diff --git a/BeWo/BeWo.csproj b/BeWo/BeWo.csproj index 102846526..309fe81dc 100644 --- a/BeWo/BeWo.csproj +++ b/BeWo/BeWo.csproj @@ -39,16 +39,16 @@ false true false - https://app.ownsoft.de/ + https://app.ownsoft.de/test/ de-DE BeWoPlaner ownSoft GmbH - 2.0.1.236 + 2.0.1.238 true publish.htm false true - 237 + 239 2.0.1.%2a false true diff --git a/BeWo/BeWo.csproj.user b/BeWo/BeWo.csproj.user index 93dc2c0b3..5b9016668 100644 --- a/BeWo/BeWo.csproj.user +++ b/BeWo/BeWo.csproj.user @@ -2,7 +2,7 @@ D:\Projects\beyondsoft\BeWoPlaner\Publish\|publish\|D:\Projects\beyondsoft\BeWoPlaner\PublishTest\|D:\Projects\beyondsoft\BeWoPlaner\PublishDev\|D:\Projects\beyondsoft\BeWoPlaner\Publish45\ - https://app.ownsoft.de/|https://app.ownsoft.de/dev/|http://app.ownsoft.de/dev/|http://app.beyondsoft.de/dev/|http://app.beyondsoft.de/ + https://app.ownsoft.de/test/|https://app.ownsoft.de/|https://app.ownsoft.de/dev/|http://app.ownsoft.de/dev/|http://app.beyondsoft.de/dev/ https://app.ownsoft.de/|https://app.ownsoft.de/bewoplaner.application/ diff --git a/BeWo/View/Controls/ValueListEntryEditControl.xaml.cs b/BeWo/View/Controls/ValueListEntryEditControl.xaml.cs index f7e8add22..fe93d77db 100644 --- a/BeWo/View/Controls/ValueListEntryEditControl.xaml.cs +++ b/BeWo/View/Controls/ValueListEntryEditControl.xaml.cs @@ -36,6 +36,10 @@ namespace BeWo.View.Controls CboCatalog.SelectedItem = valueListEntry.CatalogEntry; } bool zeigeKatalogAuswahl = massnahmenKatalog != null && (massnahmenKatalog.Count > 0) && valueListEntry.Type == BS.Shared.ValueListEntryType.SupportConceptIndividualGoalType; + if (zeigeKatalogAuswahl && !valueListEntry.IsNew && valueListEntry.CatalogEntry == null) + { + zeigeKatalogAuswahl = false; + } RadioStackPanel.Visibility = zeigeKatalogAuswahl ? Visibility.Visible : Visibility.Collapsed; if (zeigeKatalogAuswahl) { diff --git a/BeWo/ViewModel/ServiceRecordVM.cs b/BeWo/ViewModel/ServiceRecordVM.cs index 21905d222..fe218956f 100644 --- a/BeWo/ViewModel/ServiceRecordVM.cs +++ b/BeWo/ViewModel/ServiceRecordVM.cs @@ -1583,7 +1583,12 @@ namespace BeWo.ViewModel get { + //CB: Ich muss das hier so kompliziert machen, weil ich eine unsortierte Liste von Zielen und Maßnahmen in ein sortierte Liste innerhalb der Ziele/Maßnahmen Baumstruktur überführen muss var goals = new List(); + var firstLevelGoals = new List(); + Dictionary oid2Entry = new Dictionary(); + Dictionary> oid2ChildList = new Dictionary>(); + foreach (var goal in SelectedGoals) { if (goal.Type == ValueListEntryType.SupportConceptGoalCategoryType || goal.Type == ValueListEntryType.SupportConceptIndividualGoalCategoryType) @@ -1606,8 +1611,36 @@ namespace BeWo.ViewModel } } + foreach (var item in goals) + { + if (!oid2Entry.ContainsKey(item.ValueListEntryOid.Value)) + { + oid2Entry.Add(item.ValueListEntryOid.Value, item); + } + } + foreach (var item in goals) + { + if (!item.ParentOid.HasValue || !oid2Entry.ContainsKey(item.ParentOid.Value)) + { + firstLevelGoals.Add(item); + } + + if (item.ParentOid.HasValue) + { + if (!oid2ChildList.ContainsKey(item.ParentOid.Value)) + { + oid2ChildList.Add(item.ParentOid.Value, new List()); + } + oid2ChildList[item.ParentOid.Value].Add(item); + } + } + var sortedGoals = new List(); + foreach (var item in firstLevelGoals.OrderBy(g => g.DisplayName)) + { + AddGoalWithChildren(item, oid2ChildList, sortedGoals); + } var goalString = ""; - foreach (var goal in goals) + foreach (var goal in sortedGoals) { if (goalString.Length > 0) @@ -1619,6 +1652,18 @@ namespace BeWo.ViewModel } } + private void AddGoalWithChildren(ValueListEntryDC item, Dictionary> oid2ChildList, List sortedGoals) + { + sortedGoals.Add(item); + if (oid2ChildList.ContainsKey(item.ValueListEntryOid.Value)) + { + foreach (var child in oid2ChildList[item.ValueListEntryOid.Value].OrderBy(g => g.DisplayName)) + { + AddGoalWithChildren(child, oid2ChildList, sortedGoals); + } + } + } + public String MassnahmenString { get diff --git a/Report/ReportObjects/MitarbeiterstundenkontoBerechnung.cs b/Report/ReportObjects/MitarbeiterstundenkontoBerechnung.cs index 772ead95c..eb4a9444f 100644 --- a/Report/ReportObjects/MitarbeiterstundenkontoBerechnung.cs +++ b/Report/ReportObjects/MitarbeiterstundenkontoBerechnung.cs @@ -1573,9 +1573,20 @@ namespace BeWo.Report.ReportObjects //Mit "SpecialHours" sind Sonderzeiten wie Nachtzeiten oder Arbeitszeiten an Sonn und Feiertags gemeint. Da diese gesondert abgerechnet werden können. public virtual void CalculateSpecialHours(MitarbeiterstundenkontoRO.DayDetail dd, ServiceRecord sr, decimal duration) { - if (sr.Start.Value.DayOfWeek == DayOfWeek.Sunday) + //Prüfe, ob der Start oder das Ende des Eintrags an einem Sonntag stattfindet, dann müssen die im Sonntag anfallenden Stunden berechnet werden + //Todo: Man müsste noch bei mehrtägigen Einträgen prüfen, ob diese vor einem Sonntag anfangen und nach einem Sonntag enden, ich weiß aber nicht, ob das in der Praxis überhaupt vorkommt und ob dann Sonntagszuschläge berechnet werden müssen + if (sr.Start.Value.DayOfWeek == DayOfWeek.Sunday || sr.End.Value.DayOfWeek == DayOfWeek.Sunday) { - dd.HoursSunday += duration / 60; + DateTime sonntag = sr.Start.Value.Date; + + if (sr.Start.Value.DayOfWeek != DayOfWeek.Sunday && sr.End.Value.DayOfWeek == DayOfWeek.Sunday) + { + sonntag = sr.End.Value.Date; + } + + var minuten = GetOverlappingMinutes(sr.Start.Value, sr.End.Value, sonntag, sonntag.AddDays(1)); + + dd.HoursSunday += (decimal)minuten / 60; } else if (IstFeiertag(sr.Start.Value)) { @@ -1629,19 +1640,19 @@ namespace BeWo.Report.ReportObjects } - private double GetOverlappingMinutes(DateTime start, DateTime end, DateTime nightStart, DateTime nightEnd) + private double GetOverlappingMinutes(DateTime start1, DateTime end1, DateTime start2, DateTime end2) { - if (end > nightStart && start < nightEnd) + if (end1 > start2 && start1 < end2) { - DateTime dtStart = start; + DateTime dtStart = start1; - if (dtStart < nightStart) - dtStart = nightStart; + if (dtStart < start2) + dtStart = start2; - DateTime dtEnd = end; + DateTime dtEnd = end1; - if (dtEnd > nightEnd) - dtEnd = nightEnd; + if (dtEnd > end2) + dtEnd = end2; TimeSpan ts = dtEnd.Subtract(dtStart); return ts.TotalMinutes; diff --git a/Report/ReportObjects/ServiceRecordListRO.cs b/Report/ReportObjects/ServiceRecordListRO.cs index ea0838043..89a2e3453 100644 --- a/Report/ReportObjects/ServiceRecordListRO.cs +++ b/Report/ReportObjects/ServiceRecordListRO.cs @@ -274,14 +274,7 @@ namespace BeWo.Report.ReportObjects oid2ValueListEntries.Add(vle.Oid.Value, vle); } } - foreach (var goal in dc.Goals) - { - if (detail.Goals.Length > 0) - detail.Goals += ", "; - detail.Goals += goal.TypeDescription; - - detail.GoalPaths.Add(CreateGoalPath(goal, oid2ValueListEntries)); - } + CreateGoalStrings(detail, dc, oid2ValueListEntries); } if (dc.SignatureOid.HasValue) @@ -323,6 +316,84 @@ namespace BeWo.Report.ReportObjects return ro; } + private static void CreateGoalStrings(ServiceRecordDetail detail, ServiceRecordDC dc, Dictionary oid2ValueListEntries) + { + var goals = new List(); + var firstLevelGoals = new List(); + Dictionary oid2Entry = new Dictionary(); + Dictionary> oid2ChildList = new Dictionary>(); + + foreach (var goal in dc.Goals) + { + goals.Add(goal); + + if (goal.ParentOid.HasValue && oid2ValueListEntries.ContainsKey(goal.ParentOid.Value)) + { + var parent = MapperFactory.ValueListEntryDC_ValueListEntry.MapToNewDC(oid2ValueListEntries[goal.ParentOid.Value]); + if (parent != null && !goals.Contains(parent)) + { + goals.Add(parent); + } + + } + } + + foreach (var item in goals) + { + if (!oid2Entry.ContainsKey(item.ValueListEntryOid.Value)) + { + oid2Entry.Add(item.ValueListEntryOid.Value, item); + } + } + foreach (var item in goals) + { + if (!item.ParentOid.HasValue || !oid2Entry.ContainsKey(item.ParentOid.Value)) + { + firstLevelGoals.Add(item); + } + + if (item.ParentOid.HasValue) + { + if (!oid2ChildList.ContainsKey(item.ParentOid.Value)) + { + oid2ChildList.Add(item.ParentOid.Value, new List()); + } + oid2ChildList[item.ParentOid.Value].Add(item); + } + } + var sortedGoals = new List(); + foreach (var item in firstLevelGoals.OrderBy(g => g.DisplayName)) + { + AddGoalWithChildren(item, oid2ChildList, sortedGoals); + } + + detail.Goals = ""; + foreach (var goal in sortedGoals) + { + if (detail.Goals.Length > 0) + detail.Goals += ", "; + detail.Goals += goal.TypeDescription; + } + + + foreach (var goal in dc.Goals.OrderBy(g => g.DisplayName)) + { + detail.GoalPaths.Add(CreateGoalPath(goal, oid2ValueListEntries)); + } + } + + private static void AddGoalWithChildren(ValueListEntryDC item, Dictionary> oid2ChildList, List sortedGoals) + { + sortedGoals.Add(item); + if (oid2ChildList.ContainsKey(item.ValueListEntryOid.Value)) + { + foreach (var child in oid2ChildList[item.ValueListEntryOid.Value].OrderBy(g => g.DisplayName)) + { + AddGoalWithChildren(child, oid2ChildList, sortedGoals); + } + } + } + private static string CreateGoalPath(ValueListEntryDC goal, Dictionary oid2ValueListEntries) { String path = goal.TypeDescription; diff --git a/ReportImp/ABCBetreuungenReports/Calculation/ABCCalculations.cs b/ReportImp/ABCBetreuungenReports/Calculation/ABCCalculations.cs index a5464a475..1ebc7d025 100644 --- a/ReportImp/ABCBetreuungenReports/Calculation/ABCCalculations.cs +++ b/ReportImp/ABCBetreuungenReports/Calculation/ABCCalculations.cs @@ -12,12 +12,16 @@ namespace ABCBetreuungenReports.Calculation public override decimal? GetApprovedHoursForPeriod(SupportConceptApprovalPeriodDC scap, List costRatePeriods, DateTime? pStart, DateTime? pEnd) { - + var scapEnt = + DAOFactory.GenericDAO.LoadByID(scap.SupportConceptApprovalPeriodOid.Value); + var org = scapEnt.CostBearer2SupportConcept.CostBearer.Organisation; decimal weeksPerMonth = 4.3m; if (scap.ApprovedBETotal.HasValue) { + if (org.Name.ToLower().Contains("neu")) + return scap.ApprovedBETotal / 60 * 50; return scap.ApprovedBETotal; } @@ -59,15 +63,12 @@ namespace ABCBetreuungenReports.Calculation start = start.AddMonths(1); } - var scapEnt = - DAOFactory.GenericDAO.LoadByID(scap.SupportConceptApprovalPeriodOid.Value); - var org = scapEnt.CostBearer2SupportConcept.CostBearer.Organisation; if (org.Name.ToLower().Contains("neu") && scap.ApprovedBEPerInterval.HasValue) { - var month = Math.Round(Convert.ToDecimal(((pEnd.Value.Date - pStart.Value.Date).TotalDays + 1) / 7), 2); - month /= 4.35m; - return scap.ApprovedBEPerInterval.Value * 4.35m * Math.Round(month, 2); + var weeksInAP = Math.Round(Convert.ToDecimal(((pEnd.Value.Date - pStart.Value.Date).TotalDays + 1) / 7), 2); // Anzahl Wochen im Bewilligungszeitraum + var months = weeksInAP / 4.35m; // 1 Monat hat bei denen Pauschal 4.35 Wochen, also Wochen im Bewilligungszeitraum / Wochen pro Monat + return (scap.ApprovedBEPerInterval.Value / 60 * 50) * 4.35m * Math.Round(months, 2); // Bew. Stunden pro Woche * Wochen pro Monat = Stunden pro Monat, dann Stunden pro Monat * Anzahl Monate } if (org.Name != "Landkreis Osnabrück") diff --git a/ReportImp/AlzeyTeilhabe/StundenzettelSoziotherapie.cs b/ReportImp/AlzeyTeilhabe/StundenzettelSoziotherapie.cs index 4966ab9b3..26fca503b 100644 --- a/ReportImp/AlzeyTeilhabe/StundenzettelSoziotherapie.cs +++ b/ReportImp/AlzeyTeilhabe/StundenzettelSoziotherapie.cs @@ -46,9 +46,12 @@ namespace AlzeyTeilhabe if (s.IsBillable) { var sr = MapperFactory.ServiceRecordDC_ServiceRecord.MapToNewDC(DAOFactory.GenericDAO.GetByID(s.ServiceRecordOid)); - var crp = sr.ServiceDescription.CostRatePeriods.Count > 0 ? sr.ServiceDescription.CostRatePeriods.FirstOrDefault(c => c.EndDate == null) : null; - if (crp != null) - stundensatz = crp.CostRateValue.Value; + + var crpValue = sr.ServiceDescription.CostRatePeriods.GetCostRatePeriodForDate(CostRatePeriodType.AmountOfMoney, s.StartDate); + + //var crp = sr.ServiceDescription.CostRatePeriods.Count > 0 ? sr.ServiceDescription.CostRatePeriods.FirstOrDefault(c => c.EndDate == null) : null; + if (crpValue != null && crpValue.CostRateValue.HasValue) + stundensatz = crpValue.CostRateValue.Value; else stundensatz = pRO.RateFactor; diff --git a/ReportImp/BetreuwoWesel/SettlementReport2.Designer.cs b/ReportImp/BetreuwoWesel/SettlementReport2.Designer.cs index bb483d885..db61bceaa 100644 --- a/ReportImp/BetreuwoWesel/SettlementReport2.Designer.cs +++ b/ReportImp/BetreuwoWesel/SettlementReport2.Designer.cs @@ -31,6 +31,7 @@ namespace BetreuWoWesel { this.components = new System.ComponentModel.Container(); System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Spitzabrechnung)); + DevExpress.XtraReports.UI.XRSummary xrSummary1 = new DevExpress.XtraReports.UI.XRSummary(); this.Detail = new DevExpress.XtraReports.UI.DetailBand(); this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); this.ruleRateFactorNull = new DevExpress.XtraReports.UI.FormattingRule(); @@ -46,17 +47,6 @@ namespace BetreuWoWesel this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); this.ReportFooter = new DevExpress.XtraReports.UI.ReportFooterBand(); this.xrLabel10 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); - this.xrTableRow20 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell16 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableRow21 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell18 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableRow22 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell29 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableRow23 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell30 = new DevExpress.XtraReports.UI.XRTableCell(); - this.xrTableRow24 = new DevExpress.XtraReports.UI.XRTableRow(); - this.xrTableCell31 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrLabel12 = new DevExpress.XtraReports.UI.XRLabel(); this.lblNotice = new DevExpress.XtraReports.UI.XRLabel(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); @@ -108,7 +98,29 @@ namespace BetreuWoWesel this.xrTableRow37 = new DevExpress.XtraReports.UI.XRTableRow(); this.xrTableCell59 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell60 = new DevExpress.XtraReports.UI.XRTableCell(); - ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); + this.GroupHeader2 = new DevExpress.XtraReports.UI.GroupHeaderBand(); + this.Zwischensumme = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.xrTable6 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow12 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell9 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow1 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell1 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); + this.xrTableRow20 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell16 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow7 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell3 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow2 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell2 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow21 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell18 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow22 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell29 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow23 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell30 = new DevExpress.XtraReports.UI.XRTableCell(); + this.xrTableRow24 = new DevExpress.XtraReports.UI.XRTableRow(); + this.xrTableCell31 = new DevExpress.XtraReports.UI.XRTableCell(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText5)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText4)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); @@ -116,6 +128,8 @@ namespace BetreuWoWesel ((System.ComponentModel.ISupportInitialize)(this.xrTable4)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable5)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable6)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail @@ -150,7 +164,7 @@ namespace BetreuWoWesel this.xrLabel6.Multiline = true; this.xrLabel6.Name = "xrLabel6"; this.xrLabel6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel6.SizeF = new System.Drawing.SizeF(642F, 67F); + this.xrLabel6.SizeF = new System.Drawing.SizeF(675F, 64F); this.xrLabel6.StylePriority.UseBackColor = false; this.xrLabel6.StylePriority.UseFont = false; this.xrLabel6.Text = resources.GetString("xrLabel6.Text"); @@ -168,7 +182,8 @@ namespace BetreuWoWesel // this.xrLabel4.BackColor = System.Drawing.Color.Transparent; this.xrLabel4.CanShrink = true; - this.xrLabel4.Font = new System.Drawing.Font("Arial", 9.75F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel4.Font = new DevExpress.Drawing.DXFont("Arial", 9.75F, 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(0F, 268.5F); this.xrLabel4.Multiline = true; this.xrLabel4.Name = "xrLabel4"; @@ -183,7 +198,8 @@ namespace BetreuWoWesel // this.xrLabel3.BackColor = System.Drawing.Color.Transparent; this.xrLabel3.CanShrink = true; - this.xrLabel3.Font = new System.Drawing.Font("Arial", 9.75F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Arial", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 252.5F); this.xrLabel3.Name = "xrLabel3"; this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -198,7 +214,8 @@ namespace BetreuWoWesel // this.xrLabel2.BackColor = System.Drawing.Color.Transparent; this.xrLabel2.CanShrink = true; - this.xrLabel2.Font = new System.Drawing.Font("Arial", 9.75F, System.Drawing.FontStyle.Bold, System.Drawing.GraphicsUnit.Point, ((byte)(0))); + this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Arial", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.xrLabel2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 235.5F); this.xrLabel2.Name = "xrLabel2"; this.xrLabel2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -211,7 +228,7 @@ namespace BetreuWoWesel // RecipientPostCodeAndTown // this.RecipientPostCodeAndTown.CanShrink = true; - this.RecipientPostCodeAndTown.Font = new System.Drawing.Font("Arial", 12F); + this.RecipientPostCodeAndTown.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.RecipientPostCodeAndTown.LocationFloat = new DevExpress.Utils.PointFloat(0F, 124.25F); this.RecipientPostCodeAndTown.Name = "RecipientPostCodeAndTown"; this.RecipientPostCodeAndTown.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -223,7 +240,7 @@ namespace BetreuWoWesel // xrLabel_RecipientStreet // this.xrLabel_RecipientStreet.CanShrink = true; - this.xrLabel_RecipientStreet.Font = new System.Drawing.Font("Arial", 12F); + this.xrLabel_RecipientStreet.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.xrLabel_RecipientStreet.LocationFloat = new DevExpress.Utils.PointFloat(0F, 107.25F); this.xrLabel_RecipientStreet.Name = "xrLabel_RecipientStreet"; this.xrLabel_RecipientStreet.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -235,7 +252,7 @@ namespace BetreuWoWesel // xrLabel_RecipientDivision // this.xrLabel_RecipientDivision.CanShrink = true; - this.xrLabel_RecipientDivision.Font = new System.Drawing.Font("Arial", 12F); + this.xrLabel_RecipientDivision.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.xrLabel_RecipientDivision.LocationFloat = new DevExpress.Utils.PointFloat(0F, 90.25002F); this.xrLabel_RecipientDivision.Name = "xrLabel_RecipientDivision"; this.xrLabel_RecipientDivision.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -247,7 +264,7 @@ namespace BetreuWoWesel // xrLabel_RecipientContactPerson // this.xrLabel_RecipientContactPerson.CanShrink = true; - this.xrLabel_RecipientContactPerson.Font = new System.Drawing.Font("Arial", 12F); + this.xrLabel_RecipientContactPerson.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.xrLabel_RecipientContactPerson.LocationFloat = new DevExpress.Utils.PointFloat(0F, 73.25001F); this.xrLabel_RecipientContactPerson.Name = "xrLabel_RecipientContactPerson"; this.xrLabel_RecipientContactPerson.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -259,7 +276,7 @@ namespace BetreuWoWesel // xrLabel1 // this.xrLabel1.CanShrink = true; - this.xrLabel1.Font = new System.Drawing.Font("Arial", 12F); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 56.25F); this.xrLabel1.Name = "xrLabel1"; this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -271,11 +288,11 @@ namespace BetreuWoWesel // ReportFooter // this.ReportFooter.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrLabel10, this.xrTable3, + this.xrLabel10, this.xrLabel12, this.lblNotice}); - this.ReportFooter.Font = new System.Drawing.Font("Arial", 10F); + this.ReportFooter.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.ReportFooter.HeightF = 207.9583F; this.ReportFooter.KeepTogether = true; this.ReportFooter.Name = "ReportFooter"; @@ -283,104 +300,16 @@ namespace BetreuWoWesel // // xrLabel10 // - this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(0F, 117F); + this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(0F, 129F); this.xrLabel10.Name = "xrLabel10"; this.xrLabel10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel10.SizeF = new System.Drawing.SizeF(175F, 17F); this.xrLabel10.StylePriority.UseFont = false; this.xrLabel10.Text = "Mit freundlichen Grüßen"; // - // xrTable3 - // - this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 33.00002F); - this.xrTable3.Name = "xrTable3"; - this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { - this.xrTableRow20, - this.xrTableRow21, - this.xrTableRow22, - this.xrTableRow23, - this.xrTableRow24}); - this.xrTable3.SizeF = new System.Drawing.SizeF(675.0032F, 68F); - this.xrTable3.StylePriority.UseFont = false; - // - // xrTableRow20 - // - this.xrTableRow20.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell16}); - this.xrTableRow20.Name = "xrTableRow20"; - this.xrTableRow20.Weight = 0.38095238095238093D; - // - // xrTableCell16 - // - this.xrTableCell16.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "Notice")}); - this.xrTableCell16.Name = "xrTableCell16"; - this.xrTableCell16.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrTableCell16.StylePriority.UsePadding = false; - this.xrTableCell16.Text = "xrTableCell1"; - this.xrTableCell16.Weight = 3D; - // - // xrTableRow21 - // - this.xrTableRow21.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell18}); - this.xrTableRow21.Name = "xrTableRow21"; - this.xrTableRow21.Weight = 0.23809523809523808D; - // - // xrTableCell18 - // - this.xrTableCell18.Name = "xrTableCell18"; - this.xrTableCell18.Weight = 3D; - // - // xrTableRow22 - // - this.xrTableRow22.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell29}); - this.xrTableRow22.Name = "xrTableRow22"; - this.xrTableRow22.Weight = 0.38095238095238088D; - // - // xrTableCell29 - // - this.xrTableCell29.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "AbsenceTimes")}); - this.xrTableCell29.Name = "xrTableCell29"; - this.xrTableCell29.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrTableCell29.StylePriority.UsePadding = false; - this.xrTableCell29.Text = "xrTableCell4"; - this.xrTableCell29.Weight = 3D; - // - // xrTableRow23 - // - this.xrTableRow23.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell30}); - this.xrTableRow23.Name = "xrTableRow23"; - this.xrTableRow23.Weight = 0.23809523809523803D; - // - // xrTableCell30 - // - this.xrTableCell30.Name = "xrTableCell30"; - this.xrTableCell30.Weight = 3D; - // - // xrTableRow24 - // - this.xrTableRow24.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { - this.xrTableCell31}); - this.xrTableRow24.Name = "xrTableRow24"; - this.xrTableRow24.Weight = 0.38095238095238093D; - // - // xrTableCell31 - // - this.xrTableCell31.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "FinalSentence")}); - this.xrTableCell31.Name = "xrTableCell31"; - this.xrTableCell31.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrTableCell31.StylePriority.UsePadding = false; - this.xrTableCell31.Text = "xrTableCell8"; - this.xrTableCell31.Weight = 3D; - // // xrLabel12 // - this.xrLabel12.LocationFloat = new DevExpress.Utils.PointFloat(0F, 171.1667F); + this.xrLabel12.LocationFloat = new DevExpress.Utils.PointFloat(0F, 183.1667F); this.xrLabel12.Name = "xrLabel12"; this.xrLabel12.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel12.SizeF = new System.Drawing.SizeF(225F, 17F); @@ -389,8 +318,8 @@ namespace BetreuWoWesel // // lblNotice // - this.lblNotice.Font = new System.Drawing.Font("Arial", 10F); - this.lblNotice.LocationFloat = new DevExpress.Utils.PointFloat(0F, 8F); + this.lblNotice.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Italic); + this.lblNotice.LocationFloat = new DevExpress.Utils.PointFloat(0F, 4F); this.lblNotice.Name = "lblNotice"; this.lblNotice.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.lblNotice.SizeF = new System.Drawing.SizeF(250F, 17F); @@ -406,7 +335,7 @@ namespace BetreuWoWesel // // xrPictureBox2 // - this.xrPictureBox2.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox2.Image"))); + this.xrPictureBox2.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox2.ImageSource")); this.xrPictureBox2.LocationFloat = new DevExpress.Utils.PointFloat(460.42F, 35.33F); this.xrPictureBox2.Name = "xrPictureBox2"; this.xrPictureBox2.SizeF = new System.Drawing.SizeF(214.5833F, 116.6667F); @@ -418,14 +347,14 @@ namespace BetreuWoWesel this.xrRichText5, this.xrRichText4, this.xrPictureBox1}); - this.bottomMarginBand1.Font = new System.Drawing.Font("Arial", 8F); + this.bottomMarginBand1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.bottomMarginBand1.HeightF = 99.68055F; this.bottomMarginBand1.Name = "bottomMarginBand1"; this.bottomMarginBand1.StylePriority.UseFont = false; // // xrRichText5 // - this.xrRichText5.Font = new System.Drawing.Font("Arial", 8F); + this.xrRichText5.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.xrRichText5.LocationFloat = new DevExpress.Utils.PointFloat(440.6252F, 0F); this.xrRichText5.Name = "xrRichText5"; this.xrRichText5.SerializableRtfString = resources.GetString("xrRichText5.SerializableRtfString"); @@ -434,7 +363,7 @@ namespace BetreuWoWesel // // xrRichText4 // - this.xrRichText4.Font = new System.Drawing.Font("Arial", 8F); + this.xrRichText4.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.xrRichText4.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.xrRichText4.Name = "xrRichText4"; this.xrRichText4.SerializableRtfString = resources.GetString("xrRichText4.SerializableRtfString"); @@ -443,7 +372,7 @@ namespace BetreuWoWesel // // xrPictureBox1 // - this.xrPictureBox1.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox1.Image"))); + this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource")); this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(293.9304F, 0F); this.xrPictureBox1.Name = "xrPictureBox1"; this.xrPictureBox1.SizeF = new System.Drawing.SizeF(139.1942F, 65.97227F); @@ -466,15 +395,15 @@ namespace BetreuWoWesel this.xrLabel5, this.xrLabel6, this.xrLabel8}); - this.GroupHeader1.Font = new System.Drawing.Font("Arial", 10F); - this.GroupHeader1.HeightF = 471.2032F; + this.GroupHeader1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.GroupHeader1.HeightF = 468.2032F; this.GroupHeader1.Name = "GroupHeader1"; this.GroupHeader1.StylePriority.UseFont = false; // // xrTable1 // this.xrTable1.BorderColor = System.Drawing.SystemColors.ControlLight; - this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 403.2032F); + this.xrTable1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 400.2032F); this.xrTable1.Name = "xrTable1"; this.xrTable1.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRow9, @@ -510,7 +439,7 @@ namespace BetreuWoWesel this.xrTableCell6.BorderColor = System.Drawing.SystemColors.ControlLight; this.xrTableCell6.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top) | DevExpress.XtraPrinting.BorderSide.Right))); - this.xrTableCell6.Font = new System.Drawing.Font("Arial", 10F, System.Drawing.FontStyle.Bold); + this.xrTableCell6.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell6.Name = "xrTableCell6"; this.xrTableCell6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell6.StylePriority.UseBorderColor = false; @@ -548,7 +477,7 @@ namespace BetreuWoWesel this.xrTableCell7.BorderColor = System.Drawing.SystemColors.ControlLight; this.xrTableCell7.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrTableCell7.Font = new System.Drawing.Font("Arial", 10F, System.Drawing.FontStyle.Bold); + this.xrTableCell7.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell7.FormattingRules.Add(this.ruleRateFactorNull); this.xrTableCell7.Name = "xrTableCell7"; this.xrTableCell7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -616,7 +545,7 @@ namespace BetreuWoWesel // // xrRichText1 // - this.xrRichText1.Font = new System.Drawing.Font("Arial", 8F); + this.xrRichText1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); this.xrRichText1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 21.46F); this.xrRichText1.Name = "xrRichText1"; this.xrRichText1.SerializableRtfString = resources.GetString("xrRichText1.SerializableRtfString"); @@ -625,7 +554,7 @@ namespace BetreuWoWesel // // xrLabel9 // - this.xrLabel9.Font = new System.Drawing.Font("Arial", 12F); + this.xrLabel9.Font = new DevExpress.Drawing.DXFont("Arial", 12F); this.xrLabel9.LocationFloat = new DevExpress.Utils.PointFloat(460.42F, 21.46F); this.xrLabel9.Multiline = true; this.xrLabel9.Name = "xrLabel9"; @@ -646,7 +575,9 @@ namespace BetreuWoWesel // DetailReport // this.DetailReport.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { - this.Detail1}); + this.Detail1, + this.GroupHeader2, + this.Zwischensumme}); this.DetailReport.DataMember = "InvoiceItems"; this.DetailReport.DataSource = this.bindingSource1; this.DetailReport.Level = 0; @@ -656,9 +587,11 @@ namespace BetreuWoWesel // this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrTable4}); - this.Detail1.Font = new System.Drawing.Font("Arial", 10F); + this.Detail1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); this.Detail1.HeightF = 17F; this.Detail1.Name = "Detail1"; + this.Detail1.SortFields.AddRange(new DevExpress.XtraReports.UI.GroupField[] { + new DevExpress.XtraReports.UI.GroupField("PeriodStartDate", DevExpress.XtraReports.UI.XRColumnSortOrder.Ascending)}); this.Detail1.StylePriority.UseFont = false; // // xrTable4 @@ -684,7 +617,7 @@ namespace BetreuWoWesel this.xrTableCell52.BorderColor = System.Drawing.SystemColors.ControlLight; this.xrTableCell52.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell52.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.DetailDescription")}); + new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.AbrechnungsText")}); this.xrTableCell52.Name = "xrTableCell52"; this.xrTableCell52.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell52.StylePriority.UseBorderColor = false; @@ -718,8 +651,8 @@ namespace BetreuWoWesel // this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrTable5}); - this.GroupFooter1.Font = new System.Drawing.Font("Arial", 10F); - this.GroupFooter1.HeightF = 132F; + this.GroupFooter1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.GroupFooter1.HeightF = 130F; this.GroupFooter1.Name = "GroupFooter1"; this.GroupFooter1.StylePriority.UseFont = false; // @@ -736,7 +669,7 @@ namespace BetreuWoWesel this.xrTableRow35, this.xrTableRow36, this.xrTableRow37}); - this.xrTable5.SizeF = new System.Drawing.SizeF(675.0016F, 132F); + this.xrTable5.SizeF = new System.Drawing.SizeF(675.0016F, 130F); this.xrTable5.StylePriority.UseBorderColor = false; // // xrTableRow30 @@ -901,7 +834,7 @@ namespace BetreuWoWesel this.xrTableCell59, this.xrTableCell60}); this.xrTableRow37.Name = "xrTableRow37"; - this.xrTableRow37.Weight = 0.15D; + this.xrTableRow37.Weight = 0.13999999999999999D; // // xrTableCell59 // @@ -921,7 +854,7 @@ namespace BetreuWoWesel | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell60.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "Claim", "{0:c}")}); - this.xrTableCell60.Font = new System.Drawing.Font("Arial", 10F, System.Drawing.FontStyle.Bold); + this.xrTableCell60.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell60.Name = "xrTableCell60"; this.xrTableCell60.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell60.StylePriority.UseBorderColor = false; @@ -932,6 +865,217 @@ namespace BetreuWoWesel this.xrTableCell60.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; this.xrTableCell60.Weight = 0.2553230872521034D; // + // GroupHeader2 + // + this.GroupHeader2.GroupFields.AddRange(new DevExpress.XtraReports.UI.GroupField[] { + new DevExpress.XtraReports.UI.GroupField("RateFactor", DevExpress.XtraReports.UI.XRColumnSortOrder.Descending)}); + this.GroupHeader2.HeightF = 0F; + this.GroupHeader2.Name = "GroupHeader2"; + // + // Zwischensumme + // + this.Zwischensumme.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrTable6}); + this.Zwischensumme.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.Zwischensumme.HeightF = 27F; + this.Zwischensumme.Name = "Zwischensumme"; + this.Zwischensumme.StylePriority.UseFont = false; + this.Zwischensumme.Visible = false; + // + // xrTable6 + // + this.xrTable6.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrTable6.Name = "xrTable6"; + this.xrTable6.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow12, + this.xrTableRow1}); + this.xrTable6.SizeF = new System.Drawing.SizeF(675F, 27F); + this.xrTable6.StylePriority.UseFont = false; + // + // xrTableRow12 + // + this.xrTableRow12.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell9, + this.xrTableCell10}); + this.xrTableRow12.Name = "xrTableRow12"; + this.xrTableRow12.Weight = 0.40476190476190466D; + // + // xrTableCell9 + // + this.xrTableCell9.BorderColor = System.Drawing.SystemColors.ControlLight; + this.xrTableCell9.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTableCell9.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.xrTableCell9.Name = "xrTableCell9"; + this.xrTableCell9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell9.StylePriority.UseBorderColor = false; + this.xrTableCell9.StylePriority.UseBorders = false; + this.xrTableCell9.StylePriority.UseFont = false; + this.xrTableCell9.StylePriority.UsePadding = false; + this.xrTableCell9.Text = "Zwischensumme [ItemDescription]:"; + this.xrTableCell9.Weight = 2.26240713266226D; + // + // xrTableCell10 + // + this.xrTableCell10.BorderColor = System.Drawing.SystemColors.ControlLight; + this.xrTableCell10.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTableCell10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceItems.GrossAmountTotal")}); + this.xrTableCell10.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.xrTableCell10.Name = "xrTableCell10"; + this.xrTableCell10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell10.StylePriority.UseBorderColor = false; + this.xrTableCell10.StylePriority.UseBorders = false; + this.xrTableCell10.StylePriority.UseFont = false; + this.xrTableCell10.StylePriority.UsePadding = false; + this.xrTableCell10.StylePriority.UseTextAlignment = false; + xrSummary1.FormatString = "{0:c}"; + xrSummary1.Running = DevExpress.XtraReports.UI.SummaryRunning.Group; + this.xrTableCell10.Summary = xrSummary1; + this.xrTableCell10.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + this.xrTableCell10.Weight = 0.73759286733774032D; + // + // xrTableRow1 + // + this.xrTableRow1.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell1}); + this.xrTableRow1.Name = "xrTableRow1"; + this.xrTableRow1.Weight = 0.23809523809523805D; + // + // xrTableCell1 + // + this.xrTableCell1.BorderColor = System.Drawing.SystemColors.ControlLight; + this.xrTableCell1.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) + | DevExpress.XtraPrinting.BorderSide.Bottom))); + this.xrTableCell1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.xrTableCell1.Name = "xrTableCell1"; + this.xrTableCell1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell1.StylePriority.UseBorderColor = false; + this.xrTableCell1.StylePriority.UseBorders = false; + this.xrTableCell1.StylePriority.UseFont = false; + this.xrTableCell1.StylePriority.UsePadding = false; + this.xrTableCell1.Weight = 3D; + // + // xrTable3 + // + this.xrTable3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 23F); + this.xrTable3.Name = "xrTable3"; + this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { + this.xrTableRow20, + this.xrTableRow7, + this.xrTableRow2, + this.xrTableRow21, + this.xrTableRow22, + this.xrTableRow23, + this.xrTableRow24}); + this.xrTable3.SizeF = new System.Drawing.SizeF(650F, 94F); + this.xrTable3.StylePriority.UseFont = false; + // + // xrTableRow20 + // + this.xrTableRow20.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell16}); + this.xrTableRow20.Name = "xrTableRow20"; + this.xrTableRow20.Weight = 0.38095238095238093D; + // + // xrTableCell16 + // + this.xrTableCell16.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "Notice")}); + this.xrTableCell16.Name = "xrTableCell16"; + this.xrTableCell16.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell16.StylePriority.UsePadding = false; + this.xrTableCell16.Text = "xrTableCell1"; + this.xrTableCell16.Weight = 3D; + // + // xrTableRow7 + // + this.xrTableRow7.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell3}); + this.xrTableRow7.Name = "xrTableRow7"; + this.xrTableRow7.Weight = 0.23809523809523808D; + // + // xrTableCell3 + // + this.xrTableCell3.Name = "xrTableCell3"; + this.xrTableCell3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell3.StylePriority.UsePadding = false; + this.xrTableCell3.Weight = 3D; + // + // xrTableRow2 + // + this.xrTableRow2.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell2}); + this.xrTableRow2.Name = "xrTableRow2"; + this.xrTableRow2.Weight = 0.38095238095238088D; + // + // xrTableCell2 + // + this.xrTableCell2.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "FehlkontakteString")}); + this.xrTableCell2.Name = "xrTableCell2"; + this.xrTableCell2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell2.StylePriority.UsePadding = false; + this.xrTableCell2.Weight = 3D; + // + // xrTableRow21 + // + this.xrTableRow21.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell18}); + this.xrTableRow21.Name = "xrTableRow21"; + this.xrTableRow21.Weight = 0.23809523809523808D; + // + // xrTableCell18 + // + this.xrTableCell18.Name = "xrTableCell18"; + this.xrTableCell18.Weight = 3D; + // + // xrTableRow22 + // + this.xrTableRow22.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell29}); + this.xrTableRow22.Name = "xrTableRow22"; + this.xrTableRow22.Weight = 0.38095238095238088D; + // + // xrTableCell29 + // + this.xrTableCell29.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "AbsenceTimes")}); + this.xrTableCell29.Name = "xrTableCell29"; + this.xrTableCell29.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell29.StylePriority.UsePadding = false; + this.xrTableCell29.Text = "xrTableCell4"; + this.xrTableCell29.Weight = 3D; + // + // xrTableRow23 + // + this.xrTableRow23.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell30}); + this.xrTableRow23.Name = "xrTableRow23"; + this.xrTableRow23.Weight = 0.23809523809523803D; + // + // xrTableCell30 + // + this.xrTableCell30.Name = "xrTableCell30"; + this.xrTableCell30.Weight = 3D; + // + // xrTableRow24 + // + this.xrTableRow24.Cells.AddRange(new DevExpress.XtraReports.UI.XRTableCell[] { + this.xrTableCell31}); + this.xrTableRow24.Name = "xrTableRow24"; + this.xrTableRow24.Weight = 0.38095238095238088D; + // + // xrTableCell31 + // + this.xrTableCell31.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { + new DevExpress.XtraReports.UI.XRBinding("Text", null, "FinalSentence")}); + this.xrTableCell31.Name = "xrTableCell31"; + this.xrTableCell31.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrTableCell31.StylePriority.UsePadding = false; + this.xrTableCell31.Text = "xrTableCell8"; + this.xrTableCell31.Weight = 3D; + // // Spitzabrechnung // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -948,12 +1092,11 @@ namespace BetreuWoWesel this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung"; this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new System.Drawing.Printing.Margins(70, 75, 152, 100); + this.Margins = new DevExpress.Drawing.DXMargins(70F, 75F, 152F, 99.68055F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; - this.Version = "17.1"; - ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); + this.Version = "23.2"; ((System.ComponentModel.ISupportInitialize)(this.xrRichText5)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText4)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); @@ -961,6 +1104,8 @@ namespace BetreuWoWesel ((System.ComponentModel.ISupportInitialize)(this.xrTable4)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable5)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable6)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -982,17 +1127,6 @@ namespace BetreuWoWesel private DevExpress.XtraReports.UI.ReportFooterBand ReportFooter; private DevExpress.XtraReports.UI.XRLabel lblNotice; private DevExpress.XtraReports.UI.XRLabel xrLabel12; - private DevExpress.XtraReports.UI.XRTable xrTable3; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow20; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell16; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow21; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell18; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow22; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell29; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow23; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell30; - private DevExpress.XtraReports.UI.XRTableRow xrTableRow24; - private DevExpress.XtraReports.UI.XRTableCell xrTableCell31; private DevExpress.XtraReports.UI.XRLabel xrLabel10; private DevExpress.XtraReports.UI.FormattingRule ruleRateFactorNull; private DevExpress.XtraReports.UI.TopMarginBand topMarginBand1; @@ -1043,6 +1177,29 @@ namespace BetreuWoWesel private DevExpress.XtraReports.UI.XRTableCell xrTableCell14; private DevExpress.XtraReports.UI.XRRichText xrRichText4; private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; - private DevExpress.XtraReports.UI.XRRichText xrRichText5; + private DevExpress.XtraReports.UI.XRRichText xrRichText5; + private DevExpress.XtraReports.UI.GroupHeaderBand GroupHeader2; + private DevExpress.XtraReports.UI.GroupFooterBand Zwischensumme; + private DevExpress.XtraReports.UI.XRTable xrTable6; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow12; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell9; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell10; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow1; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell1; + private DevExpress.XtraReports.UI.XRTable xrTable3; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow20; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell16; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow7; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell3; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow2; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell2; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow21; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell18; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow22; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell29; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow23; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell30; + private DevExpress.XtraReports.UI.XRTableRow xrTableRow24; + private DevExpress.XtraReports.UI.XRTableCell xrTableCell31; } } diff --git a/ReportImp/BetreuwoWesel/SettlementReport2.cs b/ReportImp/BetreuwoWesel/SettlementReport2.cs index ff890d768..7b8fc8078 100644 --- a/ReportImp/BetreuwoWesel/SettlementReport2.cs +++ b/ReportImp/BetreuwoWesel/SettlementReport2.cs @@ -1,11 +1,9 @@ using System; -using System.Drawing; -using System.Collections; -using System.ComponentModel; using DevExpress.XtraReports.UI; using BeWo.Report.ReportObjects; using BeWo.Report; - +using BS.Shared.Extensions; + namespace BetreuWoWesel { public partial class Spitzabrechnung : DevExpress.XtraReports.UI.XtraReport, IBeWoReport @@ -24,7 +22,30 @@ namespace BetreuWoWesel if (String.IsNullOrEmpty(pRO.Notice)) { lblNotice.Visible = false; - } + } + + decimal rateFactor = 1; + + foreach (var ii in pRO.InvoiceItems) + { + if (ii.RateFactor.HasValue) + { + rateFactor = (100 + ii.RateFactor.Value) / 100; + } + + if (!pRO.FehlkontakteString.IsNullOrEmpty() && ii.RateFactor == 0) + { + Zwischensumme.Visible = true; + ii.AbrechnungsText = ii.AbrechnungsText.Replace("FLS", "Std."); + ii.ItemDescription = "Fehlkontakte"; + } + else if (ii.ItemDescription.IsNullOrEmpty()) + { + ii.ItemDescription = "Fachleistungsstunden"; + } + } + pRO.RateFactor = (double)rateFactor; + this.bindingSource1.DataSource = pRO; } } diff --git a/ReportImp/BetreuwoWesel/SettlementReport2.resx b/ReportImp/BetreuwoWesel/SettlementReport2.resx index d134dd3e1..28146e290 100644 --- a/ReportImp/BetreuwoWesel/SettlementReport2.resx +++ b/ReportImp/BetreuwoWesel/SettlementReport2.resx @@ -121,2634 +121,8 @@ anbei sende ich Ihnen die unterschriebenen Nachweise über die im Rahmen des Betreuten Wohnens für [Salutation2] [CustomerFirstName] [CustomerLastName] erbrachten Leistungen zu. 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 ewBcAHIAdABmADEAXABhAG4AcwBpAFwAYQBuAHMAaQBjAHAAZwAxADIANQAyAFwAZABlAGYAZgAwAHsAXABmAG8AbgB0AHQAYgBsAHsAXABmADAAXABmAG4AaQBsACAAQQByAGkAYQBsADsAfQB7AFwAZgAxAFwAZgBuAGkAbABcAGYAYwBoAGEAcgBzAGUAdAAwACAAQQByAGkAYQBsADsAfQB7AFwAZgAyAFwAZgBuAGkAbAAgAFQAaQBtAGUAcwAgAE4AZQB3ACAAUgBvAG0AYQBuADsAfQB9AA0ACgB7AFwAYwBvAGwAbwByAHQAYgBsACAAOwBcAHIAZQBkADAAXABnAHIAZQBlAG4AMABcAGIAbAB1AGUAMAA7AH0ADQAKAFwAdgBpAGUAdwBrAGkAbgBkADQAXAB1AGMAMQBcAHAAYQByAGQAXABjAGYAMQBcAGwAYQBuAGcAMQAwADMAMQBcAGYAMABcAGYAcwAxADYAIABCAGUAdAByAGUAdQBXAG8AXABmADEAIAAtAFcAZQBzAGUAbABcAGYAMAAgACAAZQAuAFYALgBcAGYAMQAgACAAXABmAHMAMQAyACAAKgBcAGYAcwAxADYAIAAgAFYAaQBrAHQAbwByAGkAYQBzAHQAcgAuACAAMQAwACAAXABmAHMAMQAyACAAKgBcAGYAcwAxADYAIAAgAFwAZgAwACAANABcAGYAMQAgADYANAA4ADMAIABXAGUAcwBlAGwAXABjAGYAMABcAGYAMgBcAGYAcwAyADQAXABwAGEAcgANAAoAfQANAAoA - - 17, 17 - \ No newline at end of file diff --git a/ReportImp/BrueckeABW/SettlementReport2.Designer.cs b/ReportImp/BrueckeABW/SettlementReport2.Designer.cs index c91b0c68e..8d23f3696 100644 --- a/ReportImp/BrueckeABW/SettlementReport2.Designer.cs +++ b/ReportImp/BrueckeABW/SettlementReport2.Designer.cs @@ -685,15 +685,15 @@ namespace BeWo.BrueckeABW this.xrTableCell61.Borders = ((DevExpress.XtraPrinting.BorderSide)(((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableCell61.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "AmountRecordedFLSString")}); + new DevExpress.XtraReports.UI.XRBinding("Text", null, "AmountBillableTotal")}); this.xrTableCell61.Name = "xrTableCell61"; this.xrTableCell61.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTableCell61.StylePriority.UseBorders = false; this.xrTableCell61.StylePriority.UseFont = false; this.xrTableCell61.StylePriority.UsePadding = false; this.xrTableCell61.StylePriority.UseTextAlignment = false; - this.xrTableCell61.Text = "[AmountRecordedFLSString]"; this.xrTableCell61.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + this.xrTableCell61.TextFormatString = "{0:c}"; this.xrTableCell61.Weight = 0.21685899000901443D; // // xrTableRow34 diff --git a/ReportImp/DiakonieKKKleve/Invoicing/DiakoneKKKleveSoziotherapieInvoiceCreation.cs b/ReportImp/DiakonieKKKleve/Invoicing/DiakoneKKKleveSoziotherapieInvoiceCreation.cs index b0e1c896a..127f82061 100644 --- a/ReportImp/DiakonieKKKleve/Invoicing/DiakoneKKKleveSoziotherapieInvoiceCreation.cs +++ b/ReportImp/DiakonieKKKleve/Invoicing/DiakoneKKKleveSoziotherapieInvoiceCreation.cs @@ -222,7 +222,7 @@ namespace DiakonieKKKleve.Invoicing foreach (var sr in serviceRecordsInPeriod) { - if (!sr.ServiceDescription.Name.ToLower().Contains("telefon") && !sr.ServiceDescription.Name.ToLower().Contains("gruppe")) + if (!sr.ServiceDescription.Name.ToLower().Contains("telefon") && !sr.ServiceDescription.Name.ToLower().Contains("gruppe") && !sr.ServiceDescription.Name.ToLower().Contains("praxis")) { countHausbesuch++; } diff --git a/ReportImp/DiakonieKKKleve/LeistungsnachweisSoziotherapie.cs b/ReportImp/DiakonieKKKleve/LeistungsnachweisSoziotherapie.cs index 1fd6737d9..eeb1bf0c0 100644 --- a/ReportImp/DiakonieKKKleve/LeistungsnachweisSoziotherapie.cs +++ b/ReportImp/DiakonieKKKleve/LeistungsnachweisSoziotherapie.cs @@ -59,7 +59,7 @@ namespace BeWo.DiakonieKKKleve if (s.IsGroup) { gesamtGruppe += s.Minutes; - s.ServiceDescription = "E"; + s.ServiceDescription = "G"; s.Notice5 = "2002672"; } else @@ -96,13 +96,21 @@ namespace BeWo.DiakonieKKKleve s.Notice5 = "2001607"; } - else if (s.ServiceDescription.Contains("Einrichtung") || s.ServiceDescription == "E" || s.ServiceDescription.Contains("Gruppe")) + else if (s.ServiceDescription.Contains("Einrichtung") || s.ServiceDescription == "E") { s.ServiceDescription = "E"; } - else + else if (!s.IsGroup) { - s.ServiceDescription = "A"; + if (s.ServiceDescription.Contains("Praxis")) + { + s.ServiceDescription = "E"; + } + else + { + s.ServiceDescription = "A"; + } + if (s.Minutes <= 30) { s.Notice5 = "2001612"; diff --git a/ReportImp/HPHBersenbrueck/HPHBersenbrueck.csproj b/ReportImp/HPHBersenbrueck/HPHBersenbrueck.csproj index 48dedf039..a8e4f3479 100644 --- a/ReportImp/HPHBersenbrueck/HPHBersenbrueck.csproj +++ b/ReportImp/HPHBersenbrueck/HPHBersenbrueck.csproj @@ -81,6 +81,7 @@ Finanzauswertung.cs + Component diff --git a/ReportImp/HPHBersenbrueck/Invoicing/CustomInvoiceFactory.cs b/ReportImp/HPHBersenbrueck/Invoicing/CustomInvoiceFactory.cs index e67e0975e..6f3fce189 100644 --- a/ReportImp/HPHBersenbrueck/Invoicing/CustomInvoiceFactory.cs +++ b/ReportImp/HPHBersenbrueck/Invoicing/CustomInvoiceFactory.cs @@ -29,7 +29,8 @@ namespace HPHBersenbrueck.Invoicing } } - return new InvoiceCreation(); + + return new NeueAssistenzInvoiceCreation(); } } } diff --git a/ReportImp/HPHBersenbrueck/Invoicing/NeueAssistenzInvoiceCreation.cs b/ReportImp/HPHBersenbrueck/Invoicing/NeueAssistenzInvoiceCreation.cs new file mode 100644 index 000000000..cdc63d498 --- /dev/null +++ b/ReportImp/HPHBersenbrueck/Invoicing/NeueAssistenzInvoiceCreation.cs @@ -0,0 +1,143 @@ +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 System; +using System.Collections.Generic; +using System.Linq; + +namespace HPHBersenbrueck.Invoicing +{ + + public class NeueAssistenzInvoiceCreation : InvoiceCreation + { + protected DateTime? accountingPeriodStart = null; + protected DateTime? accountingPeriodEnd = null; + + + public override void SetInvoiceId(ServiceInvoice invoice) + { + invoice.InvoiceBase.InvoiceId = "Selbstzahler"; + invoice.InvoiceBase.InvoiceTypeText = "Selbstzahler"; + } + + public override void SetInvoiceBaseData(int invoiceCounter, ServiceInvoice invoice, CostBearer costBearer, DateTimeSpan invoicePeriod, + IList supportConceptList) + { + if (invoicePeriod != null) + { + accountingPeriodStart = invoicePeriod.StartDate; + accountingPeriodEnd = invoicePeriod.EndDate; + } + base.SetInvoiceBaseData(invoiceCounter, invoice, costBearer, invoicePeriod, supportConceptList); + } + + public override InvoiceItem CreateInvoiceItem(ServiceRecordDC iServiceRecord, SupportConceptApprovalPeriod scap, BS.Shared.Services.Calculations calc) + { + var ii = base.CreateInvoiceItem(iServiceRecord, scap, calc); + ii.ItemDescription = iServiceRecord.ServiceDescription.CategoryName; + if (ii.ItemDescription.StartsWith("Neu ")) + { + ii.ItemDescription = ii.ItemDescription.Replace("Neu ", ""); + } + return ii; + } + + public override IList CreateInvoiceItems(List serviceRecordsInPeriod, DateTimeSpan invoicePeriod, SupportConceptApprovalPeriod scap, BS.Shared.Services.Calculations calc) + { + var items = base.CreateInvoiceItems(serviceRecordsInPeriod, invoicePeriod, scap, calc); + + foreach (var item in items) + { + if (item.UnitCount.HasValue) + { + item.UnitCount = Math.Round(item.UnitCount.Value * 1.2m, 2, MidpointRounding.AwayFromZero); + + item.AmountTotal = item.AmountPerUnit * item.UnitCount; + item.GrossAmountTotal = item.AmountTotal; + } + } + + var fahrzeitItem = CreateFahrzeitenInvoiceItem(serviceRecordsInPeriod, invoicePeriod, scap, calc); + if (fahrzeitItem != null) + { + items.Add(fahrzeitItem); + } + + return items; + } + + public virtual InvoiceItem CreateFahrzeitenInvoiceItem(List serviceRecordsInPeriod, DateTimeSpan invoicePeriod, SupportConceptApprovalPeriod scap, BS.Shared.Services.Calculations calc) + { + int count = 0; + + ServiceCategoryDC category = null; + foreach (var sr in serviceRecordsInPeriod) + { + if (sr.DistanceInMeter.HasValue && sr.DistanceInMeter.Value > 0) + { + category = sr.ServiceDescription.Category; + count++; + } + } + + decimal pauschale = 0; + if (category != null) + { + var descriptions = DAOFactory.SearchDAO.FindServiceDescriptionForCategory(category.ServiceCategoryOid.Value); + foreach (var desc in descriptions) + { + if (desc.Name.Contains("Fahr") && desc.CostRatePeriods.Count > 0) // Fahrtzeit / Fahrzeit + { + var crList = MapperFactory.CostRatePeriodDC_CostRatePeriod.MapToNewDCs(desc.CostRatePeriods); + var crp = crList.GetCostRatePeriodForDate(CostRatePeriodType.AmountOfMoney, invoicePeriod.StartDate); + if (crp != null && crp.CostRateValue.HasValue && crp.CostRateValue.Value > 0) + { + pauschale = crp.CostRateValue.Value; + } + } + } + } + + if (pauschale > 0 && count > 0) + { + var invoiceItem = new InvoiceItem(); + + invoiceItem.AmountPerUnit = pauschale; + invoiceItem.UnitCount = count; + invoiceItem.ItemPeriodStart = invoicePeriod.StartDate; + invoiceItem.ItemPeriodEnd = invoicePeriod.EndDate; + invoiceItem.RateFactor = 0; + invoiceItem.AmountTotal = pauschale * count; + invoiceItem.GrossAmountTotal = pauschale * count; + invoiceItem.ItemDescription = "Fahrzeit"; + + if (scap != null) + { + invoiceItem.SupportConceptApprovalPeriodOid = scap.Oid; + } + + return invoiceItem; + } + return null; + } + + public override string GetSummaryItemKey(SupportConceptApprovalPeriod scap, InvoiceItem iitem, bool summaryPerMonth) + { + iitem.AmountPerUnit = (decimal)Math.Round((double)iitem.AmountPerUnit, 5, MidpointRounding.AwayFromZero); + String key = String.Format("{0}_{1}_{2}", iitem.AmountPerUnit, iitem.RateFactor, iitem.ItemDescription); + if (summaryPerMonth) + { + key = String.Format("{0}_{1}_{2:yyyyMM}_{3}", iitem.AmountPerUnit, iitem.RateFactor, iitem.ItemPeriodStart, iitem.ItemDescription); + } + + return key; + } + } +} \ No newline at end of file diff --git a/ReportImp/HPHBersenbrueck/Invoicing/SelbstzahlerInvoiceCreation.cs b/ReportImp/HPHBersenbrueck/Invoicing/SelbstzahlerInvoiceCreation.cs index a2aa6ddf3..00cecc488 100644 --- a/ReportImp/HPHBersenbrueck/Invoicing/SelbstzahlerInvoiceCreation.cs +++ b/ReportImp/HPHBersenbrueck/Invoicing/SelbstzahlerInvoiceCreation.cs @@ -14,28 +14,14 @@ using System.Linq; namespace HPHBersenbrueck.Invoicing { - public class SelbstzahlerInvoiceCreation : InvoiceCreation - { - private DateTime? accountingPeriodStart = null; - private DateTime? accountingPeriodEnd = null; - + public class SelbstzahlerInvoiceCreation : NeueAssistenzInvoiceCreation + { public override void SetInvoiceId(ServiceInvoice invoice) { invoice.InvoiceBase.InvoiceId = "Selbstzahler"; invoice.InvoiceBase.InvoiceTypeText = "Selbstzahler"; } - public override void SetInvoiceBaseData(int invoiceCounter, ServiceInvoice invoice, CostBearer costBearer, DateTimeSpan invoicePeriod, - IList supportConceptList) - { - if (invoicePeriod != null) - { - accountingPeriodStart = invoicePeriod.StartDate; - accountingPeriodEnd = invoicePeriod.EndDate; - } - base.SetInvoiceBaseData(invoiceCounter, invoice, costBearer, invoicePeriod, supportConceptList); - } - public override void SetRecipientInformation(ServiceInvoice serviceInvoice, CostBearer costBearer) { serviceInvoice.InvoiceBase.RecipientDivision = costBearer.Organisation.Name2; @@ -78,17 +64,5 @@ namespace HPHBersenbrueck.Invoicing serviceInvoice.InvoiceBase.RecipientAddress = costBearer.Organisation.Address.CopyToNew(); } } - - public override string GetSummaryItemKey(SupportConceptApprovalPeriod scap, InvoiceItem iitem, bool summaryPerMonth) - { - iitem.AmountPerUnit = (decimal)Math.Round((double)iitem.AmountPerUnit, 5, MidpointRounding.AwayFromZero); - String key = String.Format("{0}_{1}", iitem.AmountPerUnit, iitem.RateFactor); - if (summaryPerMonth) - { - key = String.Format("{0}_{1}_{2:yyyyMM}", iitem.AmountPerUnit, iitem.RateFactor, iitem.ItemPeriodStart); - } - - return key; - } } } \ No newline at end of file diff --git a/ReportImp/HPHBersenbrueck/Service/HphServiceRecordStatisticFactory.cs b/ReportImp/HPHBersenbrueck/Service/HphServiceRecordStatisticFactory.cs index 869cc6fbc..746096bcc 100644 --- a/ReportImp/HPHBersenbrueck/Service/HphServiceRecordStatisticFactory.cs +++ b/ReportImp/HPHBersenbrueck/Service/HphServiceRecordStatisticFactory.cs @@ -56,7 +56,7 @@ namespace HphBersenbrueck.Service if (stats != null) { - foreach (var pdc in stats.PeriodStatistics) + foreach (var pdc in stats.PeriodStatistics.OrderByDescending(s => s.SupportConceptApprovalPeriod != null ? s.SupportConceptApprovalPeriod.StartDate : DateTime.MinValue)) { if (pdc.SupportConceptApprovalPeriod != null && pdc.SupportConceptApprovalPeriod.ServiceCategory != null && pdc.SupportConceptApprovalPeriod.ServiceCategory.Name == NEUE_QA_KATEGORIE) { @@ -128,8 +128,12 @@ namespace HphBersenbrueck.Service BerechneGeleisteteStunden(statisticsDate, statsIndirekt, "6 indirekte Leistung"); BerechneGeleisteteStunden(statisticsDate, statsFahrtzeit, "15 Fahrzeit"); - - dc.PeriodStatisticInfos.Add(CreateServiceRecordPeriodStatisticsInfo(stats, statsDirekt, " 50 direkte Leistung")); + String zeitraum = ""; + if (stats.PeriodStatistics.Count > 1 && pdc.SupportConceptApprovalPeriod != null) + { + zeitraum = String.Format(" ({0:dd.MM.yyyy} - {1:dd.MM.yyyy})", pdc.SupportConceptApprovalPeriod.StartDate, pdc.SupportConceptApprovalPeriod.EndDate); + } + dc.PeriodStatisticInfos.Add(CreateServiceRecordPeriodStatisticsInfo(stats, statsDirekt, " 50 direkte Leistung" + zeitraum)); //dc.PeriodStatisticInfos.Add(CreateServiceRecordPeriodStatisticsInfo(stats, statsMittelbar, " 10 direkte Leistung")); dc.PeriodStatisticInfos.Add(CreateServiceRecordPeriodStatisticsInfo(stats, statsIndirekt, " 6 indirekte Leistung")); dc.PeriodStatisticInfos.Add(CreateServiceRecordPeriodStatisticsInfo(stats, statsFahrtzeit, " 15 Fahrzeit ")); @@ -153,6 +157,10 @@ namespace HphBersenbrueck.Service foreach (var sr in allServiceRecordDCs) { + if (pdc.SupportConceptApprovalPeriod != null && (sr.Start < pdc.SupportConceptApprovalPeriod.StartDate || sr.Start.Value.Date > pdc.SupportConceptApprovalPeriod.EndDate)) + { + continue; + } if (sr.ServiceDescription.Name == leistung || (leistung == "50 direkte Leistung" && sr.ServiceDescription.Name.Contains("Ausfall")) || (istFahrtzeit && sr.ServiceDescription.Name == "50 direkte Leistung" && sr.DistanceInMeterDecimal.HasValue && sr.DistanceInMeterDecimal.Value > 0)) { var minuten = calc.GetBillableDurationInMinutes(sr, false); diff --git a/ReportImp/HphBersenbrueckFreizeitUndReisen/Export/MicosExporter.cs b/ReportImp/HphBersenbrueckFreizeitUndReisen/Export/MicosExporter.cs index cce7fd359..2b9caf003 100644 --- a/ReportImp/HphBersenbrueckFreizeitUndReisen/Export/MicosExporter.cs +++ b/ReportImp/HphBersenbrueckFreizeitUndReisen/Export/MicosExporter.cs @@ -316,9 +316,7 @@ CONCAT(p.`LastName`, ', ', p.`FirstName`, ' ', IF(cb2sc.CustomerRefenrenceNumber private static string GetKostenstelle(DataRow row) { - /* - * - * folgende Kostenstellen gehören zu den Leistungsarten: + /* folgende Kostenstellen gehören zu den Leistungsarten: 35701 Betreuungseinheiten FUD KST: 35700 35702 Kostenbeteiligung Betreuung KST: 35700 @@ -349,6 +347,10 @@ CONCAT(p.`LastName`, ', ', p.`FirstName`, ' ', IF(cb2sc.CustomerRefenrenceNumber { return "35800"; } + if (verwendungszweck.Contains("Tagesfahrt")) + { + return "35800"; + } if (verwendungszweck.Contains("Kurzurlaub") || verwendungszweck.Contains("Kurzreise")) { return "35955"; @@ -359,7 +361,6 @@ CONCAT(p.`LastName`, ', ', p.`FirstName`, ' ', IF(cb2sc.CustomerRefenrenceNumber } } return "35800"; - } private static Dictionary CreateDictionary(DataTable dt) diff --git a/ReportImp/LebenshilfeFrankfurtOder/Briefpapier.png b/ReportImp/LebenshilfeFrankfurtOder/Briefpapier.png new file mode 100644 index 000000000..ffb26c47a Binary files /dev/null and b/ReportImp/LebenshilfeFrankfurtOder/Briefpapier.png differ diff --git a/ReportImp/LebenshilfeFrankfurtOder/Export/DatevExporter.cs b/ReportImp/LebenshilfeFrankfurtOder/Export/DatevExporter.cs index 3ecc7ba50..80aeb58bc 100644 --- a/ReportImp/LebenshilfeFrankfurtOder/Export/DatevExporter.cs +++ b/ReportImp/LebenshilfeFrankfurtOder/Export/DatevExporter.cs @@ -978,7 +978,8 @@ Bsp. LK Stade - Mustermann, Max - 11.2019 } if (itemDescription.Contains("Haushaltsnahe Dienstleistung")) { - return "2203"; + //return "2203"; + return "9407"; //Kostenstelle ändert sich laut Mail von Frau Römer vom 28.05.2024 } if (itemDescription.Contains("Hortbetreuung über 6 Stunden")) { @@ -989,11 +990,13 @@ Bsp. LK Stade - Mustermann, Max - 11.2019 { if (itemDescription.Contains("Haushaltsnahe Dienstleistung")) { - return "2203"; + //return "2203"; + return "9407"; //Kostenstelle ändert sich laut Mail von Frau Römer vom 28.05.2024 } if (itemDescription.Contains("HHnD")) { - return "2203"; + //return "2203"; + return "9407"; //Kostenstelle ändert sich laut Mail von Frau Römer vom 28.05.2024 } if (itemDescription.Contains("Einzelbetreuung")) { diff --git a/ReportImp/LebenshilfeFrankfurtOder/Invoicing/CustomGeneralInvoiceCreation.cs b/ReportImp/LebenshilfeFrankfurtOder/Invoicing/CustomGeneralInvoiceCreation.cs index 5fa2d194a..7f44a2a3a 100644 --- a/ReportImp/LebenshilfeFrankfurtOder/Invoicing/CustomGeneralInvoiceCreation.cs +++ b/ReportImp/LebenshilfeFrankfurtOder/Invoicing/CustomGeneralInvoiceCreation.cs @@ -33,7 +33,7 @@ namespace LebenshilfeFrankfurtOder.Invoicing foreach (var item in ib.InvoiceItems) { - gesamt = item.AmountTotal ?? 0; + gesamt += item.AmountTotal ?? 0; } var invoiceItem = new InvoiceItem(); diff --git a/ReportImp/LebenshilfeFrankfurtOder/LebenshilfeFrankfurtOder.csproj b/ReportImp/LebenshilfeFrankfurtOder/LebenshilfeFrankfurtOder.csproj index b93c88f6c..43b35bc43 100644 --- a/ReportImp/LebenshilfeFrankfurtOder/LebenshilfeFrankfurtOder.csproj +++ b/ReportImp/LebenshilfeFrankfurtOder/LebenshilfeFrankfurtOder.csproj @@ -150,6 +150,11 @@ LeistungsnachweisKurzzeitpflege.cs + + True + True + Resources.resx + Component @@ -307,6 +312,10 @@ Designer + + ResXFileCodeGenerator + Resources.Designer.cs + RechnungEinzelfallhilfe.cs Designer diff --git a/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.Designer.cs b/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.Designer.cs new file mode 100644 index 000000000..5b7e03603 --- /dev/null +++ b/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.Designer.cs @@ -0,0 +1,63 @@ +//------------------------------------------------------------------------------ +// +// Dieser Code wurde von einem Tool generiert. +// Laufzeitversion:4.0.30319.42000 +// +// Änderungen an dieser Datei können falsches Verhalten verursachen und gehen verloren, wenn +// der Code erneut generiert wird. +// +//------------------------------------------------------------------------------ + +namespace LebenshilfeFrankfurtOder.Properties { + using System; + + + /// + /// Eine stark typisierte Ressourcenklasse zum Suchen von lokalisierten Zeichenfolgen usw. + /// + // Diese Klasse wurde von der StronglyTypedResourceBuilder automatisch generiert + // -Klasse über ein Tool wie ResGen oder Visual Studio automatisch generiert. + // Um einen Member hinzuzufügen oder zu entfernen, bearbeiten Sie die .ResX-Datei und führen dann ResGen + // mit der /str-Option erneut aus, oder Sie erstellen Ihr VS-Projekt neu. + [global::System.CodeDom.Compiler.GeneratedCodeAttribute("System.Resources.Tools.StronglyTypedResourceBuilder", "16.0.0.0")] + [global::System.Diagnostics.DebuggerNonUserCodeAttribute()] + [global::System.Runtime.CompilerServices.CompilerGeneratedAttribute()] + internal class Resources { + + private static global::System.Resources.ResourceManager resourceMan; + + private static global::System.Globalization.CultureInfo resourceCulture; + + [global::System.Diagnostics.CodeAnalysis.SuppressMessageAttribute("Microsoft.Performance", "CA1811:AvoidUncalledPrivateCode")] + internal Resources() { + } + + /// + /// Gibt die zwischengespeicherte ResourceManager-Instanz zurück, die von dieser Klasse verwendet wird. + /// + [global::System.ComponentModel.EditorBrowsableAttribute(global::System.ComponentModel.EditorBrowsableState.Advanced)] + internal static global::System.Resources.ResourceManager ResourceManager { + get { + if (object.ReferenceEquals(resourceMan, null)) { + global::System.Resources.ResourceManager temp = new global::System.Resources.ResourceManager("LebenshilfeFrankfurtOder.Properties.Resources", typeof(Resources).Assembly); + resourceMan = temp; + } + return resourceMan; + } + } + + /// + /// Ãœberschreibt die CurrentUICulture-Eigenschaft des aktuellen Threads für alle + /// Ressourcenzuordnungen, die diese stark typisierte Ressourcenklasse verwenden. + /// + [global::System.ComponentModel.EditorBrowsableAttribute(global::System.ComponentModel.EditorBrowsableState.Advanced)] + internal static global::System.Globalization.CultureInfo Culture { + get { + return resourceCulture; + } + set { + resourceCulture = value; + } + } + } +} diff --git a/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.resx b/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.resx new file mode 100644 index 000000000..1af7de150 --- /dev/null +++ b/ReportImp/LebenshilfeFrankfurtOder/Properties/Resources.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/LebenshilfeFrankfurtOder/RechnungFud.Designer.cs b/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.Designer.cs index 3842fdd30..67b366e64 100644 --- a/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.Designer.cs +++ b/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.Designer.cs @@ -30,6 +30,7 @@ namespace LebenshilfeFrankfurtOder { this.components = new System.ComponentModel.Container(); System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(RechnungFud)); + DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark(); this.Detail = new DevExpress.XtraReports.UI.DetailBand(); this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); this.lblAbrechnungsart = new DevExpress.XtraReports.UI.XRLabel(); @@ -58,29 +59,10 @@ namespace LebenshilfeFrankfurtOder this.xrLabel21 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel19 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel20 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel18 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel17 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel16 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel15 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel14 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel12 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel10 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel11 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel9 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel7 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel6 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel3 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrPictureBox1 = new DevExpress.XtraReports.UI.XRPictureBox(); this.lblAdresse = new DevExpress.XtraReports.UI.XRLabel(); this.ruleRateFactorNull = new DevExpress.XtraReports.UI.FormattingRule(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); - this.xrLabel37 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel36 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel35 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLine1 = new DevExpress.XtraReports.UI.XRLine(); this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); this.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); @@ -93,7 +75,6 @@ namespace LebenshilfeFrankfurtOder this.xrTableCell10 = new DevExpress.XtraReports.UI.XRTableCell(); this.cellTagessatz = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell12 = new DevExpress.XtraReports.UI.XRTableCell(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow3 = new DevExpress.XtraReports.UI.XRTableRow(); @@ -115,10 +96,15 @@ namespace LebenshilfeFrankfurtOder this.GroupFooter2 = new DevExpress.XtraReports.UI.GroupFooterBand(); this.groupFooterPreisanpassung = new DevExpress.XtraReports.UI.GroupFooterBand(); this.xrLabel2 = new DevExpress.XtraReports.UI.XRLabel(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.xrRichText2 = new DevExpress.XtraReports.UI.XRRichText(); + this.xrRichText1 = new DevExpress.XtraReports.UI.XRRichText(); ((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.bindingSource1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail @@ -131,6 +117,7 @@ namespace LebenshilfeFrankfurtOder // ReportHeader // this.ReportHeader.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrRichText1, this.lblAbrechnungsart, this.xrLabel38, this.xrLabel30, @@ -151,23 +138,8 @@ namespace LebenshilfeFrankfurtOder this.xrLabel21, this.xrLabel19, this.xrLabel20, - this.xrLabel18, - this.xrLabel17, - this.xrLabel16, - this.xrLabel15, - this.xrLabel14, - this.xrLabel12, - this.xrLabel13, - this.xrLabel10, - this.xrLabel11, - this.xrLabel9, - this.xrLabel7, - this.xrLabel6, - this.xrLabel3, - this.xrLabel1, - this.xrPictureBox1, this.lblAdresse}); - this.ReportHeader.HeightF = 597.3958F; + this.ReportHeader.HeightF = 442.3958F; this.ReportHeader.Name = "ReportHeader"; this.ReportHeader.StylePriority.UseFont = false; // @@ -176,7 +148,7 @@ namespace LebenshilfeFrankfurtOder this.lblAbrechnungsart.CanGrow = false; this.lblAbrechnungsart.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.lblAbrechnungsart.LocationFloat = new DevExpress.Utils.PointFloat(70F, 485F); + this.lblAbrechnungsart.LocationFloat = new DevExpress.Utils.PointFloat(69.45679F, 330F); this.lblAbrechnungsart.Name = "lblAbrechnungsart"; this.lblAbrechnungsart.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.lblAbrechnungsart.SizeF = new System.Drawing.SizeF(615.2657F, 19.99997F); @@ -187,20 +159,20 @@ namespace LebenshilfeFrankfurtOder // this.xrLabel38.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.xrLabel38.LocationFloat = new DevExpress.Utils.PointFloat(0F, 95F); + this.xrLabel38.LocationFloat = new DevExpress.Utils.PointFloat(0F, 24.16667F); this.xrLabel38.Multiline = true; this.xrLabel38.Name = "xrLabel38"; this.xrLabel38.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel38.SizeF = new System.Drawing.SizeF(392.2079F, 20.93748F); this.xrLabel38.StylePriority.UseFont = false; - this.xrLabel38.Text = "LEBENSHILFE Frankfurt (Oder), Hansastraße 3, 15234 Frankfurt (Oder)"; + this.xrLabel38.Text = "Lebenshilfe Frankfurt (Oder) – Hansastr. 3 – 15234 Frankfurt (Oder)"; // // xrLabel30 // this.xrLabel30.CanGrow = false; this.xrLabel30.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel30.LocationFloat = new DevExpress.Utils.PointFloat(70F, 515F); + this.xrLabel30.LocationFloat = new DevExpress.Utils.PointFloat(69.45679F, 360F); this.xrLabel30.Name = "xrLabel30"; this.xrLabel30.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel30.SizeF = new System.Drawing.SizeF(105F, 20F); @@ -214,7 +186,7 @@ namespace LebenshilfeFrankfurtOder new DevExpress.XtraReports.UI.XRBinding("Text", null, "CustomerName")}); this.xrLabel32.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel32.LocationFloat = new DevExpress.Utils.PointFloat(175F, 515F); + this.xrLabel32.LocationFloat = new DevExpress.Utils.PointFloat(174.4568F, 360F); this.xrLabel32.Name = "xrLabel32"; this.xrLabel32.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel32.SizeF = new System.Drawing.SizeF(374.4563F, 20F); @@ -226,7 +198,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel33.CanGrow = false; this.xrLabel33.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel33.LocationFloat = new DevExpress.Utils.PointFloat(70F, 545.0001F); + this.xrLabel33.LocationFloat = new DevExpress.Utils.PointFloat(69.45679F, 390.0001F); this.xrLabel33.Name = "xrLabel33"; this.xrLabel33.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel33.SizeF = new System.Drawing.SizeF(104.9965F, 19.99988F); @@ -238,7 +210,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel34.CanGrow = false; this.xrLabel34.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel34.LocationFloat = new DevExpress.Utils.PointFloat(175F, 545F); + this.xrLabel34.LocationFloat = new DevExpress.Utils.PointFloat(174.4568F, 390F); this.xrLabel34.Name = "xrLabel34"; this.xrLabel34.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel34.SizeF = new System.Drawing.SizeF(520.9559F, 20F); @@ -247,7 +219,7 @@ namespace LebenshilfeFrankfurtOder // // xrTable2 // - this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 577.3958F); + this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(0.0006103516F, 422.3958F); this.xrTable2.Name = "xrTable2"; this.xrTable2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrTable2.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -353,7 +325,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel31.CanGrow = false; this.xrLabel31.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel31.LocationFloat = new DevExpress.Utils.PointFloat(0F, 450.0001F); + this.xrLabel31.LocationFloat = new DevExpress.Utils.PointFloat(0.0006103516F, 295.0001F); this.xrLabel31.Name = "xrLabel31"; this.xrLabel31.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel31.SizeF = new System.Drawing.SizeF(696.4996F, 20F); @@ -369,7 +341,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel25.CanGrow = false; this.xrLabel25.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.xrLabel25.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 310F); + this.xrLabel25.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 156.6667F); this.xrLabel25.Name = "xrLabel25"; this.xrLabel25.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel25.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -387,7 +359,7 @@ namespace LebenshilfeFrankfurtOder new DevExpress.XtraReports.UI.XRBinding("Text", null, "CustomerReferenceNumber")}); this.xrLabel26.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel26.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 330.0001F); + this.xrLabel26.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 176.6668F); this.xrLabel26.Name = "xrLabel26"; this.xrLabel26.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel26.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -404,7 +376,7 @@ namespace LebenshilfeFrankfurtOder new DevExpress.XtraReports.UI.XRBinding("Text", null, "OrganisationDebitorNumber")}); this.xrLabel27.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel27.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 350.0001F); + this.xrLabel27.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 196.6668F); this.xrLabel27.Name = "xrLabel27"; this.xrLabel27.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel27.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -421,7 +393,7 @@ namespace LebenshilfeFrankfurtOder new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceNumber")}); this.xrLabel28.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel28.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 370.0001F); + this.xrLabel28.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 216.6668F); this.xrLabel28.Name = "xrLabel28"; this.xrLabel28.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel28.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -438,7 +410,7 @@ namespace LebenshilfeFrankfurtOder new DevExpress.XtraReports.UI.XRBinding("Text", null, "InvoiceDate")}); this.xrLabel29.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel29.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 390.0001F); + this.xrLabel29.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 236.6668F); this.xrLabel29.Name = "xrLabel29"; this.xrLabel29.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel29.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -453,7 +425,7 @@ namespace LebenshilfeFrankfurtOder this.cellFaelligkeit.CanGrow = false; this.cellFaelligkeit.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.cellFaelligkeit.LocationFloat = new DevExpress.Utils.PointFloat(529.1896F, 410.0001F); + this.cellFaelligkeit.LocationFloat = new DevExpress.Utils.PointFloat(529.1893F, 256.6668F); this.cellFaelligkeit.Name = "cellFaelligkeit"; this.cellFaelligkeit.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.cellFaelligkeit.SizeF = new System.Drawing.SizeF(167.3101F, 20F); @@ -468,7 +440,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel24.CanGrow = false; this.xrLabel24.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel24.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 410.0001F); + this.xrLabel24.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 256.6668F); this.xrLabel24.Name = "xrLabel24"; this.xrLabel24.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel24.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -482,7 +454,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel23.CanGrow = false; this.xrLabel23.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel23.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 390.0001F); + this.xrLabel23.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 236.6668F); this.xrLabel23.Name = "xrLabel23"; this.xrLabel23.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel23.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -496,7 +468,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel22.CanGrow = false; this.xrLabel22.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel22.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 370.0001F); + this.xrLabel22.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 216.6668F); this.xrLabel22.Name = "xrLabel22"; this.xrLabel22.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel22.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -510,7 +482,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel21.CanGrow = false; this.xrLabel21.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel21.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 350.0001F); + this.xrLabel21.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 196.6668F); this.xrLabel21.Name = "xrLabel21"; this.xrLabel21.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel21.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -524,7 +496,7 @@ namespace LebenshilfeFrankfurtOder this.xrLabel19.CanGrow = false; this.xrLabel19.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel19.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 330.0001F); + this.xrLabel19.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 176.6668F); this.xrLabel19.Name = "xrLabel19"; this.xrLabel19.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel19.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -536,7 +508,7 @@ namespace LebenshilfeFrankfurtOder // this.xrLabel20.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Left | DevExpress.XtraPrinting.BorderSide.Top))); this.xrLabel20.CanGrow = false; - this.xrLabel20.LocationFloat = new DevExpress.Utils.PointFloat(410.0001F, 310F); + this.xrLabel20.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 156.6667F); this.xrLabel20.Name = "xrLabel20"; this.xrLabel20.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel20.SizeF = new System.Drawing.SizeF(119.1895F, 20F); @@ -544,165 +516,11 @@ namespace LebenshilfeFrankfurtOder this.xrLabel20.StylePriority.UseFont = false; this.xrLabel20.Text = "IK-Nummer:"; // - // xrLabel18 - // - this.xrLabel18.LocationFloat = new DevExpress.Utils.PointFloat(499.9998F, 270F); - this.xrLabel18.Name = "xrLabel18"; - this.xrLabel18.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel18.SizeF = new System.Drawing.SizeF(207.2103F, 20F); - this.xrLabel18.StylePriority.UseFont = false; - this.xrLabel18.Text = "www.lebenshilfe-ffo.de"; - // - // xrLabel17 - // - this.xrLabel17.LocationFloat = new DevExpress.Utils.PointFloat(562.0002F, 230F); - this.xrLabel17.Name = "xrLabel17"; - this.xrLabel17.SizeF = new System.Drawing.SizeF(145.2098F, 20F); - this.xrLabel17.StylePriority.UseFont = false; - this.xrLabel17.StylePriority.UsePadding = false; - this.xrLabel17.Text = "(IK) 501205613"; - // - // xrLabel16 - // - this.xrLabel16.LocationFloat = new DevExpress.Utils.PointFloat(499.9998F, 250F); - this.xrLabel16.Name = "xrLabel16"; - this.xrLabel16.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel16.SizeF = new System.Drawing.SizeF(207.2103F, 20F); - this.xrLabel16.StylePriority.UseFont = false; - this.xrLabel16.Text = "info@lebenshilfe-ffo.de"; - // - // xrLabel15 - // - this.xrLabel15.LocationFloat = new DevExpress.Utils.PointFloat(499.9998F, 210F); - this.xrLabel15.Name = "xrLabel15"; - this.xrLabel15.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 0, 0, 0, 100F); - this.xrLabel15.SizeF = new System.Drawing.SizeF(222.0001F, 20F); - this.xrLabel15.StylePriority.UseFont = false; - this.xrLabel15.StylePriority.UsePadding = false; - this.xrLabel15.Text = "mandy.roemer@lebenshilfe-ffo.de"; - // - // xrLabel14 - // - this.xrLabel14.LocationFloat = new DevExpress.Utils.PointFloat(499.9998F, 190F); - this.xrLabel14.Name = "xrLabel14"; - this.xrLabel14.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel14.SizeF = new System.Drawing.SizeF(207.2103F, 20F); - this.xrLabel14.StylePriority.UseFont = false; - this.xrLabel14.Text = "0335 280510 19"; - // - // xrLabel12 - // - this.xrLabel12.LocationFloat = new DevExpress.Utils.PointFloat(499.9998F, 170F); - this.xrLabel12.Name = "xrLabel12"; - this.xrLabel12.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel12.SizeF = new System.Drawing.SizeF(207.2103F, 20F); - this.xrLabel12.StylePriority.UseFont = false; - this.xrLabel12.Text = "Mandy Römer"; - // - // xrLabel13 - // - this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 250.0001F); - this.xrLabel13.Name = "xrLabel13"; - this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel13.SizeF = new System.Drawing.SizeF(90F, 20F); - this.xrLabel13.StylePriority.UseFont = false; - this.xrLabel13.Text = "e-mail:"; - // - // xrLabel10 - // - this.xrLabel10.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 230F); - this.xrLabel10.Name = "xrLabel10"; - this.xrLabel10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 0, 0, 0, 100F); - this.xrLabel10.SizeF = new System.Drawing.SizeF(151.9999F, 20F); - this.xrLabel10.StylePriority.UseFont = false; - this.xrLabel10.StylePriority.UsePadding = false; - this.xrLabel10.Text = "Institutionskennzeichen"; - // - // xrLabel11 - // - this.xrLabel11.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel11.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 210F); - this.xrLabel11.Name = "xrLabel11"; - this.xrLabel11.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel11.SizeF = new System.Drawing.SizeF(90F, 20F); - this.xrLabel11.StylePriority.UseFont = false; - this.xrLabel11.Text = "e-mail:"; - // - // xrLabel9 - // - this.xrLabel9.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel9.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 190F); - this.xrLabel9.Name = "xrLabel9"; - this.xrLabel9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel9.SizeF = new System.Drawing.SizeF(90F, 20F); - this.xrLabel9.StylePriority.UseFont = false; - this.xrLabel9.Text = "Durchwahl:"; - // - // xrLabel7 - // - this.xrLabel7.Font = new DevExpress.Drawing.DXFont("Arial", 9F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 170F); - this.xrLabel7.Name = "xrLabel7"; - this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel7.SizeF = new System.Drawing.SizeF(90F, 20F); - this.xrLabel7.StylePriority.UseFont = false; - this.xrLabel7.Text = "Bearbeiter:"; - // - // xrLabel6 - // - this.xrLabel6.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 79.99998F); - this.xrLabel6.Multiline = true; - this.xrLabel6.Name = "xrLabel6"; - this.xrLabel6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel6.SizeF = new System.Drawing.SizeF(297.21F, 84.375F); - this.xrLabel6.StylePriority.UseFont = false; - this.xrLabel6.Text = "Hansastraße 3\r\n15234 Frankfurt (Oder)\r\nTel. (03 35) 280510-0\r\nFax (03 35) 28051" + - "0-10"; - // - // xrLabel3 - // - this.xrLabel3.CanGrow = false; - this.xrLabel3.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.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(410F, 60F); - this.xrLabel3.Name = "xrLabel3"; - this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel3.SizeF = new System.Drawing.SizeF(297.21F, 20F); - this.xrLabel3.StylePriority.UseFont = false; - this.xrLabel3.Text = "Familienentlastender Dienst"; - // - // xrLabel1 - // - this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(95F, 35F); - this.xrLabel1.Name = "xrLabel1"; - this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel1.SizeF = new System.Drawing.SizeF(297.2082F, 29.50002F); - this.xrLabel1.StylePriority.UseFont = false; - this.xrLabel1.Text = "Lebenshilfe Frankfurt (Oder) e.V."; - // - // xrPictureBox1 - // - this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource")); - this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrPictureBox1.Name = "xrPictureBox1"; - this.xrPictureBox1.SizeF = new System.Drawing.SizeF(80.00005F, 71.24999F); - this.xrPictureBox1.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; - this.xrPictureBox1.StylePriority.UseBorders = false; - // // lblAdresse // this.lblAdresse.Font = new DevExpress.Drawing.DXFont("Arial", 12F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.lblAdresse.LocationFloat = new DevExpress.Utils.PointFloat(0F, 130F); + this.lblAdresse.LocationFloat = new DevExpress.Utils.PointFloat(0F, 45.10417F); this.lblAdresse.Multiline = true; this.lblAdresse.Name = "lblAdresse"; this.lblAdresse.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -718,75 +536,16 @@ namespace LebenshilfeFrankfurtOder // // topMarginBand1 // - this.topMarginBand1.HeightF = 52F; + this.topMarginBand1.HeightF = 220F; this.topMarginBand1.Name = "topMarginBand1"; // // bottomMarginBand1 // this.bottomMarginBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrLabel37, - this.xrLabel36, - this.xrLabel35, - this.xrLabel8, + this.xrRichText2, this.xrLine1}); - this.bottomMarginBand1.HeightF = 80F; this.bottomMarginBand1.Name = "bottomMarginBand1"; // - // xrLabel37 - // - this.xrLabel37.CanGrow = false; - this.xrLabel37.Font = new DevExpress.Drawing.DXFont("Arial", 7F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel37.LocationFloat = new DevExpress.Utils.PointFloat(518.6246F, 6.25F); - this.xrLabel37.Multiline = true; - this.xrLabel37.Name = "xrLabel37"; - this.xrLabel37.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel37.SizeF = new System.Drawing.SizeF(177.8753F, 45.52085F); - this.xrLabel37.StylePriority.UseFont = false; - this.xrLabel37.StylePriority.UseTextAlignment = false; - this.xrLabel37.Text = "IBAN DE68 3702 0500 0001 2828 00\r\nBIC: BFSWDE33XXX\r\nGläubiger-ID: DE52ZZZ00000401" + - "971"; - this.xrLabel37.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; - // - // xrLabel36 - // - this.xrLabel36.CanGrow = false; - this.xrLabel36.Font = new DevExpress.Drawing.DXFont("Arial", 7F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel36.LocationFloat = new DevExpress.Utils.PointFloat(358.0208F, 6.25F); - this.xrLabel36.Multiline = true; - this.xrLabel36.Name = "xrLabel36"; - this.xrLabel36.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel36.SizeF = new System.Drawing.SizeF(160.6039F, 45.52085F); - this.xrLabel36.StylePriority.UseFont = false; - this.xrLabel36.Text = "Bank für Sozialwirtschaft AG"; - // - // xrLabel35 - // - this.xrLabel35.CanGrow = false; - this.xrLabel35.Font = new DevExpress.Drawing.DXFont("Arial", 7F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { - new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel35.LocationFloat = new DevExpress.Utils.PointFloat(192.1247F, 6.25F); - this.xrLabel35.Multiline = true; - this.xrLabel35.Name = "xrLabel35"; - this.xrLabel35.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel35.SizeF = new System.Drawing.SizeF(165.8961F, 45.52085F); - this.xrLabel35.StylePriority.UseFont = false; - this.xrLabel35.Text = "Martin Patzelt\r\nRegina Griebel\r\nSt.-Nr. 061/142/02779"; - // - // xrLabel8 - // - this.xrLabel8.CanGrow = false; - this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Arial", 7F, 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(0F, 6.25F); - this.xrLabel8.Multiline = true; - this.xrLabel8.Name = "xrLabel8"; - this.xrLabel8.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel8.SizeF = new System.Drawing.SizeF(192.1247F, 45.52085F); - this.xrLabel8.StylePriority.UseFont = false; - this.xrLabel8.Text = "Vorstandsvorsitzender:\r\nGeschäftsführerin:\r\nVR 49 beim AG Frankfurt (Oder)"; - // // xrLine1 // this.xrLine1.ForeColor = System.Drawing.Color.FromArgb(((int)(((byte)(0)))), ((int)(((byte)(112)))), ((int)(((byte)(197))))); @@ -927,10 +686,6 @@ namespace LebenshilfeFrankfurtOder this.xrTableCell12.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleRight; this.xrTableCell12.Weight = 0.22538461538461535D; // - // bindingSource1 - // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); - // // GroupFooter1 // this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { @@ -1159,6 +914,28 @@ namespace LebenshilfeFrankfurtOder this.xrLabel2.StylePriority.UseTextAlignment = false; this.xrLabel2.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); + // + // xrRichText2 + // + this.xrRichText2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrRichText2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 10F); + this.xrRichText2.Name = "xrRichText2"; + this.xrRichText2.SerializableRtfString = resources.GetString("xrRichText2.SerializableRtfString"); + this.xrRichText2.SizeF = new System.Drawing.SizeF(695.9558F, 90F); + this.xrRichText2.StylePriority.UseFont = false; + // + // xrRichText1 + // + this.xrRichText1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); + this.xrRichText1.LocationFloat = new DevExpress.Utils.PointFloat(409.9998F, 0F); + this.xrRichText1.Name = "xrRichText1"; + this.xrRichText1.SerializableRtfString = resources.GetString("xrRichText1.SerializableRtfString"); + this.xrRichText1.SizeF = new System.Drawing.SizeF(312.0002F, 156.6667F); + this.xrRichText1.StylePriority.UseFont = false; + // // RechnungFud // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -1176,15 +953,21 @@ namespace LebenshilfeFrankfurtOder new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new DevExpress.Drawing.DXMargins(70F, 35F, 52F, 80F); + this.Margins = new DevExpress.Drawing.DXMargins(70F, 35F, 220F, 100F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + xrWatermark1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrWatermark1.ImageSource")); + xrWatermark1.ImageViewMode = DevExpress.XtraPrinting.Drawing.ImageViewMode.Stretch; + this.Watermarks.Add(xrWatermark1); ((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.bindingSource1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -1200,21 +983,6 @@ namespace LebenshilfeFrankfurtOder private DevExpress.XtraReports.UI.DetailReportBand DetailReport; private DevExpress.XtraReports.UI.DetailBand Detail1; private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; - private DevExpress.XtraReports.UI.XRLabel xrLabel3; - private DevExpress.XtraReports.UI.XRLabel xrLabel1; - private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; - private DevExpress.XtraReports.UI.XRLabel xrLabel9; - private DevExpress.XtraReports.UI.XRLabel xrLabel7; - private DevExpress.XtraReports.UI.XRLabel xrLabel6; - private DevExpress.XtraReports.UI.XRLabel xrLabel17; - private DevExpress.XtraReports.UI.XRLabel xrLabel16; - private DevExpress.XtraReports.UI.XRLabel xrLabel15; - private DevExpress.XtraReports.UI.XRLabel xrLabel14; - private DevExpress.XtraReports.UI.XRLabel xrLabel12; - private DevExpress.XtraReports.UI.XRLabel xrLabel13; - private DevExpress.XtraReports.UI.XRLabel xrLabel10; - private DevExpress.XtraReports.UI.XRLabel xrLabel11; - private DevExpress.XtraReports.UI.XRLabel xrLabel18; private DevExpress.XtraReports.UI.XRLabel xrLabel24; private DevExpress.XtraReports.UI.XRLabel xrLabel23; private DevExpress.XtraReports.UI.XRLabel xrLabel22; @@ -1264,10 +1032,6 @@ namespace LebenshilfeFrankfurtOder private DevExpress.XtraReports.UI.XRTableCell xrTableCell27; private DevExpress.XtraReports.UI.XRLabel lblBezahlungText; private DevExpress.XtraReports.UI.XRLine xrLine1; - private DevExpress.XtraReports.UI.XRLabel xrLabel37; - private DevExpress.XtraReports.UI.XRLabel xrLabel36; - private DevExpress.XtraReports.UI.XRLabel xrLabel35; - private DevExpress.XtraReports.UI.XRLabel xrLabel8; private DevExpress.XtraReports.UI.XRLabel xrLabel38; private DevExpress.XtraReports.UI.XRLabel lblAbrechnungsart; private DevExpress.XtraReports.UI.DetailReportBand DetailReport1; @@ -1275,5 +1039,7 @@ namespace LebenshilfeFrankfurtOder private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter2; private DevExpress.XtraReports.UI.GroupFooterBand groupFooterPreisanpassung; private DevExpress.XtraReports.UI.XRLabel xrLabel2; + private DevExpress.XtraReports.UI.XRRichText xrRichText2; + private DevExpress.XtraReports.UI.XRRichText xrRichText1; } } diff --git a/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.resx b/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.resx index 8e6fc5452..0f509d5b6 100644 --- a/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.resx +++ b/ReportImp/LebenshilfeFrankfurtOder/RechnungFud.resx @@ -117,7 +117,13 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 - - 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WAAgAFwAdQA4ADIAMQAxAFwAJwA5ADYAIABHAGwAXAB1ADIAMgA4AFwAJwBlADQAdQBiAGkAZwBlAHIALQBJAEQAOgBEAEUANQAyAFoAWgBaADAAMAAwADAAMAA0ADAAMQA5ADcAMQB9AFwAZgAyAFwAZgBzADIANABcAGwAYQBuAGcAMQAwADMAMQBcAGwAYQBuAGcAZgBlADEAMAAzADEAXABjAGYAMQBcAHAAYQByAH0A 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\ No newline at end of file diff --git a/ReportImp/LebenshilfeFrankfurtOder/lebenshilfe_neu.png b/ReportImp/LebenshilfeFrankfurtOder/lebenshilfe_neu.png new file mode 100644 index 000000000..138f763af Binary files /dev/null and b/ReportImp/LebenshilfeFrankfurtOder/lebenshilfe_neu.png differ diff --git a/ReportImp/LebenshilfeStade/Invoicing/CustomInvoiceCreation.cs b/ReportImp/LebenshilfeStade/Invoicing/CustomInvoiceCreation.cs index 45e31f18f..812c4af14 100644 --- a/ReportImp/LebenshilfeStade/Invoicing/CustomInvoiceCreation.cs +++ b/ReportImp/LebenshilfeStade/Invoicing/CustomInvoiceCreation.cs @@ -93,7 +93,7 @@ namespace LebenshilfeStade.Invoicing var minsProFLS = minutesPerServiceUnit != null ? minutesPerServiceUnit.CostRateValue : 60; foreach (InvoiceItem invoiceItem in newlist) - { + { if (!invoiceItem.AmountPerUnit.HasValue) { invoiceItem.AmountPerUnit = 0; @@ -106,7 +106,7 @@ namespace LebenshilfeStade.Invoicing } if (addRateFactorToUnitCount && invoiceItem.RateFactor.HasValue) - { + { invoiceItem.UnitCount = (invoiceItem.UnitCount ?? 0) * ((invoiceItem.RateFactor + 100) / 100); } diff --git a/ReportImp/PaSMoenchengladbach/Properties/licenses.licx b/ReportImp/PaSMoenchengladbach/Properties/licenses.licx index e69de29bb..d59547a61 100644 --- a/ReportImp/PaSMoenchengladbach/Properties/licenses.licx +++ b/ReportImp/PaSMoenchengladbach/Properties/licenses.licx @@ -0,0 +1 @@ +DevExpress.XtraReports.UI.XtraReport, DevExpress.XtraReports.v23.2, Version=23.2.4.0, Culture=neutral, PublicKeyToken=b88d1754d700e49a diff --git a/ReportImp/PariSozial/Invoicing/SettlementInvoiceCreation.cs b/ReportImp/PariSozial/Invoicing/SettlementInvoiceCreation.cs index f091d3f72..90003f22c 100644 --- a/ReportImp/PariSozial/Invoicing/SettlementInvoiceCreation.cs +++ b/ReportImp/PariSozial/Invoicing/SettlementInvoiceCreation.cs @@ -17,7 +17,22 @@ namespace PariSozial.Invoicing return true; } - public override bool CanCreateInvoiceTheOldWay(Settlement2DC si, CostBearer2SupportConcept c2s) + public override void CreateRecipientInformation(Settlement2DC settlementInvoice, CostBearer2SupportConcept c2s) + { + base.CreateRecipientInformation(settlementInvoice, c2s); + + if (c2s.CostBearer != null && c2s.CostBearer.Organisation != null) + { + if (c2s.CostBearer.Organisation.InvoiceAddress != null) + { + settlementInvoice.RecipientPostCode = c2s.CostBearer.Organisation.InvoiceAddress.PostalCode; + settlementInvoice.RecipientStreet = c2s.CostBearer.Organisation.InvoiceAddress.Street; + settlementInvoice.RecipientTown = c2s.CostBearer.Organisation.InvoiceAddress.Town; + } + } + } + + public override bool CanCreateInvoiceTheOldWay(Settlement2DC si, CostBearer2SupportConcept c2s) { return false; } diff --git a/ReportImp/PariSozial/QuittierungsbelegMitDatum.Designer.cs b/ReportImp/PariSozial/QuittierungsbelegMitDatum.Designer.cs index a3a74628f..0865175d6 100644 --- a/ReportImp/PariSozial/QuittierungsbelegMitDatum.Designer.cs +++ b/ReportImp/PariSozial/QuittierungsbelegMitDatum.Designer.cs @@ -1,7 +1,7 @@ using BeWo.Report.ReportObjects; namespace PariSozial { - partial class Quittierungsbeleg2 + partial class Quittierungsbeleg { /// /// Required designer variable. @@ -30,7 +30,8 @@ namespace PariSozial private void InitializeComponent() { this.components = new System.ComponentModel.Container(); - System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Quittierungsbeleg2)); + System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(Quittierungsbeleg)); + DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark(); this.Detail = new DevExpress.XtraReports.UI.DetailBand(); this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); this.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); @@ -64,9 +65,9 @@ namespace PariSozial this.xrLabel17 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel18 = new DevExpress.XtraReports.UI.XRLabel(); this.xrTableCell49 = new DevExpress.XtraReports.UI.XRTableCell(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); this.formattingRuleStartDate = new DevExpress.XtraReports.UI.FormattingRule(); this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); + this.xrPictureBox3 = new DevExpress.XtraReports.UI.XRPictureBox(); this.xrLabel7 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel6 = new DevExpress.XtraReports.UI.XRLabel(); @@ -83,13 +84,9 @@ namespace PariSozial this.xrLabel11 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel9 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel22 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel19 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel20 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel23 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel10 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel21 = new DevExpress.XtraReports.UI.XRLabel(); - this.lblFehlkontakt = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel16 = new DevExpress.XtraReports.UI.XRLabel(); this.xrPictureBox1 = new DevExpress.XtraReports.UI.XRPictureBox(); this.xrPictureBox2 = new DevExpress.XtraReports.UI.XRPictureBox(); @@ -125,13 +122,13 @@ namespace PariSozial this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel12 = new DevExpress.XtraReports.UI.XRLabel(); this.fieldKontaktArt = new DevExpress.XtraReports.UI.CalculatedField(); - this.xrPictureBox3 = new DevExpress.XtraReports.UI.XRPictureBox(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTableServiceRecords1)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTableAbwesenheiten)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail @@ -158,7 +155,7 @@ namespace PariSozial // this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrTable3}); - this.Detail1.HeightF = 20F; + this.Detail1.HeightF = 35F; this.Detail1.Name = "Detail1"; this.Detail1.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); this.Detail1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; @@ -175,7 +172,7 @@ namespace PariSozial this.xrTable3.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); this.xrTable3.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRow6}); - this.xrTable3.SizeF = new System.Drawing.SizeF(735F, 20F); + this.xrTable3.SizeF = new System.Drawing.SizeF(735F, 35F); this.xrTable3.StylePriority.UseFont = false; this.xrTable3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; // @@ -193,7 +190,7 @@ namespace PariSozial this.xrTableRow6.Name = "xrTableRow6"; this.xrTableRow6.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); this.xrTableRow6.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; - this.xrTableRow6.Weight = 1D; + this.xrTableRow6.Weight = 1.75D; // // xrTableCell13 // @@ -311,7 +308,7 @@ namespace PariSozial new DevExpress.XtraReports.UI.XRBinding("Tag", null, "Services.Signature")}); this.picSignature.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.picSignature.Name = "picSignature"; - this.picSignature.SizeF = new System.Drawing.SizeF(160.0001F, 20.00001F); + this.picSignature.SizeF = new System.Drawing.SizeF(160.0001F, 35F); this.picSignature.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; this.picSignature.StylePriority.UseBorders = false; this.picSignature.BeforePrint += new DevExpress.XtraReports.UI.BeforePrintEventHandler(this.picSignature_BeforePrint); @@ -595,10 +592,6 @@ namespace PariSozial this.xrTableCell49.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; this.xrTableCell49.Weight = 0.44692737430167606D; // - // bindingSource1 - // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServicesOverviewRO); - // // formattingRuleStartDate // this.formattingRuleStartDate.Condition = "[StartDate2] < [StartDate]"; @@ -620,6 +613,14 @@ namespace PariSozial this.ReportHeader.HeightF = 137.8591F; this.ReportHeader.Name = "ReportHeader"; // + // xrPictureBox3 + // + this.xrPictureBox3.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox3.ImageSource")); + this.xrPictureBox3.LocationFloat = new DevExpress.Utils.PointFloat(415F, 0F); + this.xrPictureBox3.Name = "xrPictureBox3"; + this.xrPictureBox3.SizeF = new System.Drawing.SizeF(319.9998F, 47.61108F); + this.xrPictureBox3.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; + // // xrLabel7 // this.xrLabel7.BackColor = System.Drawing.Color.Gainsboro; @@ -763,6 +764,7 @@ namespace PariSozial // // topMarginBand1 // + this.topMarginBand1.HeightF = 120F; this.topMarginBand1.Name = "topMarginBand1"; // // bottomMarginBand1 @@ -776,13 +778,9 @@ namespace PariSozial this.xrLabel11, this.xrLabel9, this.xrLabel22, - this.xrLabel19, - this.xrLabel20, this.xrLabel23, this.xrLabel10, this.xrLabel1, - this.xrLabel21, - this.lblFehlkontakt, this.xrLabel16, this.xrPictureBox1, this.xrPictureBox2, @@ -797,7 +795,7 @@ namespace PariSozial this.xrLabel15, this.xrLabel13, this.xrLabel12}); - this.GroupFooter1.HeightF = 290.8333F; + this.GroupFooter1.HeightF = 250.8333F; this.GroupFooter1.KeepTogether = true; this.GroupFooter1.Name = "GroupFooter1"; // @@ -847,39 +845,6 @@ namespace PariSozial this.xrLabel22.StylePriority.UseTextAlignment = false; this.xrLabel22.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; // - // xrLabel19 - // - this.xrLabel19.Borders = DevExpress.XtraPrinting.BorderSide.Right; - this.xrLabel19.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel19.LocationFloat = new DevExpress.Utils.PointFloat(244.9999F, 40.00003F); - this.xrLabel19.Name = "xrLabel19"; - this.xrLabel19.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); - this.xrLabel19.SizeF = new System.Drawing.SizeF(85F, 20F); - this.xrLabel19.StylePriority.UseBackColor = false; - this.xrLabel19.StylePriority.UseBorders = false; - this.xrLabel19.StylePriority.UseFont = false; - this.xrLabel19.StylePriority.UsePadding = false; - this.xrLabel19.StylePriority.UseTextAlignment = false; - this.xrLabel19.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // xrLabel20 - // - this.xrLabel20.BackColor = System.Drawing.Color.Gainsboro; - this.xrLabel20.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Right | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrLabel20.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { - new DevExpress.XtraReports.UI.XRBinding("Text", null, "TotalFLMFehlkontakte", "{0:0.##}")}); - this.xrLabel20.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel20.LocationFloat = new DevExpress.Utils.PointFloat(329.9999F, 40.00003F); - this.xrLabel20.Name = "xrLabel20"; - this.xrLabel20.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); - this.xrLabel20.SizeF = new System.Drawing.SizeF(85F, 20F); - this.xrLabel20.StylePriority.UseBackColor = false; - this.xrLabel20.StylePriority.UseBorders = false; - this.xrLabel20.StylePriority.UseFont = false; - this.xrLabel20.StylePriority.UsePadding = false; - this.xrLabel20.StylePriority.UseTextAlignment = false; - this.xrLabel20.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; - // // xrLabel23 // this.xrLabel23.BackColor = System.Drawing.Color.Transparent; @@ -931,44 +896,12 @@ namespace PariSozial this.xrLabel1.StylePriority.UseTextAlignment = false; this.xrLabel1.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleCenter; // - // xrLabel21 - // - this.xrLabel21.BackColor = System.Drawing.Color.Gainsboro; - this.xrLabel21.Borders = ((DevExpress.XtraPrinting.BorderSide)((DevExpress.XtraPrinting.BorderSide.Right | DevExpress.XtraPrinting.BorderSide.Bottom))); - this.xrLabel21.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel21.LocationFloat = new DevExpress.Utils.PointFloat(414.9999F, 40.00003F); - this.xrLabel21.Name = "xrLabel21"; - this.xrLabel21.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); - this.xrLabel21.SizeF = new System.Drawing.SizeF(320F, 20F); - this.xrLabel21.StylePriority.UseBackColor = false; - this.xrLabel21.StylePriority.UseBorders = false; - this.xrLabel21.StylePriority.UseFont = false; - this.xrLabel21.StylePriority.UsePadding = false; - this.xrLabel21.StylePriority.UseTextAlignment = false; - this.xrLabel21.Text = "Fehlkontakte in Minuten"; - this.xrLabel21.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // - // lblFehlkontakt - // - this.lblFehlkontakt.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.lblFehlkontakt.LocationFloat = new DevExpress.Utils.PointFloat(0F, 39.99999F); - this.lblFehlkontakt.Name = "lblFehlkontakt"; - this.lblFehlkontakt.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); - this.lblFehlkontakt.SizeF = new System.Drawing.SizeF(245F, 20F); - this.lblFehlkontakt.StylePriority.UseBackColor = false; - this.lblFehlkontakt.StylePriority.UseBorders = false; - this.lblFehlkontakt.StylePriority.UseFont = false; - this.lblFehlkontakt.StylePriority.UsePadding = false; - this.lblFehlkontakt.StylePriority.UseTextAlignment = false; - this.lblFehlkontakt.Text = "F = Fehlkontakt"; - this.lblFehlkontakt.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // // xrLabel16 // this.xrLabel16.BackColor = System.Drawing.Color.Transparent; this.xrLabel16.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "EmployeeSignatureDate", "{0:dd.MM.yyyy}")}); - this.xrLabel16.LocationFloat = new DevExpress.Utils.PointFloat(400.3056F, 235.3333F); + this.xrLabel16.LocationFloat = new DevExpress.Utils.PointFloat(398.3099F, 195.3333F); this.xrLabel16.Name = "xrLabel16"; this.xrLabel16.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel16.SizeF = new System.Drawing.SizeF(136.8289F, 35.50002F); @@ -980,7 +913,7 @@ namespace PariSozial // this.xrPictureBox1.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("ImageSource", null, "EmployeeSignature")}); - this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(537.6345F, 235.3333F); + this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(535.6389F, 195.3333F); this.xrPictureBox1.Name = "xrPictureBox1"; this.xrPictureBox1.Scripts.OnBeforePrint = "xrPictureBox1_BeforePrint"; this.xrPictureBox1.SizeF = new System.Drawing.SizeF(199.3611F, 35.50002F); @@ -990,7 +923,7 @@ namespace PariSozial // this.xrPictureBox2.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("ImageSource", null, "CustomerSignature")}); - this.xrPictureBox2.LocationFloat = new DevExpress.Utils.PointFloat(188.69F, 235.3333F); + this.xrPictureBox2.LocationFloat = new DevExpress.Utils.PointFloat(186.6943F, 195.3333F); this.xrPictureBox2.Name = "xrPictureBox2"; this.xrPictureBox2.SizeF = new System.Drawing.SizeF(199.3611F, 35.50002F); this.xrPictureBox2.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; @@ -999,7 +932,7 @@ namespace PariSozial // this.xrLabel14.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "CustomerSignatureDate", "{0:dd.MM.yyyy}")}); - this.xrLabel14.LocationFloat = new DevExpress.Utils.PointFloat(51.35667F, 235.3333F); + this.xrLabel14.LocationFloat = new DevExpress.Utils.PointFloat(49.36096F, 195.3333F); this.xrLabel14.Name = "xrLabel14"; this.xrLabel14.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); this.xrLabel14.SizeF = new System.Drawing.SizeF(137.3333F, 35.50008F); @@ -1010,7 +943,7 @@ namespace PariSozial // this.lblUnterschriftKlient.Borders = DevExpress.XtraPrinting.BorderSide.Top; this.lblUnterschriftKlient.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.lblUnterschriftKlient.LocationFloat = new DevExpress.Utils.PointFloat(51.35667F, 270.8332F); + this.lblUnterschriftKlient.LocationFloat = new DevExpress.Utils.PointFloat(49.36096F, 230.8332F); this.lblUnterschriftKlient.Name = "lblUnterschriftKlient"; this.lblUnterschriftKlient.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); this.lblUnterschriftKlient.SizeF = new System.Drawing.SizeF(336.6944F, 20F); @@ -1026,7 +959,7 @@ namespace PariSozial // this.lblUnterschriftMitarbeiter.Borders = DevExpress.XtraPrinting.BorderSide.Top; this.lblUnterschriftMitarbeiter.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.lblUnterschriftMitarbeiter.LocationFloat = new DevExpress.Utils.PointFloat(400.3056F, 270.8333F); + this.lblUnterschriftMitarbeiter.LocationFloat = new DevExpress.Utils.PointFloat(398.3099F, 230.8333F); this.lblUnterschriftMitarbeiter.Name = "lblUnterschriftMitarbeiter"; this.lblUnterschriftMitarbeiter.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); this.lblUnterschriftMitarbeiter.SizeF = new System.Drawing.SizeF(336.6944F, 19.99998F); @@ -1046,7 +979,7 @@ namespace PariSozial | DevExpress.XtraPrinting.BorderSide.Bottom))); this.xrTableAbwesenheiten.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Regular, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrTableAbwesenheiten.LocationFloat = new DevExpress.Utils.PointFloat(171.9956F, 100.8333F); + this.xrTableAbwesenheiten.LocationFloat = new DevExpress.Utils.PointFloat(170F, 60.83328F); this.xrTableAbwesenheiten.Name = "xrTableAbwesenheiten"; this.xrTableAbwesenheiten.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); this.xrTableAbwesenheiten.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { @@ -1272,7 +1205,7 @@ namespace PariSozial | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); this.lblHatAbwesenheiten.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.lblHatAbwesenheiten.LocationFloat = new DevExpress.Utils.PointFloat(437.1344F, 150.8333F); + this.lblHatAbwesenheiten.LocationFloat = new DevExpress.Utils.PointFloat(435.1388F, 110.8333F); this.lblHatAbwesenheiten.Name = "lblHatAbwesenheiten"; this.lblHatAbwesenheiten.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); this.lblHatAbwesenheiten.SizeF = new System.Drawing.SizeF(30F, 30F); @@ -1289,7 +1222,7 @@ namespace PariSozial | DevExpress.XtraPrinting.BorderSide.Right) | DevExpress.XtraPrinting.BorderSide.Bottom))); this.lblHatGruppen.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.lblHatGruppen.LocationFloat = new DevExpress.Utils.PointFloat(437.1344F, 100.8333F); + this.lblHatGruppen.LocationFloat = new DevExpress.Utils.PointFloat(435.1388F, 60.83328F); this.lblHatGruppen.Name = "lblHatGruppen"; this.lblHatGruppen.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); this.lblHatGruppen.SizeF = new System.Drawing.SizeF(30F, 30F); @@ -1303,7 +1236,7 @@ namespace PariSozial // xrRichText2 // this.xrRichText2.Font = new DevExpress.Drawing.DXFont("Arial", 8F); - this.xrRichText2.LocationFloat = new DevExpress.Utils.PointFloat(476.4679F, 150.8333F); + this.xrRichText2.LocationFloat = new DevExpress.Utils.PointFloat(474.4723F, 110.8333F); this.xrRichText2.Name = "xrRichText2"; this.xrRichText2.SerializableRtfString = resources.GetString("xrRichText2.SerializableRtfString"); this.xrRichText2.SizeF = new System.Drawing.SizeF(264.972F, 68.05556F); @@ -1312,7 +1245,7 @@ namespace PariSozial // xrRichText1 // this.xrRichText1.Font = new DevExpress.Drawing.DXFont("Arial", 8F); - this.xrRichText1.LocationFloat = new DevExpress.Utils.PointFloat(476.4679F, 100.8333F); + this.xrRichText1.LocationFloat = new DevExpress.Utils.PointFloat(474.4723F, 60.83328F); this.xrRichText1.Name = "xrRichText1"; this.xrRichText1.SerializableRtfString = resources.GetString("xrRichText1.SerializableRtfString"); this.xrRichText1.SizeF = new System.Drawing.SizeF(264.9721F, 50F); @@ -1321,7 +1254,7 @@ namespace PariSozial // xrLabel15 // this.xrLabel15.Font = new DevExpress.Drawing.DXFont("Arial", 10F, DevExpress.Drawing.DXFontStyle.Underline); - this.xrLabel15.LocationFloat = new DevExpress.Utils.PointFloat(1.995564F, 100.8333F); + this.xrLabel15.LocationFloat = new DevExpress.Utils.PointFloat(0F, 60.83328F); this.xrLabel15.Multiline = true; this.xrLabel15.Name = "xrLabel15"; this.xrLabel15.Padding = new DevExpress.XtraPrinting.PaddingInfo(3, 2, 0, 0, 100F); @@ -1371,15 +1304,11 @@ namespace PariSozial this.fieldKontaktArt.FieldType = DevExpress.XtraReports.UI.FieldType.String; this.fieldKontaktArt.Name = "fieldKontaktArt"; // - // xrPictureBox3 + // bindingSource1 // - this.xrPictureBox3.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox3.ImageSource")); - this.xrPictureBox3.LocationFloat = new DevExpress.Utils.PointFloat(415F, 0F); - this.xrPictureBox3.Name = "xrPictureBox3"; - this.xrPictureBox3.SizeF = new System.Drawing.SizeF(319.9998F, 47.61108F); - this.xrPictureBox3.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServicesOverviewRO); // - // Quittierungsbeleg2 + // Quittierungsbeleg // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { this.Detail, @@ -1398,17 +1327,19 @@ namespace PariSozial this.formattingRuleServiceDesc, this.formattingRuleCostBearer, this.formattingRuleEmployeeName}); - this.Margins = new DevExpress.Drawing.DXMargins(50F, 30F, 100F, 30F); + this.Margins = new DevExpress.Drawing.DXMargins(50F, 30F, 120F, 30F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + this.Watermarks.Add(xrWatermark1); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTableServiceRecords1)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTableAbwesenheiten)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -1499,15 +1430,11 @@ namespace PariSozial private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox2; private DevExpress.XtraReports.UI.XRLabel xrLabel16; private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; - private DevExpress.XtraReports.UI.XRLabel lblFehlkontakt; private DevExpress.XtraReports.UI.XRLabel xrLabel9; private DevExpress.XtraReports.UI.XRLabel xrLabel22; - private DevExpress.XtraReports.UI.XRLabel xrLabel19; - private DevExpress.XtraReports.UI.XRLabel xrLabel20; private DevExpress.XtraReports.UI.XRLabel xrLabel23; private DevExpress.XtraReports.UI.XRLabel xrLabel10; private DevExpress.XtraReports.UI.XRLabel xrLabel1; - private DevExpress.XtraReports.UI.XRLabel xrLabel21; private DevExpress.XtraReports.UI.XRLabel xrLabel11; private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox3; } diff --git a/ReportImp/PariSozial/QuittierungsbelegMitDatum.cs b/ReportImp/PariSozial/QuittierungsbelegMitDatum.cs index 947496b48..8f0d34af5 100644 --- a/ReportImp/PariSozial/QuittierungsbelegMitDatum.cs +++ b/ReportImp/PariSozial/QuittierungsbelegMitDatum.cs @@ -11,9 +11,9 @@ using DevExpress.XtraReports.UI; namespace PariSozial { - public partial class Quittierungsbeleg2 : DevExpress.XtraReports.UI.XtraReport//, IBeWoReport + public partial class Quittierungsbeleg : DevExpress.XtraReports.UI.XtraReport, IBeWoReport { - public Quittierungsbeleg2() + public Quittierungsbeleg() { InitializeComponent(); } diff --git a/ReportImp/PariSozial/SettlementReport2.Designer.cs b/ReportImp/PariSozial/SettlementReport2.Designer.cs index f13b0465c..b6b0a67ff 100644 --- a/ReportImp/PariSozial/SettlementReport2.Designer.cs +++ b/ReportImp/PariSozial/SettlementReport2.Designer.cs @@ -38,11 +38,7 @@ namespace PariSozial this.xrLabel9 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); this.ruleRateFactorNull = new DevExpress.XtraReports.UI.FormattingRule(); - this.RecipientPostCodeAndTown = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel_RecipientStreet = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel_RecipientDivision = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel_RecipientContactPerson = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); + this.lblAdresse = new DevExpress.XtraReports.UI.XRLabel(); this.ReportFooter = new DevExpress.XtraReports.UI.ReportFooterBand(); this.lblHinweise = new DevExpress.XtraReports.UI.XRLabel(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); @@ -75,6 +71,7 @@ namespace PariSozial this.xrTableCell5 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell4 = new DevExpress.XtraReports.UI.XRTableCell(); this.Zwischensumme = new DevExpress.XtraReports.UI.GroupFooterBand(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); this.GroupFooter1 = new DevExpress.XtraReports.UI.GroupFooterBand(); this.xrTable3 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow3 = new DevExpress.XtraReports.UI.XRTableRow(); @@ -104,11 +101,10 @@ namespace PariSozial this.xrTableCell28 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell30 = new DevExpress.XtraReports.UI.XRTableCell(); this.xrTableCell31 = new DevExpress.XtraReports.UI.XRTableCell(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); ((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.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail @@ -154,65 +150,16 @@ namespace PariSozial this.ruleRateFactorNull.Formatting.Visible = DevExpress.Utils.DefaultBoolean.False; this.ruleRateFactorNull.Name = "ruleRateFactorNull"; // - // RecipientPostCodeAndTown + // lblAdresse // - this.RecipientPostCodeAndTown.CanShrink = true; - this.RecipientPostCodeAndTown.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.RecipientPostCodeAndTown.LocationFloat = new DevExpress.Utils.PointFloat(0F, 68.00003F); - this.RecipientPostCodeAndTown.Name = "RecipientPostCodeAndTown"; - this.RecipientPostCodeAndTown.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.RecipientPostCodeAndTown.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; - this.RecipientPostCodeAndTown.SizeF = new System.Drawing.SizeF(292F, 17F); - this.RecipientPostCodeAndTown.StylePriority.UseFont = false; - this.RecipientPostCodeAndTown.Text = "[RecipientPostCodeAndTown]"; - // - // xrLabel_RecipientStreet - // - this.xrLabel_RecipientStreet.CanShrink = true; - this.xrLabel_RecipientStreet.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel_RecipientStreet.LocationFloat = new DevExpress.Utils.PointFloat(0F, 51.00002F); - this.xrLabel_RecipientStreet.Name = "xrLabel_RecipientStreet"; - this.xrLabel_RecipientStreet.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel_RecipientStreet.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; - this.xrLabel_RecipientStreet.SizeF = new System.Drawing.SizeF(292F, 17F); - this.xrLabel_RecipientStreet.StylePriority.UseFont = false; - this.xrLabel_RecipientStreet.Text = "[RecipientStreet]"; - // - // xrLabel_RecipientDivision - // - this.xrLabel_RecipientDivision.CanShrink = true; - this.xrLabel_RecipientDivision.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel_RecipientDivision.LocationFloat = new DevExpress.Utils.PointFloat(0F, 34.00002F); - this.xrLabel_RecipientDivision.Name = "xrLabel_RecipientDivision"; - this.xrLabel_RecipientDivision.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel_RecipientDivision.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; - this.xrLabel_RecipientDivision.SizeF = new System.Drawing.SizeF(292F, 17F); - this.xrLabel_RecipientDivision.StylePriority.UseFont = false; - this.xrLabel_RecipientDivision.Text = "[RecipientDivision]"; - // - // xrLabel_RecipientContactPerson - // - this.xrLabel_RecipientContactPerson.CanShrink = true; - this.xrLabel_RecipientContactPerson.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel_RecipientContactPerson.LocationFloat = new DevExpress.Utils.PointFloat(0F, 17.00001F); - this.xrLabel_RecipientContactPerson.Name = "xrLabel_RecipientContactPerson"; - this.xrLabel_RecipientContactPerson.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel_RecipientContactPerson.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; - this.xrLabel_RecipientContactPerson.SizeF = new System.Drawing.SizeF(292F, 17F); - this.xrLabel_RecipientContactPerson.StylePriority.UseFont = false; - this.xrLabel_RecipientContactPerson.Text = "[RecipientContactPerson]"; - // - // xrLabel1 - // - this.xrLabel1.CanShrink = true; - this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrLabel1.Name = "xrLabel1"; - this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel1.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; - this.xrLabel1.SizeF = new System.Drawing.SizeF(292F, 17F); - this.xrLabel1.StylePriority.UseFont = false; - this.xrLabel1.Text = "[RecipientOrganisation]"; + this.lblAdresse.Font = new DevExpress.Drawing.DXFont("Arial", 10F); + this.lblAdresse.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.lblAdresse.Multiline = true; + this.lblAdresse.Name = "lblAdresse"; + this.lblAdresse.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.lblAdresse.ProcessNullValues = DevExpress.XtraReports.UI.ValueSuppressType.SuppressAndShrink; + this.lblAdresse.SizeF = new System.Drawing.SizeF(340.3333F, 156.0001F); + this.lblAdresse.StylePriority.UseFont = false; // // ReportFooter // @@ -253,11 +200,7 @@ namespace PariSozial this.xrLabel2, this.xrLabel13, this.xrLabel7, - this.xrLabel1, - this.xrLabel_RecipientContactPerson, - this.xrLabel_RecipientDivision, - this.xrLabel_RecipientStreet, - this.RecipientPostCodeAndTown, + this.lblAdresse, this.xrLabel8}); this.GroupHeader1.HeightF = 406.1667F; this.GroupHeader1.Name = "GroupHeader1"; @@ -619,6 +562,10 @@ namespace PariSozial this.Zwischensumme.HeightF = 0F; this.Zwischensumme.Name = "Zwischensumme"; // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.Settlement2RO); + // // GroupFooter1 // this.GroupFooter1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { @@ -1029,10 +976,6 @@ namespace PariSozial this.xrTableCell31.TextFormatString = "{0:c}"; this.xrTableCell31.Weight = 0.14186548034377122D; // - // bindingSource1 - // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.Settlement2RO); - // // Spitzabrechnung // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -1060,8 +1003,8 @@ namespace PariSozial this.Watermarks.Add(xrWatermark1); ((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.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -1071,11 +1014,7 @@ namespace PariSozial private DevExpress.XtraReports.UI.DetailBand Detail; private System.Windows.Forms.BindingSource bindingSource1; private DevExpress.XtraReports.UI.ReportHeaderBand ReportHeader; - private DevExpress.XtraReports.UI.XRLabel RecipientPostCodeAndTown; - private DevExpress.XtraReports.UI.XRLabel xrLabel_RecipientStreet; - private DevExpress.XtraReports.UI.XRLabel xrLabel_RecipientDivision; - private DevExpress.XtraReports.UI.XRLabel xrLabel_RecipientContactPerson; - private DevExpress.XtraReports.UI.XRLabel xrLabel1; + private DevExpress.XtraReports.UI.XRLabel lblAdresse; private DevExpress.XtraReports.UI.ReportFooterBand ReportFooter; private DevExpress.XtraReports.UI.XRLabel lblHinweise; private DevExpress.XtraReports.UI.FormattingRule ruleRateFactorNull; diff --git a/ReportImp/PariSozial/SettlementReport2.cs b/ReportImp/PariSozial/SettlementReport2.cs index ffaf906a6..9b53d112e 100644 --- a/ReportImp/PariSozial/SettlementReport2.cs +++ b/ReportImp/PariSozial/SettlementReport2.cs @@ -9,6 +9,7 @@ using System.Text.RegularExpressions; using BS.Shared.Extensions; using BeWo.Data.Access; using BeWo.Data.Entities; +using System.Text; namespace PariSozial { @@ -21,8 +22,47 @@ namespace PariSozial public void SetReportDataSource(Settlement2RO pRO) { + StringBuilder sb = new StringBuilder(); + + if (!String.IsNullOrEmpty(pRO.RecipientOrganisation)) + { + sb.AppendLine(pRO.RecipientOrganisation); + } + if (pRO.InvoiceBaseOid.HasValue) + { + var ib = DAOFactory.GenericDAO.LoadByID(pRO.InvoiceBaseOid.Value); + var org = ib.CostBearer2SupportConcept.CostBearer.Organisation; + if (org.InvoiceAddress != null && !String.IsNullOrWhiteSpace(org.InvoiceAddress.AddressLine1)) + { + pRO.RecipientDivision = org.InvoiceAddress.AddressLine1; + } + } + if (!String.IsNullOrEmpty(pRO.RecipientDivision)) + { + sb.AppendLine(pRO.RecipientDivision); + } - decimal rateFactor = 1; + + if (!String.IsNullOrEmpty(pRO.RecipientPostBox)) + { + sb.AppendLine(pRO.RecipientPostBox); + } + else + { + if (!String.IsNullOrEmpty(pRO.RecipientStreet)) + { + sb.AppendLine(pRO.RecipientStreet); + } + } + if (!String.IsNullOrEmpty(pRO.RecipientPostCodeAndTown)) + { + sb.AppendLine(pRO.RecipientPostCodeAndTown); + } + + lblAdresse.Text = sb.ToString(); + + + decimal rateFactor = 1; decimal flsSum = 0; decimal amountSum = 0; foreach (var ii in pRO.InvoiceItems) diff --git a/ReportImp/ProfEggersStiftung/ProfEggersStiftung.csproj b/ReportImp/ProfEggersStiftung/ProfEggersStiftung.csproj index efd6d7935..17273a470 100644 --- a/ReportImp/ProfEggersStiftung/ProfEggersStiftung.csproj +++ b/ReportImp/ProfEggersStiftung/ProfEggersStiftung.csproj @@ -33,12 +33,14 @@ false + + diff --git a/ReportImp/SHKServiceSBD/CustomMitarbeiterstundenkontoBerechnung.cs b/ReportImp/SHKServiceSBD/CustomMitarbeiterstundenkontoBerechnung.cs index 179a7d4e9..c74557868 100644 --- a/ReportImp/SHKServiceSBD/CustomMitarbeiterstundenkontoBerechnung.cs +++ b/ReportImp/SHKServiceSBD/CustomMitarbeiterstundenkontoBerechnung.cs @@ -171,10 +171,13 @@ namespace SHKServiceSBD if (!_SollStundenProTagDict.ContainsKey(key)) { decimal soll = 0; + bool gibtAz = false; foreach (var az in arbeitszeiten) { + if ((!az.GueltigVon.HasValue || az.GueltigVon.Value <= dt) && (!az.GueltigBis.HasValue || az.GueltigBis.Value >= dt)) { + gibtAz = true; foreach (var ae in az.ArbeitszeitEintraege) { if (ae.Employee == null || ae.Employee.Oid == empDetail.Employee.Oid) @@ -187,7 +190,10 @@ namespace SHKServiceSBD } } } - _SollStundenProTagDict[key] = soll; + if (gibtAz) + { + _SollStundenProTagDict[key] = soll; + } } dt = dt.AddDays(1); diff --git a/ReportImp/SKMAachen/CustomMitarbeiterstundenkontoBerechnung.cs b/ReportImp/SKMAachen/CustomMitarbeiterstundenkontoBerechnung.cs index 9afb8b3d2..f630c407e 100644 --- a/ReportImp/SKMAachen/CustomMitarbeiterstundenkontoBerechnung.cs +++ b/ReportImp/SKMAachen/CustomMitarbeiterstundenkontoBerechnung.cs @@ -225,5 +225,11 @@ namespace SKMAachen } return pausenZeit; } + + public override bool IsUrlaubAbsenceTime(AbsenceTime absenceTime) + { + return !String.IsNullOrEmpty(absenceTime.AbsenceReason.Description) && + (absenceTime.AbsenceReason.Description.ToLower().IndexOf("urlaub") >= 0 || absenceTime.AbsenceReason.Description.ToLower().IndexOf("regenerationstag") >= 0); + } } } diff --git a/ReportImp/SKMAachen/RechnungBeWo67.Designer.cs b/ReportImp/SKMAachen/RechnungBeWo67.Designer.cs index 4519176af..93d219282 100644 --- a/ReportImp/SKMAachen/RechnungBeWo67.Designer.cs +++ b/ReportImp/SKMAachen/RechnungBeWo67.Designer.cs @@ -30,12 +30,15 @@ namespace SKMAachen { this.components = new System.ComponentModel.Container(); System.ComponentModel.ComponentResourceManager resources = new System.ComponentModel.ComponentResourceManager(typeof(RechnungBeWo67)); + DevExpress.XtraReports.UI.XRWatermark xrWatermark1 = new DevExpress.XtraReports.UI.XRWatermark(); this.Detail = new DevExpress.XtraReports.UI.DetailBand(); this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); this.ruleRateFactorNull = new DevExpress.XtraReports.UI.FormattingRule(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); this.Page1 = new DevExpress.XtraReports.UI.GroupHeaderBand(); + this.xrLabel3 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel7 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); this.xrTable2 = new DevExpress.XtraReports.UI.XRTable(); @@ -60,9 +63,12 @@ namespace SKMAachen this.xrLabel15 = new DevExpress.XtraReports.UI.XRLabel(); this.GroupFooter2 = new DevExpress.XtraReports.UI.GroupFooterBand(); this.xrLabel4 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel5 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel6 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel9 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel10 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrPictureBox1 = new DevExpress.XtraReports.UI.XRPictureBox(); this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); - this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrLabel3 = new DevExpress.XtraReports.UI.XRLabel(); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); @@ -76,8 +82,10 @@ namespace SKMAachen // // ReportHeader // + this.ReportHeader.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrPictureBox1}); this.ReportHeader.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); - this.ReportHeader.HeightF = 90.70666F; + this.ReportHeader.HeightF = 80.70667F; this.ReportHeader.Name = "ReportHeader"; this.ReportHeader.StylePriority.UseFont = false; // @@ -94,7 +102,12 @@ namespace SKMAachen // // bottomMarginBand1 // - this.bottomMarginBand1.HeightF = 71F; + this.bottomMarginBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { + this.xrLabel10, + this.xrLabel9, + this.xrLabel6, + this.xrLabel5}); + this.bottomMarginBand1.HeightF = 125.5471F; this.bottomMarginBand1.Name = "bottomMarginBand1"; // // Page1 @@ -108,13 +121,42 @@ namespace SKMAachen this.lblForderung, this.xrLabel2, this.lblAbrechnungszeitraum}); - this.Page1.HeightF = 464.9494F; + this.Page1.HeightF = 473.1048F; this.Page1.Name = "Page1"; this.Page1.StylePriority.UseFont = false; // + // xrLabel3 + // + this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); + this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrLabel3.Multiline = true; + this.xrLabel3.Name = "xrLabel3"; + this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel3.SizeF = new System.Drawing.SizeF(317F, 32F); + this.xrLabel3.StylePriority.UseFont = false; + this.xrLabel3.StylePriority.UseTextAlignment = false; + this.xrLabel3.Text = "SKM - Katholischer Verein für soziale Dienste in Aachen e. V.\r\nHeinrichsallee 56 " + + "- 52062 Aachen"; + this.xrLabel3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; + // + // xrLabel1 + // + this.xrLabel1.BackColor = System.Drawing.Color.Transparent; + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Verdana", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 217.6081F); + this.xrLabel1.Multiline = true; + this.xrLabel1.Name = "xrLabel1"; + this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel1.SizeF = new System.Drawing.SizeF(262.4527F, 23F); + this.xrLabel1.StylePriority.UseBackColor = false; + this.xrLabel1.StylePriority.UseFont = false; + this.xrLabel1.Text = "Rechnungs-Nr. [InvoiceNumber]\n\n"; + this.xrLabel1.WordWrap = false; + // // xrLabel7 // - this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(0F, 22.81758F); + this.xrLabel7.LocationFloat = new DevExpress.Utils.PointFloat(0F, 32F); this.xrLabel7.Multiline = true; this.xrLabel7.Name = "xrLabel7"; this.xrLabel7.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -137,7 +179,7 @@ namespace SKMAachen // // xrTable2 // - this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(367.0001F, 0F); + this.xrTable2.LocationFloat = new DevExpress.Utils.PointFloat(367.0001F, 10F); this.xrTable2.Name = "xrTable2"; this.xrTable2.Rows.AddRange(new DevExpress.XtraReports.UI.XRTableRow[] { this.xrTableRow2, @@ -278,8 +320,9 @@ namespace SKMAachen // // lblForderung // - this.lblForderung.Font = new DevExpress.Drawing.DXFont("Verdana", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.lblForderung.LocationFloat = new DevExpress.Utils.PointFloat(0F, 423.6881F); + this.lblForderung.Font = new DevExpress.Drawing.DXFont("Verdana", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { + new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); + this.lblForderung.LocationFloat = new DevExpress.Utils.PointFloat(0F, 432.6881F); this.lblForderung.Multiline = true; this.lblForderung.Name = "lblForderung"; this.lblForderung.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -294,7 +337,7 @@ namespace SKMAachen this.xrLabel2.Multiline = true; this.xrLabel2.Name = "xrLabel2"; this.xrLabel2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel2.SizeF = new System.Drawing.SizeF(650F, 98.91333F); + this.xrLabel2.SizeF = new System.Drawing.SizeF(650F, 112.9134F); this.xrLabel2.StylePriority.UseBackColor = false; this.xrLabel2.StylePriority.UseFont = false; this.xrLabel2.Text = resources.GetString("xrLabel2.Text"); @@ -302,11 +345,11 @@ namespace SKMAachen // // lblAbrechnungszeitraum // - this.lblAbrechnungszeitraum.LocationFloat = new DevExpress.Utils.PointFloat(0F, 356.1882F); + this.lblAbrechnungszeitraum.LocationFloat = new DevExpress.Utils.PointFloat(0F, 370.1882F); this.lblAbrechnungszeitraum.Multiline = true; this.lblAbrechnungszeitraum.Name = "lblAbrechnungszeitraum"; this.lblAbrechnungszeitraum.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.lblAbrechnungszeitraum.SizeF = new System.Drawing.SizeF(650.0001F, 67.49997F); + this.lblAbrechnungszeitraum.SizeF = new System.Drawing.SizeF(650F, 62F); this.lblAbrechnungszeitraum.StylePriority.UseFont = false; this.lblAbrechnungszeitraum.Text = "Im Zeitraum [AccountingPeriodStart!dd.MM.yyyy] bis [AccountingPeriodEnd!dd.MM.yyy" + "y] wurden ____ Dienstleistungsstunden unmittelbare Betreuungsleistungen des Ambu" + @@ -325,7 +368,7 @@ namespace SKMAachen this.xrLabel15.Multiline = true; this.xrLabel15.Name = "xrLabel15"; this.xrLabel15.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel15.SizeF = new System.Drawing.SizeF(650F, 136.7343F); + this.xrLabel15.SizeF = new System.Drawing.SizeF(650F, 124.7343F); this.xrLabel15.StylePriority.UseFont = false; this.xrLabel15.StylePriority.UseTextAlignment = false; this.xrLabel15.Text = resources.GetString("xrLabel15.Text"); @@ -336,12 +379,12 @@ namespace SKMAachen this.GroupFooter2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrLabel4, this.xrLabel15}); - this.GroupFooter2.HeightF = 240.1258F; + this.GroupFooter2.HeightF = 229.1258F; this.GroupFooter2.Name = "GroupFooter2"; // // xrLabel4 // - this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(0F, 199.7091F); + this.xrLabel4.LocationFloat = new DevExpress.Utils.PointFloat(0F, 188.7091F); this.xrLabel4.Multiline = true; this.xrLabel4.Name = "xrLabel4"; this.xrLabel4.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -349,37 +392,80 @@ namespace SKMAachen this.xrLabel4.StylePriority.UseFont = false; this.xrLabel4.Text = "Unterschrift und Stempel des Anbieters "; // + // xrLabel5 + // + this.xrLabel5.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); + this.xrLabel5.ForeColor = System.Drawing.Color.Gray; + this.xrLabel5.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); + this.xrLabel5.Multiline = true; + this.xrLabel5.Name = "xrLabel5"; + this.xrLabel5.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel5.SizeF = new System.Drawing.SizeF(192.7083F, 71.10926F); + this.xrLabel5.StylePriority.UseFont = false; + this.xrLabel5.StylePriority.UseForeColor = false; + this.xrLabel5.StylePriority.UseTextAlignment = false; + this.xrLabel5.Text = "Bankverbindungen\r\n\r\nPax Bank eG Aachen\r\nIBAN: DE65 3706 0193 1005 5570 18\r\nBIC: G" + + "ENODED1PAX"; + this.xrLabel5.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopJustify; + // + // xrLabel6 + // + this.xrLabel6.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); + this.xrLabel6.ForeColor = System.Drawing.Color.Gray; + this.xrLabel6.LocationFloat = new DevExpress.Utils.PointFloat(192.7083F, 0F); + this.xrLabel6.Multiline = true; + this.xrLabel6.Name = "xrLabel6"; + this.xrLabel6.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel6.SizeF = new System.Drawing.SizeF(192.7083F, 71.10926F); + this.xrLabel6.StylePriority.UseFont = false; + this.xrLabel6.StylePriority.UseForeColor = false; + this.xrLabel6.StylePriority.UseTextAlignment = false; + this.xrLabel6.Text = "\r\n\r\nSparkasse Aachen\r\nIBAN: DE58 3905 0000 0000 0364 00\r\nBIC: AACSDE33"; + this.xrLabel6.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopJustify; + // + // xrLabel9 + // + this.xrLabel9.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); + this.xrLabel9.ForeColor = System.Drawing.Color.Gray; + this.xrLabel9.LocationFloat = new DevExpress.Utils.PointFloat(385.4167F, 0F); + this.xrLabel9.Multiline = true; + this.xrLabel9.Name = "xrLabel9"; + this.xrLabel9.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel9.SizeF = new System.Drawing.SizeF(192.7083F, 71.10926F); + this.xrLabel9.StylePriority.UseFont = false; + this.xrLabel9.StylePriority.UseForeColor = false; + this.xrLabel9.StylePriority.UseTextAlignment = false; + this.xrLabel9.Text = "Spendenkonto\r\n\r\nPax Bank eG Aachen\r\nIBAN: DE61 3706 0193 0000 1501 50\r\nBIC: GENOD" + + "ED1PAX"; + this.xrLabel9.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopJustify; + // + // xrLabel10 + // + this.xrLabel10.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); + this.xrLabel10.ForeColor = System.Drawing.Color.Gray; + this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(578.1249F, 0F); + this.xrLabel10.Multiline = true; + this.xrLabel10.Name = "xrLabel10"; + this.xrLabel10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel10.SizeF = new System.Drawing.SizeF(98.87506F, 71.10926F); + this.xrLabel10.StylePriority.UseFont = false; + this.xrLabel10.StylePriority.UseForeColor = false; + this.xrLabel10.StylePriority.UseTextAlignment = false; + this.xrLabel10.Text = "\r\n\r\nSteuernummer\r\n201/5903/3095"; + this.xrLabel10.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopJustify; + // + // xrPictureBox1 + // + this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource")); + this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(421.7502F, 0F); + this.xrPictureBox1.Name = "xrPictureBox1"; + this.xrPictureBox1.SizeF = new System.Drawing.SizeF(255.2498F, 80.70667F); + this.xrPictureBox1.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; + // // bindingSource1 // this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); // - // xrLabel1 - // - this.xrLabel1.BackColor = System.Drawing.Color.Transparent; - this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Verdana", 9.75F, DevExpress.Drawing.DXFontStyle.Bold, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] {new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); - this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0F, 217.6081F); - this.xrLabel1.Multiline = true; - this.xrLabel1.Name = "xrLabel1"; - this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel1.SizeF = new System.Drawing.SizeF(262.4527F, 23F); - this.xrLabel1.StylePriority.UseBackColor = false; - this.xrLabel1.StylePriority.UseFont = false; - this.xrLabel1.Text = "Rechnungs-Nr. [InvoiceNumber]\n\n"; - this.xrLabel1.WordWrap = false; - // - // xrLabel3 - // - this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Verdana", 7F); - this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrLabel3.Multiline = true; - this.xrLabel3.Name = "xrLabel3"; - this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel3.SizeF = new System.Drawing.SizeF(317F, 22.81758F); - this.xrLabel3.StylePriority.UseFont = false; - this.xrLabel3.StylePriority.UseTextAlignment = false; - this.xrLabel3.Text = "SKM Soziale Dienste e. V. - Heinrichsallee 56 - 52062 Aachen"; - this.xrLabel3.TextAlignment = DevExpress.XtraPrinting.TextAlignment.MiddleLeft; - // // RechnungBeWo67 // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -391,16 +477,20 @@ namespace SKMAachen this.GroupFooter2}); this.CalculatedFields.AddRange(new DevExpress.XtraReports.UI.CalculatedField[] { this.fieldMinuten}); + this.ComponentStorage.AddRange(new System.ComponentModel.IComponent[] { + this.bindingSource1}); this.DataSource = this.bindingSource1; this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung"; this.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new DevExpress.Drawing.DXMargins(75, 75, 222, 71); + this.Margins = new DevExpress.Drawing.DXMargins(75F, 75F, 222F, 125.5471F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; - this.Version = "17.1"; + this.Version = "23.2"; + xrWatermark1.Id = "Watermark1"; + this.Watermarks.Add(xrWatermark1); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); @@ -441,5 +531,10 @@ namespace SKMAachen private DevExpress.XtraReports.UI.XRTableCell xrTableCell5; private DevExpress.XtraReports.UI.XRLabel xrLabel3; private DevExpress.XtraReports.UI.XRLabel xrLabel1; + private DevExpress.XtraReports.UI.XRLabel xrLabel10; + private DevExpress.XtraReports.UI.XRLabel xrLabel9; + private DevExpress.XtraReports.UI.XRLabel xrLabel6; + private DevExpress.XtraReports.UI.XRLabel xrLabel5; + private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; } } diff --git a/ReportImp/SKMAachen/RechnungBeWo67.cs b/ReportImp/SKMAachen/RechnungBeWo67.cs index 5fff424ff..d164fa04b 100644 --- a/ReportImp/SKMAachen/RechnungBeWo67.cs +++ b/ReportImp/SKMAachen/RechnungBeWo67.cs @@ -52,7 +52,7 @@ namespace SKMAachen } lblForderung.Text = - String.Format("Hieraus ergibt sich eine Forderung von {0:0.00} Std. x {1:0.00} EUR = {2:0.00} EUR.", hours, hourlyRate, pRO.NetClaim); + String.Format("Hieraus ergibt sich eine Forderung von {0:0.00} Std. x {1:0.00} EUR = {2:0.00}.", hours, hourlyRate, pRO.NetClaim.Replace("€", "EUR")); lblAbrechnungszeitraum.Text = String.Format( diff --git a/ReportImp/SKMAachen/RechnungBeWo67.resx b/ReportImp/SKMAachen/RechnungBeWo67.resx index 3c8de1962..90f13eb83 100644 --- a/ReportImp/SKMAachen/RechnungBeWo67.resx +++ b/ReportImp/SKMAachen/RechnungBeWo67.resx @@ -117,8 +117,12 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 + + 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GYbZXIZhSlItMtAGAGCGxsbmv7/jL63OtKH/hVdGU5xrhmFCg8Q1aBhmn+IYHBq9PFqWj8kgqwZjnBMdlL9ca8U+bsr7PNM+n1cJAAD7xDPiqV3PjDPpL/JqAaYt7iUv6Lq3TNSnonldvzZZz8hfAqB14h5nGCYAwCyJZ6fTu56lpmpz5O+eDUkc6590HPte+mBedKhSYbCepGZlGKYkSeq5RSccnVY87pFp3ZteZ0AmtbP29a8qnrfDzDBMqJfLv/i54rUqzTTDMJttkMMwqy77xD/lNcPvW/GERxfPm+lmGGZzGYYpSbXIQBsAgBkaG5v/6q6/uDrdNuVVwqyL880wTGiQuAYNw5ymOBYHRQ+JvpmPzSA7L7pF/lKtFPu3tGN/Z9Lf51UCAMA+8Yx4eNcz40w6K68WYNriXvJfXfeWiXpK/v2ru359ov5j3xcAaKG4xxmGCQAwS+LZqfqz7rUdz1K99Ii8OLMojvPRXce9l+6aFx+qVBisJ6lZGYYpSZJm1MLb3yZd9Jg/TWv/5tVpw5c+n7atvCieMWD4LvmnDxfP0WFmGCbUz7o3vKZ4vUozyTDMZhv0MMxFJ85LO6+8Iq8dDtjw1S8Vz5mZZBhmcxmGKUm1yEAbAIAZGhub/8Cuv7g63b6eVwmzLs43wzChQeIaNAxzAOK4nBB9LhrPx2kQXRgdl79E68S+faxjX2fSE/MqAQDg/8RzYr8f5p+oQ/IqAaYl7iO37bqvTNbheZmPdv36RFU/hzhy3xcCaJm4vxmGCQAwi+L56d1dz1NT9c95UWZRHOfXdh33qVqWFx26VBisJ6lZGYYpSZIG3pKTj0srn/r4tP7v3pU2/egHaffWrfHcAbNr43e/VTwfh5lhmFA/43v2pBWPf1TxmpWmm2GYzTboYZhVa17ygrx2+K3dW7ekJaedWDxfZpJhmM1lGKYk1SIDbQAAZmhsbP6Noi0df3l1ur0grxJmXZxvhmFCg8Q1aBjmAMXxGfRQzCujM/LqWyX2a37Hfk63PdGf5FUCAMD/iefEf+x4bpxuv8yrA5i2uJe8oeveMlGL8iLVMk/o+m+T9Yq8GECrxP3NMEwAgFkUz0+ndz1PTdWm6Pp5cWZJHOPqH80sHf+JelVedOhSYbCepGZlGKYkSZr95h2eVjzukfuGY27+1S/S+N698RwCg7X1wmXl82+IGYYJ9bRz48Z912fpupWmk2GYzTYbwzAXHHVwuvrnP81fAVJa98bXls+VGWYYZnMZhilJtchAGwCAARgbm/+urr/A2m9XRz78xdDE+WYYJjRIXIOGYc6COE53iX7Scdxm0s7okXnVrRH7dINobd7H6faZvDoAAPgd8ax4Ytez43R6Rl4dwLTEfeSg6KKO+8pknZsXq5a7Zdd/m6yFeTGAVon7m2GYAACzKJ6fqu9Z+/3z2ofkxZkFcXzv1nW8p6r6RzqPzIsPXSoM1pPUrAzDlCRJQ2/xScem1c9/Ztpw3pfT7q1b4pkEZm7vrp3F822YGYYJ9XXNkkVp0fG3Ll67Ur8ZhtlsszIMM7rwwfdK43v25K/CKLtm6eK0YN5hxfNkphmG2VyGYUpSLTLQBgBgAMbG5h8aVQMtS3+htZfOzquCoYhzzjBMaJC4Bg3DnCVxrKoPDz0huiwfu5m0K3p8XnVrxD49u2Mf+21r5D0EAIAJxfPiZzueH/vtF9H18qoApiXuI/fouK9M1Z/mxfaJ//2brv8+WXfKiwG0RtzbDMMEAJhl8Qz17q5nqqn6p7wosyCO7we6jvdUfScvOidSYbCepGZlGKYkSZrTFt72iLTqGU9Kl/3rp9Ouq6+K5xOYvsWn3K54ng0rwzCh3jZ89UvFa1fqN8Mwm222hmFWXfKPH8hfhVG24rEPL54fg8gwzOYyDFOSapFhBAAAAzI2Nv+xXX+Rtde+FB2UVwNDEeecYZjQIHENGoY5y+KYVcf44x3HcLrtjZ6UV9sKsT/VwNAv5P3rp+pYPC6vBgAAiuKZ8RbRyvwM2U9XRLfNqwGYtriXfLDj3jJZO6Kb5MX2if/9zo7/PlXvzIsBtEbc2wzDBACYZfEMdXrXM9VUbYqunxdngKrjGlU/lywd94n687z4nEiFwXqSmpVhmJIkqTYtPPaItObZT9k34GV89+54VoH+XPjgexXPrWFlGCbU38VvfUPx+pX6yTDMZpvNYZiLTjg6bb/s0vyVGEWXf+GzxXNjUBmG2VyGYUpSLTLQBgBggMbG5j8r2t3xl1mn6tPRDfLiMDRx3hmGCQ0S16BhmEMSx+7M6LKOYzmdqiGQZ+VVtkLsz42if8/710vbo7G8OADMinivOTJ6dfTg/EtAQ8V1fGx0YVR6tiy1OjoxLw4wbXEvuUG0Md9bpur8vNj/iV97QNfvmaxLouvkRQFaIe5rhmECAMyyeIaq/vHCtR3PVL30gLw4AxTH9RFdx3mqtkR/kBefE6kwWE9SszIMU5Ik1bLFpxyf1v7Nq9M1C34dzyzQm1VPnl88n4aVYZhQf+N796ZVf/644jUs9ZphmM02m8Mwq9a84Nn5KzFqdm2+Oi2+8+2L58WgMgyzuQzDlKRaZKANAMCAjY3Nv2v0s/wXWidqefT4vAgMXZx/hmFCg8Q1aBjmEMXxOyT6dsfxnE7XRvfOq2yF2J/rRC+KroxK+1w1Hn0lOi4vBgADFe8x1YDmx0fnR9UA6ur9x7MPtEBcy38UvT/ala/tUtVz9rnRH+XFAGYk7if9/Jz0L/Ni/yd+7YZRdW8q/f5SD8qLArRC3NcMwwQAGIJ4jnp313PVVH04L8oAxXH9fNdxnqqP5UXnTCoM1pPUrAzDlCRJte+C+98jrX/vO9O2lRfF8wtMbLaHW02VYZjQDLuuviotu/dpxetY6iXDMJttGM8Lm378w/zVGCVr//rlxfNhkBmG2VyGYUpSLTLQBgBgloyNzT8tem30L1E1FOpj0Wuiu0cH5d8GcyLOQcMwoUHiGjQMc8jiGFaDH1/XcUyn0+bopLzK1oh9qoaQPTp6T/SF6IvRB6LnRrfKvw0ABireY6p/eOKD0dVR93uuZx9okbimD46eE304+nL0uaj6sP/8yBBMYKDivlJ9X9v9bDFRx+TFfkf8+je6ft9kfTwvBtAKcV8zDBMAYAjiOeqeXc9VU7Uhum5enAGI43mzaEc+vr1237z4nEmFwXqSmpVhmJIkqVEtP+vMdPlnP5V2b90azzLwuy5++98Wz5thZRgmNMeWC5alRSccVbyWpakyDLPZhjEMsxrmPr57V/6KjIJrFvw6LTz6kOL5MMgMw2wuwzAlqRYZaAMAACNozDBMaJS4Bg3DnCNxLB8TXdtxbPttdXRwXh0A0Id4Dz00OidaEpXeZ/fn2QcA6Fs8Q1Q/b9nZ8UwxWcvyYr8n/ttfdf3eydoS3TgvCtB4cU8zDBMAYAjiOar6xxwv6Xiu6qUH5MUZgDiez+o6vlNV/V2BOf8Hs1NhsJ6kZmUYpiRJamSLTjg6rXnFi9OWRQvimQZ+67JP/FPxfBlWhmFCs1z5jfPSgqMOLl7P0mQZhtlswxiGWbX+/efmr0jrjY/vG9pfOg8GnWGYzWUYpiTVIgNtAABgBI0ZhgmNEtegYZhzKI7nnaPLOo5vv/0oukFeHQAwhXjfvG30tWhPVHpv7c6zDwDQt3iGeE7XM8VkvScv9nvivx3f9Xun6gl5UYDGi3uaYZgAAEMSz1Lv63q2mqoP50UZgDieP+g6vlP1xrzonEqFwXqSmpVhmJIkqfGtevL8dNXPfhLPNoy6K877SvEcGVaGYULzXPyutxavZ2myDMNstmENw1x0/K3T9vXr8lelzS779MeL58BsZBhmcxmGKUm1yEAbAAAYQWOGYUKjxDVoGOYci2N6bLSm4xj324fyqgCAKcT7Zr/fr3j2AQD6Fs8QP+x6ppis++fFiuK/r+76/ZP19bwYQOPFPc0wTACAIYlnqXt1PVtN1SXRdfLizEAcx9tE4/m49tpt8+JzKhUG60lqVoZhSpKk1nTRox+Wrv75f8UzDqNq4w+/Xzw3hpVhmNBA4+Np1TOeVLympYkyDLPZhjUMs2rNs5+SvypttXPTprT4TscVX//ZyDDM5jIMU5JqkYE2AAAwgsYMw4RGiWvQMMwaiON6ZHRRx3Hut8fnVQEAk4j3TMMwAYBZFc8PR3U9T0zW1dH186JF8d8/0PH7p2p3dHBeFKDR4n5mGCYAwJDEs9R1omrAZek5a6LulRdnBuI4vrrruE7VT/Kicy4VButJalaGYUqSpNa1+pl/nrZcsCyedRg1m//3l8VzYlgtvvPt85YATbL7ms1p2f3uXryupVKGYTbbMIdhVm38/nfyV6aN1rz87OLrPlsZhtlchmFKUi0y0AYAAEbQmGGY0ChxDRqGWRNxbKuBmKs6jnU/bY7m5VUBABOI90vDMAGAWRXPD6/pep6YrM/kxSYUv+chXctM1YvyogCNFvczwzABAIYonqfe1/V8NVXvy4syA3Ecl3Yd16l6Tl50zqXCYD1JzcowTEmS1M7mHZbWveE1affWLfHMw6jYetGF5fNhSC0+6di8JUDTbFuxPC26wzHFa1vqzjDMZhv2MMxl9z4t7d25M3912mTzr36RFhx1cPF1n60Mw2wuwzAlqRYZaAMAACNozDBMaJS4Bg3DrJE4vsdGl3Qc7376WXTdvCoAoCDeKw3DBABmVTw/9DPEYiwvNqH4PTeMtnYsM1U/z4sCNFrczwzDBAAYonieulfX89VUVX+ufZ28ONMQx+8uHcezl3ZEN8uLz7lUGKwnqVkZhilJklrdktNOTBvO+3I89zAKdmy4vHgeDCvDMKHZrvzO+UMfaqZmZhhmsw17GGbVxe95e/7qtMX4nj3pwofdv/h6z2aGYTaXYZiSVIsMtAEAgBE0ZhgmNEpcg4Zh1kwc45OjfoZcdPayvBoAoCDeKw3DBABmTTw7nNb1LDFZO6M/yotOKn7flzuW66Xj8qIAjRX3MsMwAQCGKJ6nrhP1+w833isvzjTE8Xtv1/Gcqs/lRWshFQbrSWpWhmFKkqSRaM2zn5J2btwYzz+02Z7t24uv/7AyDBOab/3fv7t4fUudGYbZbHMxDHPhcUema9eszltAG1z6sY8UX+vZzjDM5jIMU5JqkYE2AAAwgsYMw4RGiWvQMMwaiuN8VjTecdx7bUd0fF4NANAl3icNwwQAZk08O/QzxOJbebEpxe99RteyU/WGvChAY8W9zDBMAIAhi2eq93U9Y03Vu/Oi9CmO3fWiyzuOZS89NC9eC6kwWE9SszIMU5IkjUyLTzne8JgRsGDe4cXXfxgZhgntsPo5Ty1e49L+DMNstrkYhlm18qmPz1tA0+288oq06MR5xdd5tvP9THMZhilJtchAGwAAGEFjhmFCo8Q1aBhmTcWxflXXse+1H0cH5dUAAB3iPdIwTABgVsRzQ79DLJ6XF51S/N5Do37+0YwVkZ8NAI0W9zHDMAEAhiyeqe7V9Yw1VWsj339OQxy3h3Ucx166NLpuXrwWUmGwnqRmZRimJEkauda96XVpfO/eeBaijaqBlKXXfRgZhgntsHvr1nThg84oXudSlWGYzTZXwzCrrjj/63kraLI1f/W84us7jAzDbC7DMCWpFhloAwAAI2jMMExolLgGDcOsqTjWB0Xf6Dj2/fSkvBoAoEO8RxqGCQDMinhu6HeIxRF50Z7E7//vruWn6h55UYBGivuYYZgAAEMWz1TXiS7peMbqpdPz4vQhjttnu47jVL0zL1obqTBYT1KzMgxTkiSNZKuf9eQ0vntXPA/RNoZhAoNw7epVafEdb1u81iXDMJttLodhLr3HKWnPtdfmLaGJrv75T9OCow4uvr7DyDDM5jIMU5JqkYE2AAAwgsYMw4RGiWvQMMwai+P9J9H6juPfa5dGf5hXAwBk8f5oGCYAMCviueEzXc8Rk/WzvFjPYplXdq1jqj6YFwVopLiPGYYJADAH4rnqfV3PWVP17rwoPYpj9ofRtR3HsJdOzIvXRioM1pPUrAzDlCRJI9uaFz4nnodom8Wn3K74eg8jwzChXTb+4HtpwTGHFq93jXaGYTbbXA7DrFr3tjflLaFpxnfvThc+6Izi6zqsDMNsLsMwJakWGWgDAAAjaMwwTGiUuAYNw6y5OOYP6HoNeu3NeRUAQBbvj4ZhAgADF88M/Q6xeEVetGexzLyudUzVxuj6eXGAxol7mGGYAABzIJ6r7tX1nDVVa6OD8uL0II5Xv8+6v8qL1koqDNaT1KwMw5QkSSPdZZ/4p3gmok2W3vPOxdd6GBmGCe2z/kPvK17vGu0Mw2y2uR6GufDYI9K2Fcvz1tAkl/zDB4qv6TAzDLO5DMOUpFpkoA0AAIygMcMwoVHiGjQMswHiuH+k63Xopa3RIXkVAECI90bDMAGAgaueGbqeIabq2LxoX2K5hV3rmaqz8qIAjRP3MMMwAQDmQDxXXSe6pOM5q5dOzYvTgzhe3+s6flP1V3nRWkmFwXqSmpVhmJKkgbfmBc9Oa1/2V2nhbY8o/nepTi064ai0/bJL47mItjAMExi06tmmdM1rdDMMs9nmehhm1YonPDpvDU2x49JL4nuHo4uv5zAzDLO5DMOUpFpkoA0AAIygMcMwoVHiGjQMswHiuN8sWt/xOvTae/MqAIAQ742GYQIAAxfPDN/peoaYrIV5sb7Fsq/tWtdUfT4vCtA4cQ8zDBMAYI7Es9X7u561pupteVGmEMfqyGi849hN1e7olnnxWkmFwXqSmpVhmJKkgbbk1BPSrs1Xx3tMSjs3XpnWn/uOfb9W+r1SXVr71y/fd87SDsvufVrxdR5GhmFCO+259tp04UPuW7zuNZoZhtlsdRiGWbXhvC/nLaIJVj//mcXXcdgZhtlchmFKUi0y0AYAAEbQmGGY0ChxDRqG2RBx7Me6Xote2hUdkVcBACMv3hcNwwQABiqeF46I+hli8Td50b7Fssd3rWuqdkQ3y4sDNErcvwzDBACYI/Fs9YCuZ62pWpEXZQpxrF7Rdeym6qt50dpJhcF6kpqVYZiSpIG24d++EO8vv2vvrp3p8i98Ni0/8z7FZaS5btEJR6XdW7fkM5amu+D+9yi+zsPIMExor+0Xr0tLTj6ueO1r9DIMs9nqMgxz6V1P8gzaEJt+/MPiazgXGYbZXIZhSlItMtAGAABG0JhhmNAocQ0ahtkQcewPiv6z47XotXfkVQDAyIv3RcMwAYCBiueFl3U9P0zVSXnRaYnll3Wtb6qemRcFaJS4fxmGCQAwR+LZ6rrRho5nrV46NS/OJOI4Lew6blP16Lxo7aTCYD1JzcowTEnSwFrx+EfFe8vkrvrpj9PqZ/55Wnj0IcV1SHPVld84L5+lNN3Se965+BoPI8Mwod2u+smP0oJjDi1e/xqtDMNstroMw6xa96bX5a2irqp/3GHZfU8vvn5zkWGYzWUYpiTVIgNtAABgBI0ZhgmNEtegYZgNEsf/Ll2vRy9tjm6WVwEAIy3eEw3DBAAGKp4XftP1/DBZF+XFpi3W8aaudU7Vf+RFARol7l+GYQIAzKF4vvpw1/PWVL0tL8oE4hid3HXMpmpjdMO8eO2kwmA9Sc3KMExJ0kBaeOwRaetFF8Z7S2+2rVyR1r3ulWnR7W5VXJ807Na++px8dtJ0hmECs+mSf/pw8frXaGUYZrPVaRjmgnmHpS3LluYto47Wv//c8ms3RxmG2VyGYUpSLTLQBgAARtCYYZjQKHENGobZMPEafL7rNemlc/LiADDS4j3RMEwAYGDiWeFOXc8OUzXjwSCxjpO61jlV49Gt8uIAjRH3LsMwAQDmUDxfPaDreWuqluVFmUAco3d3HbOp+kBetJZSYbCepGZlGKYkaSBd/I43x/tK/3Zu3Lhv2WqAXGm90rBa8bhH5rOSpjMME5hta178/OI9QKOTYZjNVqthmNGKxz48bxl1s/3idWnR8bcuvm5zlWGYzWUYpiTVIgNtAABgBI0ZhgmNEtegYZgNE6/BCVE1yKL0+kzURdFBeRUAMLLi/dAwTABgYOJZ4R1dzw5TdYe86IzEepZ0rXeqXpEXBWiMuHcZhgkAMIfi+eq60YaO561eOikvTpc4NtXxvLTjWPXSXfPitZQKg/UkNSvDMCVJM27ZGaemPdu3x/vK9O2+ZnO6+D1vT4tOOKr4NaTZrhqgSDsYhgnMtr07dqTlj3hQ8T6g0cgwzGar2zDMqsu/+K9566iT1c96cvH1mssMw2wuwzAlqRYZaAMAACNozDBMaJS4Bg3DbKB4Hf6163XppQfkxQFgZMX7oWGYAMBAxHPCdaL1Hc8NU/W/edEZi3W9qmvdU7UoLwrQGHHvMgwTAGCOxTPWh7ueuabqTXlRusSxeXDXsZqqpXnR2kqFwXqSmpVhmJKkGbfx+9+J95TB2LHh8rT2VeekBfMOK34tabZafMfb5rOQpqsGUpZe42FkGCaMjh2XrE9LTj2heC9Q+zMMs9nqOAxz8Z1vn3ZtvjpvIXVQfZ9beq3mOsMwm8swTEmqRQbaALUwNjb/etFR0X2jp0evjd4VvT/6ePTF6BPRR6P3Rm+LXhQ9Krpr9Cd5VQxRHPfrR8dFD4qeFb0yekdUvU7V6/a5qHrtqv+/qno93xj9ZfT46PTo8OigvEpgxMX94E+iO0cPi54TvS6q7vsfiPbfV6r231eq//bX0fOjaljKydHN8uqYRD5epb+kPVG+d5imOHY3ie4QPTx6XlSds38X7T+PvxR9Ov//H4zeGb08enL0wOg2kffKERfngGGYDRSvw926Xpde+nxenBEV50D1fdaxUfUesP/7rOq94Z+j6r2iGrK6/3noH6P3RNWAlWdG1TPU8dH18+pouHgt/zi6ezQ/Ojuqvuf++6h6/avnh+p8qP7/6kOOr4/+InpIdOvI80NNxGvxh9Edo0dG1c9E3hRV38tU1/Ano89H+58Fq1+vfi5WXdNnRrePbphXNTJinw3DbJh4Dar71V2i6n71V9HfRh+KqnO7+rnuV/L/X1V9P/SWqPr57lh0z+gWeVVADcQ1ebOo+rOXR0cvjKo/k6neo6pr+FPRF/L/X72XVe9r1c87qve5Y6Lr5NVALcQ5Wf0ZVun5YaLOzovOWKzrVtF4x7p76eS8OHMoXocjo+rnOtV9sPrzh+rZpboP/kNU3f+qP//c/zPd6vv16vv26nvz6s81HhpV35vfKK+OhovX8obRbaMHRNXP7V8SVc+7+//sqqr6vq76Wf/+/139ufhbo1dET4ruH90uumlebWvEPjVqGGZ8/ZtG1XPOY6P9zznvi6rXrfNnLdX3M9WfU1bXdfVeckReBQ0Ur9/BUfX3U6q/p/Li6M1R9fO06rWunm//Lf//VdX9vvrv1f3/cVF1vhji2hLxWt4gOimq3q+r6/tvouo1/0hUvf5fzv+3en9/e1SdL9XPOu4UeW+n1uIcrf7+ZfV9efXMUv18ufvPl6o/W9r/Pld9P39u9Oro2dGfRidE/nypoeK1q1730rPXRC3Li9Iljk31bFA6ZhP1yrxobaXCYD1JzcowTEnSjFr9F0+L95PB237JxWnt61+VFt3uVsWvKw06QwzbYy7vG84jGC1X//ynacG8w4v3A7U7wzCbrY7DMKvWvvYVeQuZa3t37EjLzji1+DrNdYZhNpdhmJJUiwy0AebE2Nj8w6Lqg87VXyj+r2hnVPqLYv10aXR+VP1l5LMiw9AGKI7njaJ7RC+Nqr8YuzjaHZVei37bGv0s+qeoGtxRDYi4bv7SQAtV13h0SlR9iKj6sOAPoiui0j1iOq2LvhZVA3irQVI3yV+aLI6JYZizII5T9QGqamBV9cGS6gPRF0b9fuC91Lbol1H1YeunRPPyl2RExGtuGGZDxWtRPeeWXqOJqr438r3MiIjX+qDoxKgaHlQNCvt1NIjvs6p1LI0+E1XPW9Vzl6FENRevUTVAu3p2rQZqfCu6JCq9vr1Wfa/9o6j68H41IPMP8pdiFsVxrq7rU6Nq6GV1Da6MSq9PP+2JFkXVUI7q5zLVwMFWX9Oxf4Zh1lgc7/8XVcP+q6Ex344uj0qvS79VPxf4j6gaGlSt34BMGIK41qqfZZwRVf94x3nR6qh0jfbajujnUfUPnlX38/+XvxTMiTgHq0EvpXO1VPXcdUhedCBifdV7W+lrTdQ786IMQRzv6s8/7x1Vww2rIUHVz3GuiUqvTb/tjS6Iqj9XPSeqnuOvl780NRWvUfWPU1VDz6p/jOLrUfU93SB+xt/Zpqj6fr3687EXRPeJGjskM7a9tsMw42tVQ8GqwbbVNVgN6J/pc87m6LtRNTyvGjh14/ylqJF4XW4ZVcOM3x19P9oYlV7Pfqv+TlL1PXD158/VP2DyR/lLUlPxGu3/+Xs1+PazUfXztZn8/H3/e3v1d5uqe58/r2XOxPlXnd/VAPbq79lVz7G/igbx9y+r74mq87wanFn9jLt6hvV3+Bqgep2iDVHpdZ2ok/LiZHFMqsHp1Z+vlY5Xqep7hSPz4rWVCoP1JDUrwzAlSdNu0fG33je0cjbt3LQpXfyut+4bMFfaBmlQLb3bHfNZR9OVXt9hZRhme1xx3lfy/weTu/RTHyveD9TuDMNstroOw1xwzKHpmgW/zlvJXLr4PW8vv0Y1yDDM5jIMU5JqkYE2wNCM/fZfHq8+ZPDT/JfASn85bJBVfwm5+sBl9RfR75A3gz7EcZsXVR/+qoaMXhuVjvNsdXX0b9FzosPzJgENFdfxdaLqw2aviap7yqA+TNpru6Lqw0nVoKlD82aNtDgOhmEOSBybw6Pq/aoaGDHM98vl0Xuie0UH5c2hpeI1NgyzoeK1eHzXa9NLT8+L00Lx+v5hVA1V+FQ0qA9i91I1qOxj0aOiG+bNYY7Fa3FE9KLoh1H1zFp67QZVNZiqel55cmQo1QDF8ayGa1SDTD8YzXSIaa9Vw1Oqn5tUr2frhijHPhmGWTNxjE+OXh/9dzSMn+1WVT/f/XH08ujYvCnAAMQ19SfRM6NvRrP9s4xq2Mz3oudGB+dNgKGIc64aOL8lKp2bpb6RFx2YWOfTu77GVFXPk/4xg1kSx/aGUfWPBVRDvas/s57t78O6qwbpVYOFqp8X+QcLaiBeh1tHz4iqf8ygGnRXet2GUTV46n+ic6PHRI0ZDB/bWqthmLH+P4iqY1gNvquuudI2DKpqUFJ1TVc/62vsQNOmi2NfDYSr/hy6+gdhfhOVXqvZaP9z7tlR7YdgjYp4Lar3+kdE1c/fB/mPcU7Uwuh1kYFyzLo4z6r3uGrYb/VnPYP6x2l6qfqzrE9Gj4sMgq6xeH0+HJVew4l6bV6ULI5J9WcupWM1Ud/Oi9ZaKgzWk9SsDMOUJE279X/3rngvGY7dW7emSz78/rTktBOL2yLNtGX3vVs+22iy3VuuKb6+w8owzPZYMfZn6bJ//XT+XzC5NS8/u3hPUHszDLPZajsMM1p+1pkpjY/nLWUubFu1Mi38/+ydB7hcVdWGn4SOlIcWSugJoQuhNwEREFBA2h26vwJKERVFQARpFgQpShGUIiKINBEQKaL0DkJ6ISE9IY30nnv+byUr5rDZc/Y5M3Nn9t7ne5/nff7fkHVm7bVP5s6dmfOdHhta98cHGYYZLgzDpJRSL2SgDSGkQ6ksDj/7KpTgM9uXwZqpfAH5x5AXW2aA+Uig10VQ7hhvm2MrlAvs5cJ3CQhZW1uNEqyv6MVC1O3dOt6mYekhy+9rWXRgbXKhyaFQvmzdrECYPMqFSX+HX4GlDRDE2hmGWQeYx0rwVPgclIAW28ya6VAoF1p11RZJZGBvGYYZKNgL+XlYNPDwaS33CvTl1YXtIYFZyO/Gh0G5CL/ZNxqwKefkTfDz2mIpwHrX0fXn8c9a1nBw7BWhXEz3ij5WK5wLJehjb22L1ADmtxaU91BGQNucm6Xsp/yOcyRsWXCS9lJm/6ijiAasaUN4Meyva2y1L0EJFONF95GCvf2j7nUe39eyIEC/M43+q/mCljQcHFvCm+X9IPm8plXvZUjQ12NQguh4Yw/S4eA8OxHazsVqnqClDQPHXA3OTj1GHg/SctIAMM/VoZwLD8Jm36grSwlqvQPupK2SJoGZbwkvge9C2974oPzMfAGeB7tp616C/rx4zxDH3Rn+HhYJQW6k8rjy+AzEaxKYtdzc9Soon5HZ9qSZyndanoEVuJy2WAqwXnl9b5uJzQ77fR7HlucA+bna0SG4WcrPFbmBIt+3IA0D55ME/sqNmCSMUkKYbedeM5V/Y/IdoF20ReIR2Jcv6T7ltbeWEgUzkRst22ZVzZO11GsSS7AepTQsGYZJKaW0Jgfss3OycM4c/CxpLu3z5yUfP/xAMvjL+1n7orRWhxx3uJ5lJGTmTpxg3d9myTDMeJAwzN5bdE2mvveO/gkh1Vk4b24y+GuHWJ8XaJwyDDNsfA7DFMfd/yftlLSCoadWrPviiwzDDBeGYVJKqRcy0IYQ0iFUFl9UKRc9fKhf+vJJCQi4B/bUdksPZiFfnP0y/Af0IdAryyWBHV/Q9qMC62IYZuO9UcfbNCw9ZBldGCbWtBeUi71aeaFJXvvAk2DLAmNaBdbMMMwawBw2htfAyToX35wH74Jba8skErCnDMMMGOzHzcb+uJTg5jW13BvQE8MwC4IZSOjJD+EQnYmPShjSF7XlqME6JczaNgObj2lZw8Ax14a/hBP1MXzxNXiItklygHnJjUTkgt+ioUbN8CN4AVxN220aqR7KajRhmFjLF+BDUAJ4bGtttR/Dn0AGb0cG9jTmMEw5b23rMG34unDMVaCEN4/Ux/BFeV/ueFi69+VI88D59ZSeb3mU97M7JLgIx5UbI9ges5rRhWw3G8xwSQDwo1DeM7XN2Sflpkv7avukA8B8JRT1TPgGtO2B78rv7mfApv+u5wI9tfQ9QxxPQrZfTx3fB+X9tj20RdJgMNuDoXy3RQIobfNvtXLTlO/DVbTlqME6i/wet5aWNQQcT25CJb9TvK3H90V5//dSWIpzgHQMcv7A78KB0Hae+eC/IT9b8AjsxzJwvO5PXrfS8tKDWawPi3x3VsLQV9Zyr0kswXqU0rBkGCallNKanPD0P/BzpLVMfuWl5KNvnpT03mxda4+UFnH4d76lZxYJmZlDBlv3t1kyDDMeJAxT9rTfrtslc8Z/rH9KSHXkPJHzxXxeoHHKMMyw8T0Ms+8OPZK5kydrt6SZTPznk9Y98UmGYYYLwzAppdQLGWhDCGk4lcV3I++rX/jyXbkAahttvXRg7UtCS/tB23x8Vy5WOgp20iUFD9bCMMzGe4OOt2lYesgyijBMrEOChb4NP9B1heZ/4f66nFKA9TIMswBY/+ZQAo9CuHBalAsA74Qb6BJI4GAvGYYZMNiPXYz9yePJWu4N6IlhmDmRtcPL4RSdRQj+C+6oS4gWrDHvRWz/1pK6wbG6wOvhDD22r74Kd9a2iQXMZ2V4BfQxBNNULrqX4LMOCXSykXrsshp8aBXWsD98IbUm3/0ESuj08roEEjjYy5jDMPOGow/SkrrBsVaF8pp0kh7bV3vDL2nbhDQMnFfrwiLBzndqacPBsQ8zHstlMIEavoG5yb5fBkdD22x99wm4pS6HNACZJ7wF+v47eV5nwVvhZrrEloNeWvKeIY7zJSif79kewxfl33QPbZnUAeYoN3iVzzZ9Cz3Mchz8FlxWlxElWJ88x9rWb7MhnzfjOHI+SAim7991kvfnvgOjPgdIY8H5suSGFr7dVCvLV+DuugTSYrAX8r0W2z5V81ItLT2YhbzXbJtRNe/SUu9JLMF6lNKwZBgmpZTSwg496Rj8DPGHmUM/TEb85EdJn602tvZLaR5H33CNnlEkZKa8+7Z1f5slwzDjYUkYpjj4a4ckC+fN1f9CSHWmvvdO0rt71089L9A4ZRhm2PgehimOuOgH2i1pFgtmzUoG7LGjdT98kmGY4cIwTEop9UKGYRJCGkal0rYm/FPqy16hKGFRv4OlCWrBWjvDU+GH0DaT0JSLXKK40zzWwTDMxnu5jrdpWHrIMugwTPQvQU+XwpC+iJ/lXbAUPw+wToZh5gDrXgNeB0MJwTSdCX8EeZFV4GAPGYYZONiTvOE3S/yzlnoDemIYpgOseTn4Peh74FA15ffj2+FquqTowNryBpS+oSU1g2PI+XAenKrHDMHoz4FawUwkJHAwtM3NZyUEqE2X0aEYj1tGgw3DRO/bw2dSawlNeZ11oC6HBAz2MeYwzPeN/qs5SktqBseQYJivw7F6zFB8EK6nyyCkbnA+ye9mtnOtmh12syQcW25O93HqsfJ4gpaTHGBem0H5vDeE4HqXc+DFkO/p1gHm1xM+Bm0zjkEJ+5XvZnTVJbcM9NDU9wxRLzcv+1vqeL4rny/9DK6gSyAFwex2h3ITF9t8Q7AX3EOXEx1Y269Sa3X5eS2rGRxDzoc3U8cMQTkHdtUlEGIF54j8ziA3oC36e4NPymuTtXRJpEVgDyQw3LY/1eylpaUHs8j7/t0Sg7npcmIJ1qOUhiXDMCmllBaz2/rJjMED8TPEP+ZNnZKMufO2ZMD+u9t7pzTDCc88pWcSCZlJ/37Our/NkmGY8ZAOwxSHX/B9/S+EZPPxA3/+1LlD45RhmGETQhhmr027LArYJc1j5NVX2ffCMxmGGS4Mw6SUUi9kGCYhpCFUKm37wJGpL3qF6DjYU5cULVjjF+A7uubYfBZupUsNEvTPMMzGe5mOt2lYesgyyDBM9P05KBdj5g0TCsmP4J661GjBGhmGmQHWK8ER34CxBL3Kz/5tdHkkQLB/DMMMHOzJNcYeuZTnn85a7gXoh2GYGWC9+8L+qfWH7CgYxQ0HTLCu4al1ZlnXxX+o3wP2Sx0vNEfA/XQ5pQZzWAb+AkpQqG1WofiYLqnDsDxm2QwuDBM9rwJ/AyVIx7am0LwTrqrLIwGC/Ys5DPMlo/9qTtGSmkD9VvC11PFCU0Llj9XlEFIXOJfeTp1bLuX3hA79HRzHvzH1eHl8SktJBpjTBvA2GOrNjLJ8BW6oSyU5wcy2gI/qDMvgdNiUGyBUA4/flPcMUSchYRfAWXqc0OwDt9flkBxgXmvBe3R+obsQXg+jC0XFmuTGmbY126w5FBS1q8E/pI4VmnIO/BIy7Jp8BpwXEvL6AbSdO6EpYZ5H69JIC8D85TON8bofee2m5aUFM5AbRtlmU035blknLfeexBKsRykNS4ZhUkopLWQowT+TX34xGX7GqUmvzdezroPST7lpl2TuxAl69pCQGf/oQ/Y9bpIMw4wHMwxTHPenu/S/EpLNiEsu+Mz5Q+OSYZhhE0QYJhx02AFJ+8KF2jXpSOSGD726bWDdB99kGGa4MAyTUkq9kGGYhJC6qVTazoLz9UteITsDRhvWgrXJhQJ361pjVi52+xkM8iIC9M0wzMbb9LBJSw9ZBhWGiX4lIPAUOFr7j1V5LjlNlx0lWB/DMKuAtW4Cn0+tPRZnQgYkBgr2jmGYgYM9kWA8215luYuWewH6YRimBaxTgsR+n1p3TF4No7o4F+vpm1pflsO0pBCoWwFKcKJc3Gw7bkjKGi6DwVzM12iw9jXgv6BtPqF5my6rw7A8ZtkMKgwT/X4ZSvCtbS0hOwAyYCZQsHcxh2E+ZfRfzXYtKQTqOsPz4Bw9TujeBJfX5RFSGJw/W6fOpzz+XEs7DDzGzsZjupTPXrtoOTHAbFaCl0B5z9M2v1iUm6Xso8smGWBO8v7pDTDGYFSXX9QxtAQ8foe/Z4iabeF7qWOEqrxWO0OXRTLAnCpwgs4tJt+FUQWOYT3fT63P5QFaVgipg7G8hyE3L9hAl0ZKDs4FeU0rN6oJ/UZMNm+G0QUAhwJmLzcNsu1LNS/S0tKCGfzKmInLK7U0CBJLsB6lNCwZhkkppTS3fXfaOpk/fRp+foTD7DGjklHX/iLpt+t21jVRKg46ZH89Y0jojPnDrdY9bpYMw4wHWximhGRNefM1/RuEVKd9/rxkyHFHfPYcotHIMMywCSUMUxz7xzu0a9KRDDnhaOv8fZRhmOHCMExKKfVChmESQmqmsjgQ7ZrUF7xC92pdWnRgbRJ4VvSO37U6F46Dw+BgKHfBlv9/MmxmGIjcMX9HHUEwoGeGYTbe7+l4m4alhyyDCcNEr1vBl1K9l8GrdPnRgbUxDNMC1nk8nJJad0c4HcrPRnGg/t+RcDa0/f1G+zu4jC6ZBAL2jGGYgYM9kXCaohfvnqflXoB+GIZpgDXuBj9MrbkjlJ8P8nMi/XNDlJ8ntr/faF+Aa+iSgwdreTO1tiwnakluULMxfDt1jFh8GK6syywNWPOGMG94qu8ugB0etGA8ZhkNIgwTfUpor4QE2dbQSOW9SPl5NQTKz0r5/+U9QzkfbX+/kcrPzuN0ySQgsG8xh2E+aPSf5Upalgv8/TXh06n6WJTXoWvpMgkpBM6dn6fOpTxuqaUdCh6nn/G4Lr+rpSQF5vIlKK8xbDOLUfnsla9tMpD5wLE6r7L5gY6hZaCHDn3PEH9fjh9b8K0Ef/NzGguYi9x46B6dU0cpoXMfQ/k9VX5fHar/v/we24zvtMjnkAfrkoMHa/lGam0uv6ZlucDfl89VrkzVx+IY6NXN0EjzwTmwAyz6+0FRJYR5FJTnuPTnS1Oh7e83Wvk8Zl1dMmkimPshqX3I47taWkqwfvl5I/9WbLOpZnctD4LEEqxHKQ1LhmFSSinN7ccP/Bk/O8KkfcGCZOJzTyfDTj8l6dVtfev6aHkd/dvr9EwhoTPql1dY97hZMgwzHqxhmLDfztssClomxMXciROSAXvsaD2PaPgyDDNsQgrD7LNdt0XPJ6TjGP/Yw9bZ+yrDMMOFYZiUUuqFDMMkhNREZXEQpgQp2b7oVdRp8Fn4C/hNKHf03x5uCrvArvr/bwe/AE+El8C74IuwEQEgs+DaurxowJo+B3+va2ykcnGAfCFXLk7+ATwcSkhe5oUr+O/LwPXgTvAkKF9a/wecBG2PU69ycdg5+vBBgH4Zhtl4T9HxNg1LD1kGEYaJPleEHRUQKBcVSXjuY1BCluV5RQIJ94U7wi2h/BxYB8pziPz/PeAe8KvwXChBHs9BCd61PUY9RhmWjHUxDDMF1rc8vDW13kYoF5T8CX4PfhluDlfUh7SC/y4/u+X8/gr8PvwzHARtx6/Hp+Aq+rAkALBfDMOMAOzLX4x9cvmIlnoB+mEYZgqs72w4P7Xeeh0NH4EXwSPhtjDzuRr/XV6jbQLl9+gz4W3wPdjooLEBcDN92KDBOp5PrSvL2VqSC/x92YOigbdZynsdb8EHoLxfIq8LzoAnQ3lfRP49yjl4KZT3Z56BcjMK27Ea4WtwdV1u9GCtEoTZqKBbOY68prsAHgslRHfJ7zhr6P+V14k7Q3nN+G0ovxdJCKmEccp7MLbjFrEpIY2Wxy2b3odhokf5mfFuqud6nQdfh7+FEn6xD5Tf2zNDXfDf14Y9oYQWXQbl/cGJ0PYY9XihPiQJBOxZzGGY8nmGbR02cwdA4u/Ke2eNfA0gYbLyelJ+Dl0Lz4Pys+lUKO/XyWsQed35EyghTk9Ced+iET+vbMrnEBvqcgnJBc4Z+QxTAl5s55TNt7S0w8Fj/dh4bJdN6y0UMBP5DNk2q0Yor23kZnv3wV/C70B5Db8nlOfbbnDJ63j5nUH+/62hvAY6Bp4P5ffyN2Cjb3wkn6OcpGMgCmYinxv9XWfUkUpg1PtQPse6BV4Fvwvl56Ior2u/DuW7DvL7u/z+9zN4J5TA6j6woz5j+4aOo2Wghw55zxB/bzn4h1RdvUqgpvw+JCHl8m9c9upb0HyvRX5HkX/L8h2W4dB2rEb4KFxel0sA5iHfOZHP1mzzqkV5LpYbPf4ayutZ+WxZvoPUWR/yM+C/yesI+TvyPo2cF/LvXd53+wTaHqNW5X3l0/RhgwbrkOdA2xptnqxlTvB35eftP1O19Sq/s8j5Je9ByO8yP4LnwCXP4/J/T4cXQvld6CEozxmN/pm+RPme2pd0uaRkYO/lfJOgStu5UYtyAxp5nSK/qx8F5TXzavpwVvDf5YY5G8EvQvl5KK9x5GZfjf58Sd6z2FofljQJzFxeRxX9/lSH31DLV7B2ueGCbSbVfEVLgyGxBOtRSsOSYZiUUkpzOfjwg5KkvR0/O8JnzoTxyZhbf5sM2H9361ppuey92boMtouIYd8907rPzZJhmPFQLQxTHPzVA5OFc+bo3ySkOtM++G/Su8eG1vOIhi3DMMMmpDBMcfh5Z2vnpNHMnzE96bfrdta5+yrDMMOFYZiUUuqFDMMkhNREZfHFAbYveuV1LLwOSrhl1S+a5wH1ErAoFyCdBeWCAbmIwfaYWd6oh4sGrKk77JVaY72Oh3dAuZhrDX2YhoDjyQUFEvQiXzZ/ATb6wtn74cr6cF6DPoteLESz7Q1X0vE2DaMHl0GEYQro9W6j91qV5xO5oF4uJJULiRr67xPHky/2y4X6L8NGPZ9cqoePBqyJYZgK1iYXtb2SWmutyoVrEjIpITBd9fANAceTi6tPg3KBVqOC196EpQm1Ch3sFcMwIwD7Iv+ObftVzY+11AvQT9HXqlGGYWJdEqAsYQa2NRdVAjIkLGNbPXxDwPHkOUMCOySUuRE3kBBHwe76EMGCNcgFobb12eykZZng70logoSm2I6R1xlQXiNL2NTnYWaQXDVQtzo8CMr7Nv+FtseqVQn+iDrkVsAaJUyl3jByCVqQ0P66XxPiGPLvWUIyJXxBwslsj5el/E60lR6uQzEet4x6HYaJ/uR92I9T/daqXER9O5QA/8/p4esGx5L3B+UGOhdDCaGyPXYtRnmDi1jBfsUchnmj0X+Wud6Dwd87GNb7Wk9uKCXvZUiglwQ2L6eHLwTq5OYe8jwj4VGvwka+xz8UMhCT5Abny36p8yeP52pph4PHkrCZov8+emg5UTATCY23zaqoElwvn31KiKEEsC2rD1E3ciwoIZlXQAn2tT1+USWY6FB9iNIjs4AS/GSbVT3KjTwlwFJuPnEY3Egfsm5wrPWh/H4n7wXdC4sE99qUz9syb8DVDNBDw98zxN9ZDUoAoa0+rxJg9wRc8nlkTf/GUbcmlHNBAhXlhjG2x6pVWSMDMQHmcASUf3+2ORVxDJSgQ3l/rGH/PnCsznB3eDls5HnwHX2IYMEa5PnYtjab39KyTPD35HPRRvy8fwfKnsnvTpnBgNVAnfxM3wHKc8nfYCPDMeU95cP1oUgJwH7LdxzlOcp2PhRVwlrl5mryeUKuzzLygGOtCuW7JPI5mASC2x67qHIjse31IUiTwMyLfpZ5kZaWDqy9yHuSYq6fZz6RWIL1KKVhyTBMSimlbjftkkx97x383IiPKW++noz48Q8XBdhZ106jd/h3vqVnA4mBISccbd3nZskwzHjICsMUh3//LP2bhGQz/tGHrOcQDVuGYYZNaGGY8vvYlDdf0+5JI5F/y9aZeyzDMMOFYZiUUuqFDMMkhBSmUmk7w/hyVxHlYp9TYId9oR/HXgnKlzLlLv15wqLkTuvra3kUYD1yEc0nur56lC9e/wXK8WoK4qgFPFZXKF/YlYvQbH3V4ltwPX0Ib0GPEuwqX8ann/VFaNvbakqYTFMCP0yMPlyGFIbZ0+i9iBJMKhcONjToyQUeTy6UkdAYuSDQ1lcRT9bDRgHWwzBMgHVJeHS9P2+k/odwLT1sh4LHkYAmCZCu90JZUQIxV9FDE4/BPjEMMwKwL5sZ+5THzbW85aCX0odhYk0SNPhcao21OAleA7vpYTsUPI78jiy/h8uFv7Z+ihh8ICb6vye1Hpd5whl+YNQUUYJM5KYeh8MOCfHHcbtB+X1K9s7WQ1HltUMQN5uoBaxNwm5f17UWVUKNJIB2Bz1ch4DjbwrltWfeQIAHtLTDwWPt30Avgbb1VPNqaDtOM23JexB5QG/HwXpDe5+HR8OagvKKgsfZDv4O1nLjI9Nf6mGJ52CvYg7DvNLoP0tnQAT+zvGwnn/X8ppWjlFTIIwLHHcDKEFf9QZML1Hee1lHD09IJjhXfp86d1zK54hra2lTwOP9J/X4ebxSS4mCmZxpzCivC6G8ppH6pobs4vHk8xU5N+sN0JoFd9TDlhKsX0Kkfq7zaJQSbCe/U0iwc9M+ExfwePI7nrzn9mdYNHDqKj1MS0EfDX3PEP9dPgORG3LYal3K7+b/hPI7UId89oHjyk0+5cavE6Gth6L+HTb1vPMNrF+el+U52jafPMq+S/CphJY2ZZZ4nF2h/P4i4fK2nor4Qz1skKD/fY31ZHmellUFf2cbODJVU1T5XprcOLNhYcZpcFy5EcCJUF5T2B6/qPKz/QA9PIkY7PPKUJ6rbOdBXqdAudnGlnrYDgWPswKU9w5eg7Z+ishAzCaDeR+Smn8e39DSUoF1y7/NIjebkd/pgrvpbGIJ1qOUhiXDMCmllDod/oNz8DMjbhbOm5tM/OeTyfAzTk16b9HVOgcaod02SGYOHaJnAYmBgQfsZd/rJskwzHhwhWGKY/5wq/5tQrIJMWyNZsswzLAJLgwTDjr4C0n7ggW6AtIIpvXvi98H1rfO22cZhhkuDMOklFIvZBgmIaQQlUrb7rCWCyzly5hnwWX1UE0Bj7c+/CnMuhDhNv3rUYD1fBPmCQHNUvbrCriuHrYl4PE7QwlrewPa+izqcBh0cEtZwb7JRU+yf7Z9rebxWt50LL1kGUwYpoB+Xzb6z3IslOCdpnwRPwv0ICFQF8J6goLlQpQODbZpJlhL6cMwsabtoVx0YVtvHuViKrn4o7MesqngcZeFcpHpR9DWX16fgR0WVE4aA/aIYZiRgL2Rn4+2Pavm0VractBLqcMwsR55Tfrf1PqK+jGU4MSWhRDjsb8E6/39aihs6e+K9YDeb0mtxWVXLbOC/y4BT7Y6l/I7twRibaCH6nDwWPK64VTYiECqf8AoQxqwrttS6yyi/J7U9EAaPKYEMMrNYCT0wdaX+Hn960GBvov+vsLXPlXAbOQ92XpCRR6DPfVwTQePvTaUYCL5ndzWX16dgRuk9WCfYg7DvMDoP8vdtcwK/rsEr9Ty71ou1v8NbNp75HisTlCe0xsRzC7HiDaUmzQGnCMS1iKvt23nkM2/a2nTwGN+w+jBpfwO1knLCcA8JISqyHv9EiR/Duyih2gZ6EE+u/4tlJsj2HrNo5wTa+ohSwXWvQaU97NtcymqnEMSJrWzHr7loJfloIQWSXDqNGjre4nynQ0vbviJPhr2niH+m7z/JjfYs9VlKTdJ/DVs2o2F8Fjy2eN34Rho66mIt+phSwfWXiQ03lTeD5Eg2W30cE0Hjy3P6zfBem9AEexNGdG73PDVtiabl2uZFfx3uYnhuNTfL6K8fyHvlTXtdRMeawf4V2jrp4gShry1HpZECPZXbrRWT6Ck3GRNbirdsgA+PLYE374Abf3ldTTcWA9JOhjMWl5bTtbZ57V0+4M1n2DMwGXTbkDWSBJLsB6lNCwZhkkppTTTPttunswZ/zF+ZpSHeVM+Scbd98dkyHGHJ703W9c6FxqHo2+4RnedxEKrw2wZhhkPecIwe22+XvLJqy9pBSHVkQC7ISccbT+PaJAyDDNsQgzDFMfcfouugDSCIcd+1Tpn32UYZrgwDJNSSr2QYZiEkNxUKm2rQLm4xvYlryxfgi39ohweX3qXL4WaF0bJF9Kj+RIf1iJrTK+vqHJRuVxs4F1oDXo6AvaBtr6LKAE0vNN8QGC/JLTlP7p/eW1pyK2lnyxDC8OU4D/bOtLKl/jlonzvwvXQ07rwL9DWdx4HwCguusc6Sh2GifXUE4Qpdd+GTQ35rgb6kIv8L4USamHrN4936eGIp2CPGIYZCdgbuSDTtmfVvFJLWw56KW0YJtZS64X44lz4C7iqHq6loA8JJDoJ1npRsfgeDPI1Efr+VWodLrfQss+A/ybhcraaLKdDCYtv2b8NPLZc/Pg96ArVcHmtHjIasKajjTXmUW5GIu/FtDQcFI/fE9p+vjymfyU40DvDMBsA5lLLc9US34Z766FaDnrZCD6svdWqNyHjxA72KOYwTAlhs63D5he17DPgv8n75EWDduT1qIR9tSwwC48tr0FPgfW8BhXlfT2GApKq4Pw4NnW+5PE4LW0aeMzVYNH38fbScqJgJtcZMzKVgLS/wS9C75430JO8P/0mtPWex4f1UKUBa94U9k/NoFY/hN+CXr+vgf4k9FXei3sV2tZxr/7VloNeGvKeIf5cgsJ6pf5eHudAeZ3Tshu34LHluyg/g/XesPRsPWRpwJrlxge2WeRRAtladuMGE/SyBawnrFde41f9PcBn0PfmqXW4rPqeIv6bHGdU6u/mVebe0nMBj78rfEv7qdUhcC09JIkI7Kv8fKv1dZ8EqF8P19DDtRz0cgwcCW395lFez62mhyMdDGZ9Z2r2efyhlpYGrPkpYwYuD9XSoEgswXqU0rBkGCallNJMx/y+3IErcz4el4z94x0MxozQIccflbTPn687TWJA/r3a9rqZMgwzHnKFYcK+O/RIZo0YrlWEVGfeJ5OT/nvvZD2PaHgyDDNsQg3D7LPNZsnscWN1FaQexj14v3XGIcgwzHBhGCallHohwzAJIbmpVNp+bXyxK493weX0EC0HvXTRnpb0d7f+p+DBWuQCi/TsiyoXk3sdDIr+JBTxfDgT2taQVwkxYyBmIGCv5AIm2z5W8124gpa3BKMfl6GFYUp4zuhU/2lfhvvrX/Ua9CkX30sAsG0dLn+jhwkarKO0YZhYy3aw1iDM++A6eiivQF9bQnkOtPWdx3P1UMRDsD8Mw4wE7M2Pjb1y+biWthz0UsowTKxDLlSsNQjzdbiNHsor0Nea8EHtsxa9CV0oAvqWAGnbemzuqGWfAn9+OFyY+nt5fAh21UO0HPQioXLPaW+1eqQeLniwFgkkGpNaWx4l3PTLeggvQD8HQgnwX9LjLvqfggO9MwyzTjATCfixzcql/K58HmxpyGs10JeEnE2Ctt5dzoDb6aGIh2B/Yg7D/LrRf5Zf07JPgT/fDRYN0HsebqWHaDnoZS34gPZWq+fo4Qj5DDg/ityAYgpsyWcJeNyiN2z6nZYSBTORwCwJvLTNS55nvPxdPA16lM896wmCO1EPFT1Y6w6w3kDlwVBu+NZZDxsM6HkPKJ/lp895b37fQy91v2eIP5PPH59N/Z08/hN200O0HPQinz3V+h6iKGGIO+vhogdrlRvG2ObgUn5+nwa9DEjX3uR3T1vvLuWzy030UMGAnuV7WLb12LxFyz4F/lzegy8aePwR/IoeouWgl2XgBbDozQvSPg4Z/h8R2E8Jt641CFM+97d+RtFq0Je8n36P9lmLPNebBOZ8SGrueXxDS0sB1is3VJbQWdssbI6FXr5v7iKxBOtRSsOSYZiUUkqrOvCAvRgWmGJJMObQtiOTXpuvZ50ZDcOBX943mTd1iu4siYUpb79p3e9myjDMeMgbhikO/vJ+yYJZs7SSkOpM69cn6bPVxtbziIYlwzDDJtQwTHHYOafrKkityO8BfXfa2jrfEGQYZrgwDJNSSr2QYZiEkFxUFl9gUuSLX+Jvoa9fQJdwgOGwu/5R0GAdV0DbHuTxY3iUHioI0K9c4Paq9l+ro2AU+x8z2CMJLLTtXzWnwpZf9GT05DKoMEwBPZsBQkPg0fqfgwE97wSLBt6IEnwU/MVoWEMpwzCxDgl+kp8BtjVmKc8vJ+hhvAU9Lg9v1Z6LOh/uqYcinoG9YRhmJGBvil509JGWthz0UrowTKxhRfhSak15ldcLV0LvL4hCj2fDWi/QDS6ICD1/31hDlvtp2f/An20PJQTR9vdtSljHYVruFeirM7xM+6xFCaPzJuCzHrCOm1LryqOEGuyu5V6BvlaA18Gn9I+CBP0zDLMOMI+jYdHQXrEXDCE4Sn6ve0d7LqqEIK2ihyKegb2JOQyzyPPayVr2P/BnG0K54N72921Og6douXegt2/DWl+DzoGf10MR8j9wXkjYapHz6nYtbTp47MOMXlzKa+/ltZwomMkTqRmJ8tlhcIHw6PkEWMtzonzGu4YeJlqwxt2hvD9vm0EeJThPwt6D/zeENWwD/wpf0T/yAvTTiDDMO4y/k+VkWNFSr0BfK8E/aZ+1+CGM/vcVrLHWmze8Br3/vBI99oDpm5UU8W3ozQ2H84B+JezPthabf9Sy/4E/kxDJZ1J/J4/Xw5X0EF6BvuQmBtVuLprH7+ihSOBgL+Vz+6dTe1vEa6D3r13Q46lQfke3rcHlj/UwpAPBnCVwXF472fagml7fTL2RYK1FPjMUr9XS4EgswXqU0rBkGCallNKqTn7pBfysIDbmfTI5Gf/Ig8nws76Z9NlmM+v8qJ9KaN3cSZN0J0lMjH/0IeueN1OGYcZDkTBMUX4eEJKH8U/8Lem1aRfreUTDkWGYYRNyGKY4+eUXdSWkFkb85EfWuYYiwzDDhWGYlFLqhQzDJITkolJp+7fxxS6XchGG13fwRn9RXDSGdZyrM6/F5+F6eqigQN/yhXgJl7GtK6+D4Fp6SOIZ2Jsd4Szdq7x6Eexq6SvLEMMwu8C5UEKSr4Yr638KDvTeHdYSjCgXW3n9c84F+i9dGCbWsBrsm1pTXuWCta30MEGAfr8Dawm/kXBbBsN4CPaFYZiRgL3pauyVS/m37MXvLuijVGGY6L8TfDC1nrx+Ag/RwwQB+v0irCVYYjb0PjQtDfotcrH9p0Is8b9XhfKz0vZ3bT4Fu2i5t6DHCqw1jOpxPUywYA1bwSKvm+T3oIO03FvQ4wr6/wYJ+mcYZo1gFntAeX62zSnLv8Bgfr9HrxIy86j2XtQ79DDEM7A3MYdhHmr0n+W3tGwR+N8SXPBG6r+7fBO2/IZBLtBjra9BRQnE9T54njQXnBNnpc6RPO6tpU0Hj70slCBDW1/VPFLLiYKZHKyzkbDDM2Cw79mj9yNgLUFCv9FDRAnWV28Qprxe3EAPFw1Yk1cBcOinrvcM8b9PN/57li/CDbXUW9DjT1M9F/VGPUyUYH1fhbV8fiU3ggsmJBK9ymeSRb9ntcRf6mGCwbKGav5NS/4H/uwXxt/Jcjz0/r139LgB7K09F1W+I7OZHooEDPbxztS+5lVuwhTaDa33hBO0/yLKjTqDC7IPEcy56Ll4rpZGD9Za9IZL22lpcCSWYD1KaVgyDJNSSqnVYd/6On5OkDwsnDc3mfTiv5MRl1yQ9N+zp3We1A+HnnxsMn/6NN05Ehujfv1L6743U4ZhxkPRMExx9C03ajUh2Yz65RXWc4iGI8Mwwyb0MMyBB+y16HcQUpxpvd5Pem+2rnWuocgwzHBhGCallHohwzAJIU4qiy+gtn25q5oSGMUQpSaAOR+TmntR5S7ywV8sijVIOMJ0XVMtvgyjCEaNCezJWnCY7lFevbkwyNJblsGFYQroW8Jo99T/GTRYxzZQQqts+5NlUBchmKD/UoVhov/O8PHUevL6EgwyzA19nwRruaDw93oI4hHYF4ZhRgT2R0IabPtWzR5a2lLQR9nCMC811pPHETCoAOUloO+esJYLFt+Fy+phvAe9FjmPj9WyReB//9n471leBYMJYkGvErxSayDmcXqYIEH/RYLXxEu0lHQgmDPDMGsAc5CwhbGpueRVfscPLjwKPcvNcv6kayjq4XoY4hHYl5jDMPc3+s/yU+8X4n8XCYe5Awbzfjd6rSfk7Ad6GEIWgXNCbmBkO1dsDoUt/dmHx78x1U8eH9JSomAmchOL38ON9Y+CBus4FhZ9P1d+j4syMAvr2h7W8tmNOA2epIciHQxmXfN7hvj/ZZ/zhvn/Ggbz/Qb0emGq9yLK88BuepiowLrkhiRF3xsXv6eHCAr0vTys5bNJOQf20sMEAfqVUDvbWkyf0ZJF4H9LQH576r9n+R4MJuAYvcp3Xt7W3ov6qTmR8MAefs/Y0zzKe3o76CGCAn3Ld25G6zqKKN8xXVEPQzoIzPiQ1Mzz+LKWRg3WubWxbpfvaWmQJJZgPUppWDIMk1JK6Wfss+VGyeyRI/BzgtTCjMEDkzF33pYMPbWyaJa2GdPmO/KKnyTt8+frLpEYGfbt/7PufTNlGGY81BKG2Wvz9ZJJzz+rRyCkOu0LFyYfndJmP49oEDIMM2xCD8MUR998g66G5Ka9PfnwiC9b5xmSDMMMF4ZhUkqpFzIMkxDipFJp+6fxxa4s5UvKvGt3E8Ccd4KzdO5FlC/On66HiQKsZ2c4XtdXi7/TQxEPwH5IkMHzqf3J4+vQm4u8jd5cBhmGGRvYh4Ng0YtMe8HgwkKWgN7LFoZ5ubGePMoFaivpIYIE/Usgpm1tLvfVQxBPwJ4wDDMisD9FAjrEr2hpS0EfpQnDRO+HwbwX4S7xQ7ihHiJI0P+usJYwovP1EN6DXo8zes/yf8+l+P8rxn+rpgSRnKJlQYG+ZTZFXxOLw2GQr5nQ92Zwga4jj2/AzlpOOhDMmWGYBcEMloNvpmaS1+/oIYIE/cv7SPen1pPXkXBVPQzxBOxJzGGYexr9Z3m5lkndPjDv69ILtSwo0LessZbPOuR16zp6GFJycC50T50bebxCS1sGepDPtmy9VXMOXF3LSaRgjy9J7Xle79DyaMCa5He1WgKVxPdhNz0UaQKYd03vGeL/rgD7pP68mvJey7cWPVhgoO8rUusoorx/HOxnkDawnlWghJ7Z1ltNeZ8q6GBb9C+BmE/reooo/zaW08N4D3rNG3L6ipZIzWow73P9Y/BzWhoM6HkdWPS8XyJv4hEo2Lv9YJH3nEX5fGlzPUSQoH8JuK7lhmtX6iFIB4EZy/vGk1MzdynvQwUTPlwrWGORm8+IQYZzLyGxBOtRSsOSYZiUUko/46gbrsHPCNIIFs6dm0x+6YVk5FU/TQYd+sWk92brWmdOO85+O/ZIJvzjcd0REjMDD9jLeg40U4ZhxkNNYZhQzoGZQ4foUQipzrypU5KB++1mPY+o/zIMM2xiCMPss9XGyezRI3VFJA/j7vujdZahyTDMcGEYJqWUeiHDMAkhmVQqbZsaX+py+XstJR0I5ixfmB6Vmnte5UKRr+lhogLrkgsda5nJEoMMK4kR7MV1xt64lC/sbqzlXmD055JhmJ6AvbjK2Js8HqblwYHeSxOGid73h0WDnZ6E3oTs1gPWcVFqXXntB5fVQxAPwH4wDDMisD9/NvbLpRchVeijFGGY6HsDODG1jjwGH4S5BKxDQsKLXqg5EwaxfvRZ5DXQd7VGnoPHpf68mvI79xGLHihQ0P+FqfUU8QI9RFCg7yIXO/IGME0Es2YYZkEwg2uMmeTxbC0PGqxDwkVeSK0rr9fpIYgnYE9iDsPc0eg/y2u0RsIK+qb+vJrynkeQAVFLQP8npNZTxJv1EKTk4Fy4zDg3XHbX0paCPuQ9OFt/1YzqZnfks2CPO8HnUnueR/ldtKseIniwFglHy/Pzz+aDMLiwtNDBzGsNw7zS+HObQb/Xgt7l3/RfdC1FPU4PEwVYz5+M9bkMPghzCVjH5+B/dV1FDCbsHr3mDcD73+9x+P9vNv5bNe+Dy2hZcKD3brBICN0SJUSTn9UGBvZsbVj0u2vy9zfTQwQN1rE3nKvryqv8/S31EKSDwIzvTM08j+dqaZRgfZ2h3OjNtnab82HQN2RJLMF6lNKwZBgmpZTST9l/r57Jwjlz8DOCdAQSfDXp+WeTkT+/LBl8+EFJr83Xs+4DbYzDvv1/yexxY3X6JGba589LenVb33oeNFOGYcZDrWGY4sAv7Z3MnzFdj0RIdaYPHJD02WZT63lE/ZZhmGETQximOOz0U3RFxMXcyZOTvjv0sM4xNBmGGS4Mw6SUUi9kGCYhJJNKpe0nqS91uZQvfXkVSBcjmLFcMPFPnXkRgw/lcIH11ROIOQN200ORFoE9OD61J3n1LozQ0mOWDMP0BOyFBAz0Su1NHp/R8uBA76UIw0Tfa8GiPxtegyvrIaIA65ELxWxrzdKL8D2yGOwHwzAjAvuT50LvtL/U0paCPqIPw0TP8vvW86k15HEMjOo9Nqzn3NT68nqvlnsN+jzQ6DvLi7Tmd8af25wFD170IIGDdTySWldep8BV9BBBgH6LXuz4uJaSJoB5MwyzAFh/kee2JV6u5VGA9awJR6TWl0d5v9SLMDSyGOxHzGGYWxn9Z7ko4BH/98fGn9uMKSTo+tS68ir/jvm5FJHzZ3DqvHD5mpa1HPSS59952he0lEQM9nlDOC2173m8SsuDButYBv4jta4iys+RTnoo0kQw98LvGcJtoXy/xPbflyjvtXxVHyZYsIaVYdHwY1FqOuthggbrOCm1rrxG9RkV1rMRLHoDJvlZ0EUP4TXoc1iq7yyH6t/fGcqNZ2x/J23QQZhLwBoOSa2piPysLzCwZ48be+hSgmSjCoLEeoq+LhD/ruWkg8CMiz4PvaSlUYL1yQ11beuuZvDnaGIJ1qOUhiXDMCmllH7Kif98Ej8fSLOYP31aMunFfyejb7gm+ej/Tkj69tzKui+0mAMP3CeZ/J9/6ZRJGZjet7f1XGi2DMOMh3rCMEUGlJG8THjmqaTXpl2s5xH1V4Zhhk0sYZjipH8/p6siWYz40fes8wtRhmGGC8MwKaXUCxmGSQjJpLL4TvO2L3jZ/LOWkQ4Ec77QmHse5YLY4/UQUYN1bgMlhMM2B5evwuC/SB8qmP3n4Uzdi7xereVeYekzS4ZhegT2Yx9jf1zKRTpBBmeg77KEYRYJ0hCHwrW0PBqwplXgQF1jXuXim6BCrWIGe8EwzIjA/nzT2C+Xf9TSloI+yhCGeY6xBpdyUX5PLY8KrOvh1Drz6v0s0GORC9wkuLYHXJD6M5vyO/fR+hDBg7WsAUfr2op4gR4iCNDvfkb/Lr+gpaQJYN4Mw8wJ1r4aLBoCeY+WRwXWtSd0BeqYPqLlxAOwHzGHYW5q9J+lzGFtODX1Z9X8rj5E8GAtK8D3U2vL6016CFJScA7I87/t3KjmWVractCLBGPlCYJaovzdjbScRAz2+fzUvudxHFxOy4MFa7g8taYi/lgPQVoA5l9LGObTxp+ZynstR+pDBA/WsgOUEG/bWrM8Rg8RLFjDenBSak15vFbLowLrOtRYZx5v1XKvQZ+DjL6rOU7//n+MP7cpoYLRfH8Ha7kxtba89odRhOKWAezVKam9y6P8XNhHy6MC67ontc687qflpAPAfOXmwEW+TymvxYIIZK4FrO2O1FrzGPxngIklWI9SGpYMw6SUUvo/h550DH42kFYza/iwZPwTf0tGXvXTZMhxRywK17PtF/2sA/fbLfn44QeS9gULdJqkLIx78H7rOdFsGYYZD/WGYYqjrv+VHo2QbEZdd7X1HKL+yjDMsIkpDHPAvrsmC+fM0ZURG1Pfeyeq0GGGYYYLwzAppdQLGYZJCKlKpdjFmeIhWko6CMx4Ozg3NfO8nq+HKAVY776wlotJxB/qYUgTwdwlbGVIah/y+CJcVg/hFUafLhmG6RnYkyeMPXJ5qZYGBfqOPgwTPR9mrMHlDLidlkcH1rYHlIsWbGuv5kVaTloM9oJhmBGB/TnY2C+XT2tpS0EfUYdhot+N4fRU/3mM9qYDWNtaUMI0bOuu5mNa7i3ocRej5yzlAuW/Gn9m8wd6+GjAmo4w1pjHsXB5PYT3oNerU727/Ah20lLSBDBvhmHmBGu/xZiFyzfhCloeHVhbLQFKUQZbhwj2IuYwzA2M/rP8G7zO+DObv9HDRwPWtDN0BZGbzoZr6yFICcH+F/lZKJ+xramlXoB+8oRBpeX7dSUA+7w8HJPa9zwG/Vk9+v8SLPr+tch/Ey0Ge1D0PcMzLH9merYePhqwJrnpim2tWb6p5cGCNTxqrMmlBKVGewNTrK3o7/DyvZeNtdxb0GPeUPtp8CDjz2y+C1fWw0eBrAfKTRlt683yKD0E8RjsUy3Bv6dreXRgbbXcvOcFLScdBGZ8rzFzl2dqaVRgXSvCPDegWaL82w7ms69qJJZgPUppWDIMk1JK6WK7bZDMGDwQPxuIj8wZMzqZ/J9/JaN/d1My/PtnJYMO2T/pvUVX+16WTJnDRycftzgUpr1dJ0bKxohLL7SeH82WYZjx0IgwTAnemvDMU3pEQjLAz69hp51sP4+olzIMM2xiCsMUGb5cHQnJH3ToF61zC1WGYYYLwzAppdQLGYZJCKlKpdL2jdSXulx+Ar0MpYsFmS98R+ddxDv0EKUC6z7TmENeZ0LvLyaICcx7GfhPnX9ex8MN9BDeYfTqkmGYnoE9kcBA215Vs7eWBgX6jjoME/2uBCW0yLaWap6i5dGCNd5grNnlRLiKlpMWgn1gGGZEYH92MPbLpRdBP+gj9jDMx4z+Xd6spdGCNR5nrDmPXgeKob8djX6zlIuzbX+e9i49dHRgbY8ba81jm5Z7D3p9w+g9y19rGWkSmDnDMHOAde8O21NzcCnv4W6m5VGC9S0H++l68/qolpMWg72IOQyzyO90s+B8489Mn4VRhgRhXTel1plX3uSqpGDv5Xlf3r+ynRc2H9FSb0BPRT6PFftqKYkc7PX3jb13eaeWBgd6lxtyyA0WbOvK8lo9BGkh2Iei7xm6vFEPHRVYlwQvDUutM6/Bhvej968aa3E5CkYdco71rQJH6nrzepuWewt6zBuGKbrec/X6uyD1gHUV/TchPqvlxGOwT0VDBu/V0mjBGg811pzH/bWcdACY7+HGvF0+r6VRgXW1Get0GcXnwYklWI9SGpYMw6SUUrrIkVf9FD8XSFC0tyezR49MPnn1pWTcfX9MRv7ssmTY6ackgw7aJ+mz5UbWfY7B3t27JoMOOyAZecVPkkn/fi5ZMHu2DoSUmcFfO8R6vjRbhmHGQ0PCMGGfbTZLZgwaoEclpDrzZ0xPBh6wl/U8ov7JMMywiS0Ms3ePDZNZw4fp6kiasXf/wTqzkGUYZrgwDJNSSr2QYZiEkKpUin1R80ktIx0EZvwjY+Z5fA+uqIcoHVj73alZFPFvegjSBDDvnxnzd7kQHqTlXmL065JhmB6CfXnO2CeXW2lpMKDn2MMwLzX6d3m/lkYN1rkaLHpRMZ+nPAD7wDDMiMD+rG/sl8vhWtpS0Ee0YZjo9WCjd5d9YCl+18I6/5Nadx7/oqVegv6KhGG67As/p4eODqytB1yga81rEBdHok8JHiiytq9qKWkSmDnDMB1gzZ3gm6kZ5DGYwNp6wDoPMNbtUgJFe2g5aSHYB4Zh5nMcXFcPHR1YmwSiTdW15nUg7KSHICUC+35E6jzI49e01BvQk7xfNzvVYx531HISMdhnueGTBILZzgGbk+FyWh4U6PuB1Dry+hfI534PwD40Mgzzdbi8Hjo6sLYTU2vN6++1PCjQ9wpwcGodeTxAy6MG6zzeWLdLeZ2wjpZ7CforEoaZpfx+frAeNkqwvn+n1ptHmUk3LScegv3ZM7VfeZQbepbiZpRY599S687jP7SUdACYr/xsLvJ+i3w/r4uWRwPW9ERqjXncTUuDJrEE61FKw5JhmJRSSpN+u263KICJxMW8TyYn0wf0Tya98Hwy7r57klHXXZ2MOP+7yUf/d0Iy+MgvJwP32y3ps+3m1nOilUpP/XbskQw8cJ/ko5OPWxRWNOraXyTjH30omda/b9I+f76ukJDFLJw3d1EIlO18arYMw4yHRoVhivJ8O2/qFD0yIdWZOWSwlz+b6WdlGGbYxBaGKQ49taKrI0uYM2F80me7btZ5hSzDMMOFYZiUUuqFDMMkhFSlUmn7r/HFriwv1TLSAWC+EpYzPTXvPM6Apf5CNNYv4RaDdB5F3VcPQzoQzPkoY+55vFzLvcXSc5YMmfMQ7EvF2CeXl2hpMKDnaMMw0esGcFaqd5dj4JpaHj1Y65mptedRLshZRstJi8AeMAwzIrA/yxr75XKKlrYU9BFlGCb6lP2QUEPbGmxKgN4uWh49WGvP1NrzKPPZSMu9A701KgxzLtxWDxstWGMtgSQba7m3oMddjZ5deh04ECOYOcMwHWDNpxozcPmQlpYCrPcfxvpd3qKlpIVgHxiGmc8D9bDRgjVebaw5j3trOSkR2PcHjfMgy0nQy4A19CWhfraeq/lrLSWRg72+0dh7l17fTM4Gej7WWEMe34Ur6SFIi8FeNCoMcwr0/j2FesD6OsMPdb15ldCqFfQQwYCei97s9WYtjR6stZabW/xUy70E/cmNem19F/VaPWS0YI37G2vO41VaTjwDeyP/nt9J7VUev6Dl0YO1bgGL3nAruBvRhgTmW+Tm+OK3tTQKsJ514PzU+lz209LgSSzBepTSsGQYJqWU0mTCE4/hZwIpK+3z5yVzxn+cTB84IPnkrTeSSS/+O5nw9D+Sjx9+IBl3z53J6N/dlIy64ZpFoU9pJUSoiCMuPn9R3ahf/3LRMcc/9nDyyeuvJDOHfpjMnzY1aV+wQDsipBhT3n3b+tzWChmGGQ+NDMMUJaSsfeFCPToh1Zn0/LNJ783WtZ5H1B/lNQ0JF3ltatvX0JXX8GQpw793lnVOocswzHBhGCallHohwzAJIVWpLA5TtH3Jy+bxWkY6AMy36BcRxW9peanBHCTgQu5UbptRlm/DTnoY0gFgvlvBoiGv/4LeB7IZPbtkGKaHYF9WhHLRnW3PbL6gpcGAnmMOw7zN6N3liVpaCrBeCX2TgEvbLKp5uJaTFoE9YBhmZGCPphl7lqmWtRT0EWsYZtF1/VZLSwPW/JAxA5feXpyL3hoVhun1BeiNAuv8vLHuPP5Qy70FPZ5i9JylF4HEZQNzZxhmBljv8rDIa3p53bG+lpcCrLdomLO8R7WqlpMWgT1gGKbbu/SQUYN1rgtnp9adx5u0nJQE7PnqcE7qHHB5q5Z6B3o7zOjVpdzchzevKQHY56Kvaa7W0iBAv6vC0an+8yjBtpvoIYgHYD8aFYZZit/rsM4zjHXnMajPaNCvvPadmOrf5Ti4mpaXAqz34NT68yg/+5fVcu9Aby+keq3VwXBFPWTUYJ1vpNadxwFaSjwDe3O0sVcu79bS0oA132nMwGXpPoNrJpjv4ca8XT6tpVGA9ZxjrM/lRVoaPIklWI9SGpYMw6SU0pL70cnH4ecBIYSEi4Sr2p7fWiHDMOOh0WGY4qhfXqFHJySb0b+9znoOUX9kGGbYxBqG2X/PnsmCWbN0leVmypuvJb027WKdU+gyDDNcGIZJKaVeyDBMQoiVSqVtA+OLXS731FLSYDDbHWB7atZ5fA4yyFHBLH6dmk0Rv6aHIA0Gs10NDkjNOo9ygUcXPYTXGH27ZBimp2BvinwpXy7OX15LgwD9RhmGiT67w3mpvl2+DEv3MxNr/n5qBnl8QktJi8AeMAwzMrBHY409c9nyi4HRQ3RhmOhRwsSGpXp2OR6uoeWlAWveMzWDPHp7cTb66pHqs1b7wRX0kNGDtT6ZWnse39BSb0GPVxo9Z9lby0gTwdwZhpkB1nu2sX6XP9LSUoF1y01VbPOo5hlaSloE9oBhmNnKa9E19ZDRg7Xeklp7HuU1aGctJyUA+316av/zuLuWegd6k5vXfJzqNY8HaTmJHOx1X2Pvs/T+97E06Pdao/88HqXlxBOwJ40Iw3wWluKzGqxT3o+U1y22OVTzT1oeBOj3cqN/l6dqaanAunsZc3DpbSgqemtEGOaX9HDRg7Ueaaw9j9trOfEE7ElnKJ8V2PbL5lS4rpaXBqx5m9QM8jgZliIYtxVgtitAORdts7c5H0bzXhTW8mZqbS7l+7pdtTR4EkuwHqU0LBmGSSmlJbZ3jw2TWcM+ws8DQggJl2GnnWx9jmuFDMOMh44Iw5RQrvFP/E0fgZBshn37/+znEfVChmGGTaxhmOLIq6/SVZaX9vnzk4EH7mOdTwwyDDNcGIZJKaVeyDBMQoiVSqVtx9QXu/K4g5aSBoPZFg2dmAO7azkBmMfKsEjAzRL/q4cgDQRz7QQfS805jwvgfnoI7zF6d8kwTE/B3hxt7JXLfbQ0CNBvrGGYfzD6znIhLOVrGKx7VVjaixxCBPNnGGZkYI8+NPbMZcsvkEMPMYZhFg1POV1LSwfW/roxC5eHaKlXoK9NjT5r8ct6uFKA9R5lrD+PXl/Ui/5uNfrN8lUtI00Ec2cYZhWw1uXgiNTaXcrNSJbT8lKBdX8lNYc8vqylpEVgD2IOw5R/u7Z1FPFberhSgPXuZKw/jztrOSkB2O8ioUuDtMxb0OONRs8u79FSEjnY6yI3/ZPP01bRUq9Bn0VvbCXeqeXEI7Av9YZhynmwhR6uFGC916TWn8eJMIjQb/S5OpyifedR3nMs5Y1ese6i/3Ye0VLvQG/1hmF6u7aOAOtdBo5LrT+PF2s58QTsSZuxRy7P09LSgbU/Y8zC5TFaSjoAzPdeY94uT9PSoME6it4s71ktjYLEEqxHKQ1LhmFSSmmJHf3b6/CzgBBCwqV94cJFAZS257hWyDDMeOiQMEzYZ6uNk2n9+uijEFKdBTNnJoMO/oL1PKKtl2GYYRNzGGbv7l2TGR8O0pWWkzG332KdTSwyDDNcGIZJKaVeyDBMQoiVSqVtH+PLXS631FLSQDDX3Yw55/HnWk5SYC7HGnPKa6lCTpoBZnq+MeM8XqTlQWDpP0uGYXoK9kaC5yQs0bZvNoO6AAX9RheGiR7Xh3NTPbv8o5aWEqz/OmMeLqO4yCFUMH+GYUYG9uh9Y89ctvx5GD1EFYaJ/jpDCQiz9W6zHwziovOOAGsvemGnlwEV6KveMMz/6KFKA9a8PJTQBds8qnmKlnsJ+rvH6DfLF7SMNBHMnWGYVcBaTzXW7vJrWlo6sHa5Icug1CxctsMNtJy0AMw/2jBMwbKGIsq5vKweqjRgzX1SM8gjA2JKAvZ6EyjP27bzwOalWuot6HFno2eX0+HKWk4iBvt8YGrf83iwlnoN+vyL0bfLsdD7G6+UEexLvWGYv9FDlQaseVtjBnncRcu9Bn1eYPTt8gtaWjqwdnnP7ePULFzOhl4GHqOvesIwJch5az1UacCai4Rdiy9qKfEE7Mk7xh5lKTe2WV5LSwfW/uXULPL4gJaSDgDzPdyYt8untTRosI6rjHW5PElLoyCxBOtRSsOSYZiUUlpSB3xxz2ThvLn4WUAIIeEy5d23rc9xrZJhmPHQUWGYYv+9d0rmfTJZH4mQ6swa9lHS9/NbWM8j2loZhhk2MYdhikNOOFpXWj7mjBmd9NlmM+tcYpFhmOHCMExKKfVChmESQqxUKm2HGF/ucrmjlpIGgrk+YszZpXxRflUtJwaYzcupWeU1ii90+gLmuTecn5pvHp+CnfQQQWD075JhmB6D/XnT2K8sH9SyIEC/MYZh/sLoOUu5WL67lpYSrH/71DzyyJ+JLQTzZxhmZGCPGIbZYtDfkUa/Lo/X0lKC9a8AP0nNw+VkuJyWewN6qjcMcw89VKnAum825uDyT1rqJejvMaPfLN/VMtJEMHeGYVYBay0SDNcXBvWeSqPB+i9OzSOP52opaQGYP8Mwq1vK16JY94+MObgsXXB5WcFe/9jYe5ebaanXoE+5CYOt/2qeoKUkYrDPK8IiN4E6X0u9BT32NHrOY5uWE8/A3tQThinBvmvpoUoF1v1uag559D70Gz1KuOOYVM8uS38DEszgemMmLr38vQB91ROGWcqbF2Ldnzfm4HIe9DIMtYxgLw5I7U0ez9TSUoL1y83pivx8mAFX0nLSYDBb+bxvqs46j/I9vzW1PEjQv9w06SNdTx6nwahuPpFYgvUopWHJMExKKS2pn7z6En4OEEJI2Iy+8Vrrc1yrZBhmPHRkGKY45PijkvYFC/TRCKnOpJf+k/TafD3reURbJ8Mwwyb2MExx/BN/09WWi2Fnn2adR0wyDDNcGIZJKaVeyDBMQoiVSqXt4NSXu/J4oJaSBoGZbgklqMs272ryYu0MMJ8vGPPK65Z6CFIHmOPacFRqrnkcAYP7Qq2xBpcMw/QY7M8txn5l2V/LggD9RhWGif7kC/vjU/26fEBLSw3mUCRIJ/iLHEIGs2cYZmRgj1439sxly4M70ENsYZjPGv1m+SFcRktLC2ZwZ2omeTxES70BPdUThvmKHqZ0YO1FL+79SEu9BP0VCcMcqGWkiWDuDMO0gHXub6zbZamDnAXMoJsxE5cvaylpAZg/wzDtDoPL6mFKBda9eWoOeZwNvQtkJ40H+1wkNPJFLfMe9Fo05PMpLSWRg71+29j7LO/RMm9Bj0VvCFn6wDyfwf7UE4b5az1M6cDaLzFm4fJJLfUW9Nhm9Oxyfy0tLZjB7sZMXD6ipV6BvuoJw9xOD1M6sHb53ME2k2ryu3megL0o8lpGvve0vJaWFsygaPjvMVpKOgDM915j3i5P0dIgQf9y827buqp5l5ZGQ2IJ1qOUhiXDMCmltIQO/95Z+BlACCHh8+ExX7E+z7VKhmHGQ0eHYYoM0yN5GXPbzdZziLZO/vsNmzKEYfbbdbtk/ozpuuJyMPnlF62ziE2GYYYLwzAppdQLGYZJCLFSqbTtY3zBy+VpWkoaBGb6W2PGLsdC3hXdAWb0dGpmeb1ey0mNYIZyh/V/pmaax3lwTz1EUBjrcMkwTI/B/nzT2K8sF8AVtdR70GtsYZgnGv26LO2FVWkwh6IXW35DS0mTwewZhhkZ2KOiF4fuqKUtAz1EE4aJ3robvbrk77wAczjQmIvL27XUG9BTPWGYx+phSgfWvjyckZpFHtfVcu9Ab0XC1uR309KH4TYbzJxhmBawzr8Y685yEOyspaUGc3gjNReXcnOidbSUNBnMnmGYds/XQ5QSrH+wMQ+Xu2gpiRTs8c7Gnrs8Q0u9B71uBIvcKE/ek+6i5SRisM+3pfbd5X+1zEvQ39aw6A0hd9Jy4iHYn1rDMOX37Q31MKUDa98lNYs8TtRSb0GP/zF6zvJVLSs9mMUQYzZZSvi7d59Ho6dawzCf00OUEqz/JmMeLi/WUtJCsA8bQHkdbtsjm9/T0lKDORQN/71PS0kHgPkebszb5RNaGiTo/3ZjPS7309JoSCzBepTSsGQYJqWUlkwJaps7cQJ+BhBCSNjMnTw56bX5etbnulbJMMx4aEYYpvjxww/oIxKSzfBzv209h2hrZBhm2JQhDFMcedVPdcXxs3De3GTA/rtb5xCbDMMMF4ZhUkqpFzIMkxBipVJp2874gpfLa7WUNADMc2U4JTXfPP5Ay0kGmNP+xtzy+DFcTg9BagDzuzg1z7wGGxJpWUuWDMP0GOxPT2O/XO6gpd6DXmMLwyxykdULWlZ6MIttjNm4/LOWkiaD2TMMMzKwR0UvDu2hpS0DPcQUhnm10WuWn8CVtbTUYA7L6Dxsc7L5oZZ6A3qqNQxzDFxWD1NKsP7HU/PI4xFa6h3o7WajV5fdtZQ0CcycYZgGWONaUMJibOu3+UMtLT2YxUXGbFwer6WkyWD2DMP8rHPhGnqIUoL1F71x2DlaSiIFe3yDsedZzoGra2kQoN8iQWIiw3VKAPb5HGPfs5TzvpOWegd6uyPVax4f0lLiKdijWsMwH9BDlBKsvzOckJpHHr19fwK99TB6dXmKlpYezOI6YzYu99dSb0BPtYZhfk0PUUqw/q8a83AZdBhdLGAffmLsS5azoLeflTUbzGJUajYux0FvX9OGDma7Apyqs86jvD8V1O/WS0DfstYin21+BKM79xJLsB6lNCwZhkkppSVz7L134/mfEELCZ9yD91uf51opwzDjoVlhmL17bJhM++C/+qiEVGfB7NnJoEO/aD2PaPNlGGbYlCUMs1e39ZPp/fvpquNm9M032GcQoQzDDBeGYVJKqRcyDJMQYqVSaVs19QWvPL6hpaQBYJ7fNObrUr6cuKqWEweY1Zup2eXV2xAP38Hs9oMLU7PM499gsF8sNdbikmGYHoP9Kfrz8Egt9R70Gk0YJnrbCLanenV5opYSgHlIuJdtTjbHaBlpMpg9wzAjA3v0qrFnLlv+PIweogjDRF9yofnIVJ8ub9RSAjAPea1um1M1N9JSL0A/tYZh3qCHKC2YwbnGTFxepqXegd5+aPTq8ptaSpoEZs4wTAOs8SxjzVlKANKaWlp6MItdUrPJ421aSpoMZs8wzM/6Ny0vLZjB4cZMXN6hpSRCsL8S0C+hKLa9t/mglgYDev6GsQaXb2kpiRjs80HGvrtcT0u9An2tCSUUytZzNbfRcuIp2KNawzAP0UOUFszgL8ZMXHobHIjeLjd6zXISXFFLSw9mcUhqNnm8Uku9AT3VEoYpNwheQQ9RSrD+z8EFOo88jtBS0kKwD/2NfcnyLi0jAPMo8r6PuJ2Wkg4A873XmLfLIIOs0fcxxjpcXqGlUZFYgvUopWHJMExKKS2RHx7x5SRpb8fzPyGEhM+w00+xPte1UoZhxkOzwjDFfnvskMyZMF4fmZDqzB41Mum3Yw/reUSbK8Mww6Y0YZhwyLFf1VXHy+yRI5I+W21sXX+MMgwzXBiGSSmlXsgwTEJIVSqVtrHGF72ylC/nrqWlpE4wy3+nZpvH67WU5ADzOsmYXx7v1XJSAMytCywSsiYOgUHeTX4JxnpcMgzTc7BHE4w9y/I7WuY96DWmMMwLjV6zHA9LfWGVCeZR9CKHrbSUNBHMnWGYkYE9et/YM5cMw2wQ6Gt/o0+XDF1IgXl8x5iPS6+ej9BPrWGYu+shSgtmsIcxE5cPaKl3oLcjjV5d/lVLSZPAzBmGaYA1vmKsOUu+j5UC85Ag7Mmp+bj8UEtJk8HsGYb5Wdu0vLRgBusZM3H5qpaSCMH+Fg2L+oqWBgN6Xg0WDQvcUstJpGCPuxl77tLL32HR13lGny6f1FLiMdinWsIwR8Nl9BClBTP4QWomefyJlnoHehts9JrldVpGAOaxMpyXmo/LV7TUG9BTLWGYd2p5qcEcPjDm4nI1LSUtAPPfydgPl7tpKQGYxynGfFwG8/2bEMF8jzDm7fJxLQ0K9F30Jn/dtDQqEkuwHqU0LBmGSSmlZXHz9ZLpfXrhuZ8QQsJnwcyZSZ8tN7I/37VQhmHGQzPDMEUJK2ufP08fnZDqfPL6K0mvbutbzyPaPBmGGTZlCsMUP374r7ryOPExIL0jZRhmuDAMk1JKvZBhmISQqlQqbU8bX/RyyS8gNgDMcQPYnpprHnmRWwEwr+WhhKHZZlnNqZDhaQXAvJaB/9L55XUu3FkPESzGmlwyDNNzsEdvG3uW5a+0zHvQa0xhmO8ZvWZ5k5YRBTP5hjEjl2dpKWkimDvDMCMDe8QwzBaBvn5n9Jnlu1pGFMxkK2NGLv+opV6AfmoJwxyl5aUGc1gBzk/NxWUvLfUO9LaJ0avL2TDomzaEBubNMMwUWN+GxnpdHqKlRMFMHjFm5LKrlpImgrkzDPPTzoGf0/JSgzmMTM3F5RQtIxGC/b3P2O8s5XOg5bQ0KND3/al15PEqLSWRgj1ezthzl8dqqVegr/5Gny7311LiMdinWsIw+VkNwBz2Nebi8j4t9Qr0VTQcbkctJQpm8pIxoywlOHNlLfUC9FNLGOZhWl5qMIc/GHNxuauWkhaA+V9j7EeWA7SMKJhJV2NGLv+mpaQDwHxXgjNS83Ypn5OsouVBgH7XhPJdRNt6bHoXON0oEkuwHqU0LBmGSSmlJXHkFT/B8z4hhMTB+Mcetj7XtVqGYcZDs8MwxRE/Pl8fnZBsGKbVehmGGTZlC8Psu9PWybypU3T1cTHp+Weta45ZhmGGC39+U0qpFzIMkxBSlUql7SLjy14u+8HOWk5qBDM8LzXTPL6kpaQAmNv1xhzzyC/jFwDzutyYXx7P1PKgsawrS4Zheg726Cljz7J8QMu8B71GEYaJvjYy+nT5RS0lCmayrTEjl3drKWkimDvDMCMDe/SBsWcu19DSloEegg/DRE+d4OhUjy4v0lKiYCYyw+mpGbnsr6VegH5qCcO8XctLD2ZRJIR8rpZ5CfobZvTr8jwtJU0A82YYZgqs72xjvVlOhkEGf3UkmEnR97qP1lLSRDB3hmF+2me0tPRgFo8as3HZRUtJRGBfV4EzU/vs8jdaGhzo/VBjLS6Hwk5aTiIFezwptecuv6dl3oCedjF6dNlPS4nnYK9qCcM8WMtLDeYgP9sWpubi8g0t9Qr0dYXRZ5ZDtIykwFyKfn9lby31AvRTNAxTAtVW0vJSgzmcmZpLHk/RUtICMP+Bxn5kycB6C5hLkc/oRmsZ6SAw4weMmbs8XkuDAP2eZfTv8gwtjY7EEqxHKQ1LhmFSSmkJ7Lfrdsn8GdPxvE8IIXEw9OvHW5/vWi3DMOOhFWGY4rj7/6QdEJLN8B+cYz2HaHNkGGbYlC0MUxxx6YW6+nhYOGdOMmCfna3rjVmGYYYLwzAppdQLGYZJCKlKpdK2q/FlrzyeqOWkRjDDol8SjyI8sNlgbp835pjHYC+cbDaY1ZdgkQt3xGBCBF1Y1pYlwzA9B3tUJIjhaS3zHvQaSxjmOUafWY6Hy2gpUTCTZaFcdGabmc3gAkdiAHNnGGZkYI+KhrC1PNQKPcQQhlk0eKGblpIUmMvLxpyylN8LPqelLQe91BKGeayWlx7M4h5jNi7X1VLvQG93GL26HAtX0XLSwWDWDMNMgfU9Y6w3yzu1jKTAXA4x5uSSgQUtAHNnGOanPV9LSw9mUSRgSdxVS0lEYF9PNfbZ5S5aGhzofRk4LrWWPHoVikUaD/Z4gLHnWV6pZd6Anm4wenTJz88CAXtV9D1D+TxiBS0vPZjFkNRsXI7VMq9AX+8bfWZ5tZaRFJjLycacXH5HS70A/RT9ntOzWlp6MIu9jdm4/ImWkiaD2W9p7IXLnlpKUmAu/zDm5HIdLSUdAOZ7jDFvl49oaRCg39eM/rOU16ira2l0JJZgPUppWDIMk1JKS+DHD/8Vz/mEEBIHcydNTHp1W9/6fNdqGYYZD60Kw+zdvWsy5Z23tAtCqrNw7tzkwyMOtp5HtONlGGbYlDEMs9fm6yXTer2vE4iDUdf/yr7WyGUYZrgwDJNSSr2QYZiEkKpUKm2dYJEv3oty927vAk9CQWYHF+gs8zgfrqnlpCCYXZE79ov9tZRkgDltAItepCkX8K2qhwgeY20ueTGf52CPbjT2LMs3tcx70GssYZhPGX1m+XstIwaYzZvGrLKU1x+8ULXJYOYMw4wM7NEnxp5lOUfLWgr6iCEM8zKjxywZ/lsFzOa3xqxc7qGlLQe91BKGubGWlx7M4lJjNi69DSBCbwcZvebxRi0nHQxmzTBMBWtbGc5NrdXlV7SUpMBc1jXm5PIfWkqaCObOMMxPu4+Wlh7MomgI4lFaSiIC+/qssc9Z9tOyYMEaigYH/k5LSaRgj4uEzd2kZV6AfuR7B6NS/bmU96AZfBQI2Kui7xm+paUEYB5Fbn7QDlt+06Q06GfDVH95ZGi5BcxlW2NOLr26EQb6KRqGyRtQKJhFF2M2Lm/TUtJkMPvzjL3I8iMtIwaYzc+MWbk8WEtJB4D5rgRnpObtUgIjg7hpGPrsnuo7j3/R0ihJLMF6lNKwZBgmpZRG7odHHYrne0IIiYcxd95mfb7zQYZhxkOrwjDFfrtsm8weN1Y7IaQ6c8aMTvrtvI31PKIdK8Mww6aUYZhw8JFfTpL2dp1C2Mz8aGjSe4uu1nXGLsMww4VhmJRS6oUMwySEZFKptF1pfOkrj1F/MawjweyON2bp8jktJTWA+V1tzDOPXbWcWMB8loEvpuaVR/mi7PZ6iCgw1ueSYZiegz0qctHxQC3zHvQafBgmeloWFvli/rFaSgwwm7uMWbncSUtJk8DMGYYZGdijIiH4E7SspaCPGMIwi7xW/bWWEQPM5kxjVi7P1tKWg16KhmGO01ICMI+TjPm49DaICr3J769jUr3mUUInDtBDkA4Ec2YYpoK1HWysNct58HNaSgwwm4mpWbkcrWWkiWDuDMNc6kLIf88KZrF3ajZ5PFdLSSRgT+UmXPLvwrbfNn+spcGCNfQ01uRyMlxey0mEYH+LBI3dq2VegH52Mvpz+U8tJQGA/Sr6niGD3FJgHrcY83Hp1U1b0M8pRn9Zys+qzlpKUmAu8plnkc8M3tNSL0A/RcMwD9dSAjCP6cZ8suTNO1oEZv+ksRdZ3q5lxACzOdGYlcuLtJR0EJjxA8bMXVa01GvQZ5EbJIqHaGmUJJZgPUppWDIMk1JKI7b3Zusm0z74L57vCSEkHgYeuI/1Oc8HGYYZD60MwxQlsGzh3LnaDSHV+eStN5Le3csZCNdKGYYZNmUNwxTH3XePTiFshp5asa6vDDIMM1wYhkkppV7IMExCSCaVxReXyUXUti+AZckvItYA5nabMUeX39FSUgOY3+7GPPMYxBc6WwXmU/QO/uI3tDwaLGvMkmGYnoM9utzYsyw/1jLvQa8xhGHuY/SYpQQXraWlxACz+WlqVnk8WUtJk8DMGYYZEdiflYz9cvmhlrYU9BF0GCb6WRkW+f026oue6gGzKRLMJt6kpS0HvRQNw3xeSwnAPIr+Hv0tLfUS9PcTo988ToLd9BCkg8CMGYapYG1FbubykpYRC5jPO8a8XK6upaRJYOYMw1yqF78D+ALmsZ4xH5c/01ISCdjT8409zlLeB9xIS4MG6+ibWlcev6alJEKwv0WCxh7TMi9AP0U+ZxH53mZAyH4Z++fye1pKAObxQ2M+Lr26WRn6KfIa/mEtIxYwn2HGvLKcrWVegH6KhmFurqUEYB4fGPPJ8i0tI00Ec5fA2iKhpcdpKTHAbPYwZuXyj1pKOgjM+Bhj5i4f0FKvQZ+Djb6zHAuX0dIoSSzBepTSsGQYJqWURuzwC8/Dcz0hhMTDlDdfsz7f+SLDMOOh1WGYooS1EZKHsffebT2HaMfJMMywKXMYZt8deiRzJ0/WSYTJxKeesK6tLDIMM1wYhkkppV7IMExCiJNKpe33qS9+FfEsPQTJCWY2wJihy+5aSmoA8+sER6XmmcffaDkxwGwOgXKRqW1u1YzyS8uWdWbJMEzPwR4VuUhzipZ5D3qNIQzzYqPHLN/TMmIB8znVmJfLn2opaRKYOcMwIwL7IzcdsO1bNV/X0paCPkIPw/yS0V+WEpr5OS0lBphNj9Ss8vgPLW056KVoGOYdWkoA5rGhMR+XF2qpl6A/+fk6LdVvXj+EG+phSAeA+TIMU8Ha3jDWmuVlWkYsYD4PGvNy2VNLSZPAzBmGudRntYwomMkCY0ZZ3qxlJBKwp+8be5zlv7UseLCWC421uXxIS0mEYH8fM/Y7y+e0zAvQT5HXtPJZ4zpaSgIA+1X0PcM2LSUA8zjBmI/LL2mpF6Cfj4z+suR3iDLAfIoGSm6gpS0HvRTpXV7XL6ulBGAe/0zNx+VgLSNNBHMvcpMovpbJALMperML3vyng8GM5SaOM1Izdyl/dyUt9xL0t2eq3zxeo6XRkliC9SilYckwTEopjdQ+23VL5k6aiOd6QgiJh2HfPdP6nOeLDMOMBx/CMMWxd/9BOyIkGwlBt51DtGNkGGbYlDkMUwz5pgkLZs1KBuyxo3VdZZFhmOHCMExKKfVChmESQpxUKm2bwFmpL38V8Qd6GOIAsyr6Zc9RWkrqAHMscoG1+IaWkhSYiwSiTEzNKY+9YZQBQ8Y6XTIM03Nkj4w9y5JhmE0EPT1h9Jjlb7WMWMB89jXm5TLKMGOfwcwZhhkR2J+djf1y+XctbSnoI/QwzCIhym9rGbGA+axgzMtlfy1tOeilaBjmT7SUAMxDLoq0zamaV2upt6DHnxo953Uo3FoPQxoMZsswTIB1LQ/nptbp8iAtJRYwn2uNebk8RktJk8DMGYa51Nu1jCiYycfGjLK8T8tIBGA/tzP212U0rwuwFvnspchNyOR1w+paTiIDe1skDPMFLWs56GUVWCTQ+DUtJYGAPSv6nuFeWkoA5nGQMR+Xx2ppy0Ev6xq9ufy8lhILmM89xrxc7qOlLQe9FAnD/EjLiIKZ/NmYUZYTtYw0Ecz9XGMfshygZaQKmNEcY2ZZ8vuRTQBzfsCYu0uv3zdFf7ca/brcTkujJbEE61FKw5JhmJRSGqkSskAIITExe9zYpHf3rtbnPF9kGGY8+BKG2avb+sknr7+iXRFSnfb585IPjzrUfh7RhsswzLApexhmr027JFPfe0enERYjr77SvqYSyTDMcGEYJqWUeiHDMAkhuajUHgwg/gGuoIciVcCMjkjNLI9/0VJSB5hj0YtzZsLOWk4A5rEsfEXnk1e5S/xWeojoMNbqkmGYniN7ZOxZlgu0zHvQawxhmEVCEE7VMmIB89nWmJfLl7SUNAnMnGGYEYH9OdTYL5deBOGgj9DDMIuEKN+mZaQKmJG8prfNzqYEsnTS0paCPoqGYZ6lpUTBTIrcMMX7IC/0uCIckuq5iFPhYXoo0kAwV4ZhAqxrd2OdLtfUUmIB87nImJfLH2kpaRKYOcMwl/oLLSMKZtLPmFGWT2kZiQDs56+M/c1SXquuqqVRgPU8n1pfHs/QUhIZ2NtQwzAPMXpz+TMtJYGAPSv6nmH0YUNFwDx6GvNx6c3vv+jlcKO3LGfDZbWUWMB8fp2aVx69+ewTvRQJw/yvlhEFM7nOmFGWC7WMNBHM/T5jH7LkzRkcYEZjjJm55PdOOxjM+Bhj5i4f0FLvQG9yg6lJqV5dvqulUZNYgvUopWHJMExKKY3QgQfuk7QvWIDneUIIiYcQwo8YhhkP3oRhwr49t0pmjx6pnRFSnTnjP0767bqd9TyijZVhmGFT+jBMOOiwA5L2hQt1ImEwY/DApFe3DazrKZMMwwwXhmFSSqkXMgyTEJKLyuJggL6pL4EV9X0YbfBdI8B8rkzNK49naimpA8yxuzHXPPbQcgIwj2uN+eTxRC2PEst6s2QYpufIHhl7lqmWeQ96DToME/1sbPTncnstJRYwn/WNebn8UEtJk8DMGYYZEdifbxj75fIqLW0p6CP0MMyxRn9ZMjzEAWY00piZy3W0tKWgj6JhmF/XUqJgJiOMGWX5Ry3zGvR5kNF3USWsYHk9HGkAmCfDMAHW9R1jnVkO1TJSBczo28bMXN6opaRJYOYMw1zqT7SMKJjJy8aMsvQmBI7UB/ayMxyV2luX92tpNGBNRX8X5/kfKdjbImGYb2pZy0EvPzd6c7m/lpJAwJ4VfZ7id9VSYB4bGvNxebqWthz08jOjtyzf0DJSBczoJ8bMXP5YS1sOeikShsnXKgaYycXGjDLVMtJEMPdB5j5k+AMtI1XAjIp+B7WblpIOAjNeCRa5CZ783ZW03CvQV9HPFr6rpVGTWIL1KKVhyTBMSimN0MmvvITneEIIiYcFM2cuCpq0Pef5JMMw48GnMExx0KFfTBbMnq3dEVKdqe+/m/Teoqv1PKKNk2GYYcMwzMWOvfsPOpEwGHLC0dZ1lE2GYYYLwzAppdQL+QVjQkhuKpW27eHs1BfBiiq1F8Fl9ZAkBebyD51TXrfWUlInmGWRCynFY7S09GAWhxuzyeNtWh4tljVnyTDMJoA5yxe35WKyz8P94VdgG5QwMgm7FC+El1t8Gtr2zqo+pPeg19DDML9q9JflXMjXHxlgPhJ8bptdNadrKWkSmDnDMCMC+3OJsV8uv6WlLQV9BBuGiV7WNnpzubOWkipgRh8YM3Ppxe+w6KNoGObXtJQomEk/Y0ZZBhGGKaDXa4zei9oH7qmHI3WCWTIME2BdtxvrzPIRLSNVwIyOM2bm8j4tJU0CM2cY5lL5nqEBZvJPY0ZZMmAnErCXBxh76/IQLY0GrGlVOCu1RpftcGMtJ56BvZH93AzuDOWziiPgifAMuOSzCglDs31WMQDa9tymNz8n0UuRz1gWwJW1lAQC9qzoe4Z8jkqBeRR979+b14nopUhI7++0jFQBMzrLmJnLX2tpy0EvRcIwn9QyomAmhW7OCVfVUtIEMO+V4cLU/F0y2NsBZlTkZhfi7lpKOhDM+QFj7i69/P4k+nrE6DPL+dCLm/l1NIklWI9SGpYMw6SU0sgc9u3/w/M7IYTExdg7fmd9zvNNhmHGg29hmOKw756p3RGSzbi/3mc9h2jjZBhm2DAMc7F9tuuWzJ04QafiN+Mfe9i6hjLKMMxwYRgmpZR6IcMwCSGFqFTaTkt9GaxWe8MD9JBEwUxGpGbkUi56W0ZLSZ1glg+nZpvHC7W01GAOG8PJqbnk8T24oh4iWow1u+SF7XWCGa4B5cLRY+EF8GYoX25+A8pzaz1BzoXVtrwHvYYehikB27Y+bfbVMpKBZW4ul9dS0gQwb4ZhRgT25y5jv1werKUtBX2EHIYpARO2HqvJi0kdYEZvGzNzuY+WthT0wTDMOsFM3jdmlOVjWuY96HU5+Gqq91qU4CEJL+yihyU1ghkyDBNgXUXOyV9oGakCZlT0vHpGS0mTwMwZhrlUvmdogJkUCVt6Q8tI4GAv7zb2NsuxMMrPzrCu+1PrzOOPtZQ0Ecx9A7g3PBleCuV3gyfhO1DOTwlase1XR+hTGGaRzxL/q2UkILBvwb5n6AMyD2M+Ln0Kwxxi9JbleVpGqoAZFf239CctbTnopUgYZjDvFzYLzORcY0Yu+TzaRDBv+S6KbR+q2VVLSRUwoyLPGeJhWko6EMz5GGPuLh/QUm9AT/L9MblZrq1fm6X5mZRYgvUopWHJMExKKY3IPltulMweOQLP74QQEg8LZs1K+u26nfV5zzcZhhkPPoZhimNuu1k7JCSbEZdeaD2HaGNkGGbYMAxzqcO/f5ZOxV/mz5gezGvBZsgwzHBhGCallHohwzAJIYWpVNp+aXwprFb/DrfRw5YazEHuIm+bUTXf01LSADDPy435uvyDlpYWzGB5+GZqJnmcCrvpIaLGWLdLXtieE8zqc3AveA68DcoX5MdD21xbprbrPeg19DDMe43+snxCy0gGlrm53EBLSRPAvBmGGRHYn/8Y++Wyu5a2FPQRchhmkYtJJ2gZyQBzKnqxohehkuiDYZh1gpnITQ5ss7IZ1IWE6HdtOCjVf63K778Xw1X00KQgmB3DMAHWJeeSbb02T9MyUgXMqOh59Y6WkiaBmTMMc6l8z9AAM3nUmFGWwZ0f5LNgH1eC01L76vI6LY0OrO1QY60ueXOgDgTzXQseBOXmXPKz6y1Y5Fxthl48D6KPTYy+XJb+M9gQwb4xDLMOMI9ljPm49OJ1IvqQn9NyUxBbjzaP1FJSBcyo6L+lp7S05aAXhmHWAWbC51GPwbyL7I/cqLWTlpIqYEZPp2aWx1O0lHQgmLP8bJ+RmrtL+bte3RAb/Xw71V8ej9bS6EkswXqU0rBkGCallEbkqOt/hed2QgiJizG3/tb6nOejvXtsqF2T0PE1DLPX5uslk196QbskpDrt8+cnQ9uOtJ9HtG4Zhhk2DMNMuWmXZMqbr+lk/ET+vVl7L6kMwwwXhmFSSqkXMgyTEFKYSqWtEywSQJWlfDn+L3ArPXwpwfp30Hnk9Y9aShoA5ln0zub/0tLSghncaMwkj8doefRY1p4lL2yvAmazJfwmvAP2gwuhbYZeqe17D3oNPQzzdaO/LO+GEnxFs7XNLkv+PtlEMG+GYUYE9meYsV9Zyu9My2tpS0EfIYdhFnn9+j60PU/ST/sGtM2vml48L6EP6d3WXzUZhmmAmUR9cTt67gZHpdZQj+Pg9+FKeniSE8ys9GGYWJOEs9rWWs0ToflcTT/tCdA2u2r20+0gTQIzZxjmUvmeoQFmEvX5QT4L9vF4Y19d7qil0YG1SVCavLa0rbuaPbWc1AHmKLPfBX4X/hWOgLZ5+6YvYZgHG325/K6WkoDAvjHErU4sM8rSlzDM7Yy+XH4Z2n5Po0s9H9pmV80XdDtajvRi9JYlwzANMBM+j3oM5n2VMf8sP4S2f9/00z4LbfOr5tm6HaSDwawfMGbv8nAt9QL086rRX5aToBefwTeDxBKsRykNS4ZhUkppJPbfs2eyYPZsPLcTQkg8LJg5M+nbc0vr856vkjjwNgwT9v38FsmsYR9pp4RUZ+7ECcmAPXa0nke0PhmGGTYMw/y0gw7+wqIAXR+Z1r9v0qvb+ta+yyrDMMOFYZiUUuqFDC8hhNREZfGFPxIsZfuiWC1KwMtDcGd9iFKBdR+nc8jr+VpKGgDmuZUxX5f9tbSUYP1HGfPI441aXgos68+SF7YrmIUEfZwC74GjoW1e3qvL8R70GnoY5nijP9p8d9DtIE0A82YYZiRgb1aERQKeh2lpy0EvIYdhPm70RpsvwzAjATOJ/uJ29N0dNioQU5wIL4a8UD0nmBXDMCttuxlrpM3Xm9dhZQEzZxjmUvmeoQFmwjDMkoF9/Iexr1n20rJowRpvMNbs8jotJQXB7DaH34GPwanQNl/f9SUMU0JEbf1V8wAtJQGBfWOIW51YZpSlL2GYRxh90eb7qm5Hy0EvDMOsA8yEz6Meg3n/2Zg/bb58j6RJYNYVY/Yu79XSloNe5Pc4W4/VvFlLS0FiCdajlIYlwzAppTQSJzz5dzyvE0JIXIy67mrrc57PkjjwOQxTlOAyCYslxMW03h8kfbbcyHoe0dplGGbYMAzzs465/Radjl8MOfar1n7LLMMww4VhmJRS6oUMwySE1Eyl0tYJ/ib1BbFG+SI8Gi6jDxU9WOt5uva8enVX7dDBPJeF81LzdTlFS0sH1t4NfpKaRR7fhKW5k7pgrN9lqb+0jfVvDH8IX4JFgsG8VZfmPeg12DBM9PI5ozfaGnfULSFNAPNmGGYkYG96Gnvl8h9a2nLQS8hhmH2M3mjzPUe3o6WgD4Zh1glmUoqL29G7/P47MLWWRjgD3gy31IchVcCMGIZZaTvBWCNtvsN1O0iTwMwZhrlUBj0YYCYMwywR2MMucH5qT10+CeV31pi9BtrWXs0xsDSftdYLZiXv1/wcxvL+gS9hmLcYfbncWEtJQGDf5DnKtp/VZIibgWVGWfoShvl9oy/afL15zYteGIZZB5gJn0c9BvN+zZg/bb4/0u0gHQxmvQqcnZq9S7l5wApa3lLQx2WpvvK4m5aWgsQSrEcpDUuGYVJKaQRKYBchhMTGnLFjggxwI3HgeximOOzb/6fdEpLN+Ecfsp5DtHYZhhk2DMP8rH222SyZPW6sTsgPxj14v7XXssswzHBhGCallHohwzAJIXVTqbSdDTsiwGwYlIC06L/EizX+Wtec1120lDQIzFTON9usq7mSlpYGrHkF+G5qBnmcDEt34ZoxA5elu7Ada14Nfhu+rDOISl2m96DXkMMwtzJ6o62RYZhNBPNmGGYkYG9ONfbK5bVa2nLQS7AXZKIXuRjL1iNtnr5cqM8wzDrBTEpzcTv6XwM+n1pPo2yHT8GDYSd9OJICc2EYZqXtAmONtPmO0e0gTQIzZxjmUhmGaYCZMAyzRGAPv2vsKa3Ng3WkxALmsxG8BPbXecWkL2GYjxt9ZSk3LuyspSQgsG8McasTy4yy9OU9tmuNvmjzZRhmJGAmfB71GMx7lDF/2nwv1e0gTQDzfsSYv0svbuqOPgYbfWXZT8tKQ2IJ1qOUhiXDMCmlNHB7b7ZuMq1fHzynE0JIXAz/wTnW5z3fJXEQQhimOPq312nHhGQz8spLrecQrU2GYYYNwzDtDjv7NJ1Q65k3dUrSd6etrX2WXYZhhgvDMCml1AsZhkkIaQiVStuBcFzqC2ONdAb8HYw2cAlre0DXmtf1tJQ0CMz0dWPGLtfX0tKANd9szCCPXnzhtdlY5pBlaS5sx1p3gXfCmbr2KNXleg96DTkMcz+jN9oaGYbZRDBvhmFGAvam6EXC3uyl9GL05tKLCzLRx4pGX7Q1nqlb0lLQB8Mw6wQzKdXF7VjDcvCG1JoabT94LuRF7CkwD4ZhMljEB4fpdpAmgZkzDHOpDMM0wEwYhlkisIdvGXtKa/MeHSlRMJPO8CvwCdgRN3v0RV/CMIvcZO9DLSOBgb1jiFudWGaUpS9hmPcZfdHmyzDMSMBM+DzqMZi3BHbb9oE2T75H0kQw7+ON+bu8V0tbBnrY0+jJ5UVaWhoSS7AepTQsGYZJKaWBO/yC7+P5nBBC4mLK228mvTbtYn3e810SB6GEYUoo9sTnntauCalO+8KFydATj7aeR7S4DMMMG4ZhVnfyyy/qlFrLiIvPt/ZHGYYZMgzDpJRSL2QYJiGkYVQqbevCZ1NfGusI5eK3b8AV9WGjAOt5XteXxwWws5aSBoGZPpiacR630tJSgPW2GevP49VaXjoss8gy6i9tY32d4GHwP7re6NWlew96DTkMs2L0RlsjwzCbCObNMMxIwN4U/Z2pp5a2HPQSahhm0fBD2jF68byEPhiGWSeYSSkvbsdavgonptbWaGdBCfnaVR+y1GAODMOstN1vrJE2X4ZhNhnMnGGYS2XQgwFmwjDMkoD929LYT1q7csPBlXW0pQZzWAGeDgdA26xi05cwzI+NvrJ8TctIYGDvGOJWJ5YZZelLGOZzRl+0+b6p29Fy0AvDMOsAM+HzqKdg1msZs6etke+RNBHMexU4OzV/l1PhClreEvD4t6b6cdkOu2ppaUgswXqU0rBkGCallAZsn202S+ZMGI/nc0IIiYf2+fOTQQftY33eC0ESB6GEYYp9tt08mTlksHZOSHXmfTI56b/3TtbziBaTYZhhwzDM6g744p7JwnlzdVKtYVqv9xeFPdv6owzDDBmGYVJKqRcyDJMQ0lAqlbbO8Bw4Ddq+TNYox8PLYRd96KDBOt7VdeVxjJaRBoK5/taYs8vdtTR6sNYt4PTU2vP4ClxWD1E6jFm4jPZL21jbIfC91FpLoS7fe9BryGGY5xq90da4nW4JaQKYN8MwIwD7Ir8vTUntk8s5cDktbznoJdQwzN2MvmhrZBhmJGAmpb24HetZDz6aWl9HKb9THw1LezMUrJ1hmAwW8UGGYTYZzJxhmEtl0IMBZsIwzJKA/bvK2E9anyfqaEsJ1r8sPBOO0HmURV/CMBcafWX5kJaRwMDeMcStTiwzytKXMMxeRl+0+b6g29FypBejtywZhmmAmfB51FMw622M2dPWyPdImgxm/oixBy4P19Kmg8deHk5K9eLyWS0tFYklWI9SGpYMw6SU0oAdffMNeC4nhJC4GHPrb6zPeaFI4iCkMExx4AF7JfOnTdXuCanO9P79kt5bb2I9j2h+GYYZNgzDzHb0DdfopJpP+4IFyeDDD7L2RRfLMMxwYRgmpZR6IcMwCSEdQqXStjF8IvUlso5SwmFugxvrQwcJ+h+i68kjL+LsADBXCVe1zbua+2tp1GCdK8L3U+vOo4TVbqCHKCXGPFxG96VtrKknfDm1xmYqd/AfA9+BT8M/w1/Di6AEKMqFJMfAw+D+cB+4YxUlOEv+zs3Q9lhWdQzeg15DDsO81OiNtsYNdUtIE8C8GYYZAdiXohfNva6lXoB+Qg3DPNDoi7bGNt2SloI+GIZZJ5hJ6S9ux7okqFJ+77CtuZF+COW5t3Q3m8CaGYZZaXvTWCNtvh/odpAmgZkzDHOpDHowwEwYhlkCsHed4EepvaT1+5SOt3Rg7UdCeU1tm0tHOx8OhW/AJ+Fd8FfwR/AsKK/z5TXvwVA+h9gT2j6nEOW/yd+R0HzbY9ls+fMgeljN6MnlHVpKAgN7xxC3OrHMKEtfwjCHGX3R5vuMbkfLQS8Mw6wDzITPo56CWe9uzJ62xtN0S0iTwMyPN/bA5b1a2nTw2EU/SzhJS0tFYgnWo5SGJcMwKaU0UPvvvVOycM4cPJcTQkg8zBwyOOndY0Pr814okjgILQxT/OibJyVJe7uugJDqTHjisaTXpl2s5xHNJ8Mww4ZhmA67bZBM6/W+Tqu5SBCntSf6PxmGGS4Mw6SUUi9kGCYhpEOpVNoOhf1TXybrKOdBCcXsqg8dFOi7yN2p39My0kAw14uNObssSxjmH4x1u5QgwoO1vLQYM3EZzYXtWIsEtclz8UJdW0cqwTP/hNfCb0G5YHQLuLy20zBwzO9DWw9Wtcx70GvIYZjXGL3R5ivP9yvolpAmgHkzDDMCsC/fNPbJ5W+01AvQT6hhmBJaZ+uPNtd9dEtaCvpgGGadYCa8uB1gbavAn8PZutaOVAJ8vgFLE4qJtTIMsznvqdJsn9btIE0CM2cY5lIZhmmAmTAMswRg7+TmRbY9pbW7AHbREZcCrFc+K3hG19+Rynuk8lr9EXgFlPdN9oVy08hltJ2GgWM+Bm192PQhDHMToyeX12spCQzsHUPc6sQyoyx9CcOcYvRFm+89uh0tB73w/cI6wEz4POopmPVBxuxpazxMt4Q0CcxcPv8o8tnHVNiS74/gceX3MVtPNqfBlbW0VCSWYD1KaVgyDJNSSgN1/OOP4nmcEELioX3hwmTw1w6xPueFJImDEMMwxVHX/kJXQEg2I6++ynoO0XwyDDNsGIbptv9ePZM5E8brxJrDhGeeSnpvtq61H7pUhmGGC8MwKaXUCxmGSQjpcCqVtmXhOXAstH3JrJHOglfBVfThgwD9FrlQ4AUtIw0Ecy0Udgej/6It1niyseY8Xq7lpcYylyyjuLAd6/gKHJ1aVyOVL00/CS+AX4Jr68M2BTwewzAX61MYpoSu2nqkzXOwbgdpEpg5wzAjAPtSJLxFPFFLvQD9hBqGWbRv2jGuqVvSUtAHwzDrBDPhxe0psEYJupHndwkZss2gkfaBpbjwF+tkGGbH/Y5N88tApiaDmTMMc6kMwzTATBiGWQKwd7cbe0kb4/d0xFGDdXaG8n6+fF5sm0O9joMPwLPhnrCpn0fj8UILw9zB6MklP2MMFOwdQ9zqxDKjLH0Jw2zGzRFpthfodrQc9ML3C+sAM+HzqKdg1scYs6etcRPdEtJEMPciIZNi0z+7wGOuAeemenB5l5aWjsQSrEcpDUuGYVJKaYB+ePRheA4nhJC4GHP7LdbnvNAkcRBqGGavTbskE596QldBSHUkgHjo14+3n0fUKcMww4ZhmPkc+OV9mxaIOeml/yR9ttrY2gf9tAzDDBeGYVJKqRcyDJMQ0jQqlbaVoFyA1IxQTLkY6SR9aO9Br/NSvbt8TstIA8Fcv23M2eURWholWN9WcEZqvXl8Hi6jhyg1xlxcBn1hO/pfEd6aWk8jnA+fg+fDXWBLzys8PsMwF+tTGGaR8IN34I604XbX7SBNAjNnGGYEYF9GGfvkckMt9QL0E2oY5neMvlzanvdofX5et6PloBeGYdYJZsKL2y1grd1hs0Ixn4bd9KGjBOtjGGaxm+f8Btqef2l9rqPbQZoEZs4wzKUyDNMAM2EYZuRg31aAn6T2kTbOt3XM0YI1rgflcyrb+mt1GnwIngm30odqGeghtDBMeT1l662aDMMMFOwdQ9zqxDKjLH0Jw7T1Vs2fQvP3LVq/a+h2tBz0wvcL6wAz4fOop2DWRffmC9D275XWoW4HaTKY/fHQdp5X804tbRp4zKLf99xXS0tHYgnWo5SGJcMwKaU0NDftkkx9/108hxNCSDxM69836b1FV/vzXmCSOAg2DBP22WbTZPqA/roSQqozb+qUZOB+u1nPI5otwzDDhmGY+R2wz87JtN4f6OQ6hrF/vCPp3T2O14HNkGGY4cIwTEop9UKGYRJCmk5lcXDa6bCffsmsI30Wbq4P7S1Gzy75xfAOAHM9w5izy/21NDqwts/BPqm15nEMXFcPUXqM2bgM9sJ29C5BQu+n1lKPEoD5FDwZrq4P4QXoh2GYiw02DFPLCAkanMsMwwwc7MnWxh65HKCl3oCeQg3DjPJnOakN7DHDMOsEM+HF7RlgzZvDm2DRG0wUdRa8CC6rDx0VWBfDMIuFYTI4iEQBzmWGYS6VYZgGmAnDMCMH+3a0sY+0sW6po44OrG1/KDdKtK27qPI6/l54CFxBH8IL0E9oYZg7Gz25vEhLSWBg7xjiVieWGWXZ8teJ6GE1oyeXZ2gpiRTsMd8vrAPMhM+jnoJZc29IacH5vAqcnTq/XU6Gy2l5U8DjFfn58xHspKWlI7EE61FKw5JhmJRSGpjDv3cWnr8JISQeFs6Zkww8cB/rc16IkjgIOQxTHPCFXZJ5Uz7R1RBSnRmDByZ9ttnMeh7R6jIMM2wYhlnQbhskI6++Kpk/bapOsDHMGDQgGXrysfbHpFVlGGa4MAyTUkq9kGGYhJCWIV8ug1+BEn7WDm1fQmuEctHSN/VhvcTo1yW/GN4BYK6FAnJgzGGYRS4qFhfC/bScAGM+LoO8sB197w3Hp9ZRq/Jl44uht2Gq6I1hmIv1KQzzUaO3LBl+QKIA5zLDMAMHe3KusUcuf6el3oCeShGGCZfXUhIh2F+GYdYJZsKL23OAta8BJaxyqM6io3wTdtOHjQasiWGYlbaZxhqzZBgmiQKcywzDXCrDMA0wE4ZhRg727W/GPmb5GpTfUcvsHdA2m2r+TEcdFVjXaXBeap21+haUY62sh/YO9BZaGKaElNp6q+alWkoCA3snz0m2Pa0mg8IMLDPK0ocwzKKfV/C1beRgj/l+YR1gJnwe9RTMmntDSg3O6UeMc9zll7S0w8FjdYVFvnNc6vfQE0uwHqU0LBmGSSmlAdlny42SOWNG4/mbEELiYcQlF1if80KVxEHoYZjiRycfl7QvXKgrIqQ6E555Kum1aRfreUTtMgwzbBiGWZt9tuu26HXblDdfS9oXLNBpFmPe1CnJ+McfTT76vxOS3puta30cmi3DMMOFYZiUUuqFDMMkhHhBpdK2CbwKjtUvn3WEf4Wr6UN6hdGny+e1jDQQzLVoQM4+WhoVWFfRL3KLP9ZyolhmlGVwF/+g5yPg3NQaavFd2AY762G9BT0yDHOxPoVhBnXRLyGNAOcywzADB3vynLFHLo/RUm9AT0Fe9Ic+ir7W58WKEYP9ZRhmnWAmvLi9AJhBZ3gwlItGF0DbnOp1OjxRHzIKsB6GYdrXWc2rtIyQoMG5zDDMpTIwyAAzYRhmxGDP1oRF3nOO6rVPLWAG60O5WZltPjblxlSdtDwKsJ6fptZXq0/AID7zQ5+hhWHuZvTkkgHvgYK9Y1BYnVhmlCXDMIl3YI/5fmEdYCZ8HvUUzLroje421FJCogDn9PHGOe7yZi3tcPBYPzQe22V0NxUrQmIJ1qOUhiXDMCmlNCBHXf8rPHcTQkg8THzqiegC2EgcxBCGKY782WW6IkKykdeZtnOI2mUYZtgwDLN++27fPRl25jeSsXf8Lpny7tvJ/GlTdbpLaZ8/P5k17KNk4j+fTEZefWXy4dGHJb02X896PJpfhmGGC8MwKaXUCxmGSQjxikqlbTkoX6J7Sb+E1mj7ws304bwBPc1K9ejyRS0jDQRzvdyYs8sdtTQasKbt4czUGvP4TxjVxZONwJiRy6Au/kG/J8B5qf6L2h8eDYM5b9ArwzAX61MY5qNGb1kO0zJCggbnMsMwAwb7IaEe81P741L+7upa7g3oqSxhmOtrKYkQ7C/DMOsEM+HF7TWCeXSFV8KPdT6N9hq4jD5c0GAdDMMs9h7Nb7SMkKDBucwwzKUyMMgAM2EYZsRgz75t7GGW8jNyFS0tNZjDM6m55HFvLQ0erOVqY21F/TfcTQ8XBOg3tDDMHY2eXF6ppSQwsHcMcasTy4yyDDEM86daSiIFe8z3C+sAM+HzqKdg1kX3poeWEhIFOKdXgbNT57jL0bAp3wfD48hNmG092HxZy0pLYgnWo5SGJcMwKaU0EPvvtn2yYOZMPHcTQkgcSDhSn+26WZ/zQpbEQSxhmOL4vz+iqyIkm2Gnn2I9h+hnZRhm2DAMs2Psu0OPZMC+uyYD99st6bfLtkmvbutb/x6tT4ZhhgvDMCml1AsZhkkI8ZZKpa0nvA8u0C+lNcqJcE99GC9AP1NS/bnkRZwdAOZ6gzFnl5toaRRgPfLl1QGp9eVxBFxLD0FSGHNyGcyF7ej1K7DWIMwZ8EdwWT1cMKBnhmEu1qcwzCLhB5O0jJCgwbnMMMyAwX6cYuyPy+e01CvQV1nCMHmxYsRgfxmGWSeYCS9urxPMZXn4ddhb59RIn4Ar60MFC9bAMMxi7xf+UcsICRo5l41zO0uGYZYMzIRhmBGDPXvV2MMs/6JlpQezKPp+w21aGjRYx2XGuoo4Eh6rhwoK9B17GCYD3gMFe8cQtzqxzChLH8IwVzV6cnmtlpJIwR7z/cI6wEz4POopmHXRvdlZSwmJBpzXRX4PEffQ0g4Dj9HDeEyXp2tpaUkswXqU0rBkGCallAbiuAfvx/M2IYTEwcI5c5JBh37R+nwXuiQOYgrD7LPlRsm03h/oygipzvwZ05OBB+xlPY/op2UYZtgwDJOGLMMww4VhmJRS6oUMwySEeE+l0rYxvBEWucu0y1nwAH2IloNe5K7Ytj5tDtMy0kAw1z8Zc3a5upZGAdbzZ2N9LudDr0JlfcKYlcsgLmxHn3tAee60rcHlKzDY153onWGYiw01DHOelhESNDiXGYYZMNgPCSaz7VM1z9VSr0BfoYZhnmP05ZIXK0YM9pdhmHWCmfDi9gaB+XSCh8LXdV6N8t8w6EBM9M8wzGJhmI9qGSFBg3OZYZhLZRimAWbCMMxIwX5tbuyfy8O1tPRgFnKjs5mp2bicDFfQ8iBB/99Oraeo8jyymh4qONB7aGGYRf9t36OlJDCwdwxxqxPLjLL04nWipa8sowhjJtXBHvP9wjrATPg86imYtdzQyLYH1fyilhISDTivi96E4Wot7TDwGEVukCDfOY7qe561kFiC9SilYckwTEopDcCBX943Sdrb8bxNCCFxMPy8s63PdzFI4iCmMEyx/149k7mTJunqCKnOzKEfJn237249j+hSGYYZNgzDpCHLMMxwYRgmpZR6IcMwCSHBUKm0rQ8lFHMutH1xragS6ra/Hr6loI9+qb5cztIy0kAw12eMOWfZrmVRgPXUcuHgeVpOLFjmlaX3F7ajR3n+HZvquYhXwmX0UEGC/hmGuVifwjBvNnpzuaqWEhIsOI8Zhhko2It1oASJ2/apmhtruVegr1DDMItepHWIlpIIwf4yDLNOMBNe3N4BYFb7Q7mRgG2OtRh0ICZ6ZxhmpW24scYsX9QyQoIG5zLDMJfKMEwDzIRhmJGC/brU2L8sJcxxOS0lAPO4LzWfPAb7Ow563w/OS60lr/KZ8PF6mGDBGkILw1zT6Mnlk1pKAgN7xxC3OrHMKEtfwjCLfG/nIS0jkYI95vuFdYCZ8HnUUzDrou9RtmkpIdGA83p1WOTn/kAt7TDwGAOMx8zyfi0rNYklWI9SGpYMw6SU0gCc9O/n8JxNCCFxMOYPt1qf62KRxEFsYZji0LYjk/b583WFhFRn0vPPJr03W9d6HtHFMgwzbBiGSUOWYZjhwjBMSin1QoZhEkKCo7I4uKLohV3VnAK31kO3DPTwWqqnPK6mpaRBYKZ9jRlnOU7Lggdr2RHOSa0tj3+DnfQQxIIxL5deX9iO/paBtQSyyMWlx+phggbrYBjmYn0Kw/y50ZvLHlpKSLDgPGYYZqBgLwr9HIGvaal3oLdQwzCPMPpy+XUtJRGC/WUYZp1gJry4vQPBzI6Gg1IzrMdHYWc9dFCgb4ZhVtp6GWvMcoCWERI0OJcZhrlUhmEaYCYMw4wU7FeR1z63axlRMJNDjRm5fFhLgwJ9rws/Tq0jr6PgjnqYoME6QgvDlM+XbL1V8y0tJYGBvWOIW51YZpSlL2GY442+snxVy0ikYI/5fmEdYCZ8HvUUzFpuYGTbg2qeo6WERAXO7SeMc93ltlracHDsnY3HcsmbIILEEqxHKQ1LhmFSSqnnDjnhaDxfE0JIHEx++cWk1+brWZ/vYpHEQYxhmOKIy36sKyQkm9E332A9h+hiGYYZNgzDpCHLMMxwYRgmpZR6IcMwCSHBUqm07QmLXBRezY/g2nrYloDHfzzVTx630VLSIDDT6caMs3xby4IG61gVDk6tK49D4Rp6CFIFY2YufQ/DvMToN4/y7+kAPUTwYC0Mw1ysT2GYFxi9udxbSwkJFpzHDMMMFOzF+8beuDxbS70DvYUahrmf0ZfLC7WURAj2l2GYdYKZ8OL2DgZzWw5eCOUmA7a5FvEaPWxQoG+GYVbaXjbWmOUnWkZI0OBcZhjmUhmGaYCZMAwzQrBXuxt753I/LSUKZiKBg0VCIufCoAKU0G8n+KT2X8QP4eZ6mODBWoIKwxTQxydGX1mO1TISGNg7hrjViWVGWfoShlnkewaDtIxECvaY7xfWAWbC51FPwax7GrN3+XMtJSQqcG6fYpzrLi/V0oaDY19rPFaWY+AyWlpqEkuwHqU0LBmGSSmlPrtpl2TaB//F8zUhhITPjMEDkz7bdbM/30UkiYNYwzDFcX+9T1dJSDbDz/qm9RyiDMMMHYZh0pBlGGa4MAyTUkq9kGGYhJCgqVTaloUSDiAXbtm+0JbXJ/SQLQGPf5vRj8vDtZQ0AMxzPWO+Lv+mpUGDdTxkrMul/DvbWctJBsbcXHp7YTt62w7OT/WaRzlPorogGethGOZifQrD/KbRm8vjtZSQYMF5zDDMAME+7GXsi0v5udvSoP4s0FuoYZhbG325/K2WkgjB/jIMs04wE17c3iQwPzlfn0/Ns1YP00MGA3pmGGal7VFjjS4/p6WEBAvOY4ZhLpVhmAaYCcMwIwR7dZOxd1mOgp21lKTAXH6TmlMez9DSIEC/Rd+PEOV82UgPEQVYT4hhmP2MvrJcCJfXUhIQ2DeGuNWJZUZZ+hKG+ZrRV5aztIxECvaY7xfWAWbC51FPwaw3NGbv8o9aSkhU4NxeHRb5fu67WtpQcNzOcGTqcVwGebOwjiCxBOtRSsOSYZiUUuqxw885A8/VhBASPnMmjE/679XT+lwXmyQOYg7D7L1F12Tq++/qSgmpzoKZM5NBB3/Beh6VXYZhhg3DMGnIMgwzXBiGSSmlXsgwTEJIFFQqbTvAvqkvstXimXq4poPHvsToxeV5WkoaAOa5rzFflzdpabBgDd8x1pTHc7ScOLDMLksvL2xHX53gi6k+83qcHiIasCaGYS7WpzDMQ4zeXF6spYQEC85jhmEGCPbhAWNfXD6upV6C/kINwyz67+dJLSURgv1lGGadYCa8uL2JYIbyu9kPYD03gvkYrqOHDAL0yzDMStutxhpdbq+lhAQLzmOGYS6VYZgGmAnDMCMD+7QcnJDaN5fXaikxwGx2NWbl8kUt9R70ugYcn+o9j9PhdnqIaMCaQgzDfNboy+U2WkoCAvvGELc6scwoS1/CMB82+nK5npaSCMH+8v3COsBM+DzqKZi1/M5i24NqBvM6m5Ci4Px+wjjfXW6spQ0Dxyz6Hc9ttbT0JJZgPUppWDIMk1JKPbV3967JrOHD8FxNCCFhI2Fqgw8/yPpcF6MkDmIOwxT777Z9Mmf8x7paQqoza8TwpO8OPaznUZllGGbYMAyThizDMMOFYZiUUuqFDMMkhERDpdK2Ciz6hfu0cmFUS76Aj8f9RqqPPP5eS0kDwDzPMebr8rtaGiTof2dYNETjAS0nObDML0tfwzCPNfrM46+1PCqwLoZhLtanMMzPG725vENLCQkWnMcMwwwM7MGGcEFqT/L4VS33EvQX7AWZ6GWO0VuWfbWMRAj2l2GYdYKZ8OL2FoBZ7gnHpmZb1D/poYIA/TIMs9L2E2ONLo/QUkKCBecxwzCXyjBMA8yEYZiRgX36qrFvLnfSUmIB8xlozCvLdriJlnoN+rw+1Xdeo7tpl4B1hRiGebfRl8sjtZQEBPaNIW51YplRlr6EYd5s9OVyLy0lEYL95fuFdYCZ8HnUYzBvudGQbR9sjtAyQqID5/cpxvnusuGvWXDM24zHyPIdLSMgsQTrUUrDkmGYlFLqqSMuvxjP04QQEjbt8+clH518nPV5LlZJHMQehil+eNShi/6NEuJi8ksvJL02X896HpVVhmGGDcMwacgyDDNcGIZJKaVeyDBMQkhUVCptneAvUl9qK+qdeqimgsfd2+jD5ZtaShoA5vl7Y74uD9LS4EDva8ChqbXkcRBcVQ9BcmDMz6V3F7ajp86wX6rHPL4Hl9NDRAXWxTDMxfoUhrm60ZvLF7WUkGDBecwwzMDAHvzK2BOXH8HOWu4l6C/kMMwBRm9ZSnDmMlpKIgN7yzDMOsFMeHF7i8A8N4C9U/MtogQe7aKH8h70yjDM4hcXn6+lhAQLzmOGYS6VYZgGmAnDMCMD+/RXY9+yHKBlpAqY0SXGzFz+WEu9BT2uD2enes5jSz7rbQZYW4hhmBcZfbm8REtJQGDfGOJWJ5YZZelLGOb5Rl8u+ZlFxGB/+X5hHWAmfB71GMz7bWP+Wcp7sCtrKSFRgXNbvqdT5ObbL2lpQ8DxloMTU8d3GfTNzhtNYgnWo5SGJcMwKaXUQ/ts1y2ZO3kynqcJISRc2hcuTIafc4b1eS5mSRyUIQxTHHHRD3TFhGQz5vZbrOdQWWUYZtgwDJOGLMMww4VhmJRS6oUMwySEREml+IU1S5QvpW6jh2kaeMx1Uj3kcRZkOEuDwCzfTc02jxtpaVCgbwmL/VtqHXmUiwy310OQnBgzdOljGOaxRo8uF8JgQlWKgrUxDHOxXv3ugH4mGf1lOVnLCAkWnMcMwwwIzH9tOCO1H3m8SMu9BT2GHIb5D6M3l1tpKYkM7C3DMOsEM+HF7S0EM5X3kN5KzbiI/9HDeA96ZRhmpW0vY40u/6ilhASLnMfGeZ0lwzBLBmbCMMyIwB5JiEaRkMNLtZRUATPazJiZy35a6i3o8ddGzy4/hmtoeXRgbSGGYR5j9OXyES0lAYF9Y4hbnVhmlKUvYZhHGX25vFZLSYRgf/l+YR1gJnwe9RjM+wFj/i531VJCogPn9xPG+Z6lfJesi5bWDY51WOrYLufDtbWUgMQSrEcpDUuGYVJKqYeOvvkGPEcTQkjYjLj4fOtzXOySOChLGKY49t67ddWEZDPsu2daz6EyyjDMsGEYJg1ZhmGGC8MwKaXUCxmGSQiJlkql7eepL7gV8Q49RFPB435i9OFyJy0ldYA5rgIXpObqcqqWBgd6LxTop56m5aQAljlm6WMY5stGjy6jDtzA+hiGuVjfwjDfMPpzuYGWEhIkOIcZhhkQmP/Vxn64lACQhl0M1FGgx5DDMH9j9ObyGC0lkYG9ZRhmnWAmvLi9xWCuEog5KDXnIu6sh/Ea9MkwzOI3z3lXSwkJFpzHDMNcKsMwDTAThmFGBPboG8aeueyupSQDzOlVY24ue2qpd6A3+fyu6GenZ2p5lGB9IYZhbmf05XK4lpKAwL4xxK1OLDPK0pcwzO2Nvlw+raUkQrC/fL+wDjATPo96DOZ9lTF/l/yMlkQLzu9TjPPdZcO+d4hj/dk4dpb8WWOQWIL1KKVhyTBMSin1zL49t0wWzJyJ52hCCAmXET/5kfU5rgySOChTGGbv7l2TKW++risnpDoLZs9OBh36Ret5VDYZhhk2DMOkIcswzHBhGCallHohwzAJIdFSqbR1gn9Nfcktr3Ng04No8Jj/TvWQx+9oKakDzPFAY64u/6WlQYG+94TzUuvIY9QBhx2JZZZZenVhO/opemGinFeba3mUYH0Mw1ysb2GYdxv9ufyqlhISJDiHGYYZCJj9enBGai/yeIuWew36DDkM89tGby5/oaUkMrC3DMOsE8yEF7d7AGbbDRYNBxL/rIfwGvRZ+jBMAeuaaKwzS3lPc3ktJSRIcA4zDHOpDMM0wEwYhhkR2KP/GHuW5ZtaRhxgVmcas3N5vZZ6B3o73ejV5QgY9WshrC/EMMxlobxOtfVYzQ21nAQC9owhbnVimVGWvoRhrgCL3HT0Yy0lEYL95fuFdYCZ8HnUYzDvE435u7xZSwmJDpzfq8O5qfPd5T+0tC5wnJVgkc/fj9JSoiSWYD1KaVgyDJNSSj1zzK2/xfMzIYSEy8ifX2Z9fiuLJA7KFIYp9tt5m2TOmNG6ekKqM3v0yKRvz62s51GZZBhm2DAMk4YswzDDhWGYlFLqhQzDJIRETaXSthockvqiW17P1UM0DTzm9UYPLh/SUlIHmOPVxlxd/lJLgwE9rwnlIkDbeqrZF35OD0EKYszSpW9hmL80+nP5oJZGC9bIMMzF+haGWWhf4M+0lJAgwTnMMMxAwOzvNPbCpVwwvImWew36DDkMU8LhbT1W83ktJZGBvWUYZp1gJry43RMw3+OMeedRLlRdRQ/hLeiRYZgA63reWKfL3bWUkCDBOcwwzKUyDNMAM2EYZiRgfzaC7an9csl/DznBrOTzoCI3RhsLl9Fyr0BfRQJTxR9qabRgjcGFYQro5W2jN5fHaykJBOwZQ9zqxDKjLL35uYhe+hi9uYz6BotlBnvL9wvrADPh86jHYN5Fbyj7lpYSEiU4x58wzvks5fOIur9/iGMckzqmS7nBFG8aZZBYgvUopWHJMExKKfXIPlttnMyfMR3Pz4QQEiYjfvIj6/NbmSRxULYwTPHDIw5OFs6ZoxMgpDqfvP5K0qvb+tbzqCwyDDNsGIZJQ5ZhmOHCMExKKfVChmESQqKnUmk7IPVlt7y+rOVNA49Z9E7yn0AvL1ALCczwvdRM8xjUncPRbydY5EuootxJfSs9BKkBY54ufQvDHGr05/JLWhotWCPDMBfrWxjmF43+XD6npYQECc5hhmEGAOa+IywS6CH+Scu9B72GHIa5CiyyN9Mhf9+KEOwrwzDrBDPhxe0egRk/aMw8j96Hy6BHhmECrKvozXO+q6WEBAnOYYZhLpXhfwaYCcMwIwH7c6GxX1kuhBtoKckB5lUkMFE8WEu9AT2tB4v8Di8BK2trebRgjaGGYd5m9ObyLi0lgYA9Y4hbnVhmlKVPYZj3G725PEFLSWRgb/l+YR1gJnwe9RjMe1korzdte2FzPlxRywmJDpzfp6TO9zzW/TkbjvGAccwsb9YykiKxBOtRSsOSYZiUUuqRfbbdPGlfsADPz4QQEhbtCxcyCFMlcVDGMExx+Hln6wQIyWbsXb+3nkNlkWGYYcMwTBqyDMMMF4ZhUkqpFzIMkxBSCiqVtkeML725lAus1tXypoDHKxrIIe6l5aQGML8NjHm6lPNiHS0PAvRb5KLSJZ6s5aRGLDPN0qcLlrY0enM5DnbW8mjBGhmGuVjfwjBXg3IxvK1Xm7Pg8lpOSHDg/GUYpudg5hJC/lJqD/K4AG6ph/Ae9Br0BZnop6/Rn8tdtZREBPaVYZh1gpnw4naPwIw3gbNTM8/jQ1ruLeiRYZgA6zrBWKfLv2kpIUGCc5hhmEtlGKYBZsIwzEjA/hT53exfWkZygpkdZ8zQpXc36UBPRd9/eFJLowbrDDUM82SjN5djYCctJwGA/WKIW51YZpSlT58tF/oMFf5eS0lkYG/5fmEdYCZ8HvUczPx1Yw9cRn9TWVJecH6vDuelzneXd2ppTaB+JSg39rYd2yY/37WQWIL1KKVhyTBMSin1zAn/eBzPz4QQEg7t8+clw885w/qcVkZJHJQ1DFMcc+dtOgVCsilzoCDDMMOGYZg0ZBmGGS4Mw6SUUi9kGCYhpBRUKm3bG196y+OxWt408JijjB5c/kpLSQ1gfuca83QZ1AW06HcfKAFLtrVU8zYtJ3VgmWuWPl2w9F2jN5d3a2nUYJ0Mw1ysd787oKdeRo8u99dSQoID5y/DMD0HMz/d2IM8BnXxL/oNPQzz90Z/Li/WUhIR2FeGYdYJZsKL2z0Dc77FmLvLj7XUW9AjwzAB1rWxsU6XU+AyWk5IcOD8ZRjmUhmGaYCZMAwzArA3PY29cnmalpKcYGYrwKmpGbqUUJHPabkXoJ/7U/3l8UwtjRqsM9QwzFpuCLmzlpMAwH4xxK1OLDPK0qfPlnczenM5VEtJZGBv+X5hHWAmfB71HMz818YeuPyllhISJTjHnzbO+SzHwprD7lF7TOpYLvtpGTFILMF6lNKwZBgmpZR65oB9dk4WzJyJ52hCCPEfeb766OTjrM9nZZXEQZnDMHttvl7yyasv6SQIqc7CuXOTD4842H4eRS7DMMOGYZg0ZBmGGS4Mw6SUUi9kGCYhpDRUKm3PGV9+c/lrLW0aeMz7jB5cDtFSUgOY33+Mebps+jlRK+h1bVg0XPV9uKIegtSBMVeXPl2w9IDRm8uTtDRqsE6GYS7WxzDM3xk9uvyFlhISHDh/GYbpMZj3+lDCp2x7Uc3ZcAM9RBCg39DDML9u9OfyP1pKIgL7yjDMOsFMeHG7Z2DOPYy553FzLfcS9McwTAVrK/r+zl5aSkhw4PxlGOZSGYZpgJkwDDMCsDfXGXuV5Vy4upaSAmBuf0jNMY8naqkXoJ/hRn8ut9DSqME6gwzDFNDPMKM/l1drKQkA7BdD3OrEMqMsffpseTk4K9VbHrtrOYkI7CvfL6wDzITPo56DmR9t7IHL97SUkCjBOX6acc673FVLC4PaIt9lu1DLiEFiCdajlIYlwzAppdRDh5/7bTxHE0KI38ydOKG0IWhZkjgodRgm7Ldjj2T2qJE6DUKqM3vc2KTfLttaz6OYZRhm2DAMk4YswzDDhWGYlFLqhQzDJISUhkql7RTjy28uX9bSpoHHPNXoIY+7aTkpAOYmASjtqTnm8UAt9xr02Rk+k+o7j1NhNz0EqRNjti59umBpiNGby7JcYHqBse5Mtcx70GsMYZjHGD267KelhAQHzl+GYXoM5v24Mf88BhfQi55DD8PcyOjP5UK4ppaTSMCeMgyzTjATXtzuIZj1G8bsXR6vpV6C/hiGqWBt9xhrdcngIBIsOH8ZhrlUhmEaYCYMwwwc7MsycGxqn1w+qqWkIJjd/sYsXf5TS1sOelnX6M3lZNhJy6MG6ww5DLPoja0+gqXY1xjAXjHErU4sM8rSq9eJ6Odpoz+XP9RSEhHYV75fWAeYCZ9HPQczXxPKZ0a2/ajmxlpOSHTg/JZ/E/NT57vLy7W0EKhbCc5IHSdL+TfaVUuJQWIJ1qOUhiXDMCml1FNH/vQiPE8TQoifzBg8MOm/907W56+yS+Kg7GGY4uAv75csmDVLJ0JIdaa8/WbSu3tX63kUqwzDDBuGYdKQZRhmuDAMk1JKvZBhmISQ0lCptK0OF+iX3/I4RkubBh6zCywa0HiLlpMCYG6XGnN0KRfTLaflXoM+L0n1nddjtZw0AMt8s/TigiX0sYrRl0v5snFZLjC9KrVup1rmPeg1hjDMNWDRi0620nJCggLnLsMwPQWzPtuYfR5HwlX0EMGAnoO/IBM99TN6dPkNLSWRgD1lGGadYCa8uN1DMOvzjdm7vERLvQT9MQxTwdpOMtbqcpCWEhIcOH8ZhrlUhmEaYCYMwwwc7MvBxj65PE5LSUEwO7lp2ojULF3K56franlLQR9fSvWVx/9oafRgrc8ba8/StzDMI4z+8vglLSeeg71iiFudWGaUpW9hmD8w+nP5qpaSiMC+8v3COsBM+DwaAJj7W8Y+uDxXSwmJEpzjRQKx39WyQqCuyA1yn9UyYiGxBOtRSsOSYZiUUuqxw7719WTe1Cl4viaEEH+Y/PKLSZ/tulmftyjDMGOBYZiLHX7OGToRQrIZd98fredQrDIMM2wYhklDlmGY4cIwTEop9UKGYRJCSkWl0vaO8SU4lytoadPAY75h9OBSQhpX1nKSA8xrGThc55fXP2m516DP/WDRYLgbtZw0CMuMs/QlDLOn0ZfLvloaPVjrXcbaM9Uy70GvwYdhCujrNaNPl5dpKSFBgXOXYZgegjlvD+ek5p7XIAM90HcMYZg3Gj26fFpLSSRgTxmGWSeYCS9u9xDMejdj9i7v1FIvQX8Mw1SwtlpunrOTlhMSFDh3GYa5VIZhGmAmDMMMHOzLvcY+ZTkVrqSlpAYwv6tT88zj97S0paCPojcduVtLowdr7WusPUvfwjDlhmyzU/3l8X4tJ56DvWKIW51YZpSlb2GY2xr9uZTfbzfWchIJ2FO+X1gHmAmfRwMAc7/C2AeXr2kpIVGCc/w045x3uYGW5gY19xvHyPJELSMWEkuwHqU0LBmGSSmlntt/z54MuyCEeMPYO36X9Np8PevzFV0siQOGYS51zK2/0akQks2IH//Qeg7FKMMww4ZhmDRk+f5AuDAMk1JKvZBhmISQUlGptN1sfAnO5ZZa2jTwmD80esjjaVpOcoB5HWXML49f1XJvQY/rwXGpnvP4FlxeD0EahDFjl76EYRa5m774Ty2NHqz1RWPtmWqZ96DXWMIwLzD6dDkEdtJyQoIB5y3DMD0DM14N9kvNPK/P6CGCA73HEIb5BaNHlxI031XLSQRgPxmGWSeYCS9u9xDMenk4NzV7l89pqZegP4ZhpsD6XjbW6/I3WkpIUODcZRjmUhmGaYCZMAwzYLAnEoQ3I7VHLu/RUlIjmGHRcLK3tbSloI9rjb5cXqGlUYN1yo3+irze9+55ED09YvToch4sHJhDmg/2iSFudWKZUZbevU5ETwONHl1eoqUkErCnfL+wDjATPo8GAOa+k7EPeeyh5YREB87vNeH81Pnu8gwtzQX+vnzmITfKsB3LdBrkzeQzSCzBepTSsGQYJqWUBuKA/fdIRv/2umTuxAl4/iaEkOaycM6cZPh5Z1ufn+inJXHAMMyUm6+XTHrheZ0MIdVpnz8v+fCoQ+3nUWQyDDNsGIZJQ5ZhmOHCMExKKfVChmESQkpFpdL23dSX4PLYU0ubBh5zY6OHPH4AGeyVE8yqaIDAx3A5LfcS9CcXwT2v/eZ1MuRrgQ7AmLNLX8IwzzL6cnmflkYN1tkZTk+t26mWeg96jSUMs5vRZx7313JCggHnLcMwPQLzlddeT6bmnVcJ/uimhwkO9B5DGKbs3fhUj3m8WMtJBGA/GYZZJ5gJL273FMy7SEjzW1rmJeiPYZgpsL7vG+t1OQGuoOWEBAPOW4ZhLpVhmAaYCcMwAwZ7cpKxRy6/rKWkDjDH9425umz6TQJN0MOfjZ5cluL5Euvc3li3Sx/DMIvelE38uZYTj8E+McStTiwzytLHMMyrjR5dfgg7azmJAOwn3y+sA8yEz6OBgNnLjTdte1LNX2opIVGCc/xp45zP8u9algv8/UOM+izv1DJShcQSrEcpDUuGYVJKaWD27t41Gf69s5Lxjz+6KJyOEEI6mlnDPkoGHfpF63MS/awkDhiG+Wn7bt89mTl0iE6HkOrMmTA+6b/7563nUUwyDDNsGIZJQ5ZhmOHCMExKKfVCBmARQkpFpdJ2hPFFOJctCcvC4xYNaxQP1XKSAea0rzG3PF6v5d6CHi83es7j4VpOGoxl1ln6Eob5U6Mvl3dradRgnUUvMGUYZgtAb+8Yvbp8REsJCQactwzD9AjM91fGvPN6lh4iSNB/FBdkoq9bjT5djoDLajkJHOwlwzDrBDPhxe2egnn/05h/lh9omZegP4ZhpsD6NoTtqfXm8etaTkgw4LxlGOZSGYZpgJkwDDNgsCfPGHuUpdzAYBktJXWAOZ6fmmsef6alLQM9FAlTEc/Q0qiRdRrrduljGOaKUG7UZ+u3mlMgA788B3vEELc6scwoSx/DMHsaPebxMC0nEYD95PuFdYCZ8Hk0EDD7ouG/csOaFbWckOjA+X1a6nx3ORPm/veAv3t7qtblvlpGqpBYgvUopWHJMExKKQ3Yvj23SkbfcE0yd9IkPKcTQkjjmfjUE0mf7bpZn4OoXRIHDMP8rAMP3CeZP2OGToiQ6kx9/92k9xZdredRLDIMM2wYhklDlmGY4cIwTEop9UKGYRJCSkWl0ran8UU4l4doaVPB437d6COPr2k5yQBzes6YWx631XIvQX8Hw4WpfvN4jZaTDsAy7yx9CcO8wejL5c1aGjVY53nGup1qqfeg15jCML9r9OpyAeTvQiQocM4yDNMTMNuzjVnn9VnYSQ8TJOg/ljDM3Yw+89im5SRwsJcMw6wTzIQXt3sK5l0kJGyYlnkJ+jvI6Ndl9K99sEZ5LWFbezX/q6WEBAPOW4ZhLpVhmAaYCcMwAwX7sT4s8hnGTVpK6gSz3AAWmf1HsKXvXeDxi/y+IZbiPTCs80Fj3S69fB5EXzcZfebxci0nnoI9YohbnVhmlKWXrxPRVy+jT5fPaimJAOwn3y+sA8yEz6OBgNlvZexFHk/TckKiA+f3mnB+6nx3mSsMG3+vMxyXqsuy5b/HhkBiCdajlIYlwzAppTQC+2y5UTLi4vOTmUM/xHM7IYTUz8I5c5IRl1yQ9Nq0i/V5h1aXxAHDMO0OO/0UnRAh2Yx78H7rORSLDMMMG4Zh0pBlGGa4MAyTUkq9kAEwhJBSUam07Zj6IlweD9DSpoLH/Rycluojr1/RQxALmM+Bxrzy+JyWewn6kwsZx6f6zeMrcFk9BOkAjHm79CUM80ajL5d/1NKowTr/bazbqZZ6D3qNKQxzbTgv1Wseb9NyQoIA5yzDMD0Acz0eFg0hFyfDrnqYYMEaorkgE731NXp1+V/IC6kiAPvIMMw6wUx4cbunYN63GfPPcpCWeQn629/o12UZwjBPNNacx5bc6IeQWsE5yzDMpTIM0wAzYRhmoGA/it5waA8tJQ0A8yx6k7h9tLQl4PHfM/px+R0tjRascUX4SWrNefQ1DHMHo888ymfm6+ohiIdgfxjiVieWGWXpaxjmD4w+89hTy0ngYC/5fmEdYCZ8Hg0IzP8NYz9cfgj5HS0SLTi/n06d7y5v0bJM8Pf2NuqyZHh+DhJLsB6lNCwZhkkppRHZe7N1F4VUTXn7TTzHE0JIbUzr3zcZeOA+1ucZ6pbEAcMwqzv6hmt0SoRkM+KyH1vPoRhkGGbYMAyThizDMMOFYZiUUuqFDMMkhJSKSqVtW+PLcC5309Kmg8cuGkwnfgCX0UOQFJiL3DH8XZ1TEb+qh/AO9LYMfDHVax4lOHNDPQTpIIyZuww1DPMRLY0WrLG7seZcarn3oNdowjAF9He/0a9LCc/cWMsJ8R6crwzDbDGY6RGwaPDuEg/TwwQN1hFTGOa5Rq95ZChiBGAfGYZZJ5gJL273FMz7N8b8s3xPy7wE/e1j9OvyLC2NFqxxBVj0hihvaDkhQYBzlmGYS2UYpgFmwjDMQMF+yM0FbPtkcyjkjQgaCOb59dR883i7lrYEPP77Rj8uz9fSaMEaTzbWnEdvnwfRW+GbkMHfaznxEOwPQ9zqxDKjLH0Nw1wTzkr1mUe+bxQJ2Eu+X1gHmAmfRwMC8/+GsR95PEHLCYkOnN+nGed7lsO1LBP8vV8bdVl20zKSQWIJ1qOUhiXDMCmlNFIHH/nlZMKTf0/aFyzA8z0hhLhpX7gwGXP7LUnvLbpan1doPkkcMAwzw027MIiL5KJ9/vxkaNuR9vMocBmGGTYMw6Qhy5/B4cIwTEop9UKGYRJCSkWl0raz8WU4l9tqadPBY28GF6Z6yeuZegiSQuZizCmP/WBnPYR3oLdfpnrNYzs8WMtJB2LM3aUvYZhFvkgsPqul0YI1Fp3JIrXce9BrbGGYexj95vEuLSfEe3C+MgyzhWCeR8FagzB/pocJHqwlpjDMVeG0VK957A2X1UOQQMEeMgyzTjATXtzuKZh3kZCwF7TMS9DfNka/Ln+kpVGDdV5lrDuPfB4jwYDzlWGYS2UYpgFmwjDMAMFeFL1J3S+0lDQIzFR+/52dmrHLyXAFLW86eOyiN4GL/pzBGl821pxHn8Mwv2r0mkf5zHxXPQTxDOwNQ9zqxDKjLL19nYjefm/0msd9tJwEDPaR7xfWAWbC59GAwPxXhBNS+5FHCf1fXg9BSFTg3JZA7Pl6rufx81paFfydIUZNNV/WEuIgsQTrUUrDkmGYlFIauf13/3wy+rfXJXMnTsDzPiGE2Jk5ZHAy+GuHWJ9HaDFJHDAMM9s+22yWzBg8UKdFSHXmTpqY9N+rp/U8ClmGYYYNwzBpyDIMM1wYhkkppV7IMExCSKmoVNoONL4Q57KrlrYEPP4DRj95nATX1kMQgHmsA+XiPdu8sjxeD+Ed6O1Qo9c8XqnlpIOxzD5LX8IwLzf6cvmhlkYJ1iehczNS682tHsJ70GtUYZgCenzd6NmlhATvqOWEeA3OVYZhtgjM8iRYS0i9+DxcRg8VPFhLVBdkor/rjX7z+G0tJ4GCPWQYZp1gJry43VMw74eN+Wfp9d6gv/WNfl2WIjgL6+wKiwZ0D4a82J4EAc5VhmEulWGYBpgJwzADBHtR9KZeLbtJXcxgrn8x5uzyKC1tOnjsp41eXN6npVGC9e1jrDevPodhdoZyQ0Jb31l+AHmTEg/BvjDErU4sM8rS5zDM7Y1e8/gW7KSHIIGCPeT7hXWAmfB5NDCwB7XcsKYUN/Mh5QTnd5Hf4y7SMiv470VuqnG6lhEHiSVYj1IalgzDpJTSkti7e9dk+PfPSqb+9108/xNCyGLa589PRt9yY9K7x4bW5w5aXBIHDMN0O2D/PZJ5U6foxAipzrTeHyR9ttzIeh6FKsMww4ZhmDRkGYYZLgzDpJRSL2QYJiGkVFQqbacZX4jLchZs6Zfu8fjbQAnqsvWXZdQXfhUF83jImE8e5SKsznoIr0BfG8KJ2mdeowpi8h1j9i59CcM81+jLpYRvRHtOYW1Fw0H/px7Ce9BrjGGYXzF6zuNr0Mvne0LS4DxlGGYLwBwvgLW8HhcHwjX1UFGA9cQWhllLoJi8Dl9HD0ECBPvHMMw6wUx4cbunYN7vGvPP8not8xL0t4LRr8vbtDR6ZK3G2vP4Ey0nxGtwrjIMc6kMwzTATBiGGRjYBwm8G5naF5e9tJQ0GMy26Pumj2hp08FjFw3ufF1LowTrKxoOukSvnwfR33FGv3m9Qg9BPAL7whC3OrHMKEuvXyeiv8eMfvP4LS0ngYI95PuFdYCZ8Hk0MLAHa8OiN1edBjfSQxASFTi3i3wn9z9aZgX//SLj71dzNlxdy4iDxBKsRykNS4ZhUkppCR18+EHJxw8/kCycOxc/CwghZWXKu28ngw7ax/o8QWuXxAHDMPM59OvHJ+0LF+rUCKnO+Mcetp5DocowzLBhGCYNWYZhhgvDMCml1AsZhkkIKRWVStuvUl+Ic/mBlrUU9PGA0VdeGdgBMIcTjLnk9Qg9hFegr+WgBLfZeq7mGLieHoI0AWP+Ln0Jwzzc6CuPW2p5VGBd68HpqXUWdTk9lNegzxjDMDvB/6Z6zuu5eghCvAXnKcMwmwjmtzz8Q2qeRZXAxO56uGjAmqK7IBM91hIodr+WkwDB/jEMs04wE17c7iGYtbwWnpqavctva6m3oMeZRs9ZPqVl0YO1yvPYgtTa8zgHRvk7PIkLnKcMw1wqwzANMBOGYQYG9mF/Y19cXqSlpMFgtvLZ0vjUrF3OhS35nR6P+/NUH3mcAqO82RHW9aXUOovqexhmre/lL4R762GIJ2BPGOJWJ5YZZel7GOZORr95lOfy9fUQJECwf3y/sA4wEz6PBgj24WpjX/L4uJYTEhU4t9eB8lrddt6byo0KV9HSz4D/9krq72bJz2sLkFiC9SilYckwTEopLbF9e26VjPrlFcmsYR/hZwIhpCzMnTQxGX7heUnvzda1PjfQ+iRxwDDM/I761c90aoRkM/Jnl1nPoRBlGGbYMAyThizDMMOFYZiUUuqFDMMkhJSKSrEvYD+oZS0FffSA81N95VUCeDbQw5QSrL8bLBIEscTn9BDegd5+bfTqUr5oup+WkyZh7IFLX8IwtzP6yuNpWh4VWFc94WdiEBefoM/owjAF9Hmo0XceZ0AGwxCvwTnKMMwmgdlJKPJ/UrMsqgRG7KOHiwqsK8YwzK5wdqrnvB6nhyCBgb1jGGadYCa8uN1DMOttjdm73F9LvQU99jN6zrKPlpUCrPcWY/15fBMGcfMGUl5wjjIMc6kMwzTATBiGGRjYhzuNfXG5sZaSDgDzvcmYt8tvaWlTweOebvSRx+21PBqwpmVgLWGRS/T+eRA9Hmj0nNeRcF09DPEA7AdD3OrEMqMsvX+diB4fMXrO49Owkx6CBAb2ju8X1gFmwufRAME+rA0lzNe2R1l+Uw9BSFTg3H7eONeztN6kHH++FswbqnmIlpEcJJZgPUppWDIMk1JKadJr0y6LQr/G//2RZOHcufj5QAiJkfYFC5Kxd/8h6fv5LezPBbQhkjhgGGYB8TpiwhOP6eQIqU77woXJ0BOPtp9HgckwzLBhGCYNWYZhhgvDMCml1AsZhkkIKQ2VStuKcE7qC3Euf6ylLQe93Gj0llf5wvmyephSgXWvBN/RORRRgke308N4Bfo6PNVnXr05j8uEZR+y9CUMcwUod9+39VjNu7U8GrCmLxhrrEWGYbYY9Povo/c8vgdX0EMQ4h04PxmG2QQwty/Bcak5FlV+llov3okBrC3KCzLR58+MvvP4CdxED0ECAvvGMMw6wUx4cbuHYNZnGbPPsh2uqaXegh7/kerZpbznV5r3wLDWLnC6rr2Iv9RDEOIlOEcZhrlUhmEaYCYMwwwI7IF8RlPkZmWvaCnpIDDj3Y2Zu3xRS5sKHncvo488nqXl0YA1/dBYY1EH6qG8Bn0+bvSdV7mRzfJ6GNJisBcMcasTy4yyDCEMcwtYyw1ff6CHIIGBveP7hXWAmfB5NFCwFxcae5NHuVHnVnoIQqIB5/WZqfPc5c1a9inw56cYf6+ao+EyWkZykFiC9SilYckwTEoppZ+y7w49kpFX/CSZPqA/fk4QQmJh0vPPJgMP3Mf67542VhIHDMMsZu+tN0mm9e+r0yOkOvOmfJIM+MIu1vMoJBmGGTYMw6QhyzDMcGEYJqWUeiHDMAkhpaFSaTsq9YW4PO6jpS0HvawBJ6R6K+KNephSgXX/2ZhDXn+uh/AK9LUZlMAdW8/VfAp20kOQJmLsg0tvLlhCL28avbkcD6P5cjHWIhdoD9K11SPDMFsMet0BLkj1nte79BCEeAfOT4ZhdiCY13LwKrhQ51eLUnuSHjJKsL5YwzBXg2NSfef1XbiyHoYEAvaMYZh1gpnw4nYPwayfNWafZR8t8xr0ebPRt8uttbQUYL0XGevP69F6CEK8A+cnwzCXyjBMA8yEYZgBgT1oM/bEZXRhhj6CORd9/7vpN4HAY8rNDYveuOtpLY8CrEdC5Gal1leLw/RwXoM+N4e1rlV+LvBzUA/APjDErU4sM8oyiNeJ6PN6o+88SoDm/noIEhDYN75fWAeYCZ9HAwV7Id8xGZLam7z2g6vpYQiJApzTcgOnvJ+1f6hlnwJ//lfj71XzGi0hOUkswXqU0rBkGCallNKqfnjUocm4v96XLJg5Ez8zCCEhMq33B8mQ44+y/hunHSOJA4ZhFrf/3jsl8z6ZrBMkpDrT+/dbFKBqO49CkWGYYcMwTBqyDMMMF4ZhUkqpFzIMkxBSGiqVtkeML8VlORUup6VegH5OSvVX1DP0MKUA673MWH9eB8AV9TDegJ6Wh29pj3kdAdfUQ5AmY+yFS5/CMG80esvjQVoePFjLHcbaapVhmB6Afq8z+s/rD/QQhHgFzk2GYXYQmNWO8P3U7GpRQhqO0UNGC9YY7QWZ6LVoUMsS5aIsBi8EBPaLYZh1gpnw4nbPwJw3gEUCna/TUq9Bn+cZfbs8WUtLAdYrYd5y4bxtFlnOgDvqYQjxCpybDMNcKsMwDTAThmEGBPbgCWNPspTgq3W0lHQgmHPRz88u1tKmgscteuMuOYei+EwM61gBys03bOssYhBhmAJ6/ZHRexF/pYchLQT7wBC3OrHMKMtQwjBXhaNSfed1IuyuhyGBgD3j+4V1gJnweTRgsB+HGvuTV/mdKZqbzxIi4Jx+PnWOu9xcyxaB/y3vd09J/fcst9EykpPEEqxHKQ1LhmFSSil12mebTZPh552dTH75xSRpb8fPD0KI78wcMjgZdvZpSa9Nu1j/XdOOk8QBwzBrc+iJRyftCxfqFAmpzoQn/x70zyiGYYYNwzBpyDIMM1wYhkkppV7IMExCSCmoVNo2hwtSX4hz+YCWegX6esboM68SiHCYHiZqsM7TUusuolwot7sexivQV9GAQglj2kPLSQsw9sOlT2GYhxu95fEvWh40WMepxrrqMYjX2Ogz9jBMuchOgoFta3F5gh6GEG/AeckwzAaDGX0O/hzK60DbDPMqQfoH62GjBuuM+oJM9PuU0X9ef6OHIAGA/WIYZp1gJry43TMw56uNubvcV0u9Bn0eYPTt8g4tLQ1Y8xdge2oGeR0HGS5CvAPnJcMwl8owTAPMhGGYgYD5rwOL/K79lJaSDgaz7m7M3mU/LW0qeNyfGX3k8TwtDxqs4xZjXbU6Rg/pPeh1Wfh2qveiXqGHIi0Ce8AQtzqxzCjLYF4notdjjN7z+iFcTw9DAgD7xfcL6wAz4fNo4GBP5MZptr1yeRfkDddINOB8PjN1frs8S8sWgf+9v/Hfq/mOlpACJJZgPUppWDIMk1JKaSH77/75ZNQvr0imD+iPnyOEEN+YNeyjxQFP3da3/humHS+JA4Zh1i5DAkleRl3zc+s5FII8z8OGYZg0ZBmGGS4Mw6SUUi9kGCYhpBRUKm23G1+Kc+ll2AX66gonpfos4ix4gB4qSrC+k6AEf9rW7/LHehivQF/HGn3mkRdKtxjLnmTpUxjmCnB6qrc8StDwp+7WHxroX8JD5up6GuHWemivQZ9Rh2EK6LloeM4SJVT4SD0MIV6Ac5JhmA0Cs+kEj4ejdFb1OAbuqIeOHqw19jBM+X1rcqr/Il6thyGeg71iGGadYCa8uN0jMOM14LTUzF3Kz7/OWu416FMC7osEPX6kpaUC677emENeJVwk6N/nSXzgnGQY5lL5Hq8BZsIwzEDA/M8x9sPlyVpKmgDm/boxf5c7aWnTwGPubPSQR7kx0nJ6iCBB/99Jradep+hhgwD99oAzUv0XVW4QwCCpFoHZM8StTiwzyjKo14no989G/3ntDdfRwxDPwV7x/cI6wEz4PBo42JO1odx8xrZfLm+FfB3jMdifZeAe8Ax4CbwYyr/bbfWvEAUz6QLzfnfzYS1bBP73L4z/Xs1ztaS0YAYbwwq8AF4O5X0Y+X7USvpXPkNiCdajlIYlwzAppZTW7KBDv5iMufO2ZM6E8fiZQghpJTMGD0yGffdMhmB6IIkDhmHW5/hHH9JJElKd9oULk6FfP956DvkuwzDDhmGYNGQZhhkuDMOklFIvZBgmISR6KosvmJKwNtuX42zKl1OX13LvQG+1hCMuUQIxD9RDRQXWdRqsNQjzGehdEAR66ganao95fRjyS9ItxtgTl15dsIR+HjD6y+MdWh4c6H0rWGvoVTWbfnFwLaDP6MMwBfR9g7GOvMrPFF6IT7wB5yPDMBsA5rI/fDk1p3qUi3E30UOXAqw3+gsy0fMJxhqKeC3ka3HPwR4xDLNOMBNe3O4RmPFtxsxd/kxLgwD9DjD6d7mzlpYGrHlF2Cc1gyJKOGoPPRQhLQfnI8Mwl8owTAPMhGGYgYD5v2nsR5az4SpaSpoA5n12av55vEFLmwoed7jRRx5P1/LgQO9HwVo/57Sqhw4G9PxNcw0FvRN6+xl/zGDuDHGrE8uMsgwtDFM+26j1xlT94IZ6KOIx2Ce+X1gHmAmfRyMA+/JVY5+KKO/xLqOHIp6APVkFStBgVtBpf/h1yM8HFczieZ2NS7kh/P++r4n//73Uf6um3Nh2bS0pHVi7PM+8qrOwKTfAvgmuqyX/I7EE61FKw5JhmJRSSut38/WSoadWknF/vS+ZN+UT/HwhhDSL6X16JcPPODXpvdm69n+ftOmSOGAYZn322XKjZNoH/9VpElKd+dOmJgP238N6HvkswzDDhmGYNGQZhhkuDMOklFIvZBgmISRqKpW25eG70Pblr2peoeXegh7lS2u23vMoXwo8Rg8VBVjPj1PrK+qHcE09lDegpxVg0XNX1rK6HoK0EGNfXPoWhvllo788tsPd9RDBgJ63h+N1DY10f30Ir0GfZQnDlNcCb6XWUdSL9FCEtBSciwzDrAPMYw/4bGo+9fon+Dk9fGnAmktxQSb6vt1YRxElWHwFPRTxEOwPwzDrBDPhxe2egPnua8zbpbwnFFSIBPq9K9V/HlsS1tRqsO5t4IzUHIooFx3vo4cipKXgXGQY5lIZhmmAmTAMMwAw+x7GXrh8QEtJk8DM14bzU3vgcixsejAPHvOyVA95nQi9+8zPBXo+Asprddua6nFFfYhgQM9/MNZQ1JfgOno40iQwc4a41YllRlkG9zoRPe8Ji/zsSStBmjvqoYinYI/4fmEdYCZ8Ho0E7M11xl4V8XG4sh6KtBjsxU7wI92bPP4LrqXlpQZzODM1F5c9tWYdKN89s/2dtKX8GYJ1rwzvS83Bpbznf7CWLyKxBOtRSsOSYZiUUkoba7cNko/+74Rk/KMPJfOnT8PPGkJIRzDlzdcWhdBa/x3SlkrigGGY9Ttgjx2TuRMn6EQJqc6MwQOTPttsZj2PfJVhmGHDMEwasgzDDBeGYVJKqRcyDJMQEjWVStutqS955VEuGvf+7tHoUYK9XtOea1G+PHihHi5YsAYJjCxyAazpVLitHs4r0NfvUn3mcQ7kRSCeYOyNS9/CMDvBgan+8vo+DObCSvTaE07Q3l3+HJ5r/FmWX9GH8Rr0WYowTAG9bwInp9ZS1Hth6ULviF/gHGQYZkEwg87wcFjkIkyXEkxwtj5E6cDayxKGuSJ8J7WOor4JN9bDEc/A3jAMs04wE17c7gGY7fpQgolsc6/mH7U8GNDzMcYaXMp7PatqeanAuk9IzaGoc+FZeihCWgbOQ4ZhLpVhmAaYCcMwAwCzv8LYC5dHaClpIpi7BO3Y9qOaX9bSpoHHXA/WEhB5jx4iCNBvG8y7zq/Avxh/lmVw78ugZ/ns943UGmpRgvO+oIckTQDzZohbnVhmlGWQrxOlb2MdRZTv8VT0UMRDsD98v7AOMBM+j0YC9mZZ+HJqr4r6AeyuhyMtAnuwG5T3mW17lGVvuJoeprRgBl3gQp2Jy/O15kTjz6tZus/ssGb5HenfqRnkVX7PPFQPYw3Wo5SGJcMwKaWUdpi9t+iaDDvtZAZjEtIgFs6Zk4z7633JoEP2t/6bo35I4oBhmI1xyHGHJ+3z5+lUCamOhLv12rSL9TzyUYZhhg3DMGnIMgwzXBiGSSmlXsgwTEJIVSqLv2TWRf9ncKD370DbF72y/JmWew96lYvAhqV6r0W5Y/QqesigQN+bwbd0HbUoX/g7QA/nFejr+FSfeT1Dy4kHWPYnS+8uWEJPtTx/in/QQ3gN+jwSzkz1nWUvKF8sPjb1Zy6P0YfyGvRZmjBMAf3vB2u5eHqJfSFDh0nLwPnHMMycYO1rQgkxriXcOUt5HthZH6aUYP2luSATvW8Ex6TWUtRJkCGKHoJ9YRhmnWAmwV/cjr7WgF+HnfSPggJ9rw7fhraZV1NeC2+uhwgG9LwanK9ryOvFWl46sPZfGrMo6v2QgQqkZeD8YxjmUhmGaYCZMAzTczB3udHS0NQ+uJSb16yg5aSJYO6V1D7k8V4tbSp4XPkc09aPy9P1EN6CHuXfyyWpnl3erXXXGn+eZZDv6aNvCc8ZklpHLUr4jtzojM8xTQBzZohbnVhmlGWwrxPR+x+MtRRVbii6sh6OeAT2hWGYdYCZ8Hk0IrA/8lrmo9R+FVVCGE/Uw5Emg9mvA8fpXtTiX/VQpQZzeN6YSzWf1r9/j/HnNifC5Rc9QInAmm9PzaCon8AN5TiJJViPUhqWDMOklFLaFBcFY55+SvLxww8kcydPxs8gQkheZo8ZlYy8+qqk3449rP++qF+SOGAYZuMccckFOlVCshl9wzXWc8hHGYYZNgzDpCHLMMxwYRgmpZR6IcMwCSFWKou/2DcHToHfh0F9kQz9ng1tX/DKcixcVQ8RBOh3Gyh7ZFtPXgfAnfSQQYB+T4LyZT3bevIoF0Adp4fzCvS1BZyufea1JRchkupY9ihLH8MwJfxxeKrHIp6nh/EO9LYsvBK2a68uZ8CttHbP1J+7DCKADn2WKgxTwBpONdZUVAnh+SmM9gJarG0luIP+T+IR2BeGYWaA9S4DD4J/gfJ7jG0mtSqvHSVoYEV9uNKCGZTqgkz0vxPMG6BdzT/BtfWQ0YG1dYa76/8MAvTLMMw6wUxiCMP8ofb3BtxN/zgI0K8EYb6p/RfxWj1EcKD3fxlrcTkNrqflpQLrllClB3UOtToaHq6HjBKsb2PYVf8n8QjsC8Mwl8owTAPMhGGYnoO572Xsg8vfaylpMpi9vAcoITu2fbEp75V/TsubBh5TPjMrGowuyntDXt4QT0Bv8j5fkdds8lnuopsb4v/+IPXnLrde9IABgt57wAmptdRqH/gFPWwUYD3Lwb30f3oB+mGIW51YZpRlyGGYy8PnUmupxcFwfz1klGB98vNvLf2fQYB+GYZZB5gJn0cjA3u0Naz3+3wPwfX1kNGBtcn7mHvo//QG9HQ3tO1HEQ/Uw5UWzOBMYybVlM9h5fVBnhsU3qSHLw1Yc9H3WWz+RY6VWIL1KKVhyTBMSimlzXfz9ZIhxx2RjL3jd8ms4cPw84gQ8hna25NPXn0pGXbmN5Je3da3/1uiXkrigGGYjfXjv9yrkyUkGwlPt51DvskwzLBhGCYNWYZhhgvDMCml1AsZhkkIsVKptF1kfClqCJQv3y6rf8VLpD94I0z3ntc2PUxQoG/50tus1DpqUS4kuxx6He6F/rrCx6BtDXmVMKOT9JBegb7k4sPe2mde+8KmX4BIsjH2yKWXFyyhr1OMPot4th7GG9BTN/haqsc8/u/nAv7/IqFJQVyEhj5LF4YpYB3nG+uqRbnQ7it6yCjAeiQIXYI+J8J39Y+JR2BfGIZpgDVKAOaX4G1wPLTNoV77wagumK8HzKJ0F2RiDQfAegNWJ0O5YYPXv08XAWuR313OgIOgzGdRKEcIoFeGYdYJZhL0xe3oSUJch6Z6XNQn3Eb/iregx62g/GxK957HETCYf6cm6L3ozx/xH7CTHqJUYN1y8fCzOod6fBx218NGAdbzeXgvlPdCL9M/Jh6BfWEY5lIZhmmAmTAM03Mw998Z++Dyi1pKWgDmXzTkpSWfreFxbzb6yKt8dupdWBp62hcWuRmZBL1vq+VSf3zqv7ncU8uCBP1vDxsRiCnKDXQ20UMHCfqXQPer4Dg4D66p/6nloBeGuNWJZUZZBv06Ef3XepMP0/vgRnrYKMB69oAPQ7mx4zn6x0GAfhmGWQeYCZ9HIwT7JP+m6/0+n7wWlDD0oG5inoWsBX4dSmi5PN910f/UctDLRnABtO1FEZ/VQ5YWzKALlO9o2uZj+rLlz2zuoocvDVizfM5hm0UR5d/ZJoklWI9SGpYMw6SUUtpyBx38hWTUtb9Ipn3wX/xsIqTcSEDsqOt/lfTfeyfrvxfqvyQOGIbZWHt375pMfe8dnS4h1Zk/Y0Yy8P/Zuw8wW8+y3v8XvQX4Iy0EpAuRHnpVEJAi4EEhGxDwT5VI7xylKEXakSYgCigepIh0UEqEI1WQgyAhIRCI2Qk7hIQkEAgpJKxz3zvPmMnw7NnT533u9flc1/dSYM+ad71r9szaa9b6rbvcvvt1NKWMYY7NGKZGzhjmuIxhStIkMoYJ/IId5wxK5ovke0+OOjx6ZHTR9scnI47pV6JPR73j3lv/0C5mSHH8OdCy3ifQZjnudc92sZMRx5RDKznQ+pOod9wrLV/oPskhzBTH9qZFx7qS8nxMfqxjHi25nfbWVMcwcyDmC4uOc7W9LLpAu7htE8dw0SgH/k6Lese5p/64XcRu8Z8vsuR/X64Xtg+btDjOuRzDTHFd8muidx1XW97vGPpF+3H8t4v+PjojWnzdrtr+CBMRt4kxzBDXK8fRHxa9M8rx1t5134h+HD09ulD71IQ4H3P5gsy4HveJcmSgdx1X07ej34uGHcWMY89/d78iyoHPxdft/u2PTF4cqzHMdYpzMvoY5r2XHONC+YLAd0W3aH90MuKYzhflC4Tzxc+9Y1+uvF53bhc1pDj+S0Qnt+uzmp7TLmLuxHW/ePTJRedireWLv/86Gvbfg3Hs+e/5/Pn72WjxdTOUN0FxuxjDPDdjmEvEOTGGOWFxzvP77dJ/JyzXruj87cPZBnH+83eLvdtmT32kfeiWis97xejERcexmvLNGx7SLmpbxXHk9VjtAGmOx9y9XcRu8Z9zTLP3Z3sN/4ZOcR1uHq319l9aPraTb6ozzChmHGu+GdBvRTlUv3RM6NHtj227OBYjbuvUOUfLNfz9xLgOl4lW+yahvfL3v/lY5ZXaRQ8njj0f83hE9OVo8XU7uP2RIcTxGsNchzgnvo8WFbfVRj2fL8fU8/ejw45ixrFfI3pxtPQNDh/Z/si2i2NZ+ubxa21SI5/bJc7BJxadk/V2WLvYuRHXOQdF82updz5W2zNmnWE9SWNlDFOSNKm+casbzXY+88mzEz76T7OfnfKj+FkF9Z116qmz49719tl37n+f2deufoXu3w2NEzUYw9z4DrvFDWanHfe9doZhz0498juzQ2947e7X0VQyhjk2Y5gaOWOY4zKGKUmTyBgm8At27Djwd5Y8GapXPjHxedFV2odtmziGfaLnRPmCpt6x7q0jo8u0ixtWXId8Au2P2nVab/lE9du1i942cQz54snHRN+Nese5mk6N7tEuenLi2B686FhX2oPbhzMxndtquSb7gqU4tv2jtX5vzQ6OtmVQLz5vDjvni0bye3zv2JbrL9vFnEf89ysdXet+/NTEcc7tGGaK67NRL2TI/j16UHSRdvGTFseZf7dfEOUIdu/6ZI9vf5yJiNtk7sYw4zrk8Nd1o4dHOcJ0WNS7rhtZvqDkrdGwL57dTHFe5vYFmXFd7hltxAsWs6OiJ0W/1C5+0uI494ueEC03lP729scnL47VGOY6xTkZfQzzY0uOsVeO5v1utO0vLo5juF70L1HvOFfSi9pFDS2ux0uWXK+V9sR2EXMnrnsOYn580blYTzmK+fbotu3iJy2OM0eD7hK9OVpuSNXvyCYmbhNjmOdmDHOJOCfGMCcszvlqH2v88/ahbJO4DfINsVbz+7cc4rti+/AtFZ/3/ouOYy29Prpku7gtFZ83H9N7drSW3+H+wuN78d9de8mfWa7fbx82tLge14824nfFC+V923yjnTu0TzEpcVz5mOitoldH34961yH71/Yh2y6OxYjbOnXO0XKVuJ8Y1yMHMb+46Hqtp3zDtzdGN2kXP2lxnBeK7hXlm9Xt6Q1h841eh3keUxyrMcx1iHPi+2hhcXvdKdqo5/PlfaJ8M78hhhbzOKODos9Eexr1+6f2x7ddHMtGjjcO8yZymyXOwWOXnJP19Ix2sXMjrvMDl5yD9fTRWWdYT9JYGcOUJE23a11p9zjgsa9/9ezHX/9a/NyCOs4+/fTZDw7+6Gznk/9w9vXrXb3/d0BDRg3GMDenI377brOzzzyjnWXYsxM/efDsa9fct/t1NIWMYY7NGKZGzhjmuIxhStIk8kI/4Bfs2HHg/1nyZKjlyhc+fTR6QHSxdhFbIj5fPjk+h6xWOk7W68fRjdpFDi+uyy2jE9p124g+F903ulD7FFsiPt++UQ6cHhf1jmu1fS+6Rbv4yYljyxdx5Vhn79j31JvahzNBndtruSb9gqU8viXHu9ryBTz5ZPwt+RkRnydfWPr4KEemesezt/JF9edrF3ce8d9/bdGfW653tQ+ZtDjOuR7DTHGdHh3lfZne9V1LeZ/kL6LbR92vo+0Qx5IjOPeIXhV9I+od+9I+2T6ciYjbpPQYZhxvXr+8L/uIKF/onS+cPCnqXbfN6gPREC+W3S5xfub6BZlxfX49Wm5Qa7Xl6HgOi907msygchxLDojdNvrT6N+ilfyszBdybvto4ErEcRrDXKc4J8O+uD2OJ0eWe8e5p/L+3Wuim7WL2DLxOQ+IcqBlTy8SXkn/HF2gXeTQ4npcLtrTQMTe+svoou2i5kpc7wtH727nYaM6JMrHZK/VPs0kxPHk44kPjd4WrfTx4ie3D2ci4jYxhnluxjCXiHNiDHPC4py/Z8ltsLe2/P4Vvyhuh5ctuV321rZ9b4rP/a4lx7Lajo52RFvyuG18nqtF+YZEP4x6x7O3DmoXdR7x319syZ9brqe1DxteXJerRocuum4b1TejvG+7f/tU2yI+fz6Gn2/Ekv92WenwZ/5b8crtIrZVHIcRt3XqnKPlKnM/Ma7LJaONehOHhf5v9ORov/ZpJiGOJ7+PPTLKf6Ov9DHmh7QPn7w4VmOY6xDnxPfR4uI2y6HrfOPx3u25ls6M/jHKN3Ta0udrLieOJQf3bxHlc/5yAHMlv1/KQeNtGa5fKo5jPc9BXdpz2sXOrTgH+WZ76/n9xkL5dTSJ+71bKa7zixedg/V21KwzrCdprIxhSpKG6bCbX3/3cM3xH3rf7MyTT4qfYzCW3QOYH/nwbOfjHm0As3DUYAxz8zr66U9sZxmWt+t1r+p+DU0hY5hjM4apkTOGOS5jmJI0iYxhAuexY8eBN1jyRKjVdFr0oehR0aY8AS0uN18I8ltRjgHkcEjvOFZaPjH0bu2iy4jrdI1opUNXKy1HKV8a5RNWN+VFYnG5l44eFH0wOivqHcda+mJ0pfZpJieO7RLRWl68lS/a+6pW1D+3071l4nP2brM9NfUxzPNF71t0vGvt2Oip0eXaRW+YuMx88We+SPDvo/xZ1Pv8KylHDPf4PS7+txx/7n3c0j7RPmTS4jjnfgwzxfXKkchTFl3PjSp/duZIw+9FV22fbtPF58oBs/2jh0T5Nf2FaC33mfIFBb/ULpYJiNtjtWOY+cKSHAT/UpTfx18X5Qu7c2zyftFdoxyfzFGwHA66VPtUGyoud58oX+jyq9FvRA+MnhLlfct/iPL4tnr0cmkHR7duh8wy4jzN/Qsy4zrl99hvL7qOG1W+UcP7o4OiHMvfslHl+Fz5QuzfiV4S5d+Htf5cvHu7yEmL4zSGuU5xTkYew8z7R73jXEk7o/z434w2ZVgxLje/Pp8YfSXqHcNq+nK0T7voEuL6PHfR9Vtt34ny30Dnbxe3Lnk50c2jB7X/arLiGPPf9Rv5wtnF5ZtG5IjW3aNLt0+56eJz5WPEt47yzTDeGh0e9Y5vb326XSQTEbeJMcxzM4a5RJwTY5gTFec737wuB0x6t0Wvw9uHss3itrjRkttmb32pfeiWi899qehbi45lreV97XzsdMPv08dlXjbKx4Nz2G2toy/5uOzD20V2xf++0oHNF7cPKSGuT47m5XMRetd1I8rf174i2vT7tnH5V2yfJx+L+WyUz1voHdPeelq7yG0Vx2HEbZ0652i5St1PjOtzoeivFl2/jSyHMZ8f3Tm6RPuUmy4+V/5eJN84L38Xks9tWuvjye9pFzl5cazGMNchzonvo3Mgbrd8Pt9mjHv/NPpw9Lgo799vyOOfKxGf68rRfaIXRR+L1vqGcge2i9w2cQwXWXJM6+0v2kXPtTgPOYraOz+r6WPt4uZKXO/VPA62t06ddYb1JI2VMUxJ0pAdco0rzr51jzvNjnn+c2YnfuLjs5/9+JT4uQbTk8Otx3/gPbOjHvOw2dev+8vdr2fVihqMYW5u33vLm9qZhuXtPOjh3a+h7c4Y5tiMYWrkjGGOyximJE0iY5jAeezYceAbljwRaj0dFb0jyidb3iHar32aFYuPuVr029Hzon+J1juAuVC+oOQ+7dOUE9cthyVzVLJ33dfbMdHfRA+OfiVa00hLfFweYw4iPTvKJ8av5oWSKy1HKi7SPuUkxfFt5BMX1e+odrq3TOcYlmvyL1iKY8wXGG7EGEuWf9dzlC1f0LHqnwspPi6P59eifAFRPqk/n9zf+1yr6bnt4vco/kx+7+t97NIOaR8yaXGcxjCbuG7Xi9Y6nrLSdkX59fpn0cOivG90zWjFL7qOP3vBKEcLc7w8f4buiHL85dVRXnZeh7W+aLbX77dPzQTE7bHaMcz1lKN8+aL6HHXN+/QL5dhRb3h6of+K8s/lWNhKX5S/XeX4+tuim7VTzArE+fKCzBDXK8ctPrLoem5G+Xfo/0SvjB4T5Qu2c4hzxcO18Wdz/Ozy7ePyxde/G/1BlEML74n+Mzo16n3+tfSG9qknLY7TGOY6xTkZ8sXtcSz574iNGkHP+1z55hs5lJL3yW4crWpUIf78RaObRg+PcrR6I++PHhJdvn2qMuI65Tlb7wDSEdEfRTeJVvSYVvy5vB+ew8E5Jp4f+97o+1Fe3pY/5rBWcaz5JjQ/ace9GeVw02HR26M/ju4f5WDolaILtMPYq/iz+YYXeb7zY3MgKB+DfEb0xih/NuZjk73Pv5bymMv9XRlZ3B7GMM/NGOYScU6MYU5UnO9HLzn/e+t57UOZgLg98vGe3u20p/ZvH7rl4nPnm7r8YNGxrKcTozdH+Tj5moYP4+Py39x5fyV/j52Dhnnfove5Vlr+G32v/waNP7PSN0X8q/YhZcR1ylH6HMlf77neWzlmmvdt8/HD/xnlm4jcLLpCtNeBqfgz+W+Iq0Q54J6Px+Tj+K+KPhkdH/U+51r6cvuU2yqOw2OG69Q5R8tV8n5iXK/HRpvxnJGF8ncC+TPv76KnR/eN8nGZ/L3biofj4s/mm53m44v5ZmP5hnsPjfLfwH8b5eBX/l6l9/nXUv4b/mLtU09aHKcxzHWIc+L76JyI2y6fK7cRb0a7XD+KPhXlcwjye2s+prmq3y+l+POXi/L+9+2i/J6Z/+7L0ct/jPL5Q/n75N7nX0vvaJ9228QxbPTv4t/SLnquxXnI+8G987OaJv+GVJshrveGfq8I3XE9SeNkDFOSVKNr7js74n/cfXbMS14wO+kzn5qdddpp8XMOtt7Pzz579qOvfHm265Uv2/01mV+b3a9ZlY0ajGFuctfab/bDL36+nW3Ys7N++tPZEXf79f7X0TZmDHNsxjA1csYwx2UMU5ImkTFM4L/tOOdJfRs5hNErLz+fYP7x6J1Rvngxx8Xy/+Zw5vujfIJ4Duls1hPdczTtnu1qlxXXMYdPnhblk/p752GjyifRfin6++ilUb5w4BFRPll7oXxi4/OjHFs9OMrbt3dZG9UJ0b3aqZisOMYczOgdvzY2Y5gbII4zxyu+vei4N6qFgcAcr81xixxoWvje8YfRk6MXRvmzIkeR8xg28kWO+XPpfu1qLiv+XI4Y9i5jace2D5m0OE5jmIvE9dsnyp9lveu+2eXP6hw9y78P+TMyX8y8MD54cpT/20YNgq8mL0abkLg9tnIMs3I5dPC/oqu2U8sqxHnLn8+987qnyr4gM65b/nsrX+S82f/e2lP5syGH2PJnRY4zLPzcyFGQ/N82+9/2vb4XrfiF49sljtEY5jrFORl1DHMjXnS5t/LvweejD0U5rrD4ca8cUPyn6D+ihSHFzehz0S+1q11OXLccm9ioAfgclcjbIx+PzNsrhyvy/+Z/ztHjHDTK7617+16/Tzu8yYtjzRe+H7ro2Ley06L8GZXD6Tlqmv++z/P73Sj/+2yzR416PaKdHiYgbo/SY4ed67BcxjCXiHNS+utjZHG+8/d6vdthT12nfSgTELdHPi7fu5321Ivah26L+Py3ivJ3k71jW0/fjN4d5eNGT40W/67zCVH+zvXFUY4j5td83ofpXc5ay/tIB7Sruaz4c/l79t5lLO3d7UPKieuWb5i2kSPpq+2kaOGxmLx/nf/32Cjv027mmF+vbRuoXRDH4DHDdeqco+Uqez8xrtstoiMXXdetLB9Pzd/J5d/n/Jnwnfb/L/zdznIot/exm9kQb/Ibx2kMcx3inPg+Okfi9svfLz0p2ur7DAvl97Mc587vcYt/v5TPtcv/bTPfTGdP5f37C7dTtC3i819q0fFsRK9oFz3X4jzsF63n52e+wdkQw9AbLa53Ds/2zsla+uGsM6wnaayMYUqSSnbIta88+8797z377ktfODvxkwfPzjz5pPi5B5vjtGO/O/v+u9852/m4R88Ou8l1ul+Tmp+owRjm5nfoAfvPTtt1TDvjsGc/PXrn7NAbT+vnqzHMsRnD1MgZwxyXMUxJmkTGMIH/tuOcwbHek6EqlS9Munm7ynMhr290eLv+81C+CO3y7epPWhznnyw6bm1exjA3SBzrVaJ8MnzveoxYvkDxBu3q7VX82Rzn7F3O0nIo5QLtwyYrjtEYZkdcz/tH+UKP3jmYt3KsZi5fWDBFcVsYw1x7+QKbHFR+QHSRdkpZgzh/XpC5RFzH/PfWdo2KTbHbtlMzWXGMxjDXKc7JcC9uj+PIFxjn4HjvGCuVbzRz8Xa1y4rreNCi6zyFhnqsMY73otHLo+0YnpxiH2qnhgmI28MY5rkZw1wizokxzAmKc73a+9dfah/KRMRtko/7r2acJN/M53ztw7dFfP4cxMyhnt7xjViO5q/4d5vxZ//3oo9drn9rH1JSXL8cLHrjous7rz2/nZJtE8fgMcN16pyj5Sp9PzGu3yUjf7fP7W/aqZm0OE5jmOsQ58T30TkUt+ONo68uul3nvbu3U7Nt4hjyDdZ7x7aWntEudu7FuVjtG2gs7k3tYuZOXPfXLDkX6+nwWWdYT9JYGcOUJM1HV7/C7Jt3vt1s5zOfPDvuXW+fnXrkt+PnIKzNT751+Oy4t71ltvOJB82+cZsD+l9zmtuowRjm1nTEve4yO+u009pZhz076TOfmn3tmvt2v462I2OYYzOGqZEzhjkuY5iSNImMYQL/bceOA38jqjwMcHC0b7u6cyWud77I/cXRmVHv3FTom9G2PzF2NeJ4jWFuTcYwN1Ac7+Wjzy46/lF7fbSqkb/486sZj7xK+7DJimM0hrkHcV2vGOW4cu88zFv3bqeFbRa3hTHM1XdI9JzoGu00sk5xLr0gsyOuZ/576wXR6e16z3MvbqdlsuIYjWGuU5yTEccwLxS9KMqx795xjt4ZUb7JzbaOEm2luK75b7reudiOHtoOayhx3Dki9ZVF12Ney5/f3gRgIuK2MIZ5bsYwl4hzYgxzguJc//GSc7+3ntI+lAmJ2+WTS26nvXX79qHbJo7hBtHORcc0Yjm286RoVffj48+/pH383trVPqS0uJ53jr6+6HrPWx9up2LbxDF4zHCdOudouebifmJcz7tG8/Smr3vq+Gjyj/fEMRrDXIc4J76Pzqm4LfNx6/w31UaOMI7aa9tp2TZxDF9cckzradv/zTQVcS4ev+TcrKZfaxczd+K6P3LJuVhPfzvrDOtJGitjmJKkue3QA647O+qRD5nteu0rZyd+6pOzM048MX42wnmd+cOTZyd//jOzY9/w2t1fL4fd5DrdrydpIWowhrl1HfWEx7SznzYxfgAAWNVJREFUDss79o2v734NbUfGMMdmDFMjZwxzXMYwJWkSGcMEzmPHOU+yzBfdnNyeCFWhfMJoDgKcv13NuRXnYP/o41HvPI3aD6KnRhduV3MYcczGMLcmY5gbLI75wtFfLroOI5UvmlrTk6Xj43IopHeZvW7TPmyy4hiNYe5FXOc7RP+x6BzMU9+O8oVXF2yng20Wt4UxzJX1n1EOYO7fTh0bKM6rF2QuI67vtaIPLrr+81Q+hpAv2NynnY7JimM0hrlOcU6GfXF7HM81on9cdHwV+mp0k3YV50Zc5wtE72rnYLt7STus4cSx53l8bJSPr/WuW/U+Gt26nQ4mIG4PY5jnZgxziTgnxjAnKM51vlFZ7zbo9fNov/ahTEjcLg9bdDutpL9qH7qt4jjyTY0+sei4RiqP+1rtqqxKfNzjFl3Ocp0dzcXju3k9oxzZmaf7tfk46AOibX8ORByDxwzXqXOOlmtu7ifGdc3fST8r+lG77vPW+6MbtdMxaXGcxjDXIc6J76NzLm7Tq0XVHrdeaT+O8vlz2/51Hcfw/HZM6+2UaLjnMW6WOBf7Rfl4QO9cLdeR0dy8AdhScd3z+0LvvKylB846w3qSxsoYpiRJi/rGbQ6YHfUH//9s16v/1+zETx48O/2E4+PnJfPijBN/sHsYNQdSdx708Nnhd7h59+tEWq6f/+xn7SuKkRnD3Npy5BBWIsdTe19DW50xzLEZw9TIGcMclzFMSZpExjCBrh3njO08Oxr9BSMfiNb0QqLK4pzcLRp93OuHUT4Z9tLtag2nHX/vumljM4a5SeLYfzc6YdF1mXL5PeNp0UXa4a9afOxV2mWtpB3twyYrjtEY5grE9T5ftCP6VjsP1ftU9DvRBdopYCLiNjGG2e/E6B+ih0dXbqeLTRLn2AsyVyCu922i1bz4d+Ry+OYPo8mPYC6IYzWGuU5xToZ/cXsc1wF5bIuOc8TyBbVPjy7UrtbcieueQ46rGUbbrD7YDmlYcR32ifJxqnkYGDkjyq+bA9rVZ0LabdO73XoZw5wzcU6MYU5MnOdbLDnve+sT7UOZmLhtLh2dtui22lv5hghrfqx9I8Vx5H3CP4ryZ3zvWKdWDrocGK151CU+9n7tslbSVduHzYW4vnm/Nr8eKr3x5+Jy4PR90R3bVZ6EOB6PGa5T5xwt19zdT4zrfLno5dFqflaN2qlRvinlr7arP4Q4XmOY6xDnxPdRdovb9mZRvnlL73avVt4vzjc3v1S7+tsujuXa0VpGG5f2unaRNHFOPrPkHK2kP2kfPrfiHPzLknOylk6KLj7rDOtJGitjmJIk7aVv3OpGs6Me+ZDZd1/+Z7Pj3//u2SmHfX129hlnxM9RRnXmD0+e/fCL/zY77m1vmR3zp388O/LB95t945Y37N7+0mr72Sk/al9pjMwY5hZ3zX1nJ336X9vZhz07+/TTZ0fc6y79r6MtzBjm2IxhauSMYY7LGKYkTSJjmMCydpzzgpEcD8snIPaeLDXVvhBN6kUgUxPnJ8e97h19Luqdw6m2M3pqdMl2VYYV18EY5tZkDHMTxfFfPnpTtBFPCN+MfhK9LLpsO+Q1i8u4ULvMlfS09mGTFcdoDHMV4vqfP8oXGf97Ox+V+m700uiG7eoyQXH7GMM8p2Ojd0X54qibR4Zbt1Ccby/IXIW4/reLcmxvqveT1loOpf1NdKdozeMd2yWO2RjmOsU5KfPi9ji+60U5rHV6O94RyuGHV0VXbFdj7sW5eEr0s6h3vraiI9qhDC+uS97nfGaU97l613Xk8t9yj48u364uExS3jzHMczOGuUScE2OYExPn+dVLzvveemT7UCYobp98s5He7ban7ts+dBLieH412oihkM1qV/Sk6MLtkNcsLiPfhKP3OXrdrn3YXInrnc9xeEI02nMc9tRh0bOiSb4ZUByXxwzXqXOOlmtu7yfGdc/fSz8/Gv1NfXvlSNijoyH/fsRxG8Nchzgnvo9yHnEb5xsP5O9Dz2q3eZXy+TtvjX4zOn+7upPSjq937Cvtp9Evt4ujiXOSj8v2ztdyXbN9+NyKc/BrS87JWnpaXtasM6wnaayMYUqStJauue/s8DvearbzUQ81kjlRP//ZmbNTv3PE7MR/+djs2De/YXb0s58x+84D7js77ObX79+m0gZlDLMGY5hb36E3vs7sp0fvbLcA7Nlpu46ZHXrA/t2vo63KGObYjGFq5IxhjssYpiRNImOYwIrsOGcAKp+I+N5oO19cvlz5BNAPRndqh80KxTnLF03lC0nzCZm9c7vdnR19KMrxzjKDR3FdjGFuTcYwt0Bcj5tEOfbUu47bUQ53PDe6TDvEDRGX9/12+Xvr1e1DJiuO0RjmGsW5uGX05ujH7dyM2Hei10S/EU3yhSacV9xO8ziGmUOt/xy9OHpAdLV2OtgmcRt4QeYaxHm4ZvRn0ffaeRmxfIH5/47uH12sXbUhxfEbw1ynOCflXtwex/lLUQ7T5MBI73pMofy3SP5MvFI7bBaJ83LT6MtR79xtdvm41UXboZQQ1+fC0YHRx6NRR53zdvl89Ozouu2qMXFxWxnDPDdjmEvEOTGGOSFxjvONg45fdM731hmRfyNOWNw+91l0e62k97YPnZQ4rntGX1l0nNvdIdGjonWPYC6Iy7pau+yV9ID2YXMprv8FontE747OjHrnaKp9I3pJdMt2dSYrjtFjhuvUOUfLNff3E+McXDx6aJQDkr1zNEL5vKt8jO3p0TXaVRtWuy6969nLGOYScU58H6Urbuu835fPLTum3fYjdlL0juhB0T7tqk1WHOMVouOi3nVZSY9rF8UicV72i1bzOPOn24fOvTgXb1xy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+ - Abrechnung über Dienstleistungsstunden im Ambulant Betreuten Wohnen nach § 67 SGB XII + Abrechnung über Dienstleistungsstunden im Ambulant Betreuten Wohnen +nach §§ 67 ff. SGB XII Für: [CustomerName], geb. am [CustomerBirthdate!dd.MM.yyyy] @@ -128,7 +132,4 @@ Für: [CustomerName], geb. am [CustomerBirthdate!dd.MM.yyyy] Es wird ausdrücklich bestätigt, dass in den angegebenen Dienstleistungsstunden 40 Minuten unmittelbare Betreuungsleistungen sowie 20 Minuten komplementärer Leistungen im Sinne der Leistungs- und Prüfungs- sowie der Vergütungsvereinbarung enthalten sind. Alle gemachten Angaben können anhand der vorgehaltenen Quittierungsbelege sowie der Betreuungsdokumentation nachgewiesen werden. Es wird weiterhin bestätigt, dass die Verpflichtungen aus der Leistungs- und Prüfungs- sowie der Vergütungsvereinbarung eingehalten wurden. - - 17, 17 - \ No newline at end of file diff --git a/ReportImp/SKMAachen/SKMAachen.csproj b/ReportImp/SKMAachen/SKMAachen.csproj index 8b7f2d69d..385bcfc58 100644 --- a/ReportImp/SKMAachen/SKMAachen.csproj +++ b/ReportImp/SKMAachen/SKMAachen.csproj @@ -82,6 +82,11 @@ MitarbeiterstundenkontoJahr.cs + + True + True + Resources.resx + Component @@ -128,6 +133,10 @@ Designer + + ResXFileCodeGenerator + Resources.Designer.cs + RechnungBeWo67.cs Designer diff --git a/ReportImp/SeWo/ServicesOverviewReport.Designer.cs b/ReportImp/SeWo/ServicesOverviewReport.Designer.cs index 5ae67427f..0c31722fd 100644 --- a/ReportImp/SeWo/ServicesOverviewReport.Designer.cs +++ b/ReportImp/SeWo/ServicesOverviewReport.Designer.cs @@ -104,7 +104,7 @@ namespace BeWo.SeWo // // Detail // - this.Detail.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.Detail.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.Detail.HeightF = 0F; this.Detail.Name = "Detail"; this.Detail.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); @@ -204,7 +204,7 @@ namespace BeWo.SeWo // this.Detail1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrTable3}); - this.Detail1.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F); + this.Detail1.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F); this.Detail1.HeightF = 20F; this.Detail1.Name = "Detail1"; this.Detail1.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 0, 0, 0, 100F); @@ -307,7 +307,7 @@ namespace BeWo.SeWo this.xrLabel10.Borders = DevExpress.XtraPrinting.BorderSide.None; this.xrLabel10.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "Services.SignatureDate", "{0:dd.MM.yyyy}")}); - this.xrLabel10.Font = new System.Drawing.Font("Arial", 9F); + this.xrLabel10.Font = new DevExpress.Drawing.DXFont("Arial", 9F); this.xrLabel10.LocationFloat = new DevExpress.Utils.PointFloat(0.003560384F, 0F); this.xrLabel10.Name = "xrLabel10"; this.xrLabel10.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -333,7 +333,7 @@ namespace BeWo.SeWo // this.GroupHeader2.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrTableServiceRecords1}); - this.GroupHeader2.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.GroupHeader2.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.GroupHeader2.HeightF = 45F; this.GroupHeader2.Name = "GroupHeader2"; this.GroupHeader2.RepeatEveryPage = true; @@ -347,7 +347,7 @@ namespace BeWo.SeWo this.xrLabel4, this.xrLabel5, this.xrTable1}); - this.GroupFooter1.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F); + this.GroupFooter1.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F); this.GroupFooter1.HeightF = 165F; this.GroupFooter1.KeepTogether = true; this.GroupFooter1.Name = "GroupFooter1"; @@ -395,7 +395,7 @@ namespace BeWo.SeWo // // xrTableCell20 // - this.xrTableCell20.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrTableCell20.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell20.Name = "xrTableCell20"; this.xrTableCell20.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 5, 0, 0, 100F); this.xrTableCell20.StylePriority.UseFont = false; @@ -454,7 +454,7 @@ namespace BeWo.SeWo this.xrLabel4.SizeF = new System.Drawing.SizeF(280.4167F, 47.91667F); this.xrLabel4.StylePriority.UseBorders = false; this.xrLabel4.StylePriority.UseFont = false; - this.xrLabel4.Text = "Unterschrift Kunde\r\n(oder gesetzliche Betreuung)"; + this.xrLabel4.Text = "Unterschrift Kunde\r\n(oder rechtliche Vertretung)"; // // xrLabel5 // @@ -510,7 +510,7 @@ namespace BeWo.SeWo // // xrTableCell9 // - this.xrTableCell9.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrTableCell9.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrTableCell9.Name = "xrTableCell9"; this.xrTableCell9.Padding = new DevExpress.XtraPrinting.PaddingInfo(0, 5, 0, 0, 100F); this.xrTableCell9.StylePriority.UseFont = false; @@ -561,7 +561,7 @@ namespace BeWo.SeWo // // xrLabel2 // - this.xrLabel2.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrLabel2.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel2.LocationFloat = new DevExpress.Utils.PointFloat(0.003560384F, 210.4167F); this.xrLabel2.Name = "xrLabel2"; this.xrLabel2.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -584,7 +584,7 @@ namespace BeWo.SeWo // // xrLabel3 // - this.xrLabel3.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrLabel3.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel3.LocationFloat = new DevExpress.Utils.PointFloat(0.007120768F, 185.4167F); this.xrLabel3.Name = "xrLabel3"; this.xrLabel3.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -596,7 +596,7 @@ namespace BeWo.SeWo // // lblHeader // - this.lblHeader.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F); + this.lblHeader.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F); this.lblHeader.LocationFloat = new DevExpress.Utils.PointFloat(0.007120768F, 141.6667F); this.lblHeader.Name = "lblHeader"; this.lblHeader.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -606,7 +606,7 @@ namespace BeWo.SeWo // // xrLabel1 // - this.xrLabel1.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F); + this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F); this.xrLabel1.LocationFloat = new DevExpress.Utils.PointFloat(0.003560384F, 116.6667F); this.xrLabel1.Name = "xrLabel1"; this.xrLabel1.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -629,7 +629,7 @@ namespace BeWo.SeWo // this.xrLabel21.DataBindings.AddRange(new DevExpress.XtraReports.UI.XRBinding[] { new DevExpress.XtraReports.UI.XRBinding("Text", null, "Year", "{0}")}); - this.xrLabel21.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrLabel21.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel21.LocationFloat = new DevExpress.Utils.PointFloat(0.003560384F, 247.2917F); this.xrLabel21.Name = "xrLabel21"; this.xrLabel21.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -652,7 +652,7 @@ namespace BeWo.SeWo // // xrLabel13 // - this.xrLabel13.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F, System.Drawing.FontStyle.Bold); + this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F, DevExpress.Drawing.DXFontStyle.Bold); this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(130.2121F, 247.2917F); this.xrLabel13.Name = "xrLabel13"; this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); @@ -683,14 +683,14 @@ namespace BeWo.SeWo // // topMarginBand1 // - this.topMarginBand1.Font = new System.Drawing.Font("Times New Roman", 9.75F); + this.topMarginBand1.Font = new DevExpress.Drawing.DXFont("Times New Roman", 9.75F); this.topMarginBand1.HeightF = 30F; this.topMarginBand1.Name = "topMarginBand1"; this.topMarginBand1.StylePriority.UseFont = false; // // xrPictureBox1 // - this.xrPictureBox1.Image = ((System.Drawing.Image)(resources.GetObject("xrPictureBox1.Image"))); + this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource")); this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(439F, 0F); this.xrPictureBox1.Name = "xrPictureBox1"; this.xrPictureBox1.SizeF = new System.Drawing.SizeF(275.002F, 112.5008F); @@ -706,7 +706,7 @@ namespace BeWo.SeWo // xrLabel8 // this.xrLabel8.Borders = DevExpress.XtraPrinting.BorderSide.Top; - this.xrLabel8.Font = new System.Drawing.Font("Microsoft Sans Serif", 10F); + this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 10F); this.xrLabel8.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); this.xrLabel8.Multiline = true; this.xrLabel8.Name = "xrLabel8"; @@ -751,7 +751,7 @@ namespace BeWo.SeWo this.xrLabel3, this.xrLabel7, this.xrLabel2}); - this.GroupHeader1.Font = new System.Drawing.Font("Microsoft Sans Serif", 11F); + this.GroupHeader1.Font = new DevExpress.Drawing.DXFont("Microsoft Sans Serif", 11F); this.GroupHeader1.HeightF = 285F; this.GroupHeader1.KeepTogether = true; this.GroupHeader1.Name = "GroupHeader1"; @@ -776,12 +776,12 @@ namespace BeWo.SeWo this.formattingRuleServiceDesc, this.formattingRuleCostBearer, this.formattingRuleEmployeeName}); - this.Margins = new System.Drawing.Printing.Margins(70, 33, 30, 90); + this.Margins = new DevExpress.Drawing.DXMargins(70F, 33F, 30F, 90F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; this.SnapGridSize = 9F; - this.Version = "17.1"; + this.Version = "23.2"; ((System.ComponentModel.ISupportInitialize)(this.xrTableServiceRecords1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); diff --git a/ReportImp/SeWo/ServicesOverviewReport.resx b/ReportImp/SeWo/ServicesOverviewReport.resx index 609cf52f9..24e90524b 100644 --- a/ReportImp/SeWo/ServicesOverviewReport.resx +++ b/ReportImp/SeWo/ServicesOverviewReport.resx @@ -117,440 +117,8 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 - - 17, 17 - - - - - iVBORw0KGgoAAAANSUhEUgAAAhAAAADYCAIAAAA1Rk0uAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAd - hwAAHYcBj+XxZQAAY6NJREFUeF7tvYdbVcf2///7Q641GstNjNFHE+PnppjcFJOb3MTke9NuFBBBVAQU - FEQIoogSRY1KRMXee++9d0WxoCAiSC9Sz552fmvtvZObbAT2Ppx9OMq8n9fjY8w5M3N2mTVrZtaa/88p - JSUlJSVlQtJgSElJSUmZkjQYUlJSUlKmpBsMOuxvEolEIpEY0GyEJmkwJBKJRNIomo3QJA2GRCKRSBpF - sxGapMGQSCQSSaNoNkKTNBgSiUQiaRTNRmiSBkMikUgkjaLZCE3SYEgkEomkUTQboUkaDIlEIpE0imYj - NEmDIZFIJJJG0WyEJmkwJBKJRNIomo3QJA2GRCKRSBpFsxGapMGQSCQSSaNoNkKTNBgSiUQiaRTNRmiS - BkMikUgkjaLZCE3SYEgkEomkUTQboUkaDIlEIpE0imYjNEmDIZFIJJJG0WyEJmkwJBKJRNIomo3QJA2G - RCKRSBpFsxGapMGQSCQSSaNoNkKTNBgSiUQiaRTNRmiSBkMikUgkjaLZCE3SYEgkEomkUTQboUkaDIlE - 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 Steigerstraße 13 - 46537 Dinslaken - Telefon: 02064 / 47885-0 - Fax: 02064 / 47885-19 diff --git a/ReportImp/SprungbrettTheresia/ServicesOverviewReport.Designer.cs b/ReportImp/SprungbrettTheresia/ServicesOverviewReport.Designer.cs index 55a140796..7adf9e378 100644 --- a/ReportImp/SprungbrettTheresia/ServicesOverviewReport.Designer.cs +++ b/ReportImp/SprungbrettTheresia/ServicesOverviewReport.Designer.cs @@ -61,10 +61,9 @@ namespace BeWo.SprungbrettTheresia this.xrLabel10 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel12 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel11 = new DevExpress.XtraReports.UI.XRLabel(); + this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); this.formattingRuleStartDate = new DevExpress.XtraReports.UI.FormattingRule(); this.ReportHeader = new DevExpress.XtraReports.UI.ReportHeaderBand(); - this.xrLabel22 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrRichText2 = new DevExpress.XtraReports.UI.XRRichText(); this.xrLabel21 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel20 = new DevExpress.XtraReports.UI.XRLabel(); this.xrLabel6 = new DevExpress.XtraReports.UI.XRLabel(); @@ -89,12 +88,14 @@ namespace BeWo.SprungbrettTheresia this.calculatedFieldAbrechenbar = new DevExpress.XtraReports.UI.CalculatedField(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); - this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.xrLabel22 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrPictureBox1 = new DevExpress.XtraReports.UI.XRPictureBox(); + this.xrRichText1 = new DevExpress.XtraReports.UI.XRRichText(); ((System.ComponentModel.ISupportInitialize)(this.xrTableServiceRecords1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // // Detail @@ -498,6 +499,10 @@ namespace BeWo.SprungbrettTheresia this.xrLabel11.Text = "Unterschrift Klient/in"; this.xrLabel11.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopCenter; // + // bindingSource1 + // + this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServicesOverviewRO); + // // formattingRuleStartDate // this.formattingRuleStartDate.Condition = "[StartDate2] < [StartDate]"; @@ -509,7 +514,8 @@ namespace BeWo.SprungbrettTheresia // this.ReportHeader.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { this.xrLabel22, - this.xrRichText2, + this.xrPictureBox1, + this.xrRichText1, this.xrLabel21, this.xrLabel20, this.xrLabel6, @@ -530,27 +536,6 @@ namespace BeWo.SprungbrettTheresia this.ReportHeader.HeightF = 344F; this.ReportHeader.Name = "ReportHeader"; // - // xrLabel22 - // - this.xrLabel22.Font = new DevExpress.Drawing.DXFont("Arial", 10F); - this.xrLabel22.LocationFloat = new DevExpress.Utils.PointFloat(529.8749F, 23F); - this.xrLabel22.Multiline = true; - this.xrLabel22.Name = "xrLabel22"; - this.xrLabel22.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); - this.xrLabel22.SizeF = new System.Drawing.SizeF(161.1249F, 87.91664F); - this.xrLabel22.StylePriority.UseFont = false; - this.xrLabel22.StylePriority.UseTextAlignment = false; - this.xrLabel22.Text = "Theresia Albers gGmbH \r\n\r\nHaus Theresia\r\nHackstückstraße 37\r\n45527 Hattingen"; - this.xrLabel22.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; - // - // xrRichText2 - // - this.xrRichText2.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); - this.xrRichText2.LocationFloat = new DevExpress.Utils.PointFloat(0F, 0F); - this.xrRichText2.Name = "xrRichText2"; - this.xrRichText2.SerializableRtfString = resources.GetString("xrRichText2.SerializableRtfString"); - this.xrRichText2.SizeF = new System.Drawing.SizeF(480.4166F, 87.91664F); - // // xrLabel21 // this.xrLabel21.BackColor = System.Drawing.Color.FromArgb(((int)(((byte)(255)))), ((int)(((byte)(255)))), ((int)(((byte)(192))))); @@ -862,9 +847,33 @@ namespace BeWo.SprungbrettTheresia this.bottomMarginBand1.HeightF = 30F; this.bottomMarginBand1.Name = "bottomMarginBand1"; // - // bindingSource1 + // xrLabel22 // - this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServicesOverviewRO); + this.xrLabel22.Font = new DevExpress.Drawing.DXFont("Bauhaus 93", 14F, DevExpress.Drawing.DXFontStyle.Bold); + this.xrLabel22.LocationFloat = new DevExpress.Utils.PointFloat(0F, 50F); + this.xrLabel22.Multiline = true; + this.xrLabel22.Name = "xrLabel22"; + this.xrLabel22.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel22.SizeF = new System.Drawing.SizeF(450F, 25F); + this.xrLabel22.StylePriority.UseFont = false; + this.xrLabel22.StylePriority.UseTextAlignment = false; + this.xrLabel22.Text = "Sprungbrett - Ambulant Betreutes Wohnen"; + this.xrLabel22.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopLeft; + // + // xrPictureBox1 + // + this.xrPictureBox1.ImageSource = new DevExpress.XtraPrinting.Drawing.ImageSource("img", resources.GetString("xrPictureBox1.ImageSource")); + this.xrPictureBox1.LocationFloat = new DevExpress.Utils.PointFloat(500F, 0F); + this.xrPictureBox1.Name = "xrPictureBox1"; + this.xrPictureBox1.SizeF = new System.Drawing.SizeF(133F, 67F); + this.xrPictureBox1.Sizing = DevExpress.XtraPrinting.ImageSizeMode.ZoomImage; + // + // xrRichText1 + // + this.xrRichText1.LocationFloat = new DevExpress.Utils.PointFloat(525F, 67F); + this.xrRichText1.Name = "xrRichText1"; + this.xrRichText1.SerializableRtfString = resources.GetString("xrRichText1.SerializableRtfString"); + this.xrRichText1.SizeF = new System.Drawing.SizeF(133F, 67F); // // Stundenzettel // @@ -893,8 +902,8 @@ namespace BeWo.SprungbrettTheresia ((System.ComponentModel.ISupportInitialize)(this.xrTableServiceRecords1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText2)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); + ((System.ComponentModel.ISupportInitialize)(this.xrRichText1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); } @@ -957,7 +966,8 @@ namespace BeWo.SprungbrettTheresia private DevExpress.XtraReports.UI.CalculatedField calculatedFieldAbrechenbar; private DevExpress.XtraReports.UI.TopMarginBand topMarginBand1; private DevExpress.XtraReports.UI.BottomMarginBand bottomMarginBand1; - private DevExpress.XtraReports.UI.XRRichText xrRichText2; private DevExpress.XtraReports.UI.XRLabel xrLabel22; + private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; + private DevExpress.XtraReports.UI.XRRichText xrRichText1; } } diff --git a/ReportImp/SprungbrettTheresia/ServicesOverviewReport.resx b/ReportImp/SprungbrettTheresia/ServicesOverviewReport.resx index d2acf5c42..9f4289adf 100644 --- a/ReportImp/SprungbrettTheresia/ServicesOverviewReport.resx +++ b/ReportImp/SprungbrettTheresia/ServicesOverviewReport.resx @@ -117,7 +117,10 @@ System.Resources.ResXResourceWriter, System.Windows.Forms, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089 - - 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 + + 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 + + + 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 \ No newline at end of file diff --git a/ReportImp/SuchtkrankenhilfeOstfriesland/Quittierungsbeleg.cs b/ReportImp/SuchtkrankenhilfeOstfriesland/Quittierungsbeleg.cs index a72c54b98..dac6ee7f5 100644 --- a/ReportImp/SuchtkrankenhilfeOstfriesland/Quittierungsbeleg.cs +++ b/ReportImp/SuchtkrankenhilfeOstfriesland/Quittierungsbeleg.cs @@ -127,7 +127,7 @@ namespace SuchtkrankenhilfeOstfriesland foreach (var scap in dc.ApprovalPeriodList) { - if (scap.ServiceCategory != null) + if (scap.ServiceCategory != null && pRO.Services.Count > 0) { if (scap.ApprovedBEPerInterval.HasValue && scap.ApprovedBEInterval.HasValue && scap.ServiceCategory.Name == pRO.Services[0].ServiceCategory) { diff --git a/Service/Invoicing/SettlementInvoiceCreation.cs b/Service/Invoicing/SettlementInvoiceCreation.cs index 32927cc23..27358797e 100644 --- a/Service/Invoicing/SettlementInvoiceCreation.cs +++ b/Service/Invoicing/SettlementInvoiceCreation.cs @@ -976,8 +976,7 @@ namespace BeWo.Service.Invoicing //else if (c2s.CostBearer != null && c2s.CostBearer.Organisation != null) { - if (c2s.CostBearer.Organisation.InvoiceAddress != null && - !String.IsNullOrEmpty(c2s.CostBearer.Organisation.InvoiceAddress.Street)) + if (c2s.CostBearer.Organisation.InvoiceAddress != null) { settlementInvoice.RecipientPostCode = c2s.CostBearer.Organisation.InvoiceAddress.PostalCode; settlementInvoice.RecipientStreet = c2s.CostBearer.Organisation.InvoiceAddress.Street; diff --git a/Service/Plugins/PluginLoader.cs b/Service/Plugins/PluginLoader.cs index a8a0965c3..199577e32 100644 --- a/Service/Plugins/PluginLoader.cs +++ b/Service/Plugins/PluginLoader.cs @@ -349,7 +349,7 @@ namespace BeWo.Service.Plugins //t = "3226307161"; // Roman Roger Puth //t = "3522103738"; // AWO Münsterland-Recklinghausen //t = "5592509446"; // Kontakt Verein für psychosoziale Hilfen e.V - //t = "5344902949"; // SHK Service GmbH SBD + t = "5344902949"; // SHK Service GmbH SBD //t = "1422963536"; // Malteser-Johanniter-Johanneshaus gGmbH //t = "5433105975"; // aha e.V. //t = "1701920223"; // SKFM Monheim diff --git a/Service/Service.csproj.user b/Service/Service.csproj.user index 3f3af7b46..d313e0a3d 100644 --- a/Service/Service.csproj.user +++ b/Service/Service.csproj.user @@ -9,6 +9,6 @@ de-DE false - ShowAllFiles + ProjectFiles \ No newline at end of file