPiaPTPBCF/k9HrEkbr1T8ddrOH2Hrkse+PhC7JrRAHFJKZZkUL0hzzYExPd6rwptsE2r6zsY/I0aNCgQYP+gnbX2l7+RNfa1ts7DIqd2Hg/63tX2mPe87Tn9Dd4p3D/haOW6bvj3xfcl90qcejD2Dum/P5QSDtPq+/OaakTG/FUnrAiE+8anORwquL9SH/X31/OP8+PZcTg1+n9ZzjyrMi7k/KhL0b/nv4D/TnKh34mR8onduLnyDXO+ISlHMcv2pp/EzAGSJ9owY7H1XmIMHuPMUdy51OQ8YYv9KIRS9ROWIWWvo3xM6c4+FHGyNNfJ7b83u5d2s/AYf4dY89TvvxIADuBD7ZFn4sf95C/D39rhl57v69A7NRUs71qqX9SOugz+nLjlt6lfWhWoi1vo2v8yT/9YFYSRJ/UISsX0xsrG794eDgXcp1i76zulutSUPCzFcPow/sPRuiHcdR8DJ+vP7rBDli9mfQpV2QqdGD6hqfeE7267igjZKA8Kasijp3bdVFehpRftRMbznXkwcOUYfx4Rh2/UfqUbz0M5z/7IQ96e9PhF+kPfk7d+Gvt//9UwlH2lEW5XYhlEwhTZCuc2GwbWlZIp8364PGXaX75vuGbijqR56VBgwYNGjR4khA7HqWOSDG1QzHPXEbK47777tMV4HpBlaNXt+gUF7nT5zF1cjKLka6wRtw6xOGgFJ2eVyGN445sndBNmHaI03SKneicGjx5aJzYnuFoddyJIdd80Di1PG8F3KqbaOcfqDKgP+MzJQqrJNA4PEeecD/lEV37afml4fyi+JA6zSXP9PPRz1PIvUiO6hcTYYT6PD9llOLoqfOsSjdca/79md+TQ47kWYo8nfBcdd0rnHfEx+H8FTwv8uMOZATho5VJIyaH+Oidfbtt7cWHKhN6Z9+0S5fXv1PC8OFaTCAJpKyq9Q1Cmlp2rscYXEcEm5T0mccPt9qigl9HRHFi8vRzOWIy5HnXtAgrcuY2Y7dboGHtdFBBmZZkKOToDoSN4raRkXy3ZqPL/DtyBoStkxOegfJwdTRYCPyifBg6pePxPBzncmjJZ7jfoEGDBk8zFE0TbVXUfAl4/+PExuA/A9qHLf2JDsIzOA7Rl2AygAHzB4QYQGelJiYPnjd6tU4s4MxByxo3gZ4G8XHs+NaSW7M/HrVAB+XZZo++B7+Dp2tIXO0pSfvMEZmYWHnZ8It0+1EG3v99+i26LSQTJvnAff5usrQ4Q1Ym/XCEeue48/UX9gxVuDw5ShdPb8Sya3lNWm/lNWyOlNdP9R55px/HZImXF/lmNae8vMZcZuUlD13nxrdPwzrfVwybpStKUW7wdHKbqLq2UrD+JzLMvPF+ncBhAutlI+botlxeDgbemRIrvJO5jzzYC+GwD1Y4+ddvnKnXbh+kRZ/2L4adq5PJTPJulYesA1HwtnPikAd35HvD9zao/THR98Vzr1e9AcKaBDYJ5ZNwviLCXw35odq98Tcnts9NZPLUHD/HL9qq6RAvri/IzX3ygmPogbN3qC5wCEMv/JCErcLoqxvvAuSTesgKZz5ZR51AZtJJywKquod2nTdHniMbaSKr2gB9Xi+LQNwnH6xq9uIRC1VmdD1xw/16X8OJLghHOhJM+fKMsiiVrxJtj22beZlkAF42qbwoO/PquzVP8NJ4wZqQFVt902G2Oh9OmzhGolNC5DoT/lyj7xNX3x7Kje0+L8im3mSrYDB5bHJYXCYL//owJj5t29p/FhthYpC85HxFFmRAV6wChyMk4eHL6n7oz1YgASJ33yMaHoc4HO5eNHqFlhvbpuaOCMgh8DTQx7GX3qP6YBIW+2ArOfSpYZC5AoWMDRo0aNCgDrSV1pbyJ7rWd429w/TdkzixueNTvFU470HuPV+O7G6gK5mOn5ddcON9+p4ovZcc8u7jPs95h/POw8GlxYlt96MqhznV2OqnvGtyBygFMkdIE/PMtQjxzEWeFXkXUj70pdCLr0bMEYcfysZXebUyk+tRK0OZsf39FXl/jX6U8e3TPos5sc3RVWcpX+WlfLzcA38h0uIeDlWUJd8Y9B2Un5Q1ZYrjEmU8YCc2rqWPQb4Zt2VlYvoK9Pvp79jzxzU/X557u9ojjmBXy4eSOpeVYLaOfJ2c2HJ58h+8C0QOeP7gZuu/vWL4XJUDu/b+XcHfnNj45nB9epmk5Hqm//Paoedq/85ThR95dyc2ytDjKV8pb+op/WlWkH7hqBXZXw6dquWp/VSRKddjIHh6XsmtO7HRn99TTmwmiyDWb4jv/OmH0x+cukXKeegF2u9HL3yDvHTUQpWNb4bXH3KmrmDMqm2s4Iv+6bdqnmII00J/5sQGL1aVhuBPP5kVp1mpmHBl+cqonxdo0KBBgwYNukfd+8SdjaockJz6C3cG6xXImsrQC59u4vr9dvmOKXZsSxGHiykFDm9ViOO4Q2E7Z7gYhK3LQ4zB7E84/15spunP7Hk0TmzPGqQfP1KBKqhX8PkTx2vl4+nGtOfQLh9+38PElKL2eXThp6XnoOXGYCLRIWlVpOe3exfF+MfxO/FIw/k5H68MjjGgwMADH8d87EJc88HKcz5Z4/jt4OGK8GV9FPd7Qx0/4M+ULFAI7GGj8P48II8XCMTH9Fk7dBNmsJHK6NQtKuP0wCCO31201vIzVN2rR/fpdYc4DzHf9Lodug3XoEGDBk8PpO2xnEtDlrd78ofJD7bmZECbQXd+Ze9OIk4MkPtEG4PxN8oJW8kwwE6cZVsfKibiEnCfNBjUZwCdyQa2M8SpQ4fLwwSfDsD37dLwW0RMVkf6o5H2i3uckFgBirRJg7CQpxdfc6TPQz9ns/w5bd4V6ixXJZveLD1I9fX0QCwmEyRMOqAXVi5gy0XuoUN052XlOqXfZ+V1rk4WMYnHymk8h4yvTYJhB5QRk0Vs04kdwMvJ46TXEGn5JA4TYkyMYRvIycp4OIFRLsDje568/Byckw/Km75q7lgk/DlnRYrXDTlT7Y9JuBmb79f+rIXhjx1Igy2XWI2YycQDL3kk+5vvXK55ZHWDeCULi2vb8esk1JJblTf1AntlosvBOY6YTJ7xfHyYFCU94DyduE9eCMMWVW8+7CKNR1145fCZ2Zq7rT8ey08+0f/+E2xbVcJSh5ANe455tyPCBJYKzl3fnDv5vfQZMmBv6IJJtG8uvc0m5JLJLo4uk8d3Xn6PuoVMPmmI/uD73YWbtZw9DPD42NLE9Q/opJ6XN9shcR9eGl5kQX+2jSjtxlK1c1azYULSwzlPjtQL+DIZjn4Jz8p5eTkSSOKQV3VKE77Iy0Tn6AtvUL24XcLTZSev8Dh93S91ApM41CecQm3S2UB46gMrrrGN6B+OXqHhh866Oa93LmuDBg0aNOgfaEO1HQ2NaX6t75pqJzacdHAcoQ9D3wnHoL86+ExdjRTi3p8PlzDSB6M/8YrhF2Q/XHe39jvtzRj1I3t0YqNv/NkJttU1772yE1s1np0TMqbD/D0Y3vOseote6Fuiy7885FxdsZet09kyn6PSIVZePKfvguMTjvC+najbADxt5bS52e9JP4sypV+AM5TzUYr4Gu+putvF106erWWr2BNObNku5T962b3aRyBPbIev/WmxmeyJhzUPp2x8SPWCo9t3Lrs3yFTw45x0iadOYcMvUn1gk/RNYrst5MkP8sjqB1utoh929eB70fo1xGt1YvNvRGRCd2+QfrvqcOjZuS69TvFs3wOP176Zpwk/0nQnNsqQHxO8+pDpWq7GU+rmkB9mrznkHOXx7gOPzVZuvd/0Iyj0WMio9yQ/nFM2OIV5H5frPM8Czss8HAm/8P3TyYkt5ZdfyzN4oU/y+8Hx5rQGH9oYdMk33O+NXqnfA/Rzaae+Ln3LH0tE0jC+oJAt1h9x33XKFo2715i16gT45iPmZ9dJGJPR8lfwKdBM+jZo0KBBgz2JKgeklGL08l7qrxMbIF7qJNUt4jh1MsRhYurGqS1FN05kYMeOHeGsjDhOvCpeN4jjpjSYfYiYl/OPHfv6W1YNBg+NE9uzBvZB4aDqOfkHUFEdu0fMJ6ZWdOcY1el5O8Rx0/jps5RS1D6PLroJk6IlbIQ20epRw5Bb5XItl389ig/ImOqQhiuHFV7yUayUps2v5pR4zjOzj06oTqvg3fqsFVXPijgmSwx/VhVPw8ar3UWB4njdUhU6Pd+T8HTJYa/thIeNSZGfdEZl/LZoLb8Y3fDr9Lw/iHnGfNPrOtTFi6lBgwYNnl5I22Pel1GbJX+YzHHnJQbLcV4qJngM+fnuR3XCjd9uMYHDr7gZpF97l03SxXEMdp9BeSaOcOhgIB4HoHxSZ7dNJNi5TVIds+ZeHXCHP6uNLdhh20iazGVnlJgU4YIDsuJo4mENkT5C2AKpvp4eiMV0JzZ11FEnNptE4nmuRwV9u106kYPTF5NETHz82ch52VV32WQJZaPhRe/w+Ojk61Tn6N5XeHOenn5rOvEkjk3Q+SQOk0IQq/+6wxhpkW4+cRuOfq76134pZHfyZ3KPeNjOl8+5Rp2PkBfbQn7jb+VHGkzKzNp8n05M4Xx01h1ZdsCcHXker7jb7COdRGbltE9PulwnIF88Yn527KV3qS4A4Uif7UTRJ/WmnD4pux3FeeG+OU8tv9cmYVlJAlkOnHq16sxCmPzuxPYfE2zVD/Lq6SAvQBaIdFPyZ1ArXDa78nApj8flJuXG1lWUI86AbOVFHfXJWGXh3xJBdr8PKZ9w5Dn5Qr8fOXa5bsdFm8MEGzyVV8ID+0UGtmV1xz/aHrY69TYB3uiKrYNxRoPee9QSXYkavpa2HfVcIrkdHTB1o/JlCzEmRZkcdoc65CbtT026Susak+bvOWqFOkaSD557+hwBR3gT77/OuV7yN1faPds+9tJ7zCYJT3zS/7eJq9SGaBvZdpbJSNeFkyO9btCgQYMG7ZG3m6HxLNpRew/SHkOxE9urhp2nTjpn3JXpKkU4lrGqLX0pjjg2n33zY9n+027Stpu+wr7jztV3G227vh00Ed6NRT8YhyH6Irz32q7EdtpqDbPv0RcXfeUO8HxZ3p4NsL4AeTf9FOWDUxROUlNE4VXlw48mIK55fo7c5D1PPwZndcqCMgHwZCt43vH0L9ii/ma5x/RezItzv/Zz0qVvqA5TQfmcw493/4Cc2KJJOvo3+3zbnPjZap985d9EEofzTUL8uIi+LXZJn7LgAMzWka/eic3+ujzIkOs/qh/oHydOvhfNWY54sdOUObHRtxm5/JfZLXIPfVE/OCJ/lV7pN/EjDUMir+SL/vLI5T9XfnyHxjycJzzQh5ev68gpz4/UN47aD0uc2AjjIEyZhyPl196JLQ4T88uvw1g8/AhPOzB9y0OqY7bgpz1iFWl0ip3i0OY/kvjA+Dn6oy10FfOGl5WH6Y+V8V448mKNR7+UOsF9fqjjP56w+A0aNGjQoMGTj9j5KKbYMakd2jlLdYqbwtODYicpnLu6RRoXShE/65VikHe/3ynNOsRxIPK6aRM9zO7h8WI+ewIx/zpq8NSgcWJ7tsO/XpzCh8dgAZZ8xEB80Pk5pMmlKMnSPfoRpQO61YOH61VnNXHyjITnUcY4xLoLt8uofdAftJMvYE+n1wn9Tb+nOK1yebK1dgw8UF2ATs9BhzCdog8egj12WUZ7Tq7uZegM4aNCOs+Y9jwq9dOiuCdfrgYNGjQYTBRNmrVhRTPXpxMwTNroVirD5qjDERMA+gt/Jd+GD9qlg+szbrPtlv541DIdXGfwu6Xp1Bs2iM4kx1GLbtYJHQbPmTBgooFn7vjkEw5Mpnx+2hadUIA+cfp65V961+s22xrboA+q2+eSTJ3acZXZTp8WCLLkIskJ5fWJ0zeqbpggYYt4yqRcVmxZaOeUJSsn8It9Jj+YFGWSBfg3AeHQu6/wxnaibD9vdgAfJ0mjz/gaWZqFfHYOLxyukJE0v3TO9cVKZn0irfIKcurRHnGAkMnLOzwKMHtCrpNX7VBZmczZ7/ilyl+du4ITm0imchy9aIuu3MBEzRa5nrL+3uwlI2wFj1NWbVNehNV0JD/wYNLztUOnqr1i56yUppOUIX3s8XMTVmreCMMkIDbuumxnY/BHrhNX36FyMJH0uiFnZ+tFEE0jxEcmyontRAnzotHLsu8u3GJlDf+8vEO5lK5jQr8qWYU+AbxCWVC2fSKhXLucrHrCxCErYOw79vxsm7AyPSNnxC9mrAk5XyfTCfY77SdZ9icjFmi+2Cr0NsQkioYQ6BZWxLd76GK7sHjvt5dpmUMfPmGNxkNn6P5EsQfKFJ6pk5uB9Auq4/uhEy7Pdsg9Jv7I/0mrbhe+C9TO3MnNyiACzDQhkxkQHye69x/JamwXa/x/OW6F3iNdZMNZF/vCjpgQjp3cyvLWIE+3QYMGDRpUIW8mQ1tZNJvWvtLeapsbOemwAtKrh03PLpC+E47nQF4L2nZDvHcIS79j/3O2aF+M8BM2PGD9JkJrIrwTqp3YFm99RPnwTCHvYOSgb0z/iz4LzkKkUYQJx+cCovJSJOWDU31cPvRLKBuO6Avimuf8EIY+B30EyoCysPeslSVOPu4gxPagODLxLoaXk/NMr6HinW12MRhObIBb5OFy6YO+bNhsdfxnW/qtcg8HOvqi9Kk4x/Hugyeu1X4MK6XhbI+cpj/jS7rkd+n2R9UGY32QD/9byGMHu7bvCXSOkyf0/WseMnvX/mDsNGVObOgUW8amyQfPkYlzYkCuT9dpSFZg/HBqc6c75MVBDH5ed5yf8yAOZHB9uq6Np+Vnl8anfqXbiRbxLazJ5DwcKb8unNhCfDsv4NccIXiSF+JRNpTz9dLRRa/0Sb9yzvrsrYfO1DbihWNWq17GXHitpk2eYtmsPGz72OePvVzt442HL8hmS+C/GTdT+qe2InLJDoJAqZwNGjRo0KDBnoY7IKWOWCnFaOe81u5ZO1SlCfUCwndy6IqfedheEOcv5hVTJ8Dj/vvv7zpeO52mPJxAf8siRmoX7uD4ZDjONegOjRPbsxb+MVRHvaI+Lk1FSvWI+bTyqkPBM4rbLiF9FoVtQbtnMeJw7cKm4ZwcVc+EEoUll63wAB0DdkIsRxXi5zEVSEVJxWm9X45fjSitVgbhPDyrRBRfqRvU80uTd9gLsiqd6NojVzFw6DMJXxOmU/SBw+VNqT3KMkn4fguZpus0UFTxrKJBRqSHSpVws/SgW3k6PW/QoEGDpwZFk2ZtVNHMmRMbjmIM4DMgzvYwPkEAMQDOQDoTFUwG8Uv3/afdohMUTCKdfdMTYRIpaf80ERtE5zlObAye4xDDJBFp2GC5DbkTjjMmEJi4YzKJCYAf3BycRnbb5I/K7Q4yOSra3zwwYTmCinAx8jhPE6SyyDWTDJ+ctF4nHSgvthNlgoNJHPREeUHoHOceVihgVQYmwNDrmTc/EfRpq7FBaB6+5sy4OHv50Nm6EhtlBC+3hdgmOPpElPEQhEkcbOWMdT/TSRMceFh1bIkwc0evUhwpj3RAg6uYYnBNfFZRY5IQ5yBWmWMLWmRyZylkxJY+eew8leN9J12tetr8QKaTYUwGDpl6pU76aDzgk6Q4/Q1nu6pF2VsPm6d6UDnCZDR8sGF3YsO2q5zY6uQnHLLtc/RqrQ8vHzYzO2bNPaXJQHTrTmyEYaKJiTHSJhzP4/Jw8ntOhCt0XcikcgXhvEwICw/4k2cctt45boboYanq7ORVt6tdGb8ij47i3JzEmIRz+eBJfuCJ4xqrpeFY+b1L77X2QyIUZgDvQNwTIv7cnTZ5zap0TI6idyZvrxSDRk701DoZF/HSO14+RtQF43tezpf4rBjC9qTwRffYgq/gYuUc8Q0yFteWf3gzgUlbiZ0yQcq2okyaso0oE4nYDytsHL70duWtbJQHqQR+dcjTbdCgQYMGVcibydBWFs2mta+0tNqmJ05SbBmKEzfvsewJeRnIc233leQ90veovt9sBaxztR0/aLa9I4x3OEp43jrc593iTmxL/v/23gTesqK690ejxpk4xCHRKC9EeGj0aZ7xExPz1zzHqM+8JIY4PFGRqedmUsMgio9Rpm4giszQ9EDT0+0BaLqZu2km6QYU6G4GESSioqLI1L3/9V1rr73r7DPcc29fuH3h9/3cunuqWrVqVZ29q06tU/uO31t6e05B2celT37goh9a/45nJKtz8mw2yjJA13kgnMC7XRtLlGWoipLVDyuO4VTOyrBeP+lpS51Y3VBPyWIWfOXfJXf81n7MkPcPrM4T2Nad2Pz18Z87bmn2nEdWGah/awNxnFJyHHVdPvfRcWSc2Lzd0D9yZ/qF9mMC+o2fmrbKVrT+dJLNK+f/ZdoK67/v+K3LbeVe2s45N/3a+k0u21sZ/2lztD3aYFt/qfxvadimRsZ+yKCfyxiRvox9PjZ4eV1+q9MUOrC6Hf006+Mh237EkrbUk9mztKHZlJrI7NmUZyvHzbcfprTKI02ZvqxzlxEh8GNkenm6O7FF+aEuP/96yRu+Extwrj6f4lk5CH6ePSxE2emf35KisNovfUvqnFepXpsqnPrNdQv7oQ/th3sK42r6uPM2bLY64nX2vD43ViIOXbpNNo/EJLQQQgjRC5yVwjGp39dkjiSd8iNAv8/BZlrK06QZhzBcOskiwGA6Ey8cxMLewyXyjTAUrO/ZRdem3E5BjD5yYnvG4QMLPpY9byODRuiHchAUA24b3MVgj/MEjzkYI6JOyVDlRN5bkn8/MnrLz2xZrlTgdTlYuuHTWa63n8HpJ04PBjPWEBiamNby2UPMtn7spOt5e87q4tlDq516MaxqzBL1TG+V47sjxQiLqxhJuVHsPDj914sQQjy9+L2pvme5E9s/Tl9VvHTygE3g/Nu8XxRn3VMUc+4sbIKISTwCq3nh2PSubyyxL8NxTPruqgdsUsNkdepPpmOezsRhosSdcS6sVmKzySd02vykfdkekyuxOhFOVzekcxZvk7/6hXieJu9Hd7jv1hf7ZzhpnmaoL5zYcDajvj59wc+Ls1Pd4IgzO21nlXXWqb5YhYzJKiti6juxDXv+PP1nhTdkMpnz73MfKM6622XRDvJAHmxZ3YJXkzJJ4marnZdYNYD6iwmWP/3qhcV31vyuuDldixUkmCyhzonvOqXWYhNb9OtSiDp14Qa7zNEy0fTmfReYgxGrTpx282Olc56nYf/WVLjt9zjRJtPGL3vQ8qMtvu2QlebE9q4pZ5gu1aRPyp8Jon0G7kpp5tjkzr+fcbPZ3NlkutJ2eQ0kbZl2SttGLm290jlRq805P2992RSoh8lLHrBJOSYSWX3Q8/F4TFYxGcYEJfk8d8qlxefPv9fqmklc7G91Tn2Un9FmXXF9yR2/qyfQSoUqvVJ5sSW6L7v9t8XcDb7KxiGXPlh85ox1Vn84d22/+3dtFTjieXvphetPnnyW0Ql9v7nyZ2ZLnAOorzfveUpx6IIfWJn9PtCZ+BKLONjsoEW3mL1eMOVi0+97Py6KD/znLdbGCZ9M9zLqh7qoyllC69xs/2ta5c4vnj/lQlth5D/vreVSR3zmqA/SRjCamZRwGltRPlZL9HuaO9mdknTGcTic42hLtGdvh8OgRSEhhBBBdXss75H17dKfy9yn7bmW+h30ZeqVvs4qzkvPUM55f8TjVc/AFJ/nR3pkFu89cK45rNCXrvsLkPJIfRKeR/acyZzYWA2Le773GxLpeYxe9FPoW/sz7fzie6vu874NlHFMf/tX9ivs/zMPyoW9vbyZE9ueZ5sjG/tRPy1xIe1gW2wXTjy501bUI3WA01msxLbzCb66NH0wQF4lM1Edlyft2P553wJ9ttiJzeT5irj0Zz522ID1pbfZe1XxvMkrrE9Iv5pAP4JjXi/J6yKfs7e//n3CzLWW1sV6vsijvLzKFnvQFun7YA9vh/7f0pRU+0kf2va/nnW79YlwmqLtm534fKTyUy7KH05s2JRVmUlnZW62X1t1tzw2yvIb7fLIt6X+kjzb2P9ErDqcfWncKjvr/2321/dSN/Y60Qm+8jLHdRrft2P716pf6OjXuzixpbZQ98E9ve234fJa8/C4EZ8tJaYesTsOeB86+UarR/qtp978eOngV+sW9kMfxnd7zf6RObDRDujTs/o65WZM+T++cWH1uvzOOgohhBAjQzdHpQCHpObqWoR+Xy26peR55mEoNNM2ndiwQTMOYbhE+qbTXz/k8SMMVkfdGO7rTAcjl9kpUG4x+siJ7RmHDyy4HeShja4Xhg5iGMjkoZvoyDZC0DweLp1k9yKP3ylNt/NNchmd4vd7HdsxgOwWb6QI+c08fAKmdYDbmXIgPFwlO2WeMcjlim7xuqcv9S6JeM347Pdqy3ma4Vxv0m+8kSbXsTX/Vjv1onP6Qcgi90zf9UJveiWLa8MQ25Vc5kjIbcqLMJR6EUKIp5d0b/IbVQWTCzhoMHkTEyKsWMCvtXmtpG/Psy/jmRgJR7RdL3rEXmnDZAJfqHck5UV/KSbvSMtETDix+SSR3zN5ljN5d+7a39iX7eiz0z6zbJKEa8WTj5jqPpVIObwfbdcMv+/Wxavvw5yrz/eg74ijR9QXkxH8qp66oG5wDKK+mIzoVV+kj/qiqOUckp3HsQa51BH2Z9IobwevK9sCeZAfr21k1QomTcJsYULqnNcIEdcn25abYxi/9v/8GdfbJM85ax82R6dwakNOTOqGPKM8CNn8Q19WmHvZpEWmJw57D3GtrHdknbnu96YjOpx0q8tmQmeXOfeYbd68x/fttZOci3RMQOFQhgMbNsShi4ken3zyFdJou6zE5nZa2tWJrZouq1bVKtnsznK8TpI8kLH9fheYDQLyyZ3Ytpl6lU1UsWobr/2NOmit9/rzynkcF3fc7QSzlX1OTJ180s1fX8ak3V9+5RhzWOOzF451tIVPnnO3TRRTZm83WTmM/NhthGzqf4fdp7luSd/4TDOp+7/PvtOc8SgvMksrVXAcIWAf+6Lr3x+10uS4I6e/6pR97hesnmYT/tkrVAP20c5kb65XGEEu5UPuiyl3kh33Q+TusPdsk2v3q3LS1KXXNPNxvL0wYfiRw/2VpUxAs8W+fzhxia3GxqpstM2mzL6JggghhGihuj2W98j6dunPK+67du/t4MTGjwH8eeIr13L3J7g8d2JjdWJWxeJZzg8BeG7XpDxSWtJEPzic2Hg1YMt9v3y28MzgFebWhxs/L/WV1tuz0uP1cIIqqcs39omyWnkaTmz0V5r1Q31U8RNYlOvuVNavE9tF1h+IuokQuuTHeQgHJXQcKSc2dGCVYfqx9ANxUmNl3Lpvv9T6aXW/JY2xbEXZhcVOU2fY+Mla1Wb/ERD2QSY/bqCPmzux1TqVqmRwjXZJXyXGFjsf7ytqW7+QtrvpSUtH+WsnNn/9J58Jb93Z560kjq3InKhoOmG5vHCKC3mkifTQlFPvu72r4y5ObJSpmd6O7V9ZP4bLq/JONmA7fCe2dogXIfJz0ja1JcbMrIyHrXklPSv62ngl04288/o4cOHtZj/ger0SHf3S+cVup17Z4sQphBBCPFX048gWAceo3Dkq9nkNJmEwhuKQFXnkYSh0Sk/oBOebTl8RhuoMlse94YYbqvT9kKcdLM1g1/upj6HQ1K0ZtnTlODGyyIlNDAtu0QwsGeAwWGFQxkCNLccMchgYMoCBzoOk7tTxt262XE8f8IYtw45MQHHOZTfsNRYMM1L0ZeBe7anR3jJZ3cRidx6L1AWhmjzM0w7Ta/yZyeCf5+406uepguqyKnua8hNCiGc41W01aDvh/UFWL2Ii5LlTVtgkCb/oD8cjAsd/MPliu86KUM+fstIme7bbb6G9Hg8nJL4o9/5kfv/2FSh4Rh9UOrExEROvE/UvyVP8cgKK5/o3UjycaNDnU9OvsglCk7vJndhi4sImTRJ1cTzfRvF608EeWzut9XVpsc3Uy6v6et4UQuynepuc19fSnvXFxMsnTnS5pLV2kNJH/bNlcsxkp/M4cDEJ9k/TL7N6gzAngbpF5r7nXmMrZiGXNAQm20jLJA+vLsXZCgei3WfdZit34fRDm7HJMSjrqKqqVPf0x80JbMIsk/feIy+3iZeIg044tuF4x2uPWNGPa7QaVoRjsop8j1vjr1zCDlxjQucv9p1bbJtkovfiB8p2ymuPUhz+k8+/T7vYJhD5HMTrktrbf0kH/Rl/sVra68fPMJugD2OLiBP2cye2pb4CR6oH4mJ/q4NUHxzXdZSOyzpiSzrKjtzqc1OW03Td/Kjt8xnbbo/vWh1Zeyrr/VVfv7L40kWPFRekAsfKDUFVli5gIyaZkRP6IffV/3FVkvlocX4qHO0wH4dCb7n++s9VDxfFDvvMNH2jnb5m/PnVSoPebrysFjL7+66fz4/RY1USvuO+qT1lcpmEPHnVz0xuXr+lyIQfdyRFwr7ofG1qILQr6uQPpl5WvGDiheZseMI1D1nb6UWdV6LlQAghRC+4Zdpts7x3Vsflc4D7ut3bG05s9rrEu/wZla/0VT2v0jme0+tT4JXmPCuaK6raNuvf0g/GUQSHHBxLwlEqdAHyoX9s/ZDUF373wQPFhnTs/ZDHMh2Q7c8x/zGCp4/rXsYxTFmAqhylExuOa14/Z3WsHyfZIhmFc1yPlahw4qEOqAuezVynDlqd2FpXYoNKhxa8zmr93P4877fYic3YZH2DY9c8bH0F9P+nszcUByy4zVaxpd9JWdjyis1vLVhrPxz50H/ebK/epP+6KDWk3D70jShvy0pspT1qnRqkhKShD0h/H2cnHKJOvfpeK2vVtyzzIL8of+40ZfJTHNtU/7Lyt9F0Yov6y1/r7rl7emRl+pdCa9l+nXR2LunCPnVjTmxJ9lPuxFam9/0ajikJ9WPlyqjjEqNVf+SefU9hDmz8cGX/xRvL/qTnQ1y3X7fXx3o7Z/W1Hfb11aeRw9iqqrOS+OGHEEII8XTC6mWdVmSLkDt6jRS5/F6ym3POcUz8To5pnejmwNYpDEanNITB6GTfnH7LMtI08+wVxNaDnNiecbQ6RTHYYcDEgJlJGwYTwx0kMNhgoMkABnnXJYEsSc9g6ounrUmDtJXF1xdttAEwE4UL1j9RpD/TgbwZDKHXUPKv4/qAqVmuZkAvrjE4YhBFID56M6Aabtm7gbwtk+n1hX7nXnlb8ZnjL7Jfnx0192rT22X7ULDKx3Z8cNuduh1gd2xCYLBZ2YF/EZqU54jbNX1Jt+Sdzg+ZQQUNboeW65msbmIp77cX3JDqYlnx2WMHijOuusvqJ5fjHYhe+QaN/LvSb7ytjdB7uPoPN90QqdrR05SfEEI8w6luq0HbCe+L1St7uVMME2evnnC+fQEfgVW0mLiIQBxeQcq1Txw+YF+CN5/D7NMfqZ3YFg/qxEY8c2KbtKj41LRLzdHFvkgvVxLwL9U9DdTF8T5Vo3hdsS7CUBJsJVBf4cQWjmVMPLx64uyqnup6S3U1/gIL4RjI+Y8ftiCrL4f+48enuVzaAM42pAk5bJngYUv9s88k72eP95XYoDan1wU1RJ2evu73xbsPXmhpmTTzFSO8LRBwsOMcEyxM1vFqLhyHHkhp6dOazM2+yoNN1m72yWNWx2IiE12RTZliEoixxt8feZnp+uEjLizuSceh15WpE4nu2GrX2XdY+wTyWnE/E0K8Wmdh8dZ9spUsNj3CP8sX2Ux0ku9QndhsN7Vd8lqaCogjHXWI/r2d2K6sJg8joGfUCSE/Zost37L7NJNT65Y7sdWTeG/d7RibvKLOrc2UeSCDVUAmn3dDcefj3mZcVm+od17larpNnOvyklzaErohc8p51xe3J2FRx1F22MxKauWJ6nyyG/XLZOrUJfe7XaZcaY6avCKWumJ84Pp5WVtD4MfEM9nJDsjFmQ+5tMdtpl5hjmxvPeSyYmM6j1zXo11OV1IC0mBvbDxx6YOu89SrzCH4HYdcaKsjUv6YAK+pj6vyQ8uBEEKIXnDLtNtmee+sjsv7N88Be2Z0WIntvLv9O0ru4sThORHPTwL9MVZ55TlJ4EcC3p/I7+f+zCUuq0iFExvfwfJcsf5FopoISxtk7Dnrh+bkzzOU1ZZIH/kSLI9sZSfO0W8g7Y33PGS6jmlqczhpDJDXD3049q0fm67Zxv5jF3+9Jcdc7+bEE9c7ObFxnuthb/Y7HUeIukDH3ImNVfoYx1g9pzhsqZtIh6zQpQl9N17Djqw/HXdOsSANnNCNPOhzUtcE9jnHuOrkWwr78Qb9rL2X/LilPeJCRrnCiS2cwmhb0V5ynbAqcvlxB+0RmfQRcaxEj9wWpGAb5afPh027rcRG3Aj5cY3H9foLJzZ/nSj6etzMKc7K6OU0SmG1TL8e+bNPmakbX4nMndgoK7pGPNKbDPuXyc/k+fXaie3AhbUTG7q39ksdSwNlOupwzuVrrb6wYbSJKp6dadWfuIdf96TpbU636fNg9ytrix6XvL39e30cvODWrL49HmlI+/pxZ1kcVghenjqtXec5hBBCiFGgk/NSpzASIKfTCl9Nx7VO5LrkoRP59aYzWfO4F6FX81WihMFWRuvlSMe1XtcHox97NUFutzzDqZFyshVbH3JiG+uUn1k29gFOgxUGFdxG9j/36uKNe55hgw9+sf7+A2bY4CcGtz64GAyPQ3wGPUziHH7JT4q/OniJTRYw2GSQastET/BJIlYYYMsAi7zff+QlxWErflL8KCnGgKjOP6PthA98OG2XykEYA6MvHrvAf5U4oZ5cIfAFD1/af/Sk6+y1RZ+cflWx16xbijPX/a5Yn8ah1SAvhJrgBtU58u7HPiW95GXn26P5IJCBHL9849U4lOVzxy22stqwrix7la7caZXj1PHqdvClY+fbRByvWTpy3prWwW4lpK5nIw1QiUN99Uw/ZOp88rDlIDfTp5FB+8OtNX5EBWzGFw5MuFFuviDxLxkz+dAUmVMKHCzfrpTph00jfdeHexUv9CpD23khhBCinerpUu5Uj4/07KAfwyuQ6CPSXxy37Be26kP88ADnCwJf7F9+X1GsSQ9bHIy+cPr1NklBOvqR42bebM/mKi+j6cTmrxMNJ7bqS/TUhyIeX+Ifvfwu65u+ZMJC+9V/Rye28vWMdTnStnRyas3f6XZ+rJDrTn3hdMiEC/34PZc9ZE42TChFXWHbTvX1ionzbFKNX+2Pm7XWZHlf0eXSDrhOOxi/7MGWdpCHyIPxCnXm0xsZmcLUMf0z4jOZQ3/tU9OvsAkXJtoYp1DflAcHH5zaXMdZ9grGH6bmYdOT5djJRG9+3PLEmelvDppnadB55k2/tP4v8fmBDvKRzeoU2CfajKeba5M17zhkWfHzdIxs2ulRl3j723bSAvvxD3b0NofU3InNncvcie2HmR28P0Y+tRka51JZGK+xEhs68pmgvNg10pAP9o3XieJgykQ2dc1nIq+PZsjbAfWKrFqXXA/fMklI2YmPbXjF67wNm4uvDWws/vveM822jHs+ftgiczpDXvPzV+841Dv3A/RAXyZN52/YZD+k2mHfudW48INHXGTOccSPV9vW1HYzkt3Q9cYUtt/nfLMbzmbbTLnCdGTsG2NoT+vpW/fBj6v2VDxeyWX1mxdMWuZyU+AzdtiK+02u1W/SwTb2H1xu89hIJ8kD2Yyv/3y/hba62zZ7X2FObOh8yMpfmJ0609Q78PPkWecrhBCiorw5VvfJ5rHd0TOnkA5ObGff7c8xYnIf5zpb+hk8Wy9MD803ftVf6Uh8XmHOtbhvW16bN9szk+cr/R/u+ziUXJDy6fR8BmTwqnOcvek30yeZl56f9DP8+Qbl8yElRn90I4+DF/2o+MJx88vvxcYybkPKZvbJ6ofv/giVE1vLCmdQPyO5jhMP4xVsz1iEOo24fv0xu0Y9Mj6h34f9qBuuE9hvHlMXBJfl+qJjOHEh75+mXWEO8pyPeop+KoFjQshB5wj0n7bfd77pxo87UnO0uFFW0oQe5M81Vgb8sz1Otfz5fp/+KvGBNOhOHy93MqPdhA6hE+UnLSvfsio2fSHKg93PTx3RaOehK30jtqTF3vTv0Jv+N+UI+U17EnJ7hq7IDn2pn471l/fHKkVaqU97/ZCCfNhSBurGV5hzJ7aoK/IlXtSJ/3MZjrex+rq3QfqKB5ZObK8cN9tsQT6mr6Wp7zsu0l9rSt/7nbseZqvqoUPMx9TpIvg5pNBOP3TSTWaX/7b7fxa3pMvo7XbxPKI+mvYjRsgkH+r6gIHbqnj0zem3WrzSSdR0Ke3AxnYN16s+FkIIIUaeTk5NEXLnreGSz8nmsodKnjYPncivh9NaOHBdd911Ldf7IY8fYTAntk5p+g1PBZ3yCZuEE1vsi60PObGNdcr7YNXZTwMLhgIMUN629wybBOEX9nyhjZMXA18GjvWgZXAYfDDYYVD6dwe6s9hL00DzhZMusi8/XjxhwAaf207wwKQjkyK+2oJPGDHY/PM9vlsccM6KtskYw5TP9fGBD3r6pfoX/TgYIZPX0jx36mX1a25Sfkz4cI3BIqtHMFhiyfO/mnKqrYDQMiFW2q4TlT37pVuC8lw8sPjvQ7OgfSWRP5y4rPj09Ets0O+Du/6c2CKOn/dJOGSwjDn1EJNh5NVe/75fyUx5NtPz5UL39P2T64ktqjz7pLNDlreX4RL6AF8QfOKka61N0354ZRRldm3reD0Vb4nYHy3l4jUFHcrJuc7l707/8cOGKeSqDLUgQgghnjVUT4hyh43vtjqx0Q9kJYlOw1zi09fkC3H6afRhJy95wL6op5/5ur3OKm5MD2LihGxCa/+pdmLjC3Pi2pftZR+Kvi+OLq9IetBPZMUxJm2sP5M7sZnsvN/ledXHrXQ7P1ao9E//vL5Wt/R/qA+3QQ3xsT0TGlFfE5b+1PrdrKBHv/uGdMEmPBLU+cdOvC5rB3eV/aotIDM69UbbQX8ma3CQw4lrxp1F8Y2VPyt2PmOt/chl2/G8ctHHJkz0Mp6I9ljbwR3akDVl5k0prk8iH7LgFotLeWf94OdWDmx07rqHywldbyP0ISef9wMbhxBnbSoodmBC6MunuW1p1yet/lndn6adpvSM32i7tOGmE1vdNjNdjca5JItJrVNu3myTZnwutt/vApMbkA96hhMbcfgMoQ+amMw6gxEBcZSBvCkP4wtep/pn+y9JtlpsDnf5j0bq8sROK9YfTlv0RSZlZozIK67+Yt8LbCyFnb+1YF2b/YxSZojnOjb5/Ok3Wr2+bMK84jVfu9RWsuNHWkz4X5Qy8MnVjDbdyMP1R2ZTLhN4yGXcyueBHwghl/bbUm6jrlunVX/KjR13Pe1qW4mO+99rv7bC2h51ykp8l6eGh2wrfy0o4Xq2U+vfEl0IIYST3Rxt1/7l901/psczIJykeF0lP5K0ftAVjxZzN24ultzxW3OkYfU0tt9b9VN7Fu60z3nW93jZhAXFRw5bZA7b3PP9Hl33wVbe/nPr7+wy5x77TpbnytcvfzjJ3mTXqvt/mQ4Z9Ad440A4+JMXfRL6KfRzCPQH2PKMmb/hieJfpy0v3pCeV/86ve43jV3cFtjFqy53MjzbAnVlfdguTmwck4Y6o69B347V8LBN2JvrvnLafOtLvO+oy0wuYxG+V8cBqHN4rFia2sV1P/5twTq9kSfy5pu89LxP8t571NXFOWkgE/HJi7rCsd+d+x8zeZfc9ovi/lTxtBl0o1z0Y5FDG2A1XPop1v8rV9qCyj5pjMQ+7WOX06+1vj7zAddn/XziRXnp69B//dKcjbYK1/w7HnedUplp5/Sn6Q/zY3uPu9S2By683dpm6IFMz9/ONOQvLXY5/y6rs/nrHzX52IGwmOPMvly7+PZfVLoitFl/2KH5OtEqf6h2aqrrZVz6rytuezDVxW/MMZS6ee/RV1o/G/k4rub6kL+LrW3u+HFt/9qJLZxV+ZEOug/mxMYZfqCy/e4nm73/+uAFxZHL7y5uS5GwdXzWCYx7yINr9CtflfrB2Bq7cN7vP3Uebr96JTbaPzJMn7LO2CcdbecDR1xi4zDGJiw0EHHR1e3gNI+heSyEEEKMNOHUFI5M3UIvB6fhzNkOhU76EDrB+eaqY1sC6XHoa67I1ouIEw5inVZzywP6PhXgbNcpv05BbL3IiW2sU94bq85+TF7c8qStVOa/JL+82Gbvy4uXTppfTJx5gw1YbBDCILXbvbU8z8CCAcYJ1/zavnThiw6+eGfw9Pq9zivec9BCmwQ6YNH6NMC53Qaf/3bCiuLdBy6wSSwGKeZwtvcVlo4BVPUlDIObyN+2PQZvHZzYnjN1hW0ZXLHyA4PpmFSKwVToy0Cf699bdZ9NZviwKs+vhvwi1Lg+eZrW64PTOb7/QokBJAM/BuQMdHEc40sj07McBNbp+9G7txNbXn6Pn+8nUp7N9LkTW57eqBK27LbBtQi9aMbJ0+Xn8wPfba2f1vhca5SzpIqbOhu0dybdYxJ3n4F7qi/raIMEp1VeU2ZOfj0m3jrF73S+ffWImvb4rfo0Qze6dbI4G5/BPAghhBBQPRPKB0T9nOjsxEYfon5+5iHYZBMNOJj9wxE481xoz+Njlm+wCQLvf6T/qZ/C84k+Ha9cpI9Cny+c2Cye9Z88XnzZjh70tVjZglUFzNltU74Sm8vOy2HBD8qt6xunmjyVX1yMGKWKbGw3/cv7P0yQUF/Yt3W8UNqjwifWeN3iPxzhP25hjMCqd6QlGX0onNjos2P//ZdEOxgepnOlTw2neAEQdco4A73QgXIxfmAltD/fZ571h31cMKtYeZ/HM6y9eNuhDZ5y9X1V3E8cNs8mYQj0hSnHa8afW71mlLyjnZEOGzIOOe2qeyx/JpHetvc51k5Ji5NfpPP25a+zpN/d1YnN9AvbRz34MX3FkIVtWVnNnAqTHjgmogPQNrENE1L+2lJ3Ymt9bWnk009okl1zhdrgNIF2gbMd9YBd3nnIRfbZhYjj/7K8qgvtoDVlOGvt7+yegw3/9oDZNu60z3lZv63Ja2dY2keMHZnUn52M9rZDLrH2jDxeIUv9YKMuKmTkcu+p5L5135nF7GR85HKOzwQT2zHmq+XWZW49Vx8j+9CVD9hY2xzivrq0OD/Jfs9BC6ofd7HiYD3uTukHV1wIIUQvsvuo7dq/zOlmEz0R/x7TnqnpmO9nz04dpXBA4ke43P95DuCoRqDf4M8uf+06xzvtM8tWvqVv4c9n7uNP2j2dfs0Oux1raezHvVNWWGCfZ/+Ou51gfZb8+YcM+jf8MGSHfWaaDujz0klLiv/xjWXF1CU/KfZbcq/9iIF+BM+neJ7Sp2BlqfhebMxiKy5nz/Kyfs4tnQwJ7JvTetOJrVytmf/UCU5Z1BP9NRyM6GuZzBSH9Dis0Ydg9VVe009/C3uShvPUP3VFiGP6Q3xvzSv16auZvFR/5Ddv4xO2mu82e19tdR1jJNJSl/yQhHriOOqMH5Lj8ER6WgE68p0910kzY+0vq2uO9z8q+6S82dLnOCL1Z0Jf3rQSfcsoL85bfzRpnrVB+iHYhbiUK9o3bQ29XzDlYsuf8RiOdMiytlridkyYY53bGyc9K39lz8UmN+Tnwd8OM99ssF2yQWXLRF5/6JfXn9V1WeZKB7NJSXmy+o62XMGZvtYOu59QvHLCHLMtdY0NeM07+vpnOvQ5xfq7lldp75qm/X2Miv6sPocNkYHuD6dzLgMNXEaVLrVdzjKefvMe3zeb8yp7yso8EWMDPuf7DdRh1zl32vjP3rCTAveflE3reKXUzds37d9fl/v1AX+9q+vjcze2n/TgnnNNUtacc1O9cB889ZbH6vF6kol8zyNR7QghhBBPLzhSDeZsFeHp5KGHHmpxSsMpDOesbquh5XpG2BI6ySN0YuPGjRYiTtOeUY6nymktyPMcLIitHzmxjXXKDn7V6U//GHztfObNPpBNg7KdjrvVHL5elI6ZQGGiyX6JxJcZ3QYI6TwDCgar3131UxtI82U4r0Fh0LTb7DuKpQ/4oIgvUBiwkC+BL+LJ44o0svn2yp8Uf3/UyurLdAZspLEv09OApsrftj0Gbyku+7kT2/OnXFh8du79xZlJIL/y4leIfOFwyKUP2oBsUlLwb46+2uJuM3WV6fC+A2eaDMu/Jb92yJcQOkSA4U5Q5nJCAoNCHjkHLfSV2BhgDseJDeo4/TuxOW7vKn3Ks5l+UCe2FMIu5aGFpv0IQ6UpN5dZ42XIyeM305jM8qA+n0+6uxNbcyW2kSgPdEo3FHlDaYP9yiVOp/IRKD1bIYQQIqieC+XDotwk/Hn6sZN6rcRWPrfLCSXbf9J6qJaWX4LT/+CL/ynnXW9pvf/Bf++n8Hw2J7bU1yMeP6RodWLzviR9LSbtmJxiYuGPx82xH3wwiRG/cnct0OeJFqcgP2cHaZcdzo1xyvKwsd30L/o/TP6YE9tA60psEa+2SbLvpkfsFOMA6ou+Jv3FmJDiGnVEO6COvB0MfyU25JkKTdAl1aOH1MtPevlrauqJKNrPqhTQgckvyhkrLxgpLW2AVkP8tQ8VNhHI+OEtu59YrE0ncXz8dBqHIIPxTUyKkS7CTalwvrLDomLfGatsdThWCOM1p5xjVTjaaOhl5P3uabUTG2MDbGVt08rITmdCD2QwGW32njCr2H/xRq/H8nOGVdC71Ykt79/zf5A23qL8UKDdpDra9Kh9JhkvsjoE9cErafmMomVtF/710oVr2IXg8Zi0x/7IRPaqVHgf9+JYkMkuYSKO16sxuYY9mJDDoY0VBhekimKClUl+2gt2or3kE605uVmQuzwpwySgy11oDm3IpT3kcqlnPi/d5OZgH8pz2X28RtQnD189bmbxjUt/YW2NsrDaBe0WBzde3YrOoddwx7BCCCESXW6h9f3fn6HVsyw9e+hr8n0lfVD7HjPdn3Fke96Ui2w/DzwX6Ht84MjltlInP+Cos+Q55yu3cr/nB8I8X3CSoe/F85x9vnf98z1Otjj2XOEZyaYMyFz2QFHsuI//sIPXUb9s0oA9O3h+8oNgVvjk+zD0pE/CD5R5Vnm/cCzjfYW8fnim8l3ym/b8vgX2o99AHO89gdufc1xnxS8c8ekTMhap+pMpDnXOj2eoc+rjhZMvLuu4fItIqme20Q6Iw/Fzp1xq/RB+0EB/znX0V54j77UTZlTpkBVynmty0nGSwzkcyWgb9D1xLqNPQlug//m//uOsVMfz7Tv+jalwlK+yR1bG+rjud5Bm21Re+vzoZyT9kM9KaX8yjrfBeFn+IJWZsuGwxjEB3ei3vHzC3OJ9qR/NK0TRydtpysszjY2fS5i91/+uKj/heWU+ufxmoO1iA3SNemQb8ugn4XgWKy5bnOzz4rgORlO/0lmMvh0Og5QN21NO7GD1NPUS08XqJgX6f7U+bu8aP67qo2yD9BFpY+hLm6Lt0cZcD0/DfpSRMqAX+bx7yil2T8GJDedH5lHoe/JdN4ExH8GdH1k5bpG9np+68RWSc1w38sZ+tAfsh24x7iPvWn+fecG2Z67D3ufZ/eUde59RXJuE29UUn7gen39uD9sVQgghnibiexKcq2L1sE4OT83QjX6/d+kn3lDyhaHGH4xO8gi94HruwIZdccZ7qmnWW+781ymIsYGc2MY89YCHWx4DldvTiIFJCwZsDJDOTiOG1391mQ2G+fLhtJv9laI2OKvuk2nQk26a9W3TB958cfKne57uA+8k7637zLAvxxmgMPAjPwYobAnM7bHlGgNZAgMnVnJ734Gzinfuepg5kTUHqb6ty+L7vZ3YCPsP3GWTFTEoZ0vZCAyU+OJmwsy19qUOr5bhS4nVD/ugqyU/Mql0cL04ZLqDgRXlIbCPHh4vt18XQm5ZVnaxD7oS4pgvgw5ZuM70ZODYdGILMd3xslRxskFrPhnG4LKaDIuytoSSPL05sfnrlLo7wUE6ti8ZfABNHMqIzdh33Zr5lKF5PodJN7MfUlx2LtfaiE3MuVYO8V1mHp9tHYs4vlepkc7Rtn3SfWHxqolzi31TG/PPC62hPf9SRKJd/9ZrncJgZHFrYRld5Nhnm4lctgTSY8fyemB2c9lcojxtdirtXgUiRhBCCPGspnoUlM+F/Diep/TXwik8vuBuBp5GBOAZRLwDBlih1l8T3+7EVq9ky6Ra3X9aaX1Fi5eeXyGbLZMk7zrInaz48p4fZJAeQo9gsOP6uTi2qcqV/mHzfCVa6ivsgw2xacQPm2IDzuMURX3Rd2LyY8qMp86Jzantn+uELlb3CcY17Fu7Sm2B9sIk06emX2F6MlnDJBztwignoix9ik/Z33P0apvgffOepxTfu2Vz8YN0jh/kvHb8TFuxxJ3DvM/s6bwf+bZDVloe7z/gnOL2dHz4dU/apBPl3zW1u/xzYGx+zNLX/Xb/8Um8ngrdIdIQakdL8P4p4yBfGWGhTZjxuspVMe4p+3P088KJLcZ3fIYin5DfT2jSKQ4hqPd9nMkPm7bb4/tJV3cqXHLH70yHun05HFs9ZuTy4zqBcSF2ZgKRcTCvbMvLH5COM9wvcEgkfybvPzX9KrMP4z7qibEPbSUmHvNJvVzHqAN0oAyd5NLWkIutmTANuYzPmTQPuTXt9xnSU8aPHj5g9zICk93kxzU+WziuMdFJO8IWrNhB23AbJnlhOCGEECNCfVv1+zb3WztOzx6eu7w6dKevfMccXdxZ6rTKaSoCK0Z97LBFxTHLN9rzgmeX37cDl80zhufU//zyocWb9viePZvevPv3rH/C6zDps3CNZ5j3Tex/BUc8by6/b1Px9wfMtPT8uINnUnzPuu2EhXYOByB04vnM8yX6I2MXf6bm9UOZqJ+3f/lwC+xbOdM14tR14PbnHNdX3PaLYqfdjrNV746+YJU9Zx3va624/ZdW56yEFSHqvT72QJ2xxd7b73Fi8ZVjZpu9o02R3yW3P5jyOyb17VrlsKW/x/mQixzawzt2PaK4+I6Hqu/4eE3pu794SLHD7tOKfz9uafVjFfJxe/hxE9oMfZcPHnB28ZaU9t2pfd3NbxIsoa+ifXEq71uTfq4T+rWWFX3ou0ydca05QNHGsRmyvZyJcqc6LnVxe9fldxuUtrP86v38mDzf/pWjMlv61urH5LXWn8Wx75Hb8fR+rdIvtRHaB5/Hd+16qH2Gsb3pYXVKvZR2SMcE9MGWtbwsv/IHJ1xzXbwN8nk98oKrix13P85sjO7WRo2GTpAOOKZe7kr1RF/2L6eenfqbZ1m/kM8647UIPvabY/cCxiGsAEnbqPMIvK3k9qMtYT90dB1cH4/p/6P9MOeBvSnDZ751ejUvQxxLa/+a5cnsI4QQQjyNhANUP6uz5aui9evANhTyvJqrmDXzy+NG2BJCRtNBrBf9xBlJcr06hdwxUYw95MT2jMA79Qx3GHjxyky+eOBLcRzHbk3ndjn/LnNsY1KKSTu+0OhEOLIhi0HlBw6/2CZhkPXm/RcWF93vAyi7NZqTTIQ0LLFQHtsqa36MLPJjKepvn7nUBpA2NNuU/sc91rb54IT93k5sOOUx6YI8GxZtSqUnb/Zt64P9W5MoJg+YzHhDGpTN2xCTGelCEm43+vSHfM4jj0Eoed2WTjLA5ldvbFkmHLtgAwZupBkM4hCXQSBpWWVg8e2/tS9HyIMJK+R+bWC9TZQxmTQ8JzYf/BkpDWlzJzYmOQ5alDuxEcPT9UxfOrG5E1yrE1v+kEQmg+Qo5w/SDjYjUGbOcY04veyGbOoBGxPY5xw2JG90YlDNF2m8jolj5HI97ET8mMiJ+Is3PFJcngyNzTmf6xHpKBNtNVaO4VdivEqBc5E/6Zc2yoWetLXaGjW5PugZunazQb/xOe5kJ85Heu4Hca3Sr1SSDXGRTR7RNrErZcMZlnKHDnk+pkspRwghxLMXHgXNZ4uRduJ5Sp/NnaJaV2KLuGx5rhDY5/mVHtvFXrNutr4H/VAcPngW+fOHp5w7TyGv6cTGc9/jed/R9lN80uOYRZ+Q/harGP0oXayea4nBvmwIXXl2xrO5KscgabdG0Ni0Tv+or6YTG/2e6B9GWfMA1Bf9WOrLJkLGz6v6i8Rh+9ETr7F20K8TW7stXQfqnP5M9HciFluOOU+AiM95W5ktQR+OlcmYvGFl6Xj9jdHixPao9XkmLfkvi/sn488pxi97sDj5Xn7cc6Y5HbGSH2UnbpUuySDdLnPusXRMVi9LkT479wErO5PLx615yNpilMnJVlDOnNhinGOyU3wgTTNQRvKlPX/ocFZY837/zif4KzptEsrGZd5uKXPTia3Ox0FucxuhG53juN5BXKOPyup2TPDhcIe9lpYTx3ndQrvMGs5H3ZOWsRufcWT6uM9XIPH7Rg1x4/5Bm8cOrMa2OhnS6jXpjVzqhFeJ+iTf/OLdBy+018gSxydv01/VXn3ims/SgYuQG68nnVXLJX7aIPf9R+Ls6BOIf3XwEhsrkz6k1dTtn7r7+qKNxevGnWf3sTftt6i4PjUo0gHlMie3w/yVXYT3HjjX7OLlEkIIMdJwj87v3fVx/Xpp7s0409+ZAk7crEaaB36Ay7Oh6u/a87P1Gcox13iu8TxA3sZyi8zY5xr929Ahh2cW53kmkN/V6fn0tYG7ik9OX2Wvfyew/82VPzNHeOJEXzkv49iktS/FcdQP5STQNwj71/Ggro+oA+qUPjB1xvM3+gPIpF/Gdeql3xDtAB2on9Axz484ndLl59mnHUR7Qh9koBNtA525hs4t5ax22qGfQRrSxne7oR/yOe5VXspFP5yy1X2dlLLRP2uh1KVZ/mZ5u4WwQd7/QSQ5dqo/J/u8lPmz8d3Wz1LYDlnY5J4U+AzmOjT1xAb1Z7OVaD/0L01y6dSGveIeQiA/v5LoJCgRp6O/Szn5YQevov/cGTfZmI/AWJ3Xi+456xa7jn7R9tpF1/3Rpv3qOq1tVMuox+2koV7YRt+1ldzG7DdtLoQQQjw9NB2hugWc3Lq92rNJ+3ed/dHMsxfNuJ3iD0WPkPFMdWIbbp2Ipw85sY1xqo9YGtwwAGBA+qVT/dWZfGnOpB+DCl6Hwq9umBDZbr8B+5KcQQTp44Pq23qAPOOmX9kkFhMcrB5w6s2PVwN6S9cITnOQ4fvkhX4RLH6dqNxvpuvtxMak5tcH1ttgEfn8Jw7ua6QhMGBjIMnkAEtn81oZXu1ig9hyEjTyfTiFU66+r/jcaTcUf7HvBTbZRPmZCGFihS3LZTN5cdiKn9hkAIPPGpfTLBa2JC66vvPgxdUvn5g841fyHz7phuLb128u9rjwV7bUOHXU24kts1N1wctRHaY0pEWGO6H560CZqKEO3V4pTS3U6JW+kxNb6EIaK2c65Nf/7/rGsuIVqZxM3hAo87u+scSu4VRI3CqvnHQCm5569b22+gS/1GKpdPRA9t5Lflxstz91cb7Zj/rZYd85Fpe2QX3TBigjk0W7zb4ttXdWQCjjj78g1e3cYuJ5a6v6Cz1cl1YnNuRPXPpfxYZ0jhUId529oXjz/gPeJpI8ykV7OHHVg6Zj25dAaR99+LLorCs3WBs4cOHt9qu1+By0Piiz+FfdURyw6HYL/IqTNsu1sDk2PPXqe6xOsdOyO35l5SEetrg6Nejj1vza8jx59QP2eivy9PT155x7QdRZ/AJ323Ki+ePTry5OvtVf02u6JzufdtU9jXYvhBDi2Ur1vCsfZdVxes7kz1OeKayey/PNfmhgPzYot/THsj4Zz6Yr07+/2I/XPrpzy8yb/DnoeRHfX6/Cl+asMkseOHTwOlH6wnZx0yP2rLNnZ+pH8gy8Mj0bX7+Xv9qHNLucfq19iW7Pb9PJdah0sgIlCeUxhzwD+VX7zCtuzZ7NCfNoKbF0vrs1U6mZ/uVObNQXzmbUhb0Kxn74kdulDlV9pf4VduV1VOeu/Y2nTdAn+8eTrq/aQS8ntqbJKv1Sz5MtMpdef0fx41RhtCWzfaVX2ZZSXVuwc+X1J70tMGnymTNusj4x/TheG1npkuKnFKXMR61uT7l5s70qirjvOHZd8YWLn7BjHK9uTNeJTzuj/Vgb2uTpjl7zqPWpcFr7jxRxu0OvNbuyIgT9U7eN9xeNMu+6373Uxjr07+wzA1WZymBt1fOlDOuSsPcdhbPVQuuzb7/fBfZjj2YbJT6fEX+dqP9IpWc+PUOZpgKdGu3ESsb57FwK5HfaLZtsLMQPjdjSf7UqS8GwnYa8aIuRl8n1+wF2PWftw1a/vB6NlTCYMLT+L2nZ2H9vP6yqRh1Zu011zOo32BIbeffc70fLkmKsrGHtJt2PWOUbXb2teNt0G28yuayq9tq9zjH7MmY4erm3M9OgVIB7Fyues0JH3I8mzvxBPa5NcpEZeXB7QQYTjLRB4mMzJiM5z3gC0aTlHnV5urExbkUHxj97zfRXlhKnVEEIIcTTQNx3uZ9zj+YZ09xG4Jh4rfdqnnWtxPOB+J1CyOhGrg/PSJ5dvOCH5wSBvhvPKfoQ/cgby4Stw6aEfsjThIzqu/UycC2vl35DyMzpJi/12lraULQjQlNOU0b/eJ+VtJE+5Eb/o5Nu3ULIIV3IGYw8j2Z58zJjj9gnkKYTIS/06MVgeua69QqhZz5kbNL6/bAT+ferb06k43NO/5DPNf3G+Kznn3euo2M/8pv65Gm6lSHiY4MqHe2nLX708YUQQojRJZygBnstZVzfGkCP3GlrS/UKGc0wEnTqM/RLpzoZrJ7E2ERObGOc+mPuS3jfkvr5fGHPZABfsscy0HyB/96DLzBnJCZRTrn6pzZAYeDQwmb/hQyTG7ueutriM4H4kcOX1JN8jQFsNfjoFOxGFAOQHoMQorVc9/ghmwkV9pkwyJ3Yvrpog034MCAjHlsCZWBL2Vl5jTIzScPKdNUvfmwSBKmeLwO5naddYhMDTFJQbuxIYD+OY9LgnVPPsF/iY0fTMclhG/tI5ssgVv/64GFLi1ePm1m8dPJALW+Kr36APJylXjZhXvGcKZeanq1ObAzDQy5kdqoydHtVh5tbJ8NeNNGd2HBCYpAa9iKgZwTSsAXihL2ZXOnmxMY+5bw0lfPte59TvGr8+ZYX5XzelOUpJLul9LESy9tSnKXrH7G6sXrISQohH51xumTCaPKS++0VTtib1QTRA3nYEPkc42QZE0pM/jAp+ba9Z1h+XMfOFn+yO+RRfx85bGFxZzJt2CLsSttnEpd6od3setEjxdSkAxOPyPvDiUta2gTlYkWOyef5q7NyG3LEMef/73GLbDKJyfPD511nk2IRz/OHLP4xC6v4h86/3mzs8VM9p88VdvqXEy62Jd+ZAGNlESZnWSXuo/9vodmO9NiGZesPWbjW2irpkUP6len+wGeCSWVfBfBCr7fSTky8YSuWlmfLSiQ7H7/cvuDcgj6GEEKIZwj1o6DRD0n7PMsqp/DxF9izlH4J/VWeR3ngmUi/gC/RV6SO2vuPvMSeQTxjd9h3brEhPRx5PkZ+PMdIw3MfR2z6HTy3eGUffd54xvKMt2dn6keSlj7gv06/1J7v9A3+ePx55lwXehE/nuME9iOgJ30Enp3/+//NLb5w7CLTubZBIg5aTo4NqC9+iU//GtvT/8rrC5uyH8f0S+r6WmlOQNQ19UX/2McMHodVPbjW24nN24/jfTLqwM95/SHrqHnXFP9y6ExbYQv90COvt7wK8jqkfDPuKqxfhC5sVybdKY+RxgVV+s2Pmv6sFMYPYGhffzDpkmLH42+3viCrndHnsrgNJzbyuiwZC+eoV0+YW7zne3cXz039e/LktV20wcgzdG3222mbBH5AEGUMu+efF9ojP8rgBw1v3fu86nPAKl0nXBMrvmX5JNAzd2LrlE+eVx7Ily3XkYNcArpzjvR5fUTI64F0yEBvVjjjs0j4wJHLrY4C4hIPeZFnyIoQMgnEYyW6Dx6xzPqylOvjhy1ocQqj/0w6ZNFGd9xnjtUL+dP2iRuyzWalIxn2YgzF54L+Mm3ntJsfszyJGDag3KxkjEMndYHcT5y4ymzLdZfJP18t/OcpHLTwthSvfq3oaWsfcbmJ0IW2ic63prQ77X2uyUbvf552ma1sQr7kgGiLn6CvzmeNPjxtgs8eP1BDttlDCCHEU47d8iE9T9zZPt2xOwauEbhDex+oShvHLV/AcK6Ul/oeLbLCGZ04eZI2uJ7iWXzkNQM6l8GOn0k0ymPlLO1m5c3pVPZ0zuJmNs/iVd+Dm22zumkGrjfjxLm2fEPHDnHtmG0Znky9DDtPGnQlfeicxYs8Sq+qvI3FflWWyN/kEtJxRVzPdGvTj0AazxOp9FnqHFupdEE3dknbIquP0GaDEpPHOa6XOmZ6NbHovuu0RUJWph/bXNdNqRdn+5yrbVDRloFTn8rlE0jfXd9WyrhVvuynjSUsj6vzDVtV8ZoQn7hRvqSTnRsEK0Nqm2GLlKaj+NBHCCGE2Iro5BTVKzyVtPbTtl6eCv2ado7XvXZzYBNjHzmxPWPw1yTxa2ycsF4+wV9LwmQAA0Mmi1ipgslAvvje/ftX2jW+QIfqdpIGFWk4YV+I47Tz/MnLLT4rOfGlt38xXg5qImS73ULQPK6wk/kgxQct1aA2DYrYbzqxMXHJxAA6c50v+AmUC3uwlPfnz7i+eM2E2ebUM+umn1UTm7ki8et2XruDUxCTE68bd7alwUGI7evHzzDHQCYvcJ5iYoJJLCYrzI7Jdsg12WlAhx6strDT1BmmLw5PpEf2n407Pcn9fvH6vU4vXjP+3IKVwnC22mbq5SY/nNhcTwZ3ubqdBnNurypOSsMQFRnmxJZkIp9VvZigwQbYrBnQmS1pmTBiFT8mSJpObF5GzxNZrFLGK3iYMMI2TPAxEfOGZLs/3fPU4rXJpkxushoest6wx+m2+gBpg9CddsnrC3wliaXFTsf9yGzNJAy2CqcttuSDbZmcwbZfu/yR4suzN9pEzSsmzjMnLuoOJy62YWcmt4jDhBQTU5Z3shlb7BP5uxPecpsoIj51x6uJWIEj8kdelJmVD5lgxX5mn80+SYXMfzsBhzt3WmTFC9qnx6vLThviXMSPSSo+u612dzsxMYZt0JXVQVjNDx1JQ12wpczUBXVPnQKf5UseKGwVO+JQJ2xxmKNslJHJVyZBmbALh0HywkGAvCudhRBCiLJPwLPBn6nhFLWmfJYtLna+4GfF2XcVxdw7faUiAishzdpQFDPTuf0W3118aQ5OF+fbM+cFk5bZs/bMdb+rnDqAfsotDxXF/A1PFOfczasa7y+dy5cXf/2dNcWp6dz5Seay23+TPWvdwYNVdy+7z/ss/px3Z/TPnv4D65fQ70Fv0hF49tJPoP/JCqe7zr7D+hY8Gz8xfbXFbcXt0MJW+cBs19Pra7XZg77Npy/4udmXOqKuZqU6qvZT2H/A64sfL+D8/oKJqX+X6uustb8z23mxS2fGFie2u82u7TSd2HKnMu+jURcHDdxuYx3q4P1HXlZ8e8UD1t/GOYzr9MPIky2BPhWOjd9Z87viT7/q/WHa2F6zvM+Wf6lSrYyQ8qP3TXvghzwvnDiQ+uhX2I9N6M8esGi95WVs+r21MWtnmx81ncnvPQctsH4TDmzbTL3KxmZTZ1xvebaPv1r77dGf/vz591odYO855eeGemB1bOy485m32grBfMbccetCs83Uc64x/TyfZNesjHx+uMaYh3zom+8y9ye26i6fw/hcso38Yj8C13n9POMG9ObzefS8q+wHHafc8rg5+GF36oG6js8Sx9j0ijQA+P+OWF68MH3+6GPyilZ+dOTjAm+X7POjD2x2+rrf25gO+2A/ZEVAJp9PZP7tUVd4vzbZgh9fsJozfd983EL5kfPl09ZYv5y4OACuTp/vfFwSYLmoG5xrkU8bYqU7nOawAZGIQxvc5XTk+g9u7PWkldzs85biI5f6QXcc+Ggr1AevOcbBD7lRa+iPPT9zxroUj7Ho4uLP951rrxFtLV9JSkg50ecjhw9Yu+D+SDn5wVuMB4QQQgwP7s9xj+6HiD9Y6Jdm/KHLyJ4ZiTw9gedK/7KevYS9OhHnI06/oRud4g4WOtH7On3x1rbRpB+53UIbHU9mdEicn+o3dGOw6/2S59VP2BI6p6fOutdbM/9eoaLloJ2OafpguOmEEEKIrYHmCmd5CGeq5j6h39eNjnWeKqe63JYRujmtUT9b08p4YsuRE9szCCYk7BftE3yS6Jsrf+aTfunewRfZrDaAQ4t9Qb7Hd+sv3hM2iOAms9mdr5hIwImFL7yZJLohCeKLdr8NpcGR7cRAqR4smRzfNeK4LTRvaHaYD7pcbvXlSQcnNsqxy/l3FTM3FjZJwWQl20XrH7Mtjj/vPnjAVtnAsefoax+xCQAmGRq52zG2+vaCG8zZZ9o1v7TJECZM7ioDr6D6z1uYILnSJiaYdGGCZNrqh3wyIOmInJDPpMqnpl9hkw1MkDBZyuTD4gdquUyYsirEpKUPFG/Yf0m5ElvTiQ2Juc65nQI/V8Xp4MT2wskXm4MXk0/z1z9a2spDvk9gYmrB+idMNyaEmEjD5qz0wISR6+VlxabvOWielQ+bsOW1n7xainLyKs5UvOJzvL4pyTBnqNRGmdxDv7w+2NKOmUSlfp8zeaW1QRzUeB3pd6592F7fhFzk86rL7fedb3GwnU2QTpxrE6r/4xsX2oQl8ZlMZDUN4vM6UvREPpM5XDMLl/WHTp+cfpWVg4k99GWyE51OueXJYn26Tt3dlCJ/c+WDNtnEBCV1zCpz9YRWklo6sUU9IIu2gzMgE3qWbyLKH05sxKedu54X2ioNld2p65QAO7HCDeVALnGxE5999H3rN1cWHz3pOisLjojfW3Wf3QeQH5Oy2It0fMaZiKaeKBv25dVJp978ZDq/sXj11y81W9COPnGST4xWOgshhBBlvy1/NtAPwtELBxueZWxfOW62OUz7jwXOrfbpT9FHNWecso/1ivGzi8kzrqv6btHXob926IIfpL7sybbKLWnoB/AsxLmDZxp92Ld+5TjToXp2psA+z1P6XzvuO8ueoc9N6f5o4gJLw7ORfiDPafqR9HtwWProYUuKN+55VvljhsXWj/nEtKvNoaYVzwfqZ3u53aqo9Qysvk5cZX016oBy8kpMHOGpI35IEPWGoxR9DfoR4SDDMQ5H9BHobzj5inwLTR4r31EHnahNVdeXnSud2JDFDxBwJKO+XzJxqeWL8xw/LPFXn//QHN2IRxh/3k32gxLamNVd6pfTB8WZx/Ts1M8u+2ORHw5GOLHxYxNel//dVT+tHStTXPS0dlbqST9uwswflOkuL7aZcoWtRnjK1feZQ5O3ySzPvN8+zX/0QL+W9OjtK+v6eIZ6YGzj9nfHp+dNutg+B7zC8ttpwEcdhKNcs54pM9c/c/wyswf60a7Jg3ply+eS4Oc83zzQJnba7TirR/Lhc8BnEqdTPpPbpXHml09bbZ8lPkN8lo665B47/qfpl9nKvtQDdUjek2deb59zbzeuL/3kAxfebj9cIT+2XzxtjfWJCQcv+lEl859Tn5m8KQ9tl77wXrNutnKGrYF9dD3iknutfPTdsfGRy++0stT3GQ/UT4yPGevRT0YXbE66Tx9/iY1N0Zv2cNiKn1jdoANtFP3Iz9sG0rO6sMovX1ea5PJjG/ShHvkhC20B25IW3XglKeMb8qZ8/HANG1V6lvsW0gHp0JmVEonPPZU2w5ggZHvKTCchhBB9Ud93Byficl8eLLTK7H5/7iUzrvWkjBBxm6FvOWOdsoBR1pYyVzud4XI3m8dxHmcooZu8TnEj0MvodL6bnPx84Nd7t7tI20wf5/K8m6ElTSQoT7ZcC7LrwG4nuZS9n/Ln5LIa2QyZSJ/n2ysMhzyP2K8p+39daKYbLDj933/qNL0ZbjohhBBia6GXE1unEM5szxYntn4YjqNb0669Ql4/4pmBnNjGPP71M19E3/DrwiZW+OKcL/JxwuILda4zoMNx5W2HXGJffjMhccI1vy6//M4GD5ufsC/T+SU+cfwX/efZF/TEad5iqulK26RBji09HQOolGvzC/tuRPoKl1ENbDo4sW0z9VL7Qp4JCybRCJzny38Cuj9nyuU2scYrIdemtExmoJFr3aoX57EXEwXYgAmJyJ/Adc7x+hkcqpg4YqJ091nuYBTyiMekAc5grB5GfWBDJhvQn2vIoc7YUgfUDa98QWfqZ6Sc2Mjvn0+4xOzxnL2vMF2w0YuT7mxb7JYdxzlsy2tPmeB6yYQFNhHFIxfZ6Ia9cI7CDshmYofXF2FnHLkoH4F9JqeOXfOw2YLJOSZSTrr6v/zVlClQTrbEi5XQkPnGry4pDl9xr5UFO4dc7MjkIiu0MAGGIxlycWo78uIfW3xsG7YmHXqxegR5ExddaOvudOZtDLt/4sSr7PWu1AfOYHM3eNpoFyEPfZgIZ1Ip5NWvb0p10liJDXnUBSu2Ecdr1ssfNuBcHX+pxW9bAS9FpuzYievhYMYEH6tgXJuEU37iUF8EdAe2x13zcDXxz8QWTpuUG5tGu2SfwCoOk5b93CbrCJ1XnhFCCPFspHp+WT+ktX/Cs4LVO+lT0F/jWcWWZ3unEA5GOOu8Y+pZxTlrf2MyeN56Hr7leYjjCs9c0uHsE87cnoc7AbGyKM+2eNaGfjzn6L+wIhuvHmflVuQgw3SZuMR0IfCcRBbOJfEMx6no7VPOLo67+A57Tga5HWq7jB28vvjxhf8oAVtGudla3aVtXV9Lrf+FU9NfTj2zOGvdw9bfwL7YPOyBXH4IQN1SZ6yi7P3mXiQbbn6y6odHH5F6O+Gim22FXZyE0Ac9re7SPjpRR1WwvuzS4gVTLrYtdfd3B86xuqcf5v2quoXUeB1SvwMbHrV0rDZH26K8jLkop0VKfT3b2LHriWwc3ehjRdukjxyvWbW42TZ3YqP/97JJA+UYJre/lxHbv2DSEisb/W/0wR70/25MBsK2eR5N6OPRp/3s8clWSQZ9fOTS5yS/yJPgx3W+HLMlLn1O5JAX5f3W/BvNTpEee3uo64PjkPPiyUusPXzx9NXFXY+7HK8P2GR1jQMhzmakw47RL3ZZrTJZuZEtOux22hX2CmLr30NZL/SBceridZ+0c+zHPYp+N/av2lvKP9qAHac65hptGcc0nDG5r2F7fjRGX3lFGszxwxb0YvyHsx71WdeF339av7DzleFcLk5qc6xM3ANxiMOu6MxY47/vN9vyfPmEuWmcuNLyRDaao5vbrv3+Q3tgDPrHe82w9NjniFQG6s7SlLax+HnCilJv+y+EEGJ4+P25CnG/re67+fUOVPEatKVNoVvcnjRkRBiynGc27aYNW3XBImf2HCx+v3EqRfL4nc53Ios/VCr5HYhref7N40HyrKJ3I2R1jZjnk4deDB5nUL2CKmKed6cwDFrkDp2+9G9SladJXpYUsjg98wl5EYQQQogxTLeVwPoJzzaG6ri2cePGjnbrJ4hnHnJiG/Nssi/d+ZKbX2jzxTdf4H/08AH7crv68j7FY2Jp6pL7bdKHiSScUfjSnlfnVLeRzU/YpAETTK+aMMvkfeTkG+2Lbm42MdbIA/mTD+n4Ej7Cz1MgT/ZJzzacgEjXgp3IB2M+GKomEzo6sV1uE5c2eTXZJ7DYcoxD03OnXmYrH3Aep6W37jOj+NaCdVbmfEK0nXIglvLEHh78ClCuyZUdF9rEHOUzUjwmFDje9TRWbFtqTmD86p36oOwFLyjanMKTKeZmP0P92etek72Z+GEVBiY+YnLBNvYfcjsFfq6Kk9KQyu21wuSygoRP9PmrIXsFt2G9T1rKmjuxUU5s+fcHzrA2Rxg3a201EWRlNNulbbJl6MPKCOYkl3Ri1Qwc+CI++lNunLOYGCXeuGUPWjqLQzlNLsHbB3ZlEowJMWQeer3LMNtF/E2pxpMuEZ+JRCa9mLzidUy0Xeol8vfXdHr+E5c+mNUv8pIm0TYSVtezN9gqLqT59zPXWVs32pzYfPKtXyc2dKStt7/G1T9P7uznr03a8VuXFwNJ+db2TVyP78eu7/uP9M8QdfrvZ9xsZY783bZsU0jlxDbYCEc96kRObEIIIYLq+VU+a3J4zn3uuMXFm/b8vjl74DzRDDhUE3iOb7/P+cVnzrjJHKtx9qmfk7Vs8uK59K0Fa221J18RbI6vHJWe7SEXJ5Addp9mzzx/dkKrHPqkOH3vcvq1ph/PcO+HuVMMfTj2cUp58YQBW0mLHzFMmLm2uDUJjf5Q4HaAVieSsQJ2/b/HLTKHqNyWOOzgXEOIc9QZr1NklV3qi9cf5v2UuvzujMSqX8h9S6oTVuzC9j0pjZfLYRsOP7xK9gunX2/1Fv1F+kwEr7NWByr6OzgYMb5BV3TK20X7FyqeH/VLG9ph9xPMJvxI6P0HzLC6r1K0JK31XJsM8pbdT7R0rLL1icPmVekiv1qG91G5/qVjLyjevMf3zc58LghRB2xfM2G2nfvboy+zH9Jg/1tT00ZPH1UE7Z9JoEx8tr5yzGz7bDLew46s8EYefJ68ns+r6j3q3vZTfPLn80VdII/6XHbHr4oPHuGv62+pk9KpzYP3g7mOIxnOqPeltK53a7t5JP1npWhWR+Rzjjz6rtQpcnKZnGNcRpv82sB669ci0+rYhNZOkJ/95ul272D1vndOPaNYk07aeHnzky35hz72ilnr/3tZvY++wpz4ttvz1OLdU04prvjJJpP7Z3uckmx5dvGuqacW1ya5uZNrTjOPfKyAXOrlbyafVNx49y+trj596LnF9rufbO0IB1+cKLG5ySnLFp+9kBnXkM3Yh8/gG/Y43Zx7/3bi8cU19z5S2idLXyXM8XbUdloIIcQQ8PtzW7Cba/v5tttx80R13J7WQkviHvSSUYVnC6msg9itMnvFYDaK611CT/t3olO8wUJOr2t9EPp2tFOcz+V3Ct3o0O7b6CSvn9CN/uINWS/rNzbOtYQh0mbXLSGT0yY3QknXgjfil3HaoredIG4ZLK0QQgjxzGAoq7Plzm+s1DYYQ3UA2xqovvMcgu65jXqFTq9tFc9s5MQ25vFfcOPkg+MaX+YzUTP94h/Zl9YGjlJPPmxfTi+/vyjeuOcZNgnAZMT1v/Yv+f124gMJvizfb9Gddp3VsP7xpOsrpxXi1bcej88X/5ffVxT/dvyF9rqg/3XSD4oPn3SjvcrwYydeZ9sPnXStre7AxAyTLK5bNmgxofkgxmWjs19qd2LDwQonJF7/9KbdT7FXpG63xyk28UNgEuD1486yyRZsQhri/8MRF9mv89GhLktic8phc7qQBlTkRbmwBfqSL85WhNtSOPDGwiZTCK1ObD7pwmQSk3U4VmHDc9f+xiYbmPxoxZ0QmfjDQSwmZnquxNaidOC2q+PUTmz+OtHFxXP3XmkTU0yAMDmCft0CdiQOr/thUghHNsqRO7FhHyZoiI9jHNdZ3YDzpncLblNscElSigkudGIykNe0+uTRo6a/OZFNX11sO4EVEuab4yV5cpHrzUD8D590g02K8Sqy/Zbca/aEiBOwzyQR7ZK6oz3su/jHVs/UXVz3FUN8hYa9F/+klNf8UsXbKGlPvflxm9Cj7thid4+XO7GtsElxyt3Jic1pfQ0sn2fiY/d8chhoc+jp7XBhMXHpf1k+xImQg1w+6zcmQbxuCrl8xhekRDaZXLazlnRJMWyPjXhNK/l8/MQ1dXsXQgghusDzj2cXzzSeizirsCXgVBH7EYhHfxNHk8oBpQM8rYgT/bNusnh+1X3cVjiHHJxMiEeamTf90p63O59wkTmT8IMCtrudemVxzPKNtnoXcilT9HU6yR6rRH3Rl2jas1PI6wt7eC+iHeRiY+RSZ3n/ZyhgawLy6LeQ9/okaNH6x+yHPFNm3FDsfPzy4tNpnPDp4y+2uiNMOe96e40nOpN3tK2QNxjEJ68oM2VBh14gH5tEG4120z2d9zHJCx2xVad2HQF5xEGX+Lxg0yhPry+KuIIepIt8kEdgv1e+ecAmyEFelJdz9DMXbHjM+rp8dqIeCHy2ppx7na3iTD55fTThHJ/PSmaqbH7UgUzqGXl8Rk1mqmNkolfYucUC5UGUm3qhvMimLXn+3r/uCOkzGdg9bIYsZFIWjtGB6+jeqVyOjyEiT0Rjv/j8PZACMrBNtInQmW2r7NR2qvpulsHbVS472g0yPFVzfCOEEGL0qZ8R4ikke/i1PQef4gdjiM+3Ebox2PUmQ40fDCddpNmS/IaTPuI3t50Z6c/VFsobtMAjew+I7PJsO2c/vHLlcgej33hCCCHEWCKcq3IHq35DOLc9W2iWmxA249xg9hPPHuTENubZZF++X/xTd07DaQrHG36hHV9820TR5ids/8cp/M2BC8yBhRUneJ0IX2TbF+HmxLLJvuQ+ds2vzRkHBxmc0PjCPAYxNtiwf+l48yb7EpwVEfhVO3kjm3Q4AcUv8dGL/PjVPo5g6GK/vomRS8irYL+3ExsOQ+OXPVjcms7dnQJyKR/7BByqrn64KI679jfFp8+61XRjpTb02GfGNVZuJiIC8sEC2JNJgjXJELza5esD6y3Pf5p2ha0wwC/3KdsfTlxmerQ6sfnrWHllJSsvUG4cx5ioibLkAWIyhIlTbDeSTmzI+PR0f4Usukxa+oA54d2VQm4r9uOY7b0pEOeWFD560g2WlrIevOhH1j7CTnM3bjZHNC/n+VY/6IDeeXmBLemIg21wOsOJakbKiDYUK7ExuYKjFE5srHqSO5khExm5bOLjPImD1auTDvsP3OXxy/aTxwfq6h+nX2N1iM7Ip0xhQ66HE1tcb8oLWdgZ3WlnOAc+b9KF1eePeED9oqM5sU3yV13168QWTm+0DXQk/0jlenq5yRM9qRNbJS6Rlzl05zoTi7RJ5KLz+nTOPgeb3IkQ6fnqjEzw7b3kx8UrSic2bF21dyGEEKIHPHvywLOlV3DoH0YoT2XgsJGn6ScPyB176j1/9j+RTjQdPXgWs+U5GI5CyDfQzfT0w2cCFGUwO+bBXV+gtEVpyyYRvyl7KER8q8NSIBv6LNQb9UNfOuotAsfhsEO+njZ6X5Wo7pQX2XTTvVv6ZpoqXrcEiTxNM20zOLTBFMvKZD04O9sap5243imPXnk2Q0V5wAYtsDf9XD47eZ1EfdAfrcdgrneLvAo/TwzqOZcZcnOZxHMa7THTr1OZ/d7Qqf025LCfohIbGeSXh5A9OB3kJuLeFrJDz5AboXP6/DhoPd+UlcM1IYQQTw3cY/sJNd3u6+10khNhOIyUnDFBVri2svZR8LY0DeL6UEM3OsWNkNPrGnQ7Hww1XZwfLNS09086x2unGbdTgOax0znfYdMQEIeDhYqWg070dw/ol6YezVDTaqduNNO1y+lMv/GEEEKIsUbT0ar5ytHBjgnPFihrv45+z2Y7CTmxjXn4spsv7nndH6tQ4fTyzmNuLH6YzuHUdU8KOCThOMQWh6/9r3ikeOHEAXNKwimLODaRwGsE00CFCYJZd7qjEc5P7znaXzsagxgbbNg/H9gwqbD0jt8Uf/mVo21VLlY/wzkGpzpeWYIzHK+mRDcc3XCScie2J0o57PMvHyS5bL5g90vtTmwvmbTQHJZwEEMHrrNl4gT5+aQWkxwHLbzNHJNwIkIPXh9jTj8J7Ega5E9f/cvi3QcPmIMVTkzhiPfSSUvM8YdyxOtLkRVObDEBgv0OXfmApef6O75xcWk/L0sUOcrIJAWTpjgqdXRi4/WjidZ0DcqLVZzMiY1VCpCJLry2B12wEXUedmKb75MW29BmeBUqZcbpDB3DiY1yHrbiJ9UKZG8/5GJ3bkpKVPVm/1xfdgnk/76jLjOb8orKQ1b8zOopJhW57k5k84tXTZiXOZH5625MZEY4neFg1XQ6g2Z8Jr9Y6e3l4+cN4sQ23z5TrOxm8jY3VypI8ZPO2AyHP1aue/7k5dbGeP0RdoTaic0/A9RxVye2vN5SG8Cuud29PXiqWs9U7oazn23sP7iepEUGr61ldT3ksiohjosmsXy1recBpHvSPj/IxlbkpZXYhBBCdKP5zIV4dg7pWrcEHchlNJN0OteE6zzhef7xPIz+EVsC5whV34YtzibW73P6ycfhGe3P6a2RKEe3suRlzul2vkkv2cMFec26izqL+svrLvDjqI/WOqE9jISeyBiqnEjTK233a0lznNr6JJcT+53l9iBLYJ+LtI36iDpoBq7XWnb/POQ6ERgRdZLXrY6D5mfVXhGawWGc6rctRxvJw0jRTV4zr351HS55XkIIIUafLb4vdxOgm/0W8NT167e4vp+tjEGjjQ2V28dMQgghhKjJv6MJZ6uhvGq0WxjrRDmGujodobkqm3j2ISe2MQy3RL6wx+HlXd/gVaK+2tZ/O/QaW2kK5yNWDyP8MyuJTb/MVlH6n8esMWca4r9u3LnFZb9156VwYsOhaN6GTeaIxspROPLkK4lV2IG/LvHH6R+ObKSbfWdRzN7oq5GxUtfp9xQmB6cvXvOJ04zn90Qm0AdDtXw/rvLs4MSGk9GBi24zJxuLv4kXeZYDKspSruxFukiLQ16U+7CV7pzENcqAY87EmT+wazhEmQNRyod9nHdwZtt2/FzLl9c8UiYcgcKJzfGV7HCu45WZXGclM7/uunkZvXzhtEQaHJWIT77hxMa1kXFicyc0nKfMYQw2Yf9mcJ1iVS70xvnKbJHS8xofdE0xzHZfG9hoznpRTquL3NkLeZuerI8TOJH5ymmLzDFqv4FwvkKq5/mP01eZnd05K17n6ddDTtiB+E1nLo+f2ckS+XE4sVGf5L/PwD0t8Wt57sTGKmRtzmH2D3v5Coe0aRw4cWKjvSxa358TG22vhSSPUnZyYsO2Hr+2U1XupGez3K128s8PMpBF2Wnb3BtwVDSJXZzYkLnv4rvlxCaEEGJQ6mdPonr2+nOpE0RpSTPCDCafa95rCT0JPBXLfXv258HJVywF9vPj7rTK2foYnn6Dlr9/A/WkzWenklvqHf3YfNuhTLU6g10vqU60x+2LNoFbRohrBqe3fr0cn1rl9EHXBGEnQrMe6jBYfi3X7IB08fnsJHd4DKZHQJx8tNqeb7se/Tiadc3fHBKTvDJCyOoUf2gObe16BrmcTvkIIYQYAYZ5g21L1jzRFqFBt+uDpRNdiOdp9+fq0GiV03e1dI04UnoFfcrrW/EhMlg543rXeE36LM+w6U9+3+o+5foORjP/4eoz3HRCCCHE2CR3yiIM1Zmr00pkhK2NTivNddO9U+hkF5wA+2Fo34mJsYSc2MYs/hU6bieX3VeYI9Fzp6ywgLNYOL/YCmIp4LDyIsKUJcXzp1xYPHfvlRYPZ5baiSgNIjb7ylK3Plk75ZB2xk2/ql/Fkw82khLogaMO6Vi9Cycp5BHYZ5UqnF9w+kImDj/mLsPkUiXLBzHI8tuNH5OfHTec2CgTTkYHDNxmTknGZne8Mh1t4spXnyIXZBGP14rail3jZhfjZt5sDjrozjVWqMKO2I447L/74IXF/zlhhTlrHXXJPcWi9Y+Zc96+Vz5htqNcOFzVTj2+Etu3VvzU0qNn83Ws/ut/9tGs3YntRZOXtTqxmZ1KOxhhs3aqOCkNqZrOUJSxcp6y+mbLgdvbsHNu73C+ajqxcY26PWzF/cXrqtfOdnFiS7pUx4mfp9DixLb4bnesK8tpK7FNv9qdzEontmifuZzY6d+ZywknNnOS6xC/lldf9/xTOdLD0OTZv6RvOlc5se3BSmy8Nrd1JTZK1XRi++aim+t6qOrTbdWp3mgbvZzYujrbGRz7Z4HrJ636aYp/QeXExsqIJrH8/Lj0GvLFBnJiE0II8ewgnsuJZidCbN1YfdGfyrdidBnpeojPp+pXCCGEEEIIIYQQQowdYnW2Tg5egzm4DdUBbuPGjcUvf/lLC8Mh0iJrKA5pWxKGq6t4ZiIntjEMziY437CqE84lz5lyqTkG8apAjt25hdWk3NkKxyy/Nr944WR/LSavmPyrg5eY00w4yODUxfHHDltkcQg41OBA5o45MXnQCa61OqMhCwcY5Gy3x8g4seGAQ5n+Y+FttUNN7sRm1nHHHTtOeWGrSUv+y9K9csKcYq9Zt9g5nO+u/U1hrxjFaQhnu7896opixl1FsTFd47WslIFbJ3rjBHVWKsSrx800RysciWqnHl/Jbuadha3ohp4fPukGc2KCunxAGdud2Fg1beSd2FpfB+o2apczlPQ4LOLQ9yd7nW2vWv3QSTe5HZIQ5Lgsr0fgmHTI/It955q8Px43pzg32RkHSfIkjjmxJZv+0cQFvZ3YSnJnrhansyzfnDp+vdIaZYr4zeuVk1upXyWP1RHSOXRf9XBhr8/1lQsvKG5ICXz9PH9dbNOJ7ehLNpqOHieX2W534ofdvSX4/7zc5Fk7sfn1utxeB1FnC9Y/YXbC/h84crk5mVqKTiuxpfBQ+i8nNiGEEEIIIYQQQgghhBBCCCGEGDo4sQ3XIazpxDaYU9tIObH1o+9IObnJiU3kyIltDIPzDK8CfMfUs8x5hrDb7DuKgxbeVnx9YH1xwKL1tnLWwQtuLf5j8QYLrMR1wKLbi/HLHjQHHZxqWJVs+U/dwQVwfsERixWbcORhxbbXjDuvmHmXO1s1IX68VimWbcQRxp1h3Ikt8sJRbDAnNqdxXDqx8VpTXo2KYw8Oe5SlcqjpsBKb6VQec+vbZc495ljGKmn7L95o5cHx54RrHipeM/5ccxrCWWddyh574NCHPPQ1R5+kB05vOKlhE3diy5x6Uj7Uy/nrce46K8lbWrx5/4XmfIeNkFXpZLiTEzpQN5QLO/3LtFYntmaaoD7nVMcpDWnDGcqdp5aaMxR2MLmZnGAo6Snn/A2bzHkr7BavnW0rZ9ph3xwGU2FfM2G2ycPRb/ED0R68/sizdiK7oNi7cmJr2sHB9r6ymztz1Sunefl6xcepE/nerj0+16lTkzdpXouTG+Wi7JXMlAd5nXrz48Vrx880O9AuqG+P46/bxYlt52mXlHZcXByycJ2l4xrxwl6Ukf3K6S19pmlDfKY7O7H5ina0w9xOtrH/QLlcd+y/5I7fmfMg9n/9uLOLG9I5t7+/jjf0NjmbH7d7Aas11k5sudOmEEIIIYQQQgghhBBCCCGEEEKIfsDJrOnE9XSteDaSYSgrxFE+HPliRbrrrruutIYQ7ciJbQyDw8qZ635nK2G9cPLF5pCzdrOvGIYTDAHHFwKOQRyTBgeU21P4+6NWmoPMSyf5azk5j6MLTjI419z+hK+YhdMNYfv9LihW3O8ywvmmGfyfb8IxB4cenNh4jemb9+zlxFYlT7jjTXXccGLDEQ0nI5z1KJe77bjjFboFHMdrTllt7c/2X2Jl+ZNxZyTbPWwOOthn/4G7ileNn2P2+ODJN5lM04HVqWyFKteHfZy3WD0MR7hYic3jJ1KZyG9NEszrJXFaetmEeWY30qFPXUYHfbE9Dnm2ElxKg+NY7sRmG/sPbitoyqqOUxpShRNavqLXcJzYOqWnnLelStl+9++asxUre528+gFrH1xHVgScvThHOQ9ceLvZDXk77XNey0pgxA0nNuIM5sTGPrYnPu0BR6t+nNgifqxgFk5q4NfXtKxwFtdpg9GuIxB/19kbTF/S8KpSf8Ut8montn874SKrW+r4wEW3mR25VjmApgDYldX/eNUndnXnwdyJrYueDTuhp+PxOSY9n0fuGdg/nP7QJdIQJ8qJfsSfuPRBywebyYlNCCGEEEIIIYQQQgghhBBCCCFGBhy7cievXmE4Dm9DfSXplsZvrjz30EO8+0uI/pAT21aLO8DkxCpnziZzatlz1i3muINzyafPurl0nnFHFHd48XT1sTvi4LRyxCX3mOMNDmF/d+Asc5yxOJsfN4cW4hy+4t7idePOK547ZYWtyLbDvnOKZT/1V2ri4GIahRcO+uJwRUhwij1WiyOf50++qNhur++3ObFZ0pJ638uPri46f53o8oJVupD59UUb7Vw4iLElIB9nIGyE49uF/1UUHzhqRSrHctPjXVNPK9anBMTD8ee4NQ/ZClo4DP3DyessDfJyfdgPp57jf4hj3gWmwyenryqdetDZHQCJ875kU/J6wcQLiy+etsacs6zcJrmuXxzssMlnzlhXrdTFKlyVc15mT8fTdaKKk9KQyp2nlpuDGSt2sdpb0xkqZyjpKSfl/sRh88zJ7XmTVxR/fdDC4tZUUdRBprDJoz5Y4e7dBw9YfORNnPkDy4O6pd0BMrEp9sWxcL/Fd7tzVqlvi9gUTIcTV5kTJyuMER/nxDYntnKHthvxkb9vJj/kRf68dra6XrZXx+NSThwWiUeZ+KxMW/2Qr2pI/M1PVnbauXRio02w0h5txNsDMl0uOaDfpUnw2w+52OLiPMaKis16s3JMd2c/d96Lcmev0S1lo2sc87n+zBk32T0Dfd68/0BxU4qAPPSmTGw5pl0ecumDxeu/dknSJbWDdK/AdpSnNKcQQgghhBBCCCGEEEIIIYQQQoiMVt+OoRGv9Mwdw0Yi9OOcNlQHtjyE3v2wJfYRz2zkxLZVEw4zGZvdFQVnFhytWB0Nx5JXTZhVHLvm1+48tInXApYON5seT2keTQGHGoLv41hz/a99NTGcpnit4Ow7S+ejAmeiTbaPo82nj7/YHI5wZGPL6mysDMUqXDggcRvCwYaAsw+Bc1zDUey4pBfOYebEtsd3ix+n8+a8gz6lg01Q77vzDaW1c9lKbDgA4YCDzF3Ov8te7blgw2P2mkS2hIE7fl8sSJnjdLXXrFvs1Z7hSIfDz7lrf2MOP8jEYWfehs3FG/bitZhLLd701b+0suOsgzMPgfL8KCX4+sDtZrdw7AqnntCZUmGLgxfcXLx8wiJz/uO1mdgB/cNWYSOcoHY5/VqTiY1fPHlZtRIb+rmdwjaeRzcq+6U0pEL+vyVZ2Ap9D1o0HCe2zunDdqesutecwVg1bNvxc4t/OGK52YnyRSAN7eUrc9abcxiysMmi9b8vHk7X6rKVTmktzlmtK6XVOvqG+KwOhmPjq8afb6++dKez7vGRT/yWlduSfKJQZuqU67Szz59/r60W1yxP1N2HDl9m9iH87QHnmzNo3r75j3za4ouTPNoD7XFWare0sfjM0MZY/ZDV7nbcd1axbfpcP2fKpaZDrIBXtYekaF2O+jWqbU5s2CCF+vgJqzM+669Ln3k++9w/cCzklboLNj5ZDGx4NH0eNtnKgH9z0Fxz7qRuaZvmxDbtStO1sqsQQgghhBBCCCGEEEIIIYQQQogRAUcwVi/r5CjWDE2ns24rtT0drywdihObEN2QE9tWQu0Q0nQswgnlSbvOgmexShpONKeve8ycSnDMwgGLV4m684w7fOE847hzDiHgOk5S7zvqssoBB4cwnFMiPumRd+fjOI6ttFWuXpTywgkHJyQcgEg/ecn99spFVsD6zprf2ZbXK370pBvMAQZHr22mXGGrPm2/x4nm5IMTXTj5OA2HIzvOnNg2P2r7pP3UdH/N4jZ7rzJdcMTB0Secjnyf7SK7Rr4RD2e9yTOvrx2CEpQR57J3Tj3DbLnN1MutbF+ac5c5BlGeqUt+Yivd4XjFCl4mc/IKi//Rk64rndjccmH7Denfjvv4K0qJ95IJC4t/PetHbqsl9yaZ9xfvPfJyc0DEYSvKRFxeJRmrwUWdu23cLlDbChrnkm1JSx3/87TLzAEJuTgmUXaTW6ZxhpeestJmJp63NtW1rzxH2G6/hcWXZq+3V1xSXuz3jkMurFYiIy6vgiVtVccl2PIjJ99odqMuaV/+qGu043IHZ7IPp7ZGfOodu5rTW5fXiRKftunyF5n8cJIjLmX+2ElrTFfaAm2H1cp2PvPmYsrie608tIsvzdlo7YTPDmXCCXHGTb8yJzFvW+TvNqKNLb3jt/Z5QB6yaUe8phNZhElLH0j5eDt+UfpcE4/2gJ7YPWxln5ukaHs5/FWuXKccVu7SiY39SEvdkfbABbcWr50ww/Sn7SGHdohDHPKwPfuce9XXr0zXLzT7fnL6VeV9QgghhBBCCCGEEEIIIYQQQgghxGB0W3lsKCuSRdxODmSE/HWkOLf183rSoQac4eCpWElNq7MJkBPbVgIfR/tItn0ua0cYv+4OTTih7Hra1eYI8/Lx84ovn7baVnUy56LNvhIT+yGObciIgOPOoSsfKP54rxnmtMKrQpGbx+FfOHl9bdEd5sSFAxtOLzju4ESH0w0rcL1i/BxbkQvHHhxfkElcwssmDZgD2bjvX2IOMKbnpqSRZZIot3HYqdzsU0Zeb4l8HKtw9AnHqefxSkvCFI4579fcyWehrSB35rrfWRnN2a/MA12wxXdX/dQckSINDjuUh3Pbpi0OPVG+/zPv117upAdOPeFPjK6ur69SNntjYeVGHrriyIYcZLAlj5dNWFD82f5Lio+ee5/ZFZmUEWcqs1PhdU75Q2ewfCoa5zJnJV5jSV2g7yEL6pXUIo0znPT832S2pF5og7RH7MdqcpSNMr5i4tzi5RPmlg6X/irYjx22yFYd4xWjLSQFsCWv83zFxHlm+/0H7mpZKa213O5ERx38UbKpx4/Xf3ayU4/4pXyc6HAiDGfF50/xV5+aQ1dq56QjUD5vKxcWrxl/fjFupr/O1+sJ6vwJXCOOrVpXOvMhg7YQ7cEdMOcXf3XMdcU7j7nR2sMrx19gq7hhF5Od6gbZeTmQWb9GtbMTmx2XOlFntC9e5/r6vc41B0/aJ2WhraJbfGb2u+LR4gsXb6psgGNitHchhBBCCCGEEEIIIYQQQgghhBBCiJFATmxbCbXTCf8yyuOmM9c9TxTFX33pW8Vbdj+x2Gm3E4qzrtxgTlOGOblEUpxW3HHFqY9xILrpV0Xxzl2PKP58j+8mOccUi69bX+cFaYd9nF5wXLkhxZ8y44bizXt831aVwvkGpxscXnByCSccHLFwEHrjXqcVHzlsUXHUJfcUN/zaX5vIKmxeFv61Up9yPTn2uO6YgwPVbt+ZXeyw+7TiTXuelsL3TZc8xLnt9jileMfUs4ovn3Z18d3V99mrTVvyL2Efi1E+HNnetvc5xSvHzS7LstDKgvMOr4D81LfnFhf/tCjm3FkUb0322jHZ/ovHLqhsX8t15zgcjb6/6v4kc0bx6hZbufPSG5JMVrm7KMk8ZOG6VA8n22p1lJGyukNU5pQ0CFWcze4ASHl3O2Zmsf3uJ1tbOXreVY2VwloZTnrS0D5w/uI1s9ifVfsoK/aLNoGj1Rv3PKPY7dSri7uScWh/LicjCUM+NqWOsfFh868rX3O7yVpEbQfPH8et/3vs/BT/hNSGjyu+veCGKj7U8R3if7FLfOJS5i8eM8/yp9yfPXNt8da9Z6X6P9scyqL+XjZhrpVpp33OK45ZvtHK786RDrLyvMNxbJ8Z19jKiTifbTvB2xj2efW4GcXbU9s7cNFttqriF45dZJ/LHXY7sfjOvNVtdjc9zU51OdwpsNfn3+Ea+tA+efUuDoh/mcqx3V7ps7PnKcV7DppXTD7vhmJtaoT3pjjjl/7CPgPhVEjb7CRXCCGEEEIIIYQQQgghhBBCCCGEEGI4yIltKyF3dukE1y1O6cyFAwsOMbxek1WwcHAx1xWLxN6mYvNmXF7CiaUZPBbOOzjf/DgFZNWOMiVVxu7gE85sP0wiTl33qK3+xKpZvH7xoydeY9uPT1tVfO6Mm2yVt1UP+ypuOL2Q1kTZv87Ul1IG6YBjP+c646RD/uh6dxbQn9A8RzxWE6Nc9gpTw2W1Uq/Idn0y7n4DG4qPT7+6+PiJq4tPTF9tq08tfsBl4QSF8w/7lA371bIDzwNbUlfXpn+8PvMT065MNlptcj9/xvXFnA2uI3HIG4ch9KaMtZNXJ307k9uP/aivsAX51E587XKHn36Tnccua5KBqHtWCaOcZsMTV5nzEw6A2M3sVWdWk85xDZuSH20bmRa/pJOOEZ/66B4ffOW4zvG9PHGda8Sh7OvSpWmrHyp2n3VbKk9q46lMlO9rAxuL1amNU3fuOlbTzDd0Jb95GzYVe826xT47/5gCbWz/xRuLW1OFkzdtLNpDm91LwZ3K4Tq01kvrcQ1ikEle3Eui7RHYp55og2x5bSmOdjhysrogabrJFUIIIYQQQgghhBBCCCGEEEIIIYQYKnJiG6PggIKDE04rbEu/lormcSeIk8shVOniYgeIjwMNjmE42uA8gzMNgX2cnjiPo8sjKXTTsTPdnW6A1yAjJ/SNgDNOHprXI/9eOoRcHHdwGqIcUR6OOZ/La8ruBtdDZtiKLTYK57qQE/qzvykJ7S63t50C0nfT1Z0cezOU9JwnDmXt1C4oP06TlC9k+E4qB9vyJJtueQZZ9I7xO+P26h3fnc3y6+jbbO+EaBeUiXihTwvZSXYJyAtZzTZGPqFT5B3HTfkcdy9H0Gwnvk988kJ+5BEyQib1iF5LHygKVlnkFaisboijHdda5QohhBBCCCGEEEIIIYQQQgghhBBCDB85sW1lhKNLG9nJzebJ9UQKjxfFphTY2itEayedTnLaz5cOLibrUQ/Is3MWoQNcizR1nhWWjnNZnG5xO1Km7UbkbeUu9a1skIXqfGveefnNjm1E/o1gckp51XEWLB7ENqeU0Sm0pGe/1L9FZkmLuiFjMMo8KhtFuk19ObENPT3XQncC5NtGuaK95BVjxyle2KIgZGkSLdGb8TvZzo7jXK/4Zby4XpWbYwLXUpRKgTK+peG4pCVOThYfqjghA11CH47RATezMn4LnAv9QsdmnbicSo0Uh30cTGdecWux7Pbf2CuFcTTEqQ5HOgLOa7x+96TVPy923HdW8YeTLipeMmFhsdupV1pcNOqskxBCCCGEEEIIIYQQQgghhBBCCCHE0JET2zOKcCrJtuEkU3mx5LQ6oUSUjlFLcsev2Od/hJED3Vr1g86OZ8OjRVYPsVG2ZpTBdGmxVZcAsQ16y+1slyCX2yTPr1u8buchzkecbvFyYjW5ZghGoj57yehXftd4W66eEfLZhsjhiO6mJ2fzK9Vx6XSIa5sdb3rctrymdecTLipeN+68YtsJ84tXj5tZ/M3RV9trQz+cwgdPvql45YTzixdNWmorsL1k4mJzZvvBr30Vtn7cH4UQQgghhBBCCCGEEEIIIYQQQggh+kVObGMOd2DCESUcU8w5pSKcnBqhLSLn69PIyuVFqMgOYjePN1gI+nUqqnVvpSm331DTWW4eqZmW0Mk+uYNWUJWvcSEOhxra6aJ/STNdHA9avyXN83E8aPpyBbDcSStopmleD/K2wV6e32BEvF7xm/J7xW9eb4ageTwYEZ+208nBr0k/1/O6Cer43l6q65kT27+esKL4owkXFM+bsrx4/uSLzFkNpzXCC0vnNc6/fOJCc2A7a93Dtkpbno8QQgghhBBCCCGEEEIIIYQQQgghxEggJ7YxQifnr9YzvZ2bhkqn/FooLw8ab6ggboRFji5bUi8jV59PHV3K10cdDhZlJJrBljan1vbduz56fRb6+ZxYnC1RFsr0bGy33ClPpx1/tSivEz3ygtXFTrsdV7xxr9OK1407t/jj8bOKV42fY9vX73Vu8aY9TyvesvuJxdQZ19orR3Fg89eICiGEEEIIIYQQQgghhBBCCCGEEEKMLHJiG2PkzjC+H05EnZ2JiFGnaKeW1zl9GyGwq+CGnK7xutB3/DKfKn7k2wzd6e1Y1JDTt15NGnLaaJwnD5bo6hp/uGypvM7pN9sKbJva2yWHdqqRro7Wlzk71VHHeou82GaXG4c11YXO5Wo/H8fN88OjvQyl3DaF0zlrD+24jIY+naPWlNdxRsMpbf0TRTF/wxPFnDuL4usD64v9B+4qvjawsTh93WN2/icpzi9TeDSFEE2+napACCGEEEIIIYQQQgghhBBCCCGEEGK4yIlNCCGeZeCD9kQKv0/htyng0ParLHDMea7j8IarohBCCCGEEEIIIYQQQgghhBBCCCHEU4Wc2IQQQgghhBBCCCGEEEIIIYQQQgghhBBCjBpyYhNCCCGEEEIIIYQQQgghhBBCCCGEEEIIMWrIiU0IIYQQQgghhBBCCCGEEEIIIYQQQgghxKghJzYhhBBCCCGEEEIIIYQQQgghhBBCCCGEEKOGnNiEEEIIIYQQQgghhBBCCCGEEEIIIYQQQowacmITQgghhBBCCCGEEEIIIYQQQgghhBBCCDFqyIlNCCGEEEIIIYQQQgghhBBCCCGEEEIIIcSoISc2IYQQQgghhBBCCCGEEEIIIYQQQgghhBCjhpzYhBBCCCGEEEIIIYQQQgghhBBCCCGEEEKMGnJiE0IIIYQQQgghhBBCCCGEEEIIIYQQQggxasiJTQghhBBCCCGEEEIIIYQQQgghhBBCCCHEqCEnNiGEEEIIIYQQQgghhBBCCCGEEEIIIYQQo4ac2IQQQgghhBBCCCGEEEIIIYQQQgghhBBCjBpyYhNCCCGEEEIIIYQQQgghhBBCCCGEEEIIMWrIiU0IIYQQQgghhBBCCCGEEEIIIYQQQgghxKghJzYhhBBCCCGEEEIIIYQQQgghhBBCCCGEEKOGnNiEEEIIIYQQQgghhBBCCCGEEEIIIYQQQowacmITQgghhBBCCCGEEEIIIYQQQgghhBBCCDFqyIlNCCGEEEIIIYQQQgghhBBCCCGEEEIIIcSoISc2IYQQQgghhBBCCCGEEEIIIYQQQgghhBCjhpzYhBBCCCGEEEIIIYQQQgghhBBCCCGEEEKMGnJiE0IIIYQQQgghhBBCCCGEEEIIIYQQQggxasiJTQghhBBCCCGEEEIIIYQQQgghhBBCCCHEqCEnNiGEEEIIIYQQQgghhBBCCCGEEEIIIYQQo4ac2IQQQgghhBBCCCGEEEIIIYQQQgghhBBCjBpyYhNCCCGEEEIIIYQQQgghhBBCCCGEEEIIMWrIiU0IIYQQQgghhBBCCCGEEEIIIYQQQgghxKghJzYhhBBCCCGEEEIIIYQQQgghhBBCCCGEEKOGnNiEEEIIIYQQQgghhBBCCCGEEEIIIYQQQowacmITQgghhBBCCCGEEEIIIYQQQgghhBBCCDFqyIlNCCGEEEIIIYQQQgghhBBCCCGEEEIIIcSoISc2IYQQQgghhBBCCCGEEEIIIYQQQgghhBCjhpzYhBBCCCGEEEIIIYQQQgghhBBCCCGEEEKMGnJiE0IIIYQQQgghhBBCCCGEEEIIIYQQQggxasiJTQghhBBCCCGEEEIIIYQQQgghhBBCCCHEqCEnNiGEEEIIIYQQQgghhBBCCCGEEEIIIYQQo4ac2IQQQgghhBBCCCGEEEIIIYQQQgghhBBCjBpyYhNCCCGEEEIIIYQQQgghhBBCCCGEEEIIMWrIiU0IIYQQQgghhBBCCCGEEEIIIYQQQgghxKghJzYhhBBCCCGEEEIIIYQQQgghhBBCCCGEEKOGnNiEEEIIIYQQQgghhBBCCCGEEEIIIYQQQowacmITQgghhBBCCCGEEEIIIYQQQgghhBBCCDFqyIlNCCGEEEIIIYQQQgghhBBCCCGEEEIIIcSoISc2IYQQQgghhBBCCCGEEEIIIYQQQgghhBCjhpzYhBBCCCGEEEIIIYQQQgghhBBCCCGEEEKMGnJiE0IIIYQQQgghhBBCCCGEEEIIIYQQQggxasiJTQghhBBCCCGEEEIIIYQQQgghhBBCCCHEqCEnNiGEEEIIIYQQQgghhBBCCCGEEEIIIYQQo4ac2IQQQgghhBBCCCGEEEIIIYQQQgghhBBCjBpyYhNCCCGEEEIIIYQQQgghhBBCCCGEEEIIMWrIiU0IIYQQQgghhBBCCCGEEEIIIYQQQgghxChRFP8/+g9KeruFIVkAAAAASUVORK5CYII= \ No newline at end of file diff --git a/ReportImp/VSDHammReports/Mitarbeiterauslastung.cs b/ReportImp/VSDHammReports/Mitarbeiterauslastung.cs index 4a561e185..f2f1b363c 100644 --- a/ReportImp/VSDHammReports/Mitarbeiterauslastung.cs +++ b/ReportImp/VSDHammReports/Mitarbeiterauslastung.cs @@ -1,355 +1,28 @@ using System; -using BS.Shared; using BeWo.Report; using BeWo.Report.ReportObjects; -using BeWo.Data.Entities; -using BeWo.Data.Access; -using System.Collections.Generic; using BS.Shared.Core; -using BeWo.Service.ServiceImplementations; -using BS.Shared.Services; -using BeWo.Service.DCEntityMapper; + namespace VSDHammReports { - public partial class Mitarbeiterauslastung : DevExpress.XtraReports.UI.XtraReport, IBeWoReport - { + [IDSpecificClass(Identifier = "Mitarbeiterauslastung")] + public partial class Mitarbeiterauslastung : DevExpress.XtraReports.UI.XtraReport, IBeWoReport + { + public Mitarbeiterauslastung() - { - InitializeComponent(); - } - - public void SetReportDataSource(QueryRO pRO) - { - InitDataSource(pRO); - this.bindingSource1.DataSource = pRO; - } - - private void InitDataSource(QueryRO ro) - { - IList employees = DAOFactory.GenericDAO.GetAllActive(); - Dictionary empDict = new Dictionary(); - foreach (var item in employees) - { - empDict.Add(item.Oid.Value, item); - } - decimal sollGesamt = 0; - decimal relationGesamt = 0; - decimal gesamtGesamt = 0; - decimal flsSollGesamt = 0; - decimal flsPlusMinusGesamt = 0; - decimal flsIstGesamt = 0; - - AnalysisServiceImp analysisService = new AnalysisServiceImp(); - - foreach (BeWo.Report.ReportObjects.QueryRO.Row mitarbeiterRow in ro.Rows) - { - long oid = 0; - if (Int64.TryParse(mitarbeiterRow.Field1.ToString(), out oid)) - { - if (empDict.ContainsKey(oid)) - { - Employee emp = empDict[oid]; - mitarbeiterRow.Field2 = String.Format("{0}, {1}", emp.Person.LastName, emp.Person.FirstName); - mitarbeiterRow.ChildRows1 = new List(); - - var analysisList = analysisService.GetSupportConceptAnalysis(emp.Oid.Value, true, false, null); - - - decimal flsOpenPerWeekTotal = 0; - foreach (var sco in analysisList) - { - if (IstHauptbetreuer(emp, sco)) - { - DateTime? start = sco.ApprovedStartDate; - DateTime? end = sco.ApprovedEndDate; - if (!start.HasValue) - start = sco.RequestedStartDate; - if (!end.HasValue) - end = sco.RequestedEndDate; - - - if (start <= DateTime.Now && end >= DateTime.Now) - { - QueryRO.Row c2sRow = new QueryRO.Row(); - c2sRow.Field1 = String.Format("{0}, {1}", sco.CustomerLastName, sco.CustomerFirstName); - - - c2sRow.Field2 = String.Format("{0:dd.MM.yy} - {1:dd.MM.yy}", start, end); - c2sRow.Field3 = String.Format("{0:0.00}", sco.FLSApprovedPerWeek); - c2sRow.Field4 = String.Format("{0:0.00}", sco.FLSApprovedTillNow); - c2sRow.Field5 = String.Format("{0:0.00}", sco.FLSBilledTillNow); - c2sRow.Field6 = String.Format("{0:0.00}", sco.FLSBilledTillNow - sco.FLSApprovedTillNow); - c2sRow.Field7 = String.Format("{0:0.00}", sco.FLSOpenPerWeek); - - flsOpenPerWeekTotal += sco.FLSOpenPerWeek; - - mitarbeiterRow.ChildRows1.Add(c2sRow); - } - } - } - mitarbeiterRow.ChildRows1.Sort((a, b) => a.Field1.ToString().CompareTo(b.Field1.ToString())); - - mitarbeiterRow.Field4 = String.Format("{0:0.00}", flsOpenPerWeekTotal); - - // foreach (var e2c in emp.Employee2CustomerList) - // { - // if (e2c.SystemEntryID == BS.Shared.SystemEntryID.EmployeeRoleMainAttendant) - // { - // Customer c = e2c.Customer; - - // var scList = c.SupportConcepts; - // foreach (var supportConcept in scList) - // { - // var c2sList = supportConcept.CostBearer2SupportConceptList; - - // foreach (var c2s in c2sList) - // { - // Calculations calc = Calculations.GetInstance(c2s.CostBearer.ID); - // var relDc = MapperFactory.SupportConceptCostBearerRelDC_CostBearer2SupportConcept.MapToNewDC(c2s); - // QueryRO.Row c2sRow = new QueryRO.Row(); - // c2sRow.Field1 = String.Format("{0}, {1}", emp.Person.LastName, emp.Person.FirstName); - // c2sRow.Field2 = String.Format("{0:dd.MM.yy} - {1:dd.MM.yy}", c2s.StartDate, c2s.EndDate); - // c2sRow.Field3 = String.Format("{0:0.00}", calc.GetApprovedHoursPerWeek(relDc, DateTime.Now)); - // mitarbeiterRow.ChildRows1.Add(c2sRow); - // } - // } - // } - // } - - - - // decimal summeStundenGesamt = 0; - // decimal anzahlMonate = 0; - // decimal sollProWoche = 0; - // decimal sollProMonat = 0; - // var vertrag = emp.GetValidContractForDate(DateTime.Now); - // if (vertrag != null && vertrag.WeeklyTotalHours.HasValue) - // { - // sollProWoche = vertrag.WeeklyTotalHours.Value; - - // sollProMonat = ((365m / 7m) / 12m) * sollProWoche; - // } - // mitarbeiterRow.Field3 = String.Format("{0:0.00}", sollProWoche); - // mitarbeiterRow.Field4 = String.Format("{0:0.00}", sollProMonat); - - // List records = DAOFactory.SearchDAO.FindServiceRecords(emp.Oid, null); - // records = AnalysisServiceImp.FilterActiveServiceRecords(records) as List; - - - // records.Sort((a, b) => a.Start.Value.CompareTo(b.Start.Value)); - - // int aktuellerMonat = 0; - - // decimal kontoStand = 0; - // decimal abrechenbarImMonat = 0; - // decimal nichtabrechenbarImMonat = 0; - - - // QueryRO.Row aktuelleMonatsRow = null; - - // Contract aktuellerVertag = null; - // foreach (var item in records) - // { - // DateTime dt = item.Start.Value.Date; - // dt = new DateTime(dt.Year, dt.Month, 1); - - // int monat = dt.Year*100 + dt.Month; - - // while (aktuellerMonat < monat) - // { - // //Monatswechsel - // //letzter Monat mit Werten aktualisieren - // if (aktuellerMonat < 100000) - // aktuellerMonat = monat; - // else - // { - // String monatStr = String.Format("{0}", aktuellerMonat); - // int year = Int32.Parse(monatStr.Substring(0, 4)); - // int month = Int32.Parse(monatStr.Substring(4, 2)); - // dt = new DateTime(year, month, 1); - // dt = dt.AddMonths(1); - - // aktuellerMonat = dt.Year * 100 + dt.Month; ; - // } - // if (aktuelleMonatsRow != null) - // { - // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); - // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); - // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", abrechenbarImMonat / 60); - // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", nichtabrechenbarImMonat / 60); - // } - - // aktuellerVertag = emp.GetValidContractForDate(dt); - // sollProWoche = 0; - // if (aktuellerVertag != null) - // { - // if (aktuellerVertag.WeeklyTotalHours.HasValue) - // { - // sollProWoche = aktuellerVertag.WeeklyTotalHours.Value; - // } - // } - // sollProMonat = ((365m / 7m) / 12m) * sollProWoche; - // kontoStand += (sollProMonat * 60); - - - // abrechenbarImMonat = 0; - // nichtabrechenbarImMonat = 0; - - // aktuelleMonatsRow = CreateMonatsRow(dt); - // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", kontoStand / 60); - // dt = dt.AddMonths(1); - - // mitarbeiterRow.ChildRows1.Add(aktuelleMonatsRow); - - // anzahlMonate ++; - // if (aktuellerMonat < monat) - // { - // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); - // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); - // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", 0); - // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", 0); - // } - // } - // if (item.ServiceDescription != null && - // item.ServiceDescription.ServiceCategory != null && - // item.ServiceDescription.ServiceCategory.IsBillable) - // abrechenbarImMonat += item.RoundedDuration; - // else - // nichtabrechenbarImMonat += item.RoundedDuration; - - // QueryRO.Row serviceRecordRow = new QueryRO.Row(); - // DateTime end = item.Start.Value.AddMinutes((double)item.RoundedDuration); - // serviceRecordRow.Field1 = String.Format("{0:dd/MM/yyyy} ({1}-{2})", item.Start, item.Start.Value.ToShortTimeString(), end.ToShortTimeString()); - // serviceRecordRow.Field2 = String.Format("{0:0.00}", item.RoundedDuration); - // serviceRecordRow.Field3 = String.Format("{0:0.00}", item.RoundedDuration / 60); - // serviceRecordRow.Field4 = item.ServiceDescription.Name; - // serviceRecordRow.Field5 = item.ServiceDescription.ServiceCategory.Abbreviation; - - // aktuelleMonatsRow.ChildRows2.Add(serviceRecordRow); - // kontoStand -= item.RoundedDuration; - - // summeStundenGesamt += item.RoundedDuration; - // } - // if (aktuelleMonatsRow != null) - // { - // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); - // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); - // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", abrechenbarImMonat / 60); - // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", nichtabrechenbarImMonat / 60); - // } - - // mitarbeiterRow.Field5 = String.Format("{0:0.00}", summeStundenGesamt / 60); - // if (anzahlMonate > 0) - // { - // mitarbeiterRow.Field6 = String.Format("{0:0.00}", (summeStundenGesamt / anzahlMonate) / 60); - // } - // else - // { - // mitarbeiterRow.Field6 = String.Format("{0:0.00}", 0); - // } - - //} - } - - } - } - ro.Rows.Sort((a, b) => a.Field2.ToString().CompareTo(b.Field2.ToString())); - } - - private bool IstHauptbetreuer(Employee emp, BS.Shared.DataContracts.SupportConceptOverviewDC sco) { - foreach (var employee2Customer in emp.Employee2CustomerList) - { - if (employee2Customer.CustomerOid == sco.CustomerOid) - { - foreach (var valueListEntry2Object in employee2Customer.ValueList) - { - if (valueListEntry2Object.Entry.SystemEntryID.HasValue && valueListEntry2Object.Entry.SystemEntryID.Value == SystemEntryID.EmployeeRoleMainAttendant) - { - return true; - } - } - } - } - return false; + InitializeComponent(); } - private QueryRO.Row CreateMonatsRow(DateTime dt) - { - QueryRO.Row row = new QueryRO.Row(); + public void SetReportDataSource(MitarbeiterauslastungRO pRO) + { + AuslastungBerechnung b = new AuslastungBerechnung(); + b.CreateReport(pRO); - row.Field1 = String.Format("{0:MMM yyyy}", dt); + this.bindingSource1.DataSource = pRO; + } - row.ChildRows2 = new List(); - - return row; - } - - - - - private bool IstFeiertag(DateTime start) - { - List feiertage = GetFeiertage(start.Year); - - foreach (var dateTime in feiertage) - { - if (start == dateTime) - return true; - } - return false; - } - - private List GetFeiertage(int year) - { - List list = new List(); - list.Add(new DateTime(year, 1, 1)); // "Neujahr")); - //list.Add(new DateTime(year, 1, 6)); // , "Heilige Drei Könige")); - list.Add(new DateTime(year, 5, 1)); // , "Tag der Arbeit")); - //list.Add(new DateTime(year, 8, 15)); // , "Mariä Himmelfahrt")); - list.Add(new DateTime(year, 10, 3)); // , "Tag der dt. Einheit")); - list.Add(new DateTime(year, 11, 1)); // , "Allerheiligen ")); - list.Add(new DateTime(year, 12, 24)); // , "Heilig Abend")); - list.Add(new DateTime(year, 12, 25)); // , "1. Weihnachtstag")); - list.Add(new DateTime(year, 12, 26)); // , "2. Weihnachtstag")); - if (year == 2017) - { - list.Add(new DateTime(year, 10, 31)); // , "Reformationstag")); - } - - DateTime osterSonntag = GetOsterSonntag(year); - //list.Add(osterSonntag); // , "Ostersonntag")); - //list.Add(osterSonntag.AddDays(-3)); // , "Gründonnerstag")); - list.Add(osterSonntag.AddDays(-48)); // , "Rosenmonatg")); - list.Add(osterSonntag.AddDays(-2)); // , "Karfreitag")); - list.Add(osterSonntag.AddDays(1)); // , "Ostermontag")); - list.Add(osterSonntag.AddDays(39)); // , "Christi Himmelfahrt")); - //list.Add(osterSonntag.AddDays(49)); // , "Pfingstsonntag")); - list.Add(osterSonntag.AddDays(50)); // , "Pfingstmontag")); - list.Add(osterSonntag.AddDays(60)); // , "Fronleichnam")); - - return list; - } - - private DateTime GetOsterSonntag(int year) - { - - int g, h, c, j, l, i; - - g = year % 19; - c = year / 100; - h = ((c - (c / 4)) - (((8 * c) + 13) / 25) + (19 * g) + 15) % 30; - i = h - (h / 28) * (1 - (29 / (h + 1)) * ((21 - g) / 11)); - j = (year + (year / 4) + i + 2 - c + (c / 4)) % 7; - - l = i - j; - int month = (int)(3 + ((l + 40) / 44)); - int day = (int)(l + 28 - 31 * (month / 4)); - - return new DateTime(year, month, day); - - } - } + } } diff --git a/ReportImp/VSDHammReports/Mitarbeiterauslastung.designer.cs b/ReportImp/VSDHammReports/Mitarbeiterauslastung.designer.cs index 2d52b1700..5fe932443 100644 --- a/ReportImp/VSDHammReports/Mitarbeiterauslastung.designer.cs +++ b/ReportImp/VSDHammReports/Mitarbeiterauslastung.designer.cs @@ -29,517 +29,511 @@ namespace VSDHammReports /// private void InitializeComponent() { - this.components = new System.ComponentModel.Container(); - this.Detail = new DevExpress.XtraReports.UI.DetailBand(); - this.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); - this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); - this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); - this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); - this.DetailReport1 = new DevExpress.XtraReports.UI.DetailReportBand(); - this.Detail2 = new DevExpress.XtraReports.UI.DetailBand(); - this.xrTable2 = new DevExpress.XtraReports.UI.XRTable(); - this.xrTableRow2 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); - this.GroupHeader1 = new DevExpress.XtraReports.UI.GroupHeaderBand(); - this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); - this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); - this.GroupFooter2 = new DevExpress.XtraReports.UI.GroupFooterBand(); - this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); - this.xrTableRow3 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell11 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell12 = new DevExpress.XtraReports.UI.XRTableCell(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); - this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); - this.pageFooterBand1 = new DevExpress.XtraReports.UI.PageFooterBand(); - this.xrPageInfo2 = new DevExpress.XtraReports.UI.XRPageInfo(); - this.xrPageInfo1 = new DevExpress.XtraReports.UI.XRPageInfo(); - this.Title = new DevExpress.XtraReports.UI.XRControlStyle(); - this.FieldCaption = new DevExpress.XtraReports.UI.XRControlStyle(); - this.PageInfo = new DevExpress.XtraReports.UI.XRControlStyle(); - this.DataField = new DevExpress.XtraReports.UI.XRControlStyle(); - this.fieldFLS = new DevExpress.XtraReports.UI.CalculatedField(); - this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); - this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); - this.xrTableCell23 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell25 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell26 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell13 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell14 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableCell15 = new DevExpress.XtraReports.UI.XRTableCell(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); - // - // Detail - // - this.Detail.HeightF = 0F; - this.Detail.Name = "Detail"; - this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.Detail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; - // - // Detail1 - // - this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrLabel13}); - this.Detail1.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold); - this.Detail1.HeightF = 38.70837F; - this.Detail1.Name = "Detail1"; - this.Detail1.StylePriority.UseFont = false; - // - // xrLabel13 - // - this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrLabel13.Name = "xrLabel13"; - this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel13.SizeF = new System.Drawing.SizeF(767F, 23F); - this.xrLabel13.Text = "[Field2]"; - // - // DetailReport - // - this.DetailReport.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { - this.Detail1, - this.GroupFooter1, - this.DetailReport1}); - this.DetailReport.DataMember = "Rows"; - this.DetailReport.DataSource = this.bindingSource1; - this.DetailReport.Level = 0; - this.DetailReport.Name = "DetailReport"; - // - // GroupFooter1 - // - this.GroupFooter1.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); - this.GroupFooter1.HeightF = 0F; - this.GroupFooter1.Name = "GroupFooter1"; - this.GroupFooter1.StylePriority.UseFont = false; - // - // DetailReport1 - // - this.DetailReport1.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { - this.Detail2, - this.GroupHeader1, - this.GroupFooter2}); - this.DetailReport1.DataMember = "Rows.ChildRows1"; - this.DetailReport1.DataSource = this.bindingSource1; - this.DetailReport1.Level = 0; - this.DetailReport1.Name = "DetailReport1"; - // - // Detail2 - // - this.Detail2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrTable2}); - this.Detail2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.Detail2.HeightF = 26.04167F; - this.Detail2.Name = "Detail2"; - this.Detail2.StylePriority.UseFont = false; - // - // xrTable2 - // - this.xrTable2.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) - | DevExpress.XtraPrinting.BorderSide.Right) + this.components = new System.ComponentModel.Container(); + 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.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); + this.xrLabel2 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrTableDetail = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRowDetail = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell19 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell28 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); + this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); + this.DetailReport1 = new DevExpress.XtraReports.UI.DetailReportBand(); + this.Detail2 = new DevExpress.XtraReports.UI.DetailBand(); + this.GroupHeader2 = new DevExpress.XtraReports.UI.GroupHeaderBand(); + this.xrTableHeader = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRowHeader = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); + this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell35 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell38 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); + this.cellSollGesamt = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); + this.lblMonat = new DevExpress.XtraReports.UI.XRLabel(); + this.pageFooterBand1 = new DevExpress.XtraReports.UI.PageFooterBand(); + this.xrPageInfo2 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.xrPageInfo1 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.Title = new DevExpress.XtraReports.UI.XRControlStyle(); + this.FieldCaption = new DevExpress.XtraReports.UI.XRControlStyle(); + this.PageInfo = new DevExpress.XtraReports.UI.XRControlStyle(); + this.DataField = new DevExpress.XtraReports.UI.XRControlStyle(); + this.fieldFLS = new DevExpress.XtraReports.UI.CalculatedField(); + this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); + this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); + this.fieldTotalSC = new DevExpress.XtraReports.UI.CalculatedField(); + this.fieldTotalEmp = new DevExpress.XtraReports.UI.CalculatedField(); + ((System.ComponentModel.ISupportInitialize)(this.xrTableDetail)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTableHeader)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); + // + // Detail + // + this.Detail.Expanded = false; + this.Detail.HeightF = 0F; + this.Detail.Name = "Detail"; + this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.Detail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; + // + // Detail1 + // + this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrLabel2, + this.xrLabel1}); + this.Detail1.Font = new DevExpress.Drawing.DXFont("Arial", 9.75F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.Detail1.HeightF = 50F; + this.Detail1.KeepTogether = true; + this.Detail1.KeepTogetherWithDetailReports = true; + this.Detail1.Name = "Detail1"; + this.Detail1.StylePriority.UseFont = false; + // + // xrLabel2 + // + this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 25F); + this.xrLabel2.Multiline = true; + this.xrLabel2.Name = "xrLabel2"; + this.xrLabel2.SizeF = new System.Drawing.SizeF(676.9999F, 25F); + this.xrLabel2.StyleName = "Title"; + this.xrLabel2.StylePriority.UseFont = false; + this.xrLabel2.Text = "Wochenstunden: [WeeklyTotalHoursByContract!0.00], FLS/Woche: [FLSTotalHoursByCont" + + "ract!0.00]"; + // + // xrLabel1 + // + this.xrLabel1.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.FullName")}); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrLabel1.Multiline = true; + this.xrLabel1.Name = "xrLabel1"; + this.xrLabel1.SizeF = new System.Drawing.SizeF(676.9999F, 25F); + this.xrLabel1.StyleName = "Title"; + this.xrLabel1.StylePriority.UseFont = false; + this.xrLabel1.Text = "xrLabel1"; + // + // xrTableDetail + // + this.xrTableDetail.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrTable2.Name = "xrTable2"; - this.xrTable2.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); - this.xrTable2.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { - this.xrTableRow2}); - this.xrTable2.SizeF = new System.Drawing.SizeF(767F, 26.04167F); - this.xrTable2.StylePriority.UseBorders = false; - this.xrTable2.StylePriority.UsePadding = false; - this.xrTable2.StylePriority.UseTextAlignment = false; - this.xrTable2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // xrTableRow2 - // - this.xrTableRow2.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell5, - this.xrTableCell6, - this.xrTableCell7, - this.xrTableCell8, - this.xrTableCell14, - this.xrTableCell13, - this.xrTableCell15}); - this.xrTableRow2.Name = "xrTableRow2"; - this.xrTableRow2.Weight = 1D; - // - // xrTableCell5 - // - this.xrTableCell5.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field1")}); - this.xrTableCell5.Name = "xrTableCell5"; - this.xrTableCell5.Text = "Klient/in"; - this.xrTableCell5.Weight = 0.78226861866698583D; - // - // xrTableCell6 - // - this.xrTableCell6.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field2")}); - this.xrTableCell6.Name = "xrTableCell6"; - this.xrTableCell6.StylePriority.UseTextAlignment = false; - this.xrTableCell6.Text = "Bewilligungszeitraum"; - this.xrTableCell6.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell6.Weight = 0.62581472384416781D; - // - // xrTableCell7 - // - this.xrTableCell7.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field3")}); - this.xrTableCell7.Name = "xrTableCell7"; - this.xrTableCell7.StylePriority.UseTextAlignment = false; - this.xrTableCell7.Text = "FLS/Woche SOLL"; - this.xrTableCell7.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell7.Weight = 0.33246413607640857D; - // - // xrTableCell8 - // - this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field4")}); - this.xrTableCell8.Name = "xrTableCell8"; - this.xrTableCell8.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell8.StylePriority.UsePadding = false; - this.xrTableCell8.StylePriority.UseTextAlignment = false; - this.xrTableCell8.Text = "Restliche FLS je Woche"; - this.xrTableCell8.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell8.Weight = 0.31290719033530984D; - // - // GroupHeader1 - // - this.GroupHeader1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrTable1}); - this.GroupHeader1.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); - this.GroupHeader1.HeightF = 55F; - this.GroupHeader1.Name = "GroupHeader1"; - this.GroupHeader1.StylePriority.UseFont = false; - // - // xrTable1 - // - this.xrTable1.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) - | DevExpress.XtraPrinting.BorderSide.Right) - | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrTable1.Name = "xrTable1"; - this.xrTable1.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); - this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { - this.xrTableRow1}); - this.xrTable1.SizeF = new System.Drawing.SizeF(767F, 55F); - this.xrTable1.StylePriority.UseBorders = false; - this.xrTable1.StylePriority.UsePadding = false; - this.xrTable1.StylePriority.UseTextAlignment = false; - this.xrTable1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // xrTableRow1 - // - this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell1, + this.xrTableDetail.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTableDetail.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTableDetail.Name = "xrTableDetail"; + this.xrTableDetail.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableDetail.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRowDetail}); + this.xrTableDetail.SizeF = new System.Drawing.SizeF(697F, 25F); + this.xrTableDetail.StylePriority.UseBorders = false; + this.xrTableDetail.StylePriority.UseFont = false; + this.xrTableDetail.StylePriority.UsePadding = false; + this.xrTableDetail.StylePriority.UseTextAlignment = false; + this.xrTableDetail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRowDetail + // + this.xrTableRowDetail.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell3, + this.xrTableCell19, this.xrTableCell2, - this.xrTableCell4, - this.xrTableCell23, - this.xrTableCell25, - this.xrTableCell26, - this.xrTableCell3}); - this.xrTableRow1.Name = "xrTableRow1"; - this.xrTableRow1.Weight = 2.112000051562501D; - // - // xrTableCell1 - // - this.xrTableCell1.Name = "xrTableCell1"; - this.xrTableCell1.Text = "Klient/in"; - this.xrTableCell1.Weight = 0.78226855898462977D; - // - // xrTableCell2 - // - this.xrTableCell2.Name = "xrTableCell2"; - this.xrTableCell2.StylePriority.UseTextAlignment = false; - this.xrTableCell2.Text = "Bewilligungszeitraum"; - this.xrTableCell2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell2.Weight = 0.62581484320887992D; - // - // xrTableCell4 - // - this.xrTableCell4.Name = "xrTableCell4"; - this.xrTableCell4.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell4.StylePriority.UsePadding = false; - this.xrTableCell4.StylePriority.UseTextAlignment = false; - this.xrTableCell4.Text = "FLS genehmigt je Woche"; - this.xrTableCell4.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell4.Weight = 0.33246413607640857D; - // - // xrTableCell3 - // - this.xrTableCell3.Name = "xrTableCell3"; - this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell3.StylePriority.UsePadding = false; - this.xrTableCell3.StylePriority.UseTextAlignment = false; - this.xrTableCell3.Text = "Restliche FLS je Woche"; - this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell3.Weight = 0.32073018323955516D; - // - // GroupFooter2 - // - this.GroupFooter2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrTable3}); - this.GroupFooter2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.GroupFooter2.Name = "GroupFooter2"; - this.GroupFooter2.StylePriority.UseFont = false; - // - // xrTable3 - // - this.xrTable3.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + this.xrTableCell28, + this.xrTableCell8}); + this.xrTableRowDetail.Name = "xrTableRowDetail"; + this.xrTableRowDetail.Weight = 1D; + // + // xrTableCell3 + // + this.xrTableCell3.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.SupportConceptDetailList.CustomerFullName")}); + this.xrTableCell3.Name = "xrTableCell3"; + this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell3.StylePriority.UseFont = false; + this.xrTableCell3.StylePriority.UsePadding = false; + this.xrTableCell3.StylePriority.UseTextAlignment = false; + this.xrTableCell3.Text = "xrTableCell3"; + this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell3.Weight = 0.18034265103697025D; + // + // xrTableCell19 + // + this.xrTableCell19.Name = "xrTableCell19"; + this.xrTableCell19.Text = "[CostBearer2SupportConcept.StartDate!dd.MM.yyyy] - [CostBearer2SupportConcept.End" + + "Date!dd.MM.yyyy]"; + this.xrTableCell19.Weight = 0.15329125338142471D; + // + // xrTableCell2 + // + this.xrTableCell2.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.SupportConceptDetailList.OrganisationName")}); + this.xrTableCell2.Name = "xrTableCell2"; + this.xrTableCell2.Text = "xrTableCell2"; + this.xrTableCell2.Weight = 0.15329125338142469D; + // + // xrTableCell28 + // + this.xrTableCell28.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.SupportConceptDetailList.ApprovedHoursPerWeek", "{0:0.00}")}); + this.xrTableCell28.Name = "xrTableCell28"; + this.xrTableCell28.Text = "xrTableCell28"; + this.xrTableCell28.Weight = 0.090171325518485085D; + // + // xrTableCell8 + // + this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell8.Multiline = true; + this.xrTableCell8.Name = "xrTableCell8"; + this.xrTableCell8.TextFormatString = "{0:0.00}"; + this.xrTableCell8.Weight = 0.090171325518485085D; + // + // DetailReport + // + this.DetailReport.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail1, + this.DetailReport1}); + this.DetailReport.DataMember = "EmployeeDetailList"; + this.DetailReport.DataSource = this.bindingSource1; + this.DetailReport.Level = 0; + this.DetailReport.Name = "DetailReport"; + // + // DetailReport1 + // + this.DetailReport1.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail2, + this.GroupHeader2, + this.GroupFooter1}); + this.DetailReport1.DataMember = "EmployeeDetailList.SupportConceptDetailList"; + this.DetailReport1.DataSource = this.bindingSource1; + this.DetailReport1.Level = 0; + this.DetailReport1.Name = "DetailReport1"; + // + // Detail2 + // + this.Detail2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTableDetail}); + this.Detail2.HeightF = 25F; + this.Detail2.Name = "Detail2"; + // + // GroupHeader2 + // + this.GroupHeader2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTableHeader}); + this.GroupHeader2.HeightF = 40F; + this.GroupHeader2.Name = "GroupHeader2"; + this.GroupHeader2.RepeatEveryPage = true; + // + // xrTableHeader + // + this.xrTableHeader.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrTable3.Name = "xrTable3"; - this.xrTable3.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); - this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { - this.xrTableRow3}); - this.xrTable3.SizeF = new System.Drawing.SizeF(767F, 26.04168F); - this.xrTable3.StylePriority.UseBorders = false; - this.xrTable3.StylePriority.UsePadding = false; - this.xrTable3.StylePriority.UseTextAlignment = false; - this.xrTable3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // xrTableRow3 - // - this.xrTableRow3.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableHeader.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrTableHeader.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTableHeader.Name = "xrTableHeader"; + this.xrTableHeader.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableHeader.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRowHeader}); + this.xrTableHeader.SizeF = new System.Drawing.SizeF(697F, 40F); + this.xrTableHeader.StylePriority.UseBorders = false; + this.xrTableHeader.StylePriority.UseFont = false; + this.xrTableHeader.StylePriority.UsePadding = false; + this.xrTableHeader.StylePriority.UseTextAlignment = false; + this.xrTableHeader.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRowHeader + // + this.xrTableRowHeader.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell5, + this.xrTableCell4, + this.xrTableCell1, this.xrTableCell9, - this.xrTableCell10, - this.xrTableCell11, - this.xrTableCell12}); - this.xrTableRow3.Name = "xrTableRow3"; - this.xrTableRow3.Weight = 1D; - // - // xrTableCell9 - // - this.xrTableCell9.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.xrTableCell9.Name = "xrTableCell9"; - this.xrTableCell9.StylePriority.UseBorders = false; - this.xrTableCell9.Weight = 0.89960887565762D; - // - // xrTableCell10 - // - this.xrTableCell10.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.xrTableCell10.Name = "xrTableCell10"; - this.xrTableCell10.StylePriority.UseBorders = false; - this.xrTableCell10.Weight = 1.4667536550270688D; - // - // xrTableCell11 - // - this.xrTableCell11.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); - this.xrTableCell11.Name = "xrTableCell11"; - this.xrTableCell11.StylePriority.UseFont = false; - this.xrTableCell11.StylePriority.UseTextAlignment = false; - this.xrTableCell11.Text = "Summe"; - this.xrTableCell11.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell11.Weight = 0.31290742160443996D; - // - // xrTableCell12 - // - this.xrTableCell12.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.Field4")}); - this.xrTableCell12.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); - this.xrTableCell12.Name = "xrTableCell12"; - this.xrTableCell12.StylePriority.UseFont = false; - this.xrTableCell12.StylePriority.UseTextAlignment = false; - this.xrTableCell12.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell12.Weight = 0.32073004771087132D; - // - // bindingSource1 - // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.QueryRO); - // - // ReportHeader - // - this.ReportHeader.HeightF = 0F; - this.ReportHeader.Name = "ReportHeader"; - // - // pageFooterBand1 - // - this.pageFooterBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTableCell7}); + this.xrTableRowHeader.Name = "xrTableRowHeader"; + this.xrTableRowHeader.Weight = 1.5999999999999996D; + // + // xrTableCell5 + // + this.xrTableCell5.Name = "xrTableCell5"; + this.xrTableCell5.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell5.StylePriority.UsePadding = false; + this.xrTableCell5.StylePriority.UseTextAlignment = false; + this.xrTableCell5.Text = "Klient/in"; + this.xrTableCell5.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell5.Weight = 0.18034264782021736D; + // + // xrTableCell4 + // + this.xrTableCell4.Name = "xrTableCell4"; + this.xrTableCell4.Text = "Zeitraum"; + this.xrTableCell4.Weight = 0.15329125478030675D; + // + // xrTableCell1 + // + this.xrTableCell1.Name = "xrTableCell1"; + this.xrTableCell1.Text = "Kostenträger"; + this.xrTableCell1.Weight = 0.15329125478030678D; + // + // xrTableCell9 + // + this.xrTableCell9.Multiline = true; + this.xrTableCell9.Name = "xrTableCell9"; + this.xrTableCell9.Text = "Bewilligt/Woche"; + this.xrTableCell9.Weight = 0.090171325937473845D; + // + // xrTableCell7 + // + this.xrTableCell7.Multiline = true; + this.xrTableCell7.Name = "xrTableCell7"; + this.xrTableCell7.Text = "Frei/Woche"; + this.xrTableCell7.Weight = 0.090171325937473845D; + // + // GroupFooter1 + // + this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable1}); + this.GroupFooter1.HeightF = 61.04164F; + this.GroupFooter1.Level = 1; + this.GroupFooter1.Name = "GroupFooter1"; + // + // xrTable1 + // + this.xrTable1.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable1.Name = "xrTable1"; + this.xrTable1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow1}); + this.xrTable1.SizeF = new System.Drawing.SizeF(697F, 25F); + this.xrTable1.StylePriority.UseBorders = false; + this.xrTable1.StylePriority.UseFont = false; + this.xrTable1.StylePriority.UsePadding = false; + this.xrTable1.StylePriority.UseTextAlignment = false; + this.xrTable1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRow1 + // + this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell35, + this.xrTableCell38, + this.xrTableCell6, + this.cellSollGesamt, + this.xrTableCell10}); + this.xrTableRow1.Name = "xrTableRow1"; + this.xrTableRow1.Weight = 1D; + // + // xrTableCell35 + // + this.xrTableCell35.Name = "xrTableCell35"; + this.xrTableCell35.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell35.StylePriority.UseFont = false; + this.xrTableCell35.StylePriority.UsePadding = false; + this.xrTableCell35.StylePriority.UseTextAlignment = false; + this.xrTableCell35.Text = "Gesamt"; + this.xrTableCell35.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell35.Weight = 0.16986334182555535D; + // + // xrTableCell38 + // + this.xrTableCell38.Name = "xrTableCell38"; + this.xrTableCell38.Weight = 0.14438379239503793D; + // + // xrTableCell6 + // + this.xrTableCell6.Name = "xrTableCell6"; + this.xrTableCell6.Weight = 0.14438378397861745D; + // + // cellSollGesamt + // + this.cellSollGesamt.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.ApprovedHoursPerWeek", "{0:0.00}")}); + this.cellSollGesamt.Name = "cellSollGesamt"; + this.cellSollGesamt.Text = "cellSollGesamt"; + this.cellSollGesamt.Weight = 0.0849316752773914D; + // + // xrTableCell10 + // + this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell10.Multiline = true; + this.xrTableCell10.Name = "xrTableCell10"; + xrSummary1.FormatString = "{0:0.00}"; + xrSummary1.Running = DevExpress.XtraReports.UI.SummaryRunning.Group; + this.xrTableCell10.Summary = xrSummary1; + this.xrTableCell10.Weight = 0.0849316752773914D; + // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.MitarbeiterauslastungRO); + // + // ReportHeader + // + this.ReportHeader.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.lblMonat}); + this.ReportHeader.HeightF = 60F; + this.ReportHeader.Name = "ReportHeader"; + // + // lblMonat + // + this.lblMonat.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "ReportStartDate", "Auslastung {0:MMMM yy}")}); + this.lblMonat.Font = new DevExpress.Drawing.DXFont("Arial", 14F, DevExpress.Drawing.DXFontStyle.Bold); + this.lblMonat.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.lblMonat.Multiline = true; + this.lblMonat.Name = "lblMonat"; + this.lblMonat.SizeF = new System.Drawing.SizeF(676.9999F, 25F); + this.lblMonat.StyleName = "Title"; + this.lblMonat.StylePriority.UseFont = false; + this.lblMonat.Text = "lblMonat"; + // + // pageFooterBand1 + // + this.pageFooterBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrPageInfo2, this.xrPageInfo1}); - this.pageFooterBand1.HeightF = 48F; - this.pageFooterBand1.Name = "pageFooterBand1"; - // - // xrPageInfo2 - // - this.xrPageInfo2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); - this.xrPageInfo2.Format = "Seite {0} von {1}"; - this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(370F, 25F); - this.xrPageInfo2.Name = "xrPageInfo2"; - this.xrPageInfo2.SizeF = new System.Drawing.SizeF(397F, 23F); - this.xrPageInfo2.StyleName = "PageInfo"; - this.xrPageInfo2.StylePriority.UseFont = false; - this.xrPageInfo2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; - // - // xrPageInfo1 - // - this.xrPageInfo1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); - this.xrPageInfo1.LocationFloat = new DevExpress.Utils.PointFloat(8F, 25F); - this.xrPageInfo1.Name = "xrPageInfo1"; - this.xrPageInfo1.PageInfo = DevExpress.XtraPrinting.PageInfo.DateTime; - this.xrPageInfo1.SizeF = new System.Drawing.SizeF(287F, 23F); - this.xrPageInfo1.StyleName = "PageInfo"; - this.xrPageInfo1.StylePriority.UseFont = false; - // - // Title - // - this.Title.BackColor = System.Drawing.Color.White; - this.Title.BorderColor = System.Drawing.SystemColors.ControlText; - this.Title.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.Title.BorderWidth = 1; - this.Title.Font = new DevExpress.Drawing.DXFont("Times New Roman", 24F); - this.Title.ForeColor = System.Drawing.Color.Black; - this.Title.Name = "Title"; - // - // FieldCaption - // - this.FieldCaption.BackColor = System.Drawing.Color.White; - this.FieldCaption.BorderColor = System.Drawing.SystemColors.ControlText; - this.FieldCaption.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.FieldCaption.BorderWidth = 1; - this.FieldCaption.Font = new DevExpress.Drawing.DXFont("Times New Roman", 10F, DevExpress.Drawing.DXFontStyle.Bold); - this.FieldCaption.ForeColor = System.Drawing.Color.Black; - this.FieldCaption.Name = "FieldCaption"; - // - // PageInfo - // - this.PageInfo.BackColor = System.Drawing.Color.White; - this.PageInfo.BorderColor = System.Drawing.SystemColors.ControlText; - this.PageInfo.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.PageInfo.BorderWidth = 1; - this.PageInfo.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); - this.PageInfo.ForeColor = System.Drawing.Color.Black; - this.PageInfo.Name = "PageInfo"; - // - // DataField - // - this.DataField.BackColor = System.Drawing.Color.White; - this.DataField.BorderColor = System.Drawing.SystemColors.ControlText; - this.DataField.Borders = DevExpress.XtraPrinting.BorderSide.None; - this.DataField.BorderWidth = 1; - this.DataField.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); - this.DataField.ForeColor = System.Drawing.SystemColors.ControlText; - this.DataField.Name = "DataField"; - // - // fieldFLS - // - this.fieldFLS.DataMember = "FLSReportGroups"; - this.fieldFLS.DataSource = this.bindingSource1; - this.fieldFLS.Expression = "[TotalFLM] / 60"; - this.fieldFLS.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; - this.fieldFLS.Name = "fieldFLS"; - // - // topMarginBand1 - // - this.topMarginBand1.HeightF = 50F; - this.topMarginBand1.Name = "topMarginBand1"; - // - // bottomMarginBand1 - // - this.bottomMarginBand1.HeightF = 30F; - this.bottomMarginBand1.Name = "bottomMarginBand1"; - // - // xrTableCell23 - // - this.xrTableCell23.Name = "xrTableCell23"; - this.xrTableCell23.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell23.StylePriority.UsePadding = false; - this.xrTableCell23.StylePriority.UseTextAlignment = false; - this.xrTableCell23.Text = "SOLL FLS bisher"; - this.xrTableCell23.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell23.Weight = 0.31290742657796972D; - // - // xrTableCell25 - // - this.xrTableCell25.Name = "xrTableCell25"; - this.xrTableCell25.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell25.StylePriority.UsePadding = false; - this.xrTableCell25.StylePriority.UseTextAlignment = false; - this.xrTableCell25.Text = "FLS geleistet bisher"; - this.xrTableCell25.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell25.Weight = 0.31290741414414552D; - // - // xrTableCell26 - // - this.xrTableCell26.Name = "xrTableCell26"; - this.xrTableCell26.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell26.StylePriority.UsePadding = false; - this.xrTableCell26.StylePriority.UseTextAlignment = false; - this.xrTableCell26.Text = "FLS Saldo"; - this.xrTableCell26.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell26.Weight = 0.31290743776841146D; - // - // xrTableCell13 - // - this.xrTableCell13.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field6")}); - this.xrTableCell13.Name = "xrTableCell13"; - this.xrTableCell13.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell13.StylePriority.UsePadding = false; - this.xrTableCell13.StylePriority.UseTextAlignment = false; - this.xrTableCell13.Text = "xrTableCell13"; - this.xrTableCell13.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell13.Weight = 0.31290742906473451D; - // - // xrTableCell14 - // - this.xrTableCell14.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field5")}); - this.xrTableCell14.Name = "xrTableCell14"; - this.xrTableCell14.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell14.StylePriority.UsePadding = false; - this.xrTableCell14.StylePriority.UseTextAlignment = false; - this.xrTableCell14.Text = "xrTableCell14"; - this.xrTableCell14.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell14.Weight = 0.31290766779415918D; - // - // xrTableCell15 - // - this.xrTableCell15.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field7")}); - this.xrTableCell15.Name = "xrTableCell15"; - this.xrTableCell15.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); - this.xrTableCell15.StylePriority.UsePadding = false; - this.xrTableCell15.StylePriority.UseTextAlignment = false; - this.xrTableCell15.Text = "xrTableCell15"; - this.xrTableCell15.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - this.xrTableCell15.Weight = 0.32073023421823438D; - // - // Mitarbeiterauslastung - // - this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.pageFooterBand1.HeightF = 48F; + this.pageFooterBand1.Name = "pageFooterBand1"; + // + // xrPageInfo2 + // + this.xrPageInfo2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(342.4169F, 25F); + this.xrPageInfo2.Name = "xrPageInfo2"; + this.xrPageInfo2.SizeF = new System.Drawing.SizeF(297.5831F, 23F); + this.xrPageInfo2.StyleName = "PageInfo"; + this.xrPageInfo2.StylePriority.UseFont = false; + this.xrPageInfo2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + this.xrPageInfo2.TextFormatString = "Seite {0} von {1}"; + // + // xrPageInfo1 + // + this.xrPageInfo1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 25F); + this.xrPageInfo1.Name = "xrPageInfo1"; + this.xrPageInfo1.PageInfo = DevExpress.XtraPrinting.PageInfo.DateTime; + this.xrPageInfo1.SizeF = new System.Drawing.SizeF(287F, 23F); + this.xrPageInfo1.StyleName = "PageInfo"; + this.xrPageInfo1.StylePriority.UseFont = false; + // + // Title + // + this.Title.BackColor = System.Drawing.Color.White; + this.Title.BorderColor = System.Drawing.SystemColors.ControlText; + this.Title.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.Title.BorderWidth = 1F; + this.Title.Font = new DevExpress.Drawing.DXFont("Times New Roman", 24F); + this.Title.ForeColor = System.Drawing.Color.Black; + this.Title.Name = "Title"; + // + // FieldCaption + // + this.FieldCaption.BackColor = System.Drawing.Color.White; + this.FieldCaption.BorderColor = System.Drawing.SystemColors.ControlText; + this.FieldCaption.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.FieldCaption.BorderWidth = 1F; + this.FieldCaption.Font = new DevExpress.Drawing.DXFont("Times New Roman", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.FieldCaption.ForeColor = System.Drawing.Color.Black; + this.FieldCaption.Name = "FieldCaption"; + // + // PageInfo + // + this.PageInfo.BackColor = System.Drawing.Color.White; + this.PageInfo.BorderColor = System.Drawing.SystemColors.ControlText; + this.PageInfo.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.PageInfo.BorderWidth = 1F; + this.PageInfo.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.PageInfo.ForeColor = System.Drawing.Color.Black; + this.PageInfo.Name = "PageInfo"; + // + // DataField + // + this.DataField.BackColor = System.Drawing.Color.White; + this.DataField.BorderColor = System.Drawing.SystemColors.ControlText; + this.DataField.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.DataField.BorderWidth = 1F; + this.DataField.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.DataField.ForeColor = System.Drawing.SystemColors.ControlText; + this.DataField.Name = "DataField"; + // + // fieldFLS + // + this.fieldFLS.DataMember = "FLSReportGroups"; + this.fieldFLS.Expression = "[TotalFLM] / 60"; + this.fieldFLS.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldFLS.Name = "fieldFLS"; + // + // topMarginBand1 + // + this.topMarginBand1.HeightF = 50F; + this.topMarginBand1.Name = "topMarginBand1"; + // + // bottomMarginBand1 + // + this.bottomMarginBand1.HeightF = 30F; + this.bottomMarginBand1.Name = "bottomMarginBand1"; + // + // fieldTotalSC + // + this.fieldTotalSC.DataMember = "EmployeeDetailList.SupportConceptDetailList"; + this.fieldTotalSC.Expression = "[DirectIst]+[MittelbarIst]"; + this.fieldTotalSC.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldTotalSC.Name = "fieldTotalSC"; + // + // fieldTotalEmp + // + this.fieldTotalEmp.DataMember = "EmployeeDetailList"; + this.fieldTotalEmp.Expression = "[DirectIst]+[MittelbarIst]"; + this.fieldTotalEmp.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldTotalEmp.Name = "fieldTotalEmp"; + // + // Mitarbeiterauslastung + // + this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { this.Detail, this.DetailReport, this.ReportHeader, this.pageFooterBand1, this.topMarginBand1, this.bottomMarginBand1}); - this.DataSource = this.bindingSource1; - this.Margins = new DevExpress.Drawing.DXMargins(30, 30, 50, 30); - this.PageHeight = 1169; - this.PageWidth = 827; - this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; - this.StyleSheet.AddRange(new DevExpress.XtraReports.UI.XRControlStyle[] { + this.CalculatedFields.AddRange(new DevExpress.XtraReports.UI.CalculatedField[] { + this.fieldFLS, + this.fieldTotalSC, + this.fieldTotalEmp}); + this.DataSource = this.bindingSource1; + this.Margins = new DevExpress.Drawing.DXMargins(100F, 30F, 50F, 30F); + this.PageHeight = 1169; + this.PageWidth = 827; + this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; + this.StyleSheet.AddRange(new DevExpress.XtraReports.UI.XRControlStyle[] { this.Title, this.FieldCaption, this.PageInfo, this.DataField}); - this.Version = "12.1"; - ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); + this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + this.Watermarks.Add(xrWatermark1); + ((System.ComponentModel.ISupportInitialize)(this.xrTableDetail)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTableHeader)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -550,6 +544,7 @@ namespace VSDHammReports private DevExpress.XtraReports.UI.DetailBand Detail1; private DevExpress.XtraReports.UI.DetailReportBand DetailReport; private DevExpress.XtraReports.UI.ReportHeaderBand ReportHeader; + private DevExpress.XtraReports.UI.XRLabel lblMonat; private DevExpress.XtraReports.UI.PageFooterBand pageFooterBand1; private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo2; private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo1; @@ -557,38 +552,37 @@ namespace VSDHammReports private DevExpress.XtraReports.UI.XRControlStyle FieldCaption; private DevExpress.XtraReports.UI.XRControlStyle PageInfo; private DevExpress.XtraReports.UI.XRControlStyle DataField; + private DevExpress.XtraReports.UI.XRTable xrTableHeader; + private DevExpress.XtraReports.UI.XRTableRow xrTableRowHeader; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; + private DevExpress.XtraReports.UI.XRTable xrTableDetail; + private DevExpress.XtraReports.UI.XRTableRow xrTableRowDetail; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; private DevExpress.XtraReports.UI.CalculatedField fieldFLS; private DevExpress.XtraReports.UI.TopMarginBand topMarginBand1; - private DevExpress.XtraReports.UI.BottomMarginBand bottomMarginBand1; - private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; - private DevExpress.XtraReports.UI.DetailReportBand DetailReport1; + private DevExpress.XtraReports.UI.BottomMarginBand bottomMarginBand1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell4; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell9; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell19; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell28; + private DevExpress.XtraReports.UI.XRTable xrTable1; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell35; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell38; + private DevExpress.XtraReports.UI.XRTableCell cellSollGesamt; + private DevExpress.XtraReports.UI.DetailReportBand DetailReport1; private DevExpress.XtraReports.UI.DetailBand Detail2; - private DevExpress.XtraReports.UI.XRLabel xrLabel13; - private DevExpress.XtraReports.UI.XRTable xrTable2; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow2; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell6; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell7; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell8; - private DevExpress.XtraReports.UI.GroupHeaderBand GroupHeader1; - private DevExpress.XtraReports.UI.XRTable xrTable1; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.GroupHeaderBand GroupHeader2; + private DevExpress.XtraReports.UI.XRLabel xrLabel1; + private DevExpress.XtraReports.UI.CalculatedField fieldTotalSC; + private DevExpress.XtraReports.UI.CalculatedField fieldTotalEmp; + private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; + private DevExpress.XtraReports.UI.XRLabel xrLabel2; private DevExpress.XtraReports.UI.XRTableCell xrTableCell1; private DevExpress.XtraReports.UI.XRTableCell xrTableCell2; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell4; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; - private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter2; - private DevExpress.XtraReports.UI.XRTable xrTable3; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow3; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell9; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell11; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell12; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell14; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell13; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell15; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell23; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell25; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell26; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell6; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell8; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell7; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; } } diff --git a/ReportImp/VSDHammReports/Mitarbeiterauslastung.resx b/ReportImp/VSDHammReports/Mitarbeiterauslastung.resx index 0f60e7858..c7e0d4bdf 100644 --- a/ReportImp/VSDHammReports/Mitarbeiterauslastung.resx +++ b/ReportImp/VSDHammReports/Mitarbeiterauslastung.resx @@ -117,7 +117,4 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 - - 17, 17 - \ No newline at end of file diff --git a/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.cs b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.cs new file mode 100644 index 000000000..bce16696e --- /dev/null +++ b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.cs @@ -0,0 +1,355 @@ +using System; +using BS.Shared; +using BeWo.Report; +using BeWo.Report.ReportObjects; +using BeWo.Data.Entities; +using BeWo.Data.Access; +using System.Collections.Generic; +using BS.Shared.Core; +using BeWo.Service.ServiceImplementations; +using BS.Shared.Services; +using BeWo.Service.DCEntityMapper; + +namespace VSDHammReports +{ + public partial class MitarbeiterauslastungBericht : DevExpress.XtraReports.UI.XtraReport, IBeWoReport + { + + public MitarbeiterauslastungBericht() + { + InitializeComponent(); + } + + public void SetReportDataSource(QueryRO pRO) + { + InitDataSource(pRO); + this.bindingSource1.DataSource = pRO; + } + + private void InitDataSource(QueryRO ro) + { + IList employees = DAOFactory.GenericDAO.GetAllActive(); + Dictionary empDict = new Dictionary(); + foreach (var item in employees) + { + empDict.Add(item.Oid.Value, item); + } + decimal sollGesamt = 0; + decimal relationGesamt = 0; + decimal gesamtGesamt = 0; + decimal flsSollGesamt = 0; + decimal flsPlusMinusGesamt = 0; + decimal flsIstGesamt = 0; + + AnalysisServiceImp analysisService = new AnalysisServiceImp(); + + foreach (BeWo.Report.ReportObjects.QueryRO.Row mitarbeiterRow in ro.Rows) + { + long oid = 0; + if (Int64.TryParse(mitarbeiterRow.Field1.ToString(), out oid)) + { + if (empDict.ContainsKey(oid)) + { + Employee emp = empDict[oid]; + mitarbeiterRow.Field2 = String.Format("{0}, {1}", emp.Person.LastName, emp.Person.FirstName); + mitarbeiterRow.ChildRows1 = new List(); + + var analysisList = analysisService.GetSupportConceptAnalysis(emp.Oid.Value, true, false, null); + + + decimal flsOpenPerWeekTotal = 0; + foreach (var sco in analysisList) + { + if (IstHauptbetreuer(emp, sco)) + { + DateTime? start = sco.ApprovedStartDate; + DateTime? end = sco.ApprovedEndDate; + if (!start.HasValue) + start = sco.RequestedStartDate; + if (!end.HasValue) + end = sco.RequestedEndDate; + + + if (start <= DateTime.Now && end >= DateTime.Now) + { + QueryRO.Row c2sRow = new QueryRO.Row(); + c2sRow.Field1 = String.Format("{0}, {1}", sco.CustomerLastName, sco.CustomerFirstName); + + + c2sRow.Field2 = String.Format("{0:dd.MM.yy} - {1:dd.MM.yy}", start, end); + c2sRow.Field3 = String.Format("{0:0.00}", sco.FLSApprovedPerWeek); + c2sRow.Field4 = String.Format("{0:0.00}", sco.FLSApprovedTillNow); + c2sRow.Field5 = String.Format("{0:0.00}", sco.FLSBilledTillNow); + c2sRow.Field6 = String.Format("{0:0.00}", sco.FLSBilledTillNow - sco.FLSApprovedTillNow); + c2sRow.Field7 = String.Format("{0:0.00}", sco.FLSOpenPerWeek); + + flsOpenPerWeekTotal += sco.FLSOpenPerWeek; + + mitarbeiterRow.ChildRows1.Add(c2sRow); + } + } + } + mitarbeiterRow.ChildRows1.Sort((a, b) => a.Field1.ToString().CompareTo(b.Field1.ToString())); + + mitarbeiterRow.Field4 = String.Format("{0:0.00}", flsOpenPerWeekTotal); + + // foreach (var e2c in emp.Employee2CustomerList) + // { + // if (e2c.SystemEntryID == BS.Shared.SystemEntryID.EmployeeRoleMainAttendant) + // { + // Customer c = e2c.Customer; + + // var scList = c.SupportConcepts; + // foreach (var supportConcept in scList) + // { + // var c2sList = supportConcept.CostBearer2SupportConceptList; + + // foreach (var c2s in c2sList) + // { + // Calculations calc = Calculations.GetInstance(c2s.CostBearer.ID); + // var relDc = MapperFactory.SupportConceptCostBearerRelDC_CostBearer2SupportConcept.MapToNewDC(c2s); + // QueryRO.Row c2sRow = new QueryRO.Row(); + // c2sRow.Field1 = String.Format("{0}, {1}", emp.Person.LastName, emp.Person.FirstName); + // c2sRow.Field2 = String.Format("{0:dd.MM.yy} - {1:dd.MM.yy}", c2s.StartDate, c2s.EndDate); + // c2sRow.Field3 = String.Format("{0:0.00}", calc.GetApprovedHoursPerWeek(relDc, DateTime.Now)); + // mitarbeiterRow.ChildRows1.Add(c2sRow); + // } + // } + // } + // } + + + + // decimal summeStundenGesamt = 0; + // decimal anzahlMonate = 0; + // decimal sollProWoche = 0; + // decimal sollProMonat = 0; + // var vertrag = emp.GetValidContractForDate(DateTime.Now); + // if (vertrag != null && vertrag.WeeklyTotalHours.HasValue) + // { + // sollProWoche = vertrag.WeeklyTotalHours.Value; + + // sollProMonat = ((365m / 7m) / 12m) * sollProWoche; + // } + // mitarbeiterRow.Field3 = String.Format("{0:0.00}", sollProWoche); + // mitarbeiterRow.Field4 = String.Format("{0:0.00}", sollProMonat); + + // List records = DAOFactory.SearchDAO.FindServiceRecords(emp.Oid, null); + // records = AnalysisServiceImp.FilterActiveServiceRecords(records) as List; + + + // records.Sort((a, b) => a.Start.Value.CompareTo(b.Start.Value)); + + // int aktuellerMonat = 0; + + // decimal kontoStand = 0; + // decimal abrechenbarImMonat = 0; + // decimal nichtabrechenbarImMonat = 0; + + + // QueryRO.Row aktuelleMonatsRow = null; + + // Contract aktuellerVertag = null; + // foreach (var item in records) + // { + // DateTime dt = item.Start.Value.Date; + // dt = new DateTime(dt.Year, dt.Month, 1); + + // int monat = dt.Year*100 + dt.Month; + + // while (aktuellerMonat < monat) + // { + // //Monatswechsel + // //letzter Monat mit Werten aktualisieren + // if (aktuellerMonat < 100000) + // aktuellerMonat = monat; + // else + // { + // String monatStr = String.Format("{0}", aktuellerMonat); + // int year = Int32.Parse(monatStr.Substring(0, 4)); + // int month = Int32.Parse(monatStr.Substring(4, 2)); + // dt = new DateTime(year, month, 1); + // dt = dt.AddMonths(1); + + // aktuellerMonat = dt.Year * 100 + dt.Month; ; + // } + // if (aktuelleMonatsRow != null) + // { + // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); + // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); + // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", abrechenbarImMonat / 60); + // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", nichtabrechenbarImMonat / 60); + // } + + // aktuellerVertag = emp.GetValidContractForDate(dt); + // sollProWoche = 0; + // if (aktuellerVertag != null) + // { + // if (aktuellerVertag.WeeklyTotalHours.HasValue) + // { + // sollProWoche = aktuellerVertag.WeeklyTotalHours.Value; + // } + // } + // sollProMonat = ((365m / 7m) / 12m) * sollProWoche; + // kontoStand += (sollProMonat * 60); + + + // abrechenbarImMonat = 0; + // nichtabrechenbarImMonat = 0; + + // aktuelleMonatsRow = CreateMonatsRow(dt); + // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", kontoStand / 60); + // dt = dt.AddMonths(1); + + // mitarbeiterRow.ChildRows1.Add(aktuelleMonatsRow); + + // anzahlMonate ++; + // if (aktuellerMonat < monat) + // { + // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); + // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); + // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", 0); + // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", 0); + // } + // } + // if (item.ServiceDescription != null && + // item.ServiceDescription.ServiceCategory != null && + // item.ServiceDescription.ServiceCategory.IsBillable) + // abrechenbarImMonat += item.RoundedDuration; + // else + // nichtabrechenbarImMonat += item.RoundedDuration; + + // QueryRO.Row serviceRecordRow = new QueryRO.Row(); + // DateTime end = item.Start.Value.AddMinutes((double)item.RoundedDuration); + // serviceRecordRow.Field1 = String.Format("{0:dd/MM/yyyy} ({1}-{2})", item.Start, item.Start.Value.ToShortTimeString(), end.ToShortTimeString()); + // serviceRecordRow.Field2 = String.Format("{0:0.00}", item.RoundedDuration); + // serviceRecordRow.Field3 = String.Format("{0:0.00}", item.RoundedDuration / 60); + // serviceRecordRow.Field4 = item.ServiceDescription.Name; + // serviceRecordRow.Field5 = item.ServiceDescription.ServiceCategory.Abbreviation; + + // aktuelleMonatsRow.ChildRows2.Add(serviceRecordRow); + // kontoStand -= item.RoundedDuration; + + // summeStundenGesamt += item.RoundedDuration; + // } + // if (aktuelleMonatsRow != null) + // { + // aktuelleMonatsRow.Field2 = String.Format("{0:0.00}", (abrechenbarImMonat + nichtabrechenbarImMonat) / 60); + // aktuelleMonatsRow.Field3 = String.Format("{0:0.00}", kontoStand / 60); + // aktuelleMonatsRow.Field4 = String.Format("{0:0.00}", abrechenbarImMonat / 60); + // aktuelleMonatsRow.Field5 = String.Format("{0:0.00}", nichtabrechenbarImMonat / 60); + // } + + // mitarbeiterRow.Field5 = String.Format("{0:0.00}", summeStundenGesamt / 60); + // if (anzahlMonate > 0) + // { + // mitarbeiterRow.Field6 = String.Format("{0:0.00}", (summeStundenGesamt / anzahlMonate) / 60); + // } + // else + // { + // mitarbeiterRow.Field6 = String.Format("{0:0.00}", 0); + // } + + //} + } + + } + } + ro.Rows.Sort((a, b) => a.Field2.ToString().CompareTo(b.Field2.ToString())); + } + + private bool IstHauptbetreuer(Employee emp, BS.Shared.DataContracts.SupportConceptOverviewDC sco) + { + foreach (var employee2Customer in emp.Employee2CustomerList) + { + if (employee2Customer.CustomerOid == sco.CustomerOid) + { + foreach (var valueListEntry2Object in employee2Customer.ValueList) + { + if (valueListEntry2Object.Entry.SystemEntryID.HasValue && valueListEntry2Object.Entry.SystemEntryID.Value == SystemEntryID.EmployeeRoleMainAttendant) + { + return true; + } + } + } + } + return false; + } + + private QueryRO.Row CreateMonatsRow(DateTime dt) + { + QueryRO.Row row = new QueryRO.Row(); + + row.Field1 = String.Format("{0:MMM yyyy}", dt); + + row.ChildRows2 = new List(); + + return row; + } + + + + + private bool IstFeiertag(DateTime start) + { + List feiertage = GetFeiertage(start.Year); + + foreach (var dateTime in feiertage) + { + if (start == dateTime) + return true; + } + return false; + } + + private List GetFeiertage(int year) + { + List list = new List(); + list.Add(new DateTime(year, 1, 1)); // "Neujahr")); + //list.Add(new DateTime(year, 1, 6)); // , "Heilige Drei Könige")); + list.Add(new DateTime(year, 5, 1)); // , "Tag der Arbeit")); + //list.Add(new DateTime(year, 8, 15)); // , "Mariä Himmelfahrt")); + list.Add(new DateTime(year, 10, 3)); // , "Tag der dt. Einheit")); + list.Add(new DateTime(year, 11, 1)); // , "Allerheiligen ")); + list.Add(new DateTime(year, 12, 24)); // , "Heilig Abend")); + list.Add(new DateTime(year, 12, 25)); // , "1. Weihnachtstag")); + list.Add(new DateTime(year, 12, 26)); // , "2. Weihnachtstag")); + if (year == 2017) + { + list.Add(new DateTime(year, 10, 31)); // , "Reformationstag")); + } + + DateTime osterSonntag = GetOsterSonntag(year); + //list.Add(osterSonntag); // , "Ostersonntag")); + //list.Add(osterSonntag.AddDays(-3)); // , "Gründonnerstag")); + list.Add(osterSonntag.AddDays(-48)); // , "Rosenmonatg")); + list.Add(osterSonntag.AddDays(-2)); // , "Karfreitag")); + list.Add(osterSonntag.AddDays(1)); // , "Ostermontag")); + list.Add(osterSonntag.AddDays(39)); // , "Christi Himmelfahrt")); + //list.Add(osterSonntag.AddDays(49)); // , "Pfingstsonntag")); + list.Add(osterSonntag.AddDays(50)); // , "Pfingstmontag")); + list.Add(osterSonntag.AddDays(60)); // , "Fronleichnam")); + + return list; + } + + private DateTime GetOsterSonntag(int year) + { + + int g, h, c, j, l, i; + + g = year % 19; + c = year / 100; + h = ((c - (c / 4)) - (((8 * c) + 13) / 25) + (19 * g) + 15) % 30; + i = h - (h / 28) * (1 - (29 / (h + 1)) * ((21 - g) / 11)); + j = (year + (year / 4) + i + 2 - c + (c / 4)) % 7; + + l = i - j; + int month = (int)(3 + ((l + 40) / 44)); + int day = (int)(l + 28 - 31 * (month / 4)); + + return new DateTime(year, month, day); + + } + } +} diff --git a/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.designer.cs b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.designer.cs new file mode 100644 index 000000000..824377763 --- /dev/null +++ b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.designer.cs @@ -0,0 +1,594 @@ +using BeWo.Report.ReportObjects; +namespace VSDHammReports +{ + partial class MitarbeiterauslastungBericht + { + /// + /// Required designer variable. + /// + private System.ComponentModel.IContainer components = null; + + /// + /// Clean up any resources being used. + /// + /// true if managed resources should be disposed; otherwise, false. + protected override void Dispose(bool disposing) + { + if (disposing && (components != null)) + { + components.Dispose(); + } + base.Dispose(disposing); + } + + #region Designer generated code + + /// + /// Required method for Designer support - do not modify + /// the contents of this method with the code editor. + /// + private void InitializeComponent() + { + this.components = new System.ComponentModel.Container(); + this.Detail = new DevExpress.XtraReports.UI.DetailBand(); + this.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); + this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); + this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); + this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.DetailReport1 = new DevExpress.XtraReports.UI.DetailReportBand(); + this.Detail2 = new DevExpress.XtraReports.UI.DetailBand(); + this.xrTable2 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow2 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); + this.GroupHeader1 = new DevExpress.XtraReports.UI.GroupHeaderBand(); + this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); + this.GroupFooter2 = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow3 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell11 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell12 = new DevExpress.XtraReports.UI.XRTableCell(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); + this.pageFooterBand1 = new DevExpress.XtraReports.UI.PageFooterBand(); + this.xrPageInfo2 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.xrPageInfo1 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.Title = new DevExpress.XtraReports.UI.XRControlStyle(); + this.FieldCaption = new DevExpress.XtraReports.UI.XRControlStyle(); + this.PageInfo = new DevExpress.XtraReports.UI.XRControlStyle(); + this.DataField = new DevExpress.XtraReports.UI.XRControlStyle(); + this.fieldFLS = new DevExpress.XtraReports.UI.CalculatedField(); + this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); + this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); + this.xrTableCell23 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell25 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell26 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell13 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell14 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell15 = new DevExpress.XtraReports.UI.XRTableCell(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); + // + // Detail + // + this.Detail.HeightF = 0F; + this.Detail.Name = "Detail"; + this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.Detail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; + // + // Detail1 + // + this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrLabel13}); + this.Detail1.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.Detail1.HeightF = 38.70837F; + this.Detail1.Name = "Detail1"; + this.Detail1.StylePriority.UseFont = false; + // + // xrLabel13 + // + this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrLabel13.Name = "xrLabel13"; + this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel13.SizeF = new System.Drawing.SizeF(767F, 23F); + this.xrLabel13.Text = "[Field2]"; + // + // DetailReport + // + this.DetailReport.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail1, + this.GroupFooter1, + this.DetailReport1}); + this.DetailReport.DataMember = "Rows"; + this.DetailReport.DataSource = this.bindingSource1; + this.DetailReport.Level = 0; + this.DetailReport.Name = "DetailReport"; + // + // GroupFooter1 + // + this.GroupFooter1.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.GroupFooter1.HeightF = 0F; + this.GroupFooter1.Name = "GroupFooter1"; + this.GroupFooter1.StylePriority.UseFont = false; + // + // DetailReport1 + // + this.DetailReport1.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail2, + this.GroupHeader1, + this.GroupFooter2}); + this.DetailReport1.DataMember = "Rows.ChildRows1"; + this.DetailReport1.DataSource = this.bindingSource1; + this.DetailReport1.Level = 0; + this.DetailReport1.Name = "DetailReport1"; + // + // Detail2 + // + this.Detail2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable2}); + this.Detail2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.Detail2.HeightF = 26.04167F; + this.Detail2.Name = "Detail2"; + this.Detail2.StylePriority.UseFont = false; + // + // xrTable2 + // + this.xrTable2.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable2.Name = "xrTable2"; + this.xrTable2.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); + this.xrTable2.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow2}); + this.xrTable2.SizeF = new System.Drawing.SizeF(767F, 26.04167F); + this.xrTable2.StylePriority.UseBorders = false; + this.xrTable2.StylePriority.UsePadding = false; + this.xrTable2.StylePriority.UseTextAlignment = false; + this.xrTable2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + // + // xrTableRow2 + // + this.xrTableRow2.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell5, + this.xrTableCell6, + this.xrTableCell7, + this.xrTableCell8, + this.xrTableCell14, + this.xrTableCell13, + this.xrTableCell15}); + this.xrTableRow2.Name = "xrTableRow2"; + this.xrTableRow2.Weight = 1D; + // + // xrTableCell5 + // + this.xrTableCell5.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field1")}); + this.xrTableCell5.Name = "xrTableCell5"; + this.xrTableCell5.Text = "Klient/in"; + this.xrTableCell5.Weight = 0.78226861866698583D; + // + // xrTableCell6 + // + this.xrTableCell6.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field2")}); + this.xrTableCell6.Name = "xrTableCell6"; + this.xrTableCell6.StylePriority.UseTextAlignment = false; + this.xrTableCell6.Text = "Bewilligungszeitraum"; + this.xrTableCell6.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell6.Weight = 0.62581472384416781D; + // + // xrTableCell7 + // + this.xrTableCell7.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field3")}); + this.xrTableCell7.Name = "xrTableCell7"; + this.xrTableCell7.StylePriority.UseTextAlignment = false; + this.xrTableCell7.Text = "FLS/Woche SOLL"; + this.xrTableCell7.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell7.Weight = 0.33246413607640857D; + // + // xrTableCell8 + // + this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field4")}); + this.xrTableCell8.Name = "xrTableCell8"; + this.xrTableCell8.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell8.StylePriority.UsePadding = false; + this.xrTableCell8.StylePriority.UseTextAlignment = false; + this.xrTableCell8.Text = "Restliche FLS je Woche"; + this.xrTableCell8.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell8.Weight = 0.31290719033530984D; + // + // GroupHeader1 + // + this.GroupHeader1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable1}); + this.GroupHeader1.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.GroupHeader1.HeightF = 55F; + this.GroupHeader1.Name = "GroupHeader1"; + this.GroupHeader1.StylePriority.UseFont = false; + // + // xrTable1 + // + this.xrTable1.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable1.Name = "xrTable1"; + this.xrTable1.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); + this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow1}); + this.xrTable1.SizeF = new System.Drawing.SizeF(767F, 55F); + this.xrTable1.StylePriority.UseBorders = false; + this.xrTable1.StylePriority.UsePadding = false; + this.xrTable1.StylePriority.UseTextAlignment = false; + this.xrTable1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + // + // xrTableRow1 + // + this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell1, + this.xrTableCell2, + this.xrTableCell4, + this.xrTableCell23, + this.xrTableCell25, + this.xrTableCell26, + this.xrTableCell3}); + this.xrTableRow1.Name = "xrTableRow1"; + this.xrTableRow1.Weight = 2.112000051562501D; + // + // xrTableCell1 + // + this.xrTableCell1.Name = "xrTableCell1"; + this.xrTableCell1.Text = "Klient/in"; + this.xrTableCell1.Weight = 0.78226855898462977D; + // + // xrTableCell2 + // + this.xrTableCell2.Name = "xrTableCell2"; + this.xrTableCell2.StylePriority.UseTextAlignment = false; + this.xrTableCell2.Text = "Bewilligungszeitraum"; + this.xrTableCell2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell2.Weight = 0.62581484320887992D; + // + // xrTableCell4 + // + this.xrTableCell4.Name = "xrTableCell4"; + this.xrTableCell4.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell4.StylePriority.UsePadding = false; + this.xrTableCell4.StylePriority.UseTextAlignment = false; + this.xrTableCell4.Text = "FLS genehmigt je Woche"; + this.xrTableCell4.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell4.Weight = 0.33246413607640857D; + // + // xrTableCell3 + // + this.xrTableCell3.Name = "xrTableCell3"; + this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell3.StylePriority.UsePadding = false; + this.xrTableCell3.StylePriority.UseTextAlignment = false; + this.xrTableCell3.Text = "Restliche FLS je Woche"; + this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell3.Weight = 0.32073018323955516D; + // + // GroupFooter2 + // + this.GroupFooter2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable3}); + this.GroupFooter2.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.GroupFooter2.Name = "GroupFooter2"; + this.GroupFooter2.StylePriority.UseFont = false; + // + // xrTable3 + // + this.xrTable3.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable3.Name = "xrTable3"; + this.xrTable3.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 0, 0, 0, 100F); + this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow3}); + this.xrTable3.SizeF = new System.Drawing.SizeF(767F, 26.04168F); + this.xrTable3.StylePriority.UseBorders = false; + this.xrTable3.StylePriority.UsePadding = false; + this.xrTable3.StylePriority.UseTextAlignment = false; + this.xrTable3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + // + // xrTableRow3 + // + this.xrTableRow3.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell9, + this.xrTableCell10, + this.xrTableCell11, + this.xrTableCell12}); + this.xrTableRow3.Name = "xrTableRow3"; + this.xrTableRow3.Weight = 1D; + // + // xrTableCell9 + // + this.xrTableCell9.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.xrTableCell9.Name = "xrTableCell9"; + this.xrTableCell9.StylePriority.UseBorders = false; + this.xrTableCell9.Weight = 0.89960887565762D; + // + // xrTableCell10 + // + this.xrTableCell10.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.xrTableCell10.Name = "xrTableCell10"; + this.xrTableCell10.StylePriority.UseBorders = false; + this.xrTableCell10.Weight = 1.4667536550270688D; + // + // xrTableCell11 + // + this.xrTableCell11.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrTableCell11.Name = "xrTableCell11"; + this.xrTableCell11.StylePriority.UseFont = false; + this.xrTableCell11.StylePriority.UseTextAlignment = false; + this.xrTableCell11.Text = "Summe"; + this.xrTableCell11.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell11.Weight = 0.31290742160443996D; + // + // xrTableCell12 + // + this.xrTableCell12.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.Field4")}); + this.xrTableCell12.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrTableCell12.Name = "xrTableCell12"; + this.xrTableCell12.StylePriority.UseFont = false; + this.xrTableCell12.StylePriority.UseTextAlignment = false; + this.xrTableCell12.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell12.Weight = 0.32073004771087132D; + // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.QueryRO); + // + // ReportHeader + // + this.ReportHeader.HeightF = 0F; + this.ReportHeader.Name = "ReportHeader"; + // + // pageFooterBand1 + // + this.pageFooterBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrPageInfo2, + this.xrPageInfo1}); + this.pageFooterBand1.HeightF = 48F; + this.pageFooterBand1.Name = "pageFooterBand1"; + // + // xrPageInfo2 + // + this.xrPageInfo2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo2.Format = "Seite {0} von {1}"; + this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(370F, 25F); + this.xrPageInfo2.Name = "xrPageInfo2"; + this.xrPageInfo2.SizeF = new System.Drawing.SizeF(397F, 23F); + this.xrPageInfo2.StyleName = "PageInfo"; + this.xrPageInfo2.StylePriority.UseFont = false; + this.xrPageInfo2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + // + // xrPageInfo1 + // + this.xrPageInfo1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo1.LocationFloat = new DevExpress.Utils.PointFloat(8F, 25F); + this.xrPageInfo1.Name = "xrPageInfo1"; + this.xrPageInfo1.PageInfo = DevExpress.XtraPrinting.PageInfo.DateTime; + this.xrPageInfo1.SizeF = new System.Drawing.SizeF(287F, 23F); + this.xrPageInfo1.StyleName = "PageInfo"; + this.xrPageInfo1.StylePriority.UseFont = false; + // + // Title + // + this.Title.BackColor = System.Drawing.Color.White; + this.Title.BorderColor = System.Drawing.SystemColors.ControlText; + this.Title.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.Title.BorderWidth = 1; + this.Title.Font = new DevExpress.Drawing.DXFont("Times New Roman", 24F); + this.Title.ForeColor = System.Drawing.Color.Black; + this.Title.Name = "Title"; + // + // FieldCaption + // + this.FieldCaption.BackColor = System.Drawing.Color.White; + this.FieldCaption.BorderColor = System.Drawing.SystemColors.ControlText; + this.FieldCaption.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.FieldCaption.BorderWidth = 1; + this.FieldCaption.Font = new DevExpress.Drawing.DXFont("Times New Roman", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.FieldCaption.ForeColor = System.Drawing.Color.Black; + this.FieldCaption.Name = "FieldCaption"; + // + // PageInfo + // + this.PageInfo.BackColor = System.Drawing.Color.White; + this.PageInfo.BorderColor = System.Drawing.SystemColors.ControlText; + this.PageInfo.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.PageInfo.BorderWidth = 1; + this.PageInfo.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.PageInfo.ForeColor = System.Drawing.Color.Black; + this.PageInfo.Name = "PageInfo"; + // + // DataField + // + this.DataField.BackColor = System.Drawing.Color.White; + this.DataField.BorderColor = System.Drawing.SystemColors.ControlText; + this.DataField.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.DataField.BorderWidth = 1; + this.DataField.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.DataField.ForeColor = System.Drawing.SystemColors.ControlText; + this.DataField.Name = "DataField"; + // + // fieldFLS + // + this.fieldFLS.DataMember = "FLSReportGroups"; + this.fieldFLS.DataSource = this.bindingSource1; + this.fieldFLS.Expression = "[TotalFLM] / 60"; + this.fieldFLS.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldFLS.Name = "fieldFLS"; + // + // topMarginBand1 + // + this.topMarginBand1.HeightF = 50F; + this.topMarginBand1.Name = "topMarginBand1"; + // + // bottomMarginBand1 + // + this.bottomMarginBand1.HeightF = 30F; + this.bottomMarginBand1.Name = "bottomMarginBand1"; + // + // xrTableCell23 + // + this.xrTableCell23.Name = "xrTableCell23"; + this.xrTableCell23.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell23.StylePriority.UsePadding = false; + this.xrTableCell23.StylePriority.UseTextAlignment = false; + this.xrTableCell23.Text = "SOLL FLS bisher"; + this.xrTableCell23.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell23.Weight = 0.31290742657796972D; + // + // xrTableCell25 + // + this.xrTableCell25.Name = "xrTableCell25"; + this.xrTableCell25.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell25.StylePriority.UsePadding = false; + this.xrTableCell25.StylePriority.UseTextAlignment = false; + this.xrTableCell25.Text = "FLS geleistet bisher"; + this.xrTableCell25.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell25.Weight = 0.31290741414414552D; + // + // xrTableCell26 + // + this.xrTableCell26.Name = "xrTableCell26"; + this.xrTableCell26.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell26.StylePriority.UsePadding = false; + this.xrTableCell26.StylePriority.UseTextAlignment = false; + this.xrTableCell26.Text = "FLS Saldo"; + this.xrTableCell26.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell26.Weight = 0.31290743776841146D; + // + // xrTableCell13 + // + this.xrTableCell13.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field6")}); + this.xrTableCell13.Name = "xrTableCell13"; + this.xrTableCell13.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell13.StylePriority.UsePadding = false; + this.xrTableCell13.StylePriority.UseTextAlignment = false; + this.xrTableCell13.Text = "xrTableCell13"; + this.xrTableCell13.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell13.Weight = 0.31290742906473451D; + // + // xrTableCell14 + // + this.xrTableCell14.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field5")}); + this.xrTableCell14.Name = "xrTableCell14"; + this.xrTableCell14.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell14.StylePriority.UsePadding = false; + this.xrTableCell14.StylePriority.UseTextAlignment = false; + this.xrTableCell14.Text = "xrTableCell14"; + this.xrTableCell14.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell14.Weight = 0.31290766779415918D; + // + // xrTableCell15 + // + this.xrTableCell15.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Rows.ChildRows1.Field7")}); + this.xrTableCell15.Name = "xrTableCell15"; + this.xrTableCell15.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.xrTableCell15.StylePriority.UsePadding = false; + this.xrTableCell15.StylePriority.UseTextAlignment = false; + this.xrTableCell15.Text = "xrTableCell15"; + this.xrTableCell15.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + this.xrTableCell15.Weight = 0.32073023421823438D; + // + // Mitarbeiterauslastung + // + this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail, + this.DetailReport, + this.ReportHeader, + this.pageFooterBand1, + this.topMarginBand1, + this.bottomMarginBand1}); + this.DataSource = this.bindingSource1; + this.Margins = new DevExpress.Drawing.DXMargins(30, 30, 50, 30); + this.PageHeight = 1169; + this.PageWidth = 827; + this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; + this.StyleSheet.AddRange(new DevExpress.XtraReports.UI.XRControlStyle[] { + this.Title, + this.FieldCaption, + this.PageInfo, + this.DataField}); + this.Version = "12.1"; + ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); + + } + + #endregion + + private DevExpress.XtraReports.UI.DetailBand Detail; + private System.Windows.Forms.BindingSource bindingSource1; + private DevExpress.XtraReports.UI.DetailBand Detail1; + private DevExpress.XtraReports.UI.DetailReportBand DetailReport; + private DevExpress.XtraReports.UI.ReportHeaderBand ReportHeader; + private DevExpress.XtraReports.UI.PageFooterBand pageFooterBand1; + private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo2; + private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo1; + private DevExpress.XtraReports.UI.XRControlStyle Title; + private DevExpress.XtraReports.UI.XRControlStyle FieldCaption; + private DevExpress.XtraReports.UI.XRControlStyle PageInfo; + private DevExpress.XtraReports.UI.XRControlStyle DataField; + private DevExpress.XtraReports.UI.CalculatedField fieldFLS; + private DevExpress.XtraReports.UI.TopMarginBand topMarginBand1; + private DevExpress.XtraReports.UI.BottomMarginBand bottomMarginBand1; + private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; + private DevExpress.XtraReports.UI.DetailReportBand DetailReport1; + private DevExpress.XtraReports.UI.DetailBand Detail2; + private DevExpress.XtraReports.UI.XRLabel xrLabel13; + private DevExpress.XtraReports.UI.XRTable xrTable2; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow2; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell6; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell7; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell8; + private DevExpress.XtraReports.UI.GroupHeaderBand GroupHeader1; + private DevExpress.XtraReports.UI.XRTable xrTable1; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell2; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell4; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; + private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter2; + private DevExpress.XtraReports.UI.XRTable xrTable3; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow3; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell9; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell11; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell12; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell14; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell13; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell15; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell23; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell25; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell26; + } +} diff --git a/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.resx b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.resx new file mode 100644 index 000000000..d25f3eba2 --- /dev/null +++ b/ReportImp/VSDHammReports/MitarbeiterauslastungBericht.resx @@ -0,0 +1,123 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + text/microsoft-resx + + + 2.0 + + + System.Resources.ResXResourceReader, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + + System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + + 17, 17 + + \ No newline at end of file diff --git a/ReportImp/VSDHammReports/Teamauslastung.cs b/ReportImp/VSDHammReports/Teamauslastung.cs new file mode 100644 index 000000000..8e58ed0fb --- /dev/null +++ b/ReportImp/VSDHammReports/Teamauslastung.cs @@ -0,0 +1,25 @@ +using System; +using BeWo.Report; +using BeWo.Report.ReportObjects; +using BS.Shared.Core; + + +namespace VSDHammReports +{ + [IDSpecificClass(Identifier = "Teamauslastung")] + public partial class Teamauslastung : DevExpress.XtraReports.UI.XtraReport, IBeWoReport + { + public Teamauslastung() + { + InitializeComponent(); + } + + public void SetReportDataSource(MitarbeiterauslastungRO pRO) + { + AuslastungBerechnung b = new AuslastungBerechnung(); + b.CreateReport(pRO); + + this.bindingSource1.DataSource = pRO; + } + } +} diff --git a/ReportImp/VSDHammReports/Teamauslastung.designer.cs b/ReportImp/VSDHammReports/Teamauslastung.designer.cs new file mode 100644 index 000000000..a97461c14 --- /dev/null +++ b/ReportImp/VSDHammReports/Teamauslastung.designer.cs @@ -0,0 +1,573 @@ +using BeWo.Report.ReportObjects; +namespace VSDHammReports +{ + partial class Teamauslastung + { + /// + /// Required designer variable. + /// + private System.ComponentModel.IContainer components = null; + + /// + /// Clean up any resources being used. + /// + /// true if managed resources should be disposed; otherwise, false. + protected override void Dispose(bool disposing) + { + if (disposing && (components != null)) + { + components.Dispose(); + } + base.Dispose(disposing); + } + + #region Designer generated code + + /// + /// Required method for Designer support - do not modify + /// the contents of this method with the code editor. + /// + private void InitializeComponent() + { + this.components = new System.ComponentModel.Container(); + 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.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); + this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrTableDetail = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRowDetail = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell19 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell28 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell8 = new DevExpress.XtraReports.UI.XRTableCell(); + this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); + this.DetailReport1 = new DevExpress.XtraReports.UI.DetailReportBand(); + this.Detail2 = new DevExpress.XtraReports.UI.DetailBand(); + this.GroupHeader2 = new DevExpress.XtraReports.UI.GroupHeaderBand(); + this.xrTableHeader = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRowHeader = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell7 = new DevExpress.XtraReports.UI.XRTableCell(); + this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell35 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell38 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell6 = new DevExpress.XtraReports.UI.XRTableCell(); + this.cellSollGesamt = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); + this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); + this.lblMonat = new DevExpress.XtraReports.UI.XRLabel(); + this.pageFooterBand1 = new DevExpress.XtraReports.UI.PageFooterBand(); + this.xrPageInfo2 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.xrPageInfo1 = new DevExpress.XtraReports.UI.XRPageInfo(); + this.Title = new DevExpress.XtraReports.UI.XRControlStyle(); + this.FieldCaption = new DevExpress.XtraReports.UI.XRControlStyle(); + this.PageInfo = new DevExpress.XtraReports.UI.XRControlStyle(); + this.DataField = new DevExpress.XtraReports.UI.XRControlStyle(); + this.fieldFLS = new DevExpress.XtraReports.UI.CalculatedField(); + this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); + this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); + this.fieldTotalSC = new DevExpress.XtraReports.UI.CalculatedField(); + this.fieldTotalEmp = new DevExpress.XtraReports.UI.CalculatedField(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + ((System.ComponentModel.ISupportInitialize)(this.xrTableDetail)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTableHeader)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); + // + // Detail + // + this.Detail.Expanded = false; + this.Detail.HeightF = 0F; + this.Detail.Name = "Detail"; + this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); + this.Detail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; + // + // Detail1 + // + this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrLabel1}); + this.Detail1.Font = new DevExpress.Drawing.DXFont("Arial", 9.75F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.Detail1.HeightF = 50F; + this.Detail1.KeepTogether = true; + this.Detail1.KeepTogetherWithDetailReports = true; + this.Detail1.Name = "Detail1"; + this.Detail1.StylePriority.UseFont = false; + // + // xrLabel1 + // + this.xrLabel1.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.TeamName")}); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrLabel1.Multiline = true; + this.xrLabel1.Name = "xrLabel1"; + this.xrLabel1.SizeF = new System.Drawing.SizeF(676.9999F, 25F); + this.xrLabel1.StyleName = "Title"; + this.xrLabel1.StylePriority.UseFont = false; + this.xrLabel1.Text = "xrLabel1"; + // + // xrTableDetail + // + this.xrTableDetail.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTableDetail.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTableDetail.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTableDetail.Name = "xrTableDetail"; + this.xrTableDetail.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableDetail.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRowDetail}); + this.xrTableDetail.SizeF = new System.Drawing.SizeF(730.0001F, 25F); + this.xrTableDetail.StylePriority.UseBorders = false; + this.xrTableDetail.StylePriority.UseFont = false; + this.xrTableDetail.StylePriority.UsePadding = false; + this.xrTableDetail.StylePriority.UseTextAlignment = false; + this.xrTableDetail.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRowDetail + // + this.xrTableRowDetail.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell3, + this.xrTableCell19, + this.xrTableCell2, + this.xrTableCell28, + this.xrTableCell8}); + this.xrTableRowDetail.Name = "xrTableRowDetail"; + this.xrTableRowDetail.Weight = 1D; + // + // xrTableCell3 + // + this.xrTableCell3.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.CustomerFullName")}); + this.xrTableCell3.Name = "xrTableCell3"; + this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell3.StylePriority.UseFont = false; + this.xrTableCell3.StylePriority.UsePadding = false; + this.xrTableCell3.StylePriority.UseTextAlignment = false; + this.xrTableCell3.Text = "xrTableCell3"; + this.xrTableCell3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell3.Weight = 0.19237345009193574D; + // + // xrTableCell19 + // + this.xrTableCell19.Name = "xrTableCell19"; + this.xrTableCell19.Text = "[CostBearer2SupportConcept.StartDate!dd.MM.yyyy] - [CostBearer2SupportConcept.End" + + "Date!dd.MM.yyyy]"; + this.xrTableCell19.Weight = 0.14710908277953888D; + // + // xrTableCell2 + // + this.xrTableCell2.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.OrganisationName")}); + this.xrTableCell2.Name = "xrTableCell2"; + this.xrTableCell2.Text = "xrTableCell2"; + this.xrTableCell2.Weight = 0.19237344145844845D; + // + // xrTableCell28 + // + this.xrTableCell28.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.ApprovedHoursPerWeekTotal", "{0:0.00}")}); + this.xrTableCell28.Name = "xrTableCell28"; + this.xrTableCell28.Text = "xrTableCell28"; + this.xrTableCell28.Weight = 0.14710909504817865D; + // + // xrTableCell8 + // + this.xrTableCell8.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell8.Multiline = true; + this.xrTableCell8.Name = "xrTableCell8"; + this.xrTableCell8.TextFormatString = "{0:0.00}"; + this.xrTableCell8.Weight = 0.14710916411607691D; + // + // DetailReport + // + this.DetailReport.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail1, + this.DetailReport1}); + this.DetailReport.DataMember = "TeamDetailList"; + this.DetailReport.DataSource = this.bindingSource1; + this.DetailReport.Level = 0; + this.DetailReport.Name = "DetailReport"; + // + // DetailReport1 + // + this.DetailReport1.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail2, + this.GroupHeader2, + this.GroupFooter1}); + this.DetailReport1.DataMember = "TeamDetailList.SupportConceptDetailList"; + this.DetailReport1.DataSource = this.bindingSource1; + this.DetailReport1.Level = 0; + this.DetailReport1.Name = "DetailReport1"; + // + // Detail2 + // + this.Detail2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTableDetail}); + this.Detail2.HeightF = 25F; + this.Detail2.Name = "Detail2"; + // + // GroupHeader2 + // + this.GroupHeader2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTableHeader}); + this.GroupHeader2.HeightF = 40F; + this.GroupHeader2.Name = "GroupHeader2"; + this.GroupHeader2.RepeatEveryPage = true; + // + // xrTableHeader + // + this.xrTableHeader.Borders = ((DevExpress.XtraPrinting.BorderSide)((((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) + | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTableHeader.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrTableHeader.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTableHeader.Name = "xrTableHeader"; + this.xrTableHeader.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableHeader.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRowHeader}); + this.xrTableHeader.SizeF = new System.Drawing.SizeF(730F, 40F); + this.xrTableHeader.StylePriority.UseBorders = false; + this.xrTableHeader.StylePriority.UseFont = false; + this.xrTableHeader.StylePriority.UsePadding = false; + this.xrTableHeader.StylePriority.UseTextAlignment = false; + this.xrTableHeader.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRowHeader + // + this.xrTableRowHeader.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell5, + this.xrTableCell4, + this.xrTableCell1, + this.xrTableCell9, + this.xrTableCell7}); + this.xrTableRowHeader.Name = "xrTableRowHeader"; + this.xrTableRowHeader.Weight = 1.5999999999999996D; + // + // xrTableCell5 + // + this.xrTableCell5.Name = "xrTableCell5"; + this.xrTableCell5.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell5.StylePriority.UsePadding = false; + this.xrTableCell5.StylePriority.UseTextAlignment = false; + this.xrTableCell5.Text = "Klient/in"; + this.xrTableCell5.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell5.Weight = 0.19237342961115053D; + // + // xrTableCell4 + // + this.xrTableCell4.Name = "xrTableCell4"; + this.xrTableCell4.Text = "Zeitraum"; + this.xrTableCell4.Weight = 0.14710909421368879D; + // + // xrTableCell1 + // + this.xrTableCell1.Name = "xrTableCell1"; + this.xrTableCell1.Text = "Kostenträger"; + this.xrTableCell1.Weight = 0.19237343303739779D; + // + // xrTableCell9 + // + this.xrTableCell9.Multiline = true; + this.xrTableCell9.Name = "xrTableCell9"; + this.xrTableCell9.Text = "Bewilligt/Woche"; + this.xrTableCell9.Weight = 0.14710909524954557D; + // + // xrTableCell7 + // + this.xrTableCell7.Multiline = true; + this.xrTableCell7.Name = "xrTableCell7"; + this.xrTableCell7.Text = "Frei/Woche"; + this.xrTableCell7.Weight = 0.14710911251652012D; + // + // GroupFooter1 + // + this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable1}); + this.GroupFooter1.HeightF = 60F; + this.GroupFooter1.Level = 1; + this.GroupFooter1.Name = "GroupFooter1"; + // + // xrTable1 + // + this.xrTable1.Font = new DevExpress.Drawing.DXFont("Arial", 8F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0.0001271566F, 0F); + this.xrTable1.Name = "xrTable1"; + this.xrTable1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow1}); + this.xrTable1.SizeF = new System.Drawing.SizeF(729.9999F, 25F); + this.xrTable1.StylePriority.UseBorders = false; + this.xrTable1.StylePriority.UseFont = false; + this.xrTable1.StylePriority.UsePadding = false; + this.xrTable1.StylePriority.UseTextAlignment = false; + this.xrTable1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; + // + // xrTableRow1 + // + this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell35, + this.xrTableCell38, + this.xrTableCell6, + this.cellSollGesamt, + this.xrTableCell10}); + this.xrTableRow1.Name = "xrTableRow1"; + this.xrTableRow1.Weight = 1D; + // + // xrTableCell35 + // + this.xrTableCell35.Name = "xrTableCell35"; + this.xrTableCell35.Padding = new DevExpress.XtraPrinting.PaddingInfo(5, 2, 0, 0, 100F); + this.xrTableCell35.StylePriority.UseFont = false; + this.xrTableCell35.StylePriority.UsePadding = false; + this.xrTableCell35.StylePriority.UseTextAlignment = false; + this.xrTableCell35.Text = "Gesamt"; + this.xrTableCell35.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; + this.xrTableCell35.Weight = 0.19237334843010298D; + // + // xrTableCell38 + // + this.xrTableCell38.Name = "xrTableCell38"; + this.xrTableCell38.Weight = 0.14710911059121909D; + // + // xrTableCell6 + // + this.xrTableCell6.Name = "xrTableCell6"; + this.xrTableCell6.Weight = 0.1923734002310355D; + // + // cellSollGesamt + // + this.cellSollGesamt.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.ApprovedHoursPerWeekTotal", "{0:0.00}")}); + this.cellSollGesamt.Name = "cellSollGesamt"; + this.cellSollGesamt.Text = "cellSollGesamt"; + this.cellSollGesamt.Weight = 0.14710919329095307D; + // + // xrTableCell10 + // + this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "TeamDetailList.SupportConceptDetailList.FreiProWoche")}); + this.xrTableCell10.Multiline = true; + this.xrTableCell10.Name = "xrTableCell10"; + xrSummary1.FormatString = "{0:0.00}"; + xrSummary1.Running = DevExpress.XtraReports.UI.SummaryRunning.Group; + this.xrTableCell10.Summary = xrSummary1; + this.xrTableCell10.Weight = 0.14710917602397572D; + // + // ReportHeader + // + this.ReportHeader.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.lblMonat}); + this.ReportHeader.HeightF = 60F; + this.ReportHeader.Name = "ReportHeader"; + // + // lblMonat + // + this.lblMonat.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "ReportStartDate", "Auslastung {0:MMMM yy}")}); + this.lblMonat.Font = new DevExpress.Drawing.DXFont("Arial", 14F, DevExpress.Drawing.DXFontStyle.Bold); + this.lblMonat.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.lblMonat.Multiline = true; + this.lblMonat.Name = "lblMonat"; + this.lblMonat.SizeF = new System.Drawing.SizeF(676.9999F, 25F); + this.lblMonat.StyleName = "Title"; + this.lblMonat.StylePriority.UseFont = false; + this.lblMonat.Text = "lblMonat"; + // + // pageFooterBand1 + // + this.pageFooterBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrPageInfo2, + this.xrPageInfo1}); + this.pageFooterBand1.HeightF = 48F; + this.pageFooterBand1.Name = "pageFooterBand1"; + // + // xrPageInfo2 + // + this.xrPageInfo2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo2.LocationFloat = new DevExpress.Utils.PointFloat(432.4169F, 25F); + this.xrPageInfo2.Name = "xrPageInfo2"; + this.xrPageInfo2.SizeF = new System.Drawing.SizeF(297.5831F, 23F); + this.xrPageInfo2.StyleName = "PageInfo"; + this.xrPageInfo2.StylePriority.UseFont = false; + this.xrPageInfo2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + this.xrPageInfo2.TextFormatString = "Seite {0} von {1}"; + // + // xrPageInfo1 + // + this.xrPageInfo1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrPageInfo1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 25F); + this.xrPageInfo1.Name = "xrPageInfo1"; + this.xrPageInfo1.PageInfo = DevExpress.XtraPrinting.PageInfo.DateTime; + this.xrPageInfo1.SizeF = new System.Drawing.SizeF(287F, 23F); + this.xrPageInfo1.StyleName = "PageInfo"; + this.xrPageInfo1.StylePriority.UseFont = false; + // + // Title + // + this.Title.BackColor = System.Drawing.Color.White; + this.Title.BorderColor = System.Drawing.SystemColors.ControlText; + this.Title.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.Title.BorderWidth = 1F; + this.Title.Font = new DevExpress.Drawing.DXFont("Times New Roman", 24F); + this.Title.ForeColor = System.Drawing.Color.Black; + this.Title.Name = "Title"; + // + // FieldCaption + // + this.FieldCaption.BackColor = System.Drawing.Color.White; + this.FieldCaption.BorderColor = System.Drawing.SystemColors.ControlText; + this.FieldCaption.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.FieldCaption.BorderWidth = 1F; + this.FieldCaption.Font = new DevExpress.Drawing.DXFont("Times New Roman", 10F, DevExpress.Drawing.DXFontStyle.Bold); + this.FieldCaption.ForeColor = System.Drawing.Color.Black; + this.FieldCaption.Name = "FieldCaption"; + // + // PageInfo + // + this.PageInfo.BackColor = System.Drawing.Color.White; + this.PageInfo.BorderColor = System.Drawing.SystemColors.ControlText; + this.PageInfo.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.PageInfo.BorderWidth = 1F; + this.PageInfo.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.PageInfo.ForeColor = System.Drawing.Color.Black; + this.PageInfo.Name = "PageInfo"; + // + // DataField + // + this.DataField.BackColor = System.Drawing.Color.White; + this.DataField.BorderColor = System.Drawing.SystemColors.ControlText; + this.DataField.Borders = DevExpress.XtraPrinting.BorderSide.None; + this.DataField.BorderWidth = 1F; + this.DataField.Font = new DevExpress.Drawing.DXFont("Times New Roman", 8F); + this.DataField.ForeColor = System.Drawing.SystemColors.ControlText; + this.DataField.Name = "DataField"; + // + // fieldFLS + // + this.fieldFLS.DataMember = "FLSReportGroups"; + this.fieldFLS.Expression = "[TotalFLM] / 60"; + this.fieldFLS.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldFLS.Name = "fieldFLS"; + // + // topMarginBand1 + // + this.topMarginBand1.HeightF = 50F; + this.topMarginBand1.Name = "topMarginBand1"; + // + // bottomMarginBand1 + // + this.bottomMarginBand1.HeightF = 30F; + this.bottomMarginBand1.Name = "bottomMarginBand1"; + // + // fieldTotalSC + // + this.fieldTotalSC.DataMember = "TeamDetailList.SupportConceptDetailList"; + this.fieldTotalSC.Expression = "[DirectIst]+[MittelbarIst]"; + this.fieldTotalSC.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldTotalSC.Name = "fieldTotalSC"; + // + // fieldTotalEmp + // + this.fieldTotalEmp.DataMember = "TeamDetailList"; + this.fieldTotalEmp.Expression = "[DirectIst]+[MittelbarIst]"; + this.fieldTotalEmp.FieldType = DevExpress.XtraReports.UI.FieldType.Decimal; + this.fieldTotalEmp.Name = "fieldTotalEmp"; + // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.MitarbeiterauslastungRO); + // + // Teamauslastung + // + this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { + this.Detail, + this.DetailReport, + this.ReportHeader, + this.pageFooterBand1, + this.topMarginBand1, + this.bottomMarginBand1}); + this.CalculatedFields.AddRange(new DevExpress.XtraReports.UI.CalculatedField[] { + this.fieldFLS, + this.fieldTotalSC, + this.fieldTotalEmp}); + this.DataSource = this.bindingSource1; + this.Margins = new DevExpress.Drawing.DXMargins(50F, 46F, 50F, 30F); + this.PageHeight = 1169; + this.PageWidth = 827; + this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; + this.StyleSheet.AddRange(new DevExpress.XtraReports.UI.XRControlStyle[] { + this.Title, + this.FieldCaption, + this.PageInfo, + this.DataField}); + this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + this.Watermarks.Add(xrWatermark1); + ((System.ComponentModel.ISupportInitialize)(this.xrTableDetail)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTableHeader)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); + + } + + #endregion + + private DevExpress.XtraReports.UI.DetailBand Detail; + private System.Windows.Forms.BindingSource bindingSource1; + private DevExpress.XtraReports.UI.DetailBand Detail1; + private DevExpress.XtraReports.UI.DetailReportBand DetailReport; + private DevExpress.XtraReports.UI.ReportHeaderBand ReportHeader; + private DevExpress.XtraReports.UI.XRLabel lblMonat; + private DevExpress.XtraReports.UI.PageFooterBand pageFooterBand1; + private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo2; + private DevExpress.XtraReports.UI.XRPageInfo xrPageInfo1; + private DevExpress.XtraReports.UI.XRControlStyle Title; + private DevExpress.XtraReports.UI.XRControlStyle FieldCaption; + private DevExpress.XtraReports.UI.XRControlStyle PageInfo; + private DevExpress.XtraReports.UI.XRControlStyle DataField; + private DevExpress.XtraReports.UI.XRTable xrTableHeader; + private DevExpress.XtraReports.UI.XRTableRow xrTableRowHeader; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; + private DevExpress.XtraReports.UI.XRTable xrTableDetail; + private DevExpress.XtraReports.UI.XRTableRow xrTableRowDetail; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; + private DevExpress.XtraReports.UI.CalculatedField fieldFLS; + private DevExpress.XtraReports.UI.TopMarginBand topMarginBand1; + private DevExpress.XtraReports.UI.BottomMarginBand bottomMarginBand1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell4; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell9; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell19; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell28; + private DevExpress.XtraReports.UI.XRTable xrTable1; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell35; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell38; + private DevExpress.XtraReports.UI.XRTableCell cellSollGesamt; + private DevExpress.XtraReports.UI.DetailReportBand DetailReport1; + private DevExpress.XtraReports.UI.DetailBand Detail2; + private DevExpress.XtraReports.UI.GroupHeaderBand GroupHeader2; + private DevExpress.XtraReports.UI.XRLabel xrLabel1; + private DevExpress.XtraReports.UI.CalculatedField fieldTotalSC; + private DevExpress.XtraReports.UI.CalculatedField fieldTotalEmp; + private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell2; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell6; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell8; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell7; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; + } +} diff --git a/ReportImp/VSDHammReports/Teamauslastung.resx b/ReportImp/VSDHammReports/Teamauslastung.resx new file mode 100644 index 000000000..d58980a38 --- /dev/null +++ b/ReportImp/VSDHammReports/Teamauslastung.resx @@ -0,0 +1,120 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + text/microsoft-resx + + + 2.0 + + + System.Resources.ResXResourceReader, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + + System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + \ No newline at end of file diff --git a/ReportImp/VSDHammReports/VSDHammReports.csproj b/ReportImp/VSDHammReports/VSDHammReports.csproj index 17e4fd78a..c639bae51 100644 --- a/ReportImp/VSDHammReports/VSDHammReports.csproj +++ b/ReportImp/VSDHammReports/VSDHammReports.csproj @@ -103,6 +103,12 @@ LeistungsnachweisJAHamm.cs + + Component + + + Mitarbeiterauslastung.cs + Component @@ -121,11 +127,11 @@ ServicesOverviewReportAlt.cs - + Component - - Mitarbeiterauslastung.cs + + MitarbeiterauslastungBericht.cs @@ -164,6 +170,12 @@ SettlementReport2.cs + + Component + + + Teamauslastung.cs + Component @@ -190,6 +202,9 @@ LeistungsnachweisJAHamm.cs Designer + + Mitarbeiterauslastung.cs + QuittierungsbelegJAHammKooperationsKontakte.cs Designer @@ -201,8 +216,8 @@ ServicesOverviewReportAlt.cs - - Mitarbeiterauslastung.cs + + MitarbeiterauslastungBericht.cs @@ -231,6 +246,9 @@ SupportConceptReport.cs + + Teamauslastung.cs +