diff --git a/App_Code/CFDITimbre.vb b/App_Code/CFDITimbre.vb index a9469f6b0..111ecd684 100644 --- a/App_Code/CFDITimbre.vb +++ b/App_Code/CFDITimbre.vb @@ -344,13 +344,9 @@ Public Class CFDIConceptosImpuestos Public Property TipoFactor As String = "Tasa" Public Property TasaOCuota As Decimal = 0.00D Public Property Importe As Decimal = 0.00D ' propiedad utilizada solo para hacer ajustes, por default toma la multiplicación de base * tasa - Public Property BaseMN As Decimal = 0.00D - Public Property ImporteMN As Decimal = 0.00D - 'Public ReadOnly Property Importe As Decimal - ' Get - ' If ImporteT = 0.00 Then Return Base * TasaOCuota Else Return ImporteT - ' End Get - 'End Property + Public Property BaseMN As Decimal = 0.000000D + Public Property ImporteMN As Decimal = 0.000000D + End Class @@ -401,6 +397,7 @@ Public Class CFDIRetenciones Public Property Impuesto As String Public Property Importe As Decimal = 0.000000D Public Property TasaOCuota As String + Public Property ImporteMN As Decimal = 0.000000D End Class @@ -428,7 +425,6 @@ Public Class CFDITraslados Public Property Base As Decimal = 0.000000D Public Property ImporteMN As Decimal = 0.000000D Public Property BaseMN As Decimal = 0.000000D - Public Property EquivalenciaDR As Decimal = 0.000000D End Class @@ -463,17 +459,17 @@ Public Class CFDIComplementoPagos Public ReadOnly Property Totales As CFDIComplementoPagosTotales Get Dim tRetorno As New CFDIComplementoPagosTotales - tRetorno.MontoTotalPagos = (From c In DocumentosRelacionados Select c.ImpPagado * TipoCambioP).Sum() + tRetorno.MontoTotalPagos = (From c In DocumentosRelacionados Select c.ImpPagadoMN).Sum() - tRetorno.TotalTrasladosBaseIVA0 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0 Select c.BaseMN * c.EquivalenciaDR).Sum() - tRetorno.TotalTrasladosBaseIVA8 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.08 Select c.BaseMN * c.EquivalenciaDR).Sum() - tRetorno.TotalTrasladosBaseIVA16 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.16 Select c.BaseMN * c.EquivalenciaDR).Sum() + tRetorno.TotalTrasladosBaseIVA0 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0 Select c.BaseMN).Sum() + tRetorno.TotalTrasladosBaseIVA8 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.08 Select c.BaseMN).Sum() + tRetorno.TotalTrasladosBaseIVA16 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.16 Select c.BaseMN).Sum() - tRetorno.TotalTrasladosImpuestoIVA0 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0 Select c.Importe * c.EquivalenciaDR).Sum() - tRetorno.TotalTrasladosImpuestoIVA8 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.08 Select c.ImporteMN * c.EquivalenciaDR).Sum() - tRetorno.TotalTrasladosImpuestoIVA16 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.16 Select c.ImporteMN * c.EquivalenciaDR).Sum() + tRetorno.TotalTrasladosImpuestoIVA0 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0 Select c.Importe).Sum() + tRetorno.TotalTrasladosImpuestoIVA8 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.08 Select c.ImporteMN).Sum() + tRetorno.TotalTrasladosImpuestoIVA16 = (From c In Traslados Where c.Impuesto = "002" And c.TasaOCuota = 0.16 Select c.ImporteMN).Sum() - tRetorno.TotalRetencionesIEPS = (From c In Retenciones Where c.Impuesto = "003" Select c.Importe).Sum() + tRetorno.TotalRetencionesIEPS = (From c In Retenciones Where c.Impuesto = "003" Select c.ImporteMN).Sum() Return tRetorno End Get @@ -510,15 +506,15 @@ Public Class CFDIComplementoPagos For Each c As CFDIComplementoPagosDocsRelacionados In DocumentosRelacionados For Each imp As CFDIConceptosImpuestos In c.Impuestos If imp.TrasladooRetencion = "R" Then - tRetorno.Add(New CFDIRetenciones With {.Impuesto = imp.Impuesto, .Importe = imp.Importe * (1 / c.TipoCambioDR)}) - + tRetorno.Add(New CFDIRetenciones With {.Impuesto = imp.Impuesto, .Importe = imp.Importe, .ImporteMN = imp.ImporteMN}) End If Next Next If tRetorno.Count > 0 Then TRetenciones = tRetorno.GroupBy(Function(t) New With {Key t.Impuesto}) _ .Select(Function(t) New CFDIRetenciones With {.Impuesto = t.Key.Impuesto, - .Importe = t.Sum(Function(tt) tt.Importe)}) _ + .Importe = t.Sum(Function(tt) tt.Importe), + .ImporteMN = t.Sum(Function(tt) tt.ImporteMN)}) _ .OrderBy(Function(x) x.Impuesto).ToList End If @@ -535,7 +531,7 @@ Public Class CFDIComplementoPagos For Each c As CFDIComplementoPagosDocsRelacionados In DocumentosRelacionados For Each imp As CFDIConceptosImpuestos In c.Impuestos If imp.TrasladooRetencion = "T" Then - tRetorno.Add(New CFDITraslados With {.Impuesto = imp.Impuesto, .Base = imp.Base, .Importe = imp.Importe, .TasaOCuota = imp.TasaOCuota, .TipoFactor = imp.TipoFactor, .BaseMN = imp.BaseMN, .ImporteMN = imp.ImporteMN, .EquivalenciaDR = c.TipoCambioDR}) + tRetorno.Add(New CFDITraslados With {.Impuesto = imp.Impuesto, .Base = imp.Base, .Importe = imp.Importe, .TasaOCuota = imp.TasaOCuota, .TipoFactor = imp.TipoFactor, .BaseMN = imp.BaseMN, .ImporteMN = imp.ImporteMN}) End If Next Next @@ -572,6 +568,7 @@ Public Class CFDIComplementoPagosDocsRelacionados Public Property NumParcialidad As Integer = 1 Public Property ImpSaldoAnt As Decimal Public Property ImpPagado As Decimal + Public Property ImpPagadoMN As Decimal Public Property ImpSaldoInsoluto As Decimal Public Property ObjetoImpuesto As String = "01" Public Property Impuestos As List(Of CFDIConceptosImpuestos) diff --git a/App_Code/ClsContPAQi.vb b/App_Code/ClsContPAQi.vb index ca226a78c..81e48843d 100644 --- a/App_Code/ClsContPAQi.vb +++ b/App_Code/ClsContPAQi.vb @@ -1162,7 +1162,34 @@ Public Class ClsContPAQi StrSQL.AppendLine("") StrSQL.AppendLine(" BEGIN TRY") StrSQL.AppendLine("") - StrSQL.AppendLine(" SET ARITHABORT ON; ") + 'StrSQL.AppendLine(" SET ARITHABORT ON; ") + + + + StrSQL.AppendLine(" SET ROWCOUNT 0 ;") + StrSQL.AppendLine(" SET TEXTSIZE 2147483647 ;") + StrSQL.AppendLine(" SET NOCOUNT OFF ;") + StrSQL.AppendLine(" SET CONCAT_NULL_YIELDS_NULL ON ;") + StrSQL.AppendLine(" SET ARITHABORT ON ;") + StrSQL.AppendLine(" SET LOCK_TIMEOUT -1 ;") + StrSQL.AppendLine(" SET QUERY_GOVERNOR_COST_LIMIT 0 ;") + StrSQL.AppendLine(" SET DEADLOCK_PRIORITY NORMAL ;") + StrSQL.AppendLine(" SET TRANSACTION ISOLATION LEVEL READ UNCOMMITTED ;") + StrSQL.AppendLine(" SET ANSI_NULLS ON ;") + StrSQL.AppendLine(" SET ANSI_NULL_DFLT_ON ON ;") + StrSQL.AppendLine(" SET ANSI_PADDING ON ;") + StrSQL.AppendLine(" SET ANSI_WARNINGS ON ;") + StrSQL.AppendLine(" SET CURSOR_CLOSE_ON_COMMIT OFF ;") + StrSQL.AppendLine(" SET IMPLICIT_TRANSACTIONS OFF ;") + StrSQL.AppendLine(" SET QUOTED_IDENTIFIER ON ;") + StrSQL.AppendLine(" SET NOEXEC, PARSEONLY, FMTONLY OFF ;") + + + + + + + StrSQL.AppendLine("") StrSQL.AppendLine(" CREATE TABLE #TablaContable (") StrSQL.AppendLine(" Id INT,") @@ -2015,6 +2042,7 @@ Public Class ClsContPAQi StrSQL.AppendLine("END") SqlDataAdapter(StrSQL.ToString, CommandType.Text) + With SqlAdapter.SelectCommand.Parameters .Add("CveEmpresa", SqlDbType.Int).Value = CveEmpresa .Add("@CveFuncionalidad", SqlDbType.Int).Value = CveFuncionalidad diff --git a/App_Code/ClsPaginas.vb b/App_Code/ClsPaginas.vb index 4f690b468..b9e31dd39 100644 --- a/App_Code/ClsPaginas.vb +++ b/App_Code/ClsPaginas.vb @@ -9041,8 +9041,6 @@ Public Class ClsPaginas Else ' se considera que es la version 4.0 cfdVer = "http://www.sat.gob.mx/cfd/4" End If - - If Version = "4.0" Then If UsuarioActual.Empresa.Funcionalidad(350) = "1" Then @@ -9053,8 +9051,6 @@ Public Class ClsPaginas End If End If - - namespaces.AddNamespace(Prefijo, cfdVer) namespaces.AddNamespace("tfd", "http://www.sat.gob.mx/TimbreFiscalDigital") namespaces.AddNamespace("implocal", "http://www.sat.gob.mx/implocal") @@ -9119,17 +9115,8 @@ Public Class ClsPaginas DrRelacionado("MonedaDR") = Relacionado.Attributes("MonedaDR").Value - If UsuarioActual.Empresa.Funcionalidad(350) = "1" AndAlso Version = "4.0" Then - - - ' Relacionado.SelectSingleNode($"//{PagoVersion}:ImpuestosDR/{PagoVersion}:TrasladosDR/{PagoVersion}:TrasladoDR", namespaces) - - 'Dim NodoImpuestosDR As XmlNode = Relacionado.SelectSingleNode($"{PagoVersion}:ImpuestosDR", namespaces) - 'Dim NodoTrasladosDR As XmlNode = NodoImpuestosDR.SelectSingleNode($"{PagoVersion}:TrasladosDR", namespaces) - 'Dim TrasladoDR As XmlNodeList = NodoTrasladosDR.ChildNodes - Dim NodosTraslados = Relacionado.SelectNodes($"{PagoVersion}:ImpuestosDR/{PagoVersion}:TrasladosDR/{PagoVersion}:TrasladoDR", namespaces) For Each NodoTraslados As XmlNode In NodosTraslados @@ -9138,7 +9125,6 @@ Public Class ClsPaginas Dim TasaOCuotaDR As String = ValorXML(NodoTraslados, "TasaOCuotaDR") Dim ImporteDR As Decimal = ValorXML(NodoTraslados, "ImporteDR").ToDecimal - If ImpuestoDR = "001" Then DrRelacionado("Tra001ImpuestoDR") = ImpuestoDR DrRelacionado("Tra001TipoFactorDR") = TipoFactor @@ -9159,19 +9145,15 @@ Public Class ClsPaginas DrRelacionado("Tra003TasaOCuotaDR") = TasaOCuotaDR DrRelacionado("Tra003ImporteDR") = ImporteDR End If - Next - For Each NodoRetenciiones As XmlNode In Relacionado.SelectNodes($"{PagoVersion}:ImpuestosDR/{PagoVersion}:RetencionesDR/{PagoVersion}:RetencionDR", namespaces) - Dim ImpuestoDR As String = ValorXML(NodoRetenciiones, "ImpuestoDR") ' ImpuestoDR Dim TipoFactor As String = ValorXML(NodoRetenciiones, "TipoFactorDR") Dim TasaOCuotaDR As String = ValorXML(NodoRetenciiones, "TasaOCuotaDR") Dim ImporteDR As Decimal = ValorXML(NodoRetenciiones, "ImporteDR").ToDecimal - If ImpuestoDR = "001" Then DrRelacionado("Ret001ImpuestoDR") = ImpuestoDR DrRelacionado("Ret001TipoFactorDR") = TipoFactor @@ -9192,20 +9174,10 @@ Public Class ClsPaginas DrRelacionado("Ret003TasaOCuotaDR") = TasaOCuotaDR DrRelacionado("Ret003ImporteDR") = ImporteDR End If - Next - - - - End If - DTConceptosPagoRelacionado.Rows.Add(DrRelacionado) - - - Next - End If Next @@ -9221,7 +9193,6 @@ Public Class ClsPaginas Cantidad = nodeconcepto.Attributes("Cantidad").InnerText CvePS = nodeconcepto.Attributes("ClaveProdServ").InnerText End If - End If Dim CadenaOriginal As String = $"||1.0| {FolioFiscal} | {FechaCertificacion.ToDate.ToShortDateString} T {FechaCertificacion.ToDateTime.ToShortTimeString} | {SelloCFDi} | {NoSerieCertificado} ||" diff --git a/App_Code/ClsVentas.vb b/App_Code/ClsVentas.vb index 288dad8eb..6984877cd 100644 --- a/App_Code/ClsVentas.vb +++ b/App_Code/ClsVentas.vb @@ -2229,11 +2229,10 @@ Public Class ClsVentas End Function Public Function AddPromociones(Promocion As String, FechaInicio As Date, FechaFin As Date, CveVendedor As Integer, CveCliente As Integer, Estatus As Boolean, CveMoneda As Integer, CveUsuario As Integer, CveEmpresa As Integer, CveSubProyecto As Integer, TipoAplicacion As String, - Optional CveMarca As Integer = -1) As Integer + Optional CveMarca As Integer = -1, Optional EsDistribuidor As Integer = -1) As Integer Dim Retorno = -1 DataAdapter("PA_Vta_PromocionesAdd") - With SqlAdapter.SelectCommand.Parameters .Add("@Promocion", SqlDbType.VarChar).Value = Promocion .Add("@FechaInicio", SqlDbType.Date).Value = FechaInicio @@ -2247,6 +2246,7 @@ Public Class ClsVentas .Add("@CveSubProyecto", SqlDbType.Int).Value = CveSubProyecto .Add("@TipoAplicacion", SqlDbType.VarChar).Value = TipoAplicacion .Add("@CveMarca", SqlDbType.Int).Value = CveMarca + .Add("@EsDistribuidor", SqlDbType.Int).Value = EsDistribuidor .Add("@CvePromocion", SqlDbType.Int).Direction = ParameterDirection.Output End With @@ -2260,11 +2260,10 @@ Public Class ClsVentas Return Retorno End Function Public Function UpdatePromociones(Promocion As String, FechaInicio As Date, FechaFin As Date, CveVendedor As Integer, CveCliente As Integer, Estatus As Boolean, - CveMoneda As Integer, CveUsuario As Integer, CvePromocion As Integer, CveSubProyecto As Integer, TipoAplicacion As Integer, CveEmpresa As Integer, Optional CveMarca As Integer = -1) As Boolean + CveMoneda As Integer, CveUsuario As Integer, CvePromocion As Integer, CveSubProyecto As Integer, TipoAplicacion As Integer, CveEmpresa As Integer, Optional CveMarca As Integer = -1, Optional EsDistribuidor As Integer = -1) As Boolean Dim Retorno As Boolean = False DataAdapter("PA_Vta_PromocionesUpdate") - With SqlAdapter.SelectCommand.Parameters .Add("@Promocion", SqlDbType.VarChar).Value = Promocion .Add("@FechaInicio", SqlDbType.Date).Value = FechaInicio @@ -2278,6 +2277,7 @@ Public Class ClsVentas .Add("@CveSubProyecto", SqlDbType.Int).Value = CveSubProyecto .Add("@TipoAplicacion", SqlDbType.Int).Value = TipoAplicacion .Add("@CveMarca", SqlDbType.Int).Value = CveMarca + .Add("@EsDistribuidor", SqlDbType.Int).Value = EsDistribuidor .Add("@CveEmpresa", SqlDbType.Int).Value = CveEmpresa End With diff --git a/App_Code/Timbrado.vb b/App_Code/Timbrado.vb index 3cc4a22a8..36bf96aae 100644 --- a/App_Code/Timbrado.vb +++ b/App_Code/Timbrado.vb @@ -1107,7 +1107,7 @@ Public Class Timbrado Dim VentaFolioFiscal, VentaSerie, VentaFolio, VentaAbreviaturaSAT, VentaMetodoPago, ObjetoImpuesto As String - Dim VentaImportePago, VentaImporteSaldoInsoluto, VentaImporteSaldoAnterior, VentaTipoCambio, VentaTipoCambioMN, PorcentajeIVA, PorcentajeIEPS As Decimal + Dim VentaImportePago, VentaImportePagoMN, VentaImporteSaldoInsoluto, VentaImporteSaldoAnterior, VentaTipoCambio, VentaTipoCambioMN, PorcentajeIVA, PorcentajeIEPS As Decimal Dim VentaNumParcialidad As Integer If dttpagos IsNot Nothing AndAlso dttpagos.Rows.Count > 0 Then @@ -1126,6 +1126,7 @@ Public Class Timbrado PorcentajeIVA = dr("PorcentajeIVA").ToString.ToDecimal PorcentajeIEPS = dr("PorcentajeIEPS").ToString.ToDecimal ObjetoImpuesto = dr("ObjetoImpuesto").ToString + VentaImportePagoMN = dr("VentasTotalPagado").ToString.ToDecimal '' si la moneda es igual, se omite el tipo de cambio de la venta If MonedaPago = VentaAbreviaturaSAT Then @@ -1134,7 +1135,7 @@ Public Class Timbrado 'condiciones especiales para el pago en pesos, facturas en moneda extranjera ElseIf MonedaPago = "MXN" AndAlso VentaAbreviaturaSAT <> "MXN" Then VentaTipoCambioMN = VentaTipoCambio - VentaTipoCambio = 1 / VentaTipoCambio + VentaTipoCambio = (1 / VentaTipoCambio).RoundSQL(6) End If ' For Each drr As Data.DataRow In DtFacturasPagadas.Rows @@ -1144,9 +1145,10 @@ Public Class Timbrado .MonedaDR = VentaAbreviaturaSAT, .MetodoDePagoDR = VentaMetodoPago, .ImpPagado = VentaImportePago, + .ImpPagadoMN = (VentaImportePago / VentaTipoCambio).RoundSQL, .ImpSaldoInsoluto = VentaImporteSaldoInsoluto, .ImpSaldoAnt = VentaImporteSaldoAnterior, - .TipoCambioDR = VentaTipoCambioMN, + .TipoCambioDR = VentaTipoCambio, .EquivalenciaDR = VentaTipoCambio, .NumParcialidad = VentaNumParcialidad, .ObjetoImpuesto = ObjetoImpuesto} 'If(drr("MetodoPago").ToString = "PUE", 0, drr("NumParcialidad").ToString.ToEntero)} @@ -1158,8 +1160,8 @@ Public Class Timbrado .TasaOCuota = drp("PorcentajeImpuesto").ToString().ToDecimal, .Impuesto = drp("TipoImpuesto").ToString, .Importe = drp("Importe").ToString().ToDecimal.RoundSQL, - .BaseMN = (drp("Base").ToString.ToDecimal * VentaTipoCambioMN).RoundSQL, - .ImporteMN = (drp("Importe").ToString.ToDecimal * VentaTipoCambioMN).RoundSQL + .BaseMN = (drp("Base").ToString.ToDecimal / VentaTipoCambio).RoundSQL(6), + .ImporteMN = (drp("Importe").ToString.ToDecimal * VentaTipoCambio).RoundSQL(6) } ) @@ -4186,9 +4188,9 @@ Public Class Timbrado If docimp.TrasladooRetencion = "T" Then Dim Tra As New Profact.TimbraCFDI40.Complementos.Pagos20.PagosPagoDoctoRelacionadoImpuestosDRTrasladoDR - Tra.BaseDR = docimp.BaseMN.RoundSQL(2) + Tra.BaseDR = docimp.Base.RoundSQL(2) Tra.ImporteDRSpecified = True - Tra.ImporteDR = docimp.ImporteMN.RoundSQL(2) + Tra.ImporteDR = docimp.Importe.RoundSQL(2) Tra.ImpuestoDR = docimp.Impuesto Tra.TipoFactorDR = docimp.TipoFactor Tra.TasaOCuotaDRSpecified = True @@ -4225,8 +4227,8 @@ Public Class Timbrado ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).ImpuestoP = Tra.Impuesto ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).TipoFactorP = Tra.TipoFactor ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).TasaOCuotaP = Tra.TasaOCuota.RoundSQL(6) - ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).ImporteP = Tra.Importe.RoundSQL(6) - ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).BaseP = Tra.Base.RoundSQL(2) + ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).ImporteP = Tra.ImporteMN.RoundSQL(6) + ComPag.Pago(0).ImpuestosP(0).TrasladosP(x).BaseP = Tra.BaseMN.RoundSQL(2) x += 1 Next End If @@ -5100,7 +5102,7 @@ Public Class Timbrado doc.Serie, doc.Folio, doc.MonedaDR, - doc.TipoCambioDR, + doc.EquivalenciaDR, doc.NumParcialidad, doc.ImpSaldoAnt, doc.ImpPagado, @@ -5135,7 +5137,7 @@ Public Class Timbrado If (ObjCFDITimbre.ComplementoPagos.Retenciones).Count > 0 Then For Each Ret As CFDIRetenciones In ObjCFDITimbre.ComplementoPagos.Retenciones - cfdi.Pago20RetencionP(Ret.Impuesto, Ret.Importe) + cfdi.Pago20RetencionP(Ret.Impuesto, Ret.ImporteMN) Next End If diff --git a/Bancos/IE.aspx.vb b/Bancos/IE.aspx.vb index 663af2a18..4e604b518 100644 --- a/Bancos/IE.aspx.vb +++ b/Bancos/IE.aspx.vb @@ -5861,7 +5861,7 @@ Partial Class Bancos_IE Str.AppendFormat("XML    ", Encripta(String.Format("OP=Pag&EXT=xml&CveIE={0}&SerieFolio={1}", gvr.DataKey("CveIE").ToEntero, ObjBanco.ComplementoSerieFolio.Replace("&", "%26%")))) Str.AppendFormat("PDF   ", Encripta(String.Format("OP=Pag&EXT=pdf&CveIE={0}&SerieFolio={1}", gvr.DataKey("CveIE").ToEntero, ObjBanco.ComplementoSerieFolio.Replace("&", "%26%")))) 'Str.Append($"{gvr.DataKey("Folio")}   {gvr.DataKey("NombreCliente")}
") - PDFReciboDePagos(-1, gvr.DataKey("CveIE").ToEntero, ObjBanco.CveComplementoPago, False) + PDFReciboDePagos(-1, gvr.DataKey("CveIE").ToEntero, ObjBanco.CveComplementoPago, False, True) Alert(Str.ToString, TipoMensaje.MsgInformacion) CargaComplementosPago() Else @@ -6136,7 +6136,7 @@ Partial Class Bancos_IE If Banco.GeneraTimbrePago(CveIE, -1, UsuarioActual) Then If Banco.Mensaje = "" Then Banco.Commit() - PDFReciboDePagos(-1, -1, Banco.CveComplementoPago, False) + PDFReciboDePagos(-1, -1, Banco.CveComplementoPago, False, True) Str.AppendFormat("Folio: {0}  ", Banco.ComplementoSerieFolio) Str.AppendFormat("XML    ", Encripta(String.Format("OP=CompP&EXT=xml&SerieFolio={0}&CveComplementoPago={1}", Banco.ComplementoSerieFolio, Banco.CveComplementoPago))) Str.AppendFormat("PDF   ", Encripta(String.Format("OP=CompP&EXT=pdf&SerieFolio={0}&CveComplementoPago={1}&CveIE={2}", Banco.ComplementoSerieFolio, Banco.CveComplementoPago, CveIE))) @@ -6589,7 +6589,6 @@ Partial Class Bancos_IE End If Else - Dim resp = ObjCancelacion.CFDICancelar(UsuarioActual.Empresa, FolioFiscalCancelar, 0, RFCReceptorCancelar, UsuarioActual.Empresa.RFC, CvePACCancelacion, CveSATMotivoCancelacion:=CveSATMotivoCancelacion) If resp.Verificado Then @@ -6600,11 +6599,11 @@ Partial Class Bancos_IE Else Alert("Se presento un error al cancelar el complemento.", TipoMensaje.MsgError) End If - End If + End If - ObjBanco.Dispose() - CargaComplementosPago() + ObjBanco.Dispose() + CargaComplementosPago() End Sub diff --git a/Bancos/PopIECompras.aspx.vb b/Bancos/PopIECompras.aspx.vb index 7e0bae4ee..6d643bf30 100644 --- a/Bancos/PopIECompras.aspx.vb +++ b/Bancos/PopIECompras.aspx.vb @@ -484,7 +484,7 @@ Partial Class Bancos_PopIECompras End If 'SI USUARIO USA AMORTIZACIÓN CONTABLE - If UsuarioActual.Empresa.UsaAC Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso UsuarioActual.Empresa.UsaAC Then Dim AC As New ClsAC If AC.GetPresupuestoIngresos(-1, -1, True, UsuarioActual.CveEmpresa) Then DdlFuenteRecaudacion.DataSource = AC.DtResultados() @@ -1834,20 +1834,24 @@ Partial Class Bancos_PopIECompras ImporteMX = ImporteMX.RoundSQL TimpocambioGeneral = tipoCambioCompra - If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" - - If IdCtaContRetIVA > 0 Then - IdCtaContable = IdCtaContRetIVA - ElseIf UsuarioActual.Empresa.Funcionalidad(307).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(307).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero - End If - End If + If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" + + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + If IdCtaContRetIVA > 0 Then + IdCtaContable = IdCtaContRetIVA + ElseIf UsuarioActual.Empresa.Funcionalidad(307).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(307).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If + End If + End If End If + End If Case 22 'Ret IVA Acreditable Honorarios/Serv. Prof. If MovimientoPagar.ConceptoRetIVA > 0 Then @@ -1887,18 +1891,22 @@ Partial Class Bancos_PopIECompras If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAAcreditable > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditable - ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero - End If - End If - End If + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAAcreditable > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditable + ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If + End If + End If + End If + End If Case 16 'Ret ISR X Acreditar @@ -1934,18 +1942,21 @@ Partial Class Bancos_PopIECompras If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR > 0 Then - IdCtaContable = IdCtaContRetISR - ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR > 0 Then + IdCtaContable = IdCtaContRetISR + ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + End If Case 23 'Ret ISR Acreditable @@ -1980,19 +1991,22 @@ Partial Class Bancos_PopIECompras If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISRAcreditable > 0 Then - IdCtaContable = IdCtaContRetISRAcreditable - ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISRAcreditable > 0 Then + IdCtaContable = IdCtaContRetISRAcreditable + ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + End If Case 14 'Iva por Acreditar @@ -2066,12 +2080,17 @@ Partial Class Bancos_PopIECompras IdCtaContable = If(IdCtaIVAXAcreditar > 0, IdCtaIVAXAcreditar, 0) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAxAcreditar").ToString.ToEntero + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAxAcreditar").ToString.ToEntero + End If End If - End If - + End If + + + Case 19 'Iva Acreditable If UsuarioActual.Empresa.Funcionalidad(521) = "1" Then @@ -2205,9 +2224,10 @@ Partial Class Bancos_PopIECompras IdCtaContableNoIVA = GlobalDTClasificacionPorcentaje(UsuarioActual.CveEmpresa, PorcentajeIVA:=PorcentajeImpuesto).Rows(0)("IdCtaIVANoAcreditable").ToString.ToEntero End If - IdCtaContable = If(IdCtaIVAAcreditable > 0, IdCtaIVAAcreditable, 0) - - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + IdCtaContable = If(IdCtaIVAAcreditable > 0, IdCtaIVAAcreditable, 0) + + + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAAcreditable").ToString.ToEntero End If @@ -2292,7 +2312,7 @@ Partial Class Bancos_PopIECompras IdCtaContable = If(IdCtaIVAXAcreditar > 0, IdCtaIVAXAcreditar, 0) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAxAcreditar").ToString.ToEntero End If @@ -2433,7 +2453,7 @@ Partial Class Bancos_PopIECompras IdCtaContable = If(IdCtaIVAAcreditable > 0, IdCtaIVAAcreditable, 0) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAAcreditable").ToString.ToEntero End If @@ -2538,7 +2558,7 @@ Partial Class Bancos_PopIECompras ImporteMX = ImporteMX.RoundSQL TimpocambioGeneral = tipoCambioCompra - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSxAcreditar").ToString.ToEntero End If @@ -2561,7 +2581,7 @@ Partial Class Bancos_PopIECompras ImporteMX = ImporteMX.RoundSQL TimpocambioGeneral = If(FuncionalidadFluctuacionImpuestos, tipoCambioPago, tipoCambioCompra) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSAcreditable").ToString.ToEntero End If @@ -2838,16 +2858,19 @@ Partial Class Bancos_PopIECompras ImporteMovimiento = ImporteMovimiento.RoundSQL ImporteMX = ImporteMX.RoundSQL - 'Conta ContPAQ - If IdCtaContRetIVACliente <> 0 Then - IdCtaContable = IdCtaContRetIVACliente - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero - End If - End If + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVACliente <> 0 Then + IdCtaContable = IdCtaContRetIVACliente + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If + End If + End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, TxtObservaciones.Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveCompra:=CveCompra, CveVenta:=rw.DataKey("CveVenta").ToString.ToEntero, CveCliente:=rw.DataKey("CveCliente").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -2877,19 +2900,22 @@ Partial Class Bancos_PopIECompras ImporteMX = ImporteMovimiento * rw.DataKey("TipoCambio").ToString.ToDecimal End If ImporteMovimiento = ImporteMovimiento.RoundSQL - ImporteMX = ImporteMX.RoundSQL - - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero - End If - End If + ImporteMX = ImporteMX.RoundSQL + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If + End If + End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, TxtObservaciones.Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveCompra:=CveCompra, CveVenta:=rw.DataKey("CveVenta").ToString.ToEntero, CveCliente:=rw.DataKey("CveCliente").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -3070,20 +3096,23 @@ Partial Class Bancos_PopIECompras ImporteMX = ImporteMovimiento * tipoCambioPago End If ImporteMovimiento = ImporteMovimiento.RoundSQL - ImporteMX = ImporteMX.RoundSQL - - 'Conta ContPAQ - If IdCtaContRetIVA <> 0 Then - IdCtaContable = IdCtaContRetIVA - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero - End If - End If + ImporteMX = ImporteMX.RoundSQL + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA <> 0 Then + IdCtaContable = IdCtaContRetIVA + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If + End If + End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, TxtObservaciones.Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveCompra:=CveCompra, CveVenta:=rw.DataKey("CveVenta").ToString.ToEntero, CveCliente:=rw.DataKey("CveCliente").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -3115,17 +3144,20 @@ Partial Class Bancos_PopIECompras ImporteMovimiento = ImporteMovimiento.RoundSQL ImporteMX = ImporteMX.RoundSQL - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero - End If - End If + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If + End If + End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, TxtObservaciones.Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveCompra:=CveCompra, CveVenta:=rw.DataKey("CveVenta").ToString.ToEntero, CveCliente:=rw.DataKey("CveCliente").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" diff --git a/Bancos/PopIEVentas.aspx.vb b/Bancos/PopIEVentas.aspx.vb index 277f93f0e..05aaf5ef2 100644 --- a/Bancos/PopIEVentas.aspx.vb +++ b/Bancos/PopIEVentas.aspx.vb @@ -582,7 +582,7 @@ Partial Class Bancos_PopIEVentas End If 'SI USUARIO USA AMORTIZACIÓN CONTABLE - If UsuarioActual.Empresa.UsaAC Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso UsuarioActual.Empresa.UsaAC Then Dim AC As New ClsAC If AC.GetPresupuestoIngresos(-1, -1, True, UsuarioActual.CveEmpresa) Then DdlFuenteRecaudacion.DataSource = AC.DtResultados() @@ -1830,17 +1830,20 @@ Partial Class Bancos_PopIEVentas If tipoCambioVenta > 1 Then ConceptoMovimiento += $" TC:{tipoCambioVenta} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVA <> 0 Then - IdCtaContable = IdCtaContRetIVA - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA <> 0 Then + IdCtaContable = IdCtaContRetIVA + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + Case 9 'Ret ISR If CveMoneda = 1 AndAlso CveMonedaVenta = 1 Then ImporteMovimiento = MovimientoPagar.RetISR * PorcentajePago @@ -1864,17 +1867,20 @@ Partial Class Bancos_PopIEVentas If tipoCambioVenta > 1 Then ConceptoMovimiento += $" TC:{tipoCambioVenta} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + Case 13 'Iva por Trasladar If CveMoneda = 1 AndAlso CveMonedaVenta = 1 Then ImporteMovimiento = MovimientoPagar.IVA * PorcentajePago @@ -1961,7 +1967,7 @@ Partial Class Bancos_PopIEVentas TimpocambioGeneral = tipoCambioVenta CveSubProyectoContabilizar = CveSubProyectoVenta - If ImporteMovimiento > 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento > 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSxTrasladar").ToString.ToEntero End If @@ -1989,7 +1995,7 @@ Partial Class Bancos_PopIEVentas CveSubProyectoContabilizar = CveSubProyectoVenta - If ImporteMovimiento > 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento > 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSTrasladado").ToString.ToEntero End If @@ -2019,17 +2025,20 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVA <> 0 Then - IdCtaContable = IdCtaContRetIVA - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA <> 0 Then + IdCtaContable = IdCtaContRetIVA + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + Case 63 'Ret ISR Trasladado If CveMoneda = 1 AndAlso CveMonedaVenta = 1 Then ImporteMovimiento = MovimientoPagar.RetISR * PorcentajePago @@ -2054,17 +2063,20 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + Case 64 'Ganancia If CveMoneda <> 1 OrElse CveMonedaVenta <> 1 Then IdCtaContable = UsuarioActual.Empresa.IdCuentaGananciaCambiaria @@ -2445,19 +2457,22 @@ Partial Class Bancos_PopIEVentas ImporteMovimiento = Math.Round(ImporteMovimiento, 2) ImporteMX = Math.Round(ImporteMX, 2) - 'Conta ContPAQ - If IdCtaContRetIVAProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(307).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(307).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(307).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(307).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -2495,19 +2510,22 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAAcreditableProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditableProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(308).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(308).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAAcreditableProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditableProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(308).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(308).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=If(FuncionalidadFluctuacionImpuestos, rw.DataKey("TipoCambio").ToString.ToDecimal, tipoCambioPago)) Then MsgError = "No se pudo insertar la póliza" @@ -2544,19 +2562,22 @@ Partial Class Bancos_PopIEVentas If rw.DataKey("TipoCambio").ToString.ToDecimal > 1 Then ConceptoMovimiento += $" TC:{rw.DataKey("TipoCambio").ToString.ToDecimal} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(309).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(309).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(309).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(309).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -2593,19 +2614,22 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - If IdCtaContRetIVAAcreditableProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditableProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(310).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(310).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + If IdCtaContRetIVAAcreditableProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditableProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(310).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(310).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=If(FuncionalidadFluctuacionImpuestos, rw.DataKey("TipoCambio").ToString.ToDecimal, tipoCambioPago)) Then MsgError = "No se pudo insertar la póliza" @@ -2642,19 +2666,22 @@ Partial Class Bancos_PopIEVentas If rw.DataKey("TipoCambio").ToString.ToDecimal > 1 Then ConceptoMovimiento += $" TC:{rw.DataKey("TipoCambio").ToString.ToDecimal} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(311).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(311).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(311).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(311).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=rw.DataKey("TipoCambio").ToString.ToDecimal) Then MsgError = "No se pudo insertar la póliza" @@ -2691,19 +2718,22 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAAcreditableProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditableProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(312).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(312).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAAcreditableProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditableProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(312).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(312).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=If(FuncionalidadFluctuacionImpuestos, rw.DataKey("TipoCambio").ToString.ToDecimal, tipoCambioPago)) Then MsgError = "No se pudo insertar la póliza" @@ -2739,20 +2769,23 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(313).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(313).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(313).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(313).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=If(FuncionalidadFluctuacionImpuestos, rw.DataKey("TipoCambio").ToString.ToDecimal, tipoCambioPago)) Then MsgError = "No se pudo insertar la póliza" @@ -2788,20 +2821,23 @@ Partial Class Bancos_PopIEVentas If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAAcreditableProveedor > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditableProveedor - ElseIf UsuarioActual.Empresa.Funcionalidad(314).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(314).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAAcreditableProveedor > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditableProveedor + ElseIf UsuarioActual.Empresa.Funcionalidad(314).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(314).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + If ImporteMovimiento > 0 Then If Not ObjMov.AddPrePolizasDetalle(CvePrePoliza, TipoMovimiento, ImporteMovimiento, rw.FCLiteral("LtlFolio").Text, ConceptoContable, ConceptoMovimiento, Fecha, IdCtaContable, -1, -1, CveVenta:=CveVenta, CveCompra:=rw.DataKey("CveCompra").ToString.ToEntero, CveProveedor:=rw.DataKey("CveProveedor").ToString.ToEntero, CvePersonal:=CvePersonal, ImporteMX:=ImporteMX, TipoCambio:=If(FuncionalidadFluctuacionImpuestos, rw.DataKey("TipoCambio").ToString.ToDecimal, tipoCambioPago)) Then MsgError = "No se pudo insertar la póliza" @@ -3092,7 +3128,7 @@ Partial Class Bancos_PopIEVentas IdCtaContable = If(UsuarioActual.Empresa.Funcionalidad(340).ToEntero > 0, UsuarioActual.Empresa.Funcionalidad(340).ToEntero, 0) End Select - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAxAcreditar").ToString.ToEntero End If @@ -3179,7 +3215,7 @@ Partial Class Bancos_PopIEVentas IdCtaContable = If(UsuarioActual.Empresa.Funcionalidad(341).ToEntero > 0, UsuarioActual.Empresa.Funcionalidad(341).ToEntero, 0) End Select - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAAcreditable").ToString.ToEntero End If @@ -3264,7 +3300,7 @@ Partial Class Bancos_PopIEVentas IdCtaContable = If(UsuarioActual.Empresa.Funcionalidad(341).ToEntero > 0, UsuarioActual.Empresa.Funcionalidad(341).ToEntero, 0) End Select - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAAcreditable").ToString.ToEntero End If @@ -3302,7 +3338,7 @@ Partial Class Bancos_PopIEVentas ImporteMovimiento = Math.Round(ImporteMovimiento, 2) ImporteMX = Math.Round(ImporteMX, 2) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSxAcreditar").ToString.ToEntero End If @@ -3340,7 +3376,7 @@ Partial Class Bancos_PopIEVentas ImporteMovimiento = Math.Round(ImporteMovimiento, 2) ImporteMX = Math.Round(ImporteMX, 2) - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSAcreditable").ToString.ToEntero End If diff --git a/Bancos/ProveedoresAbonar.aspx.vb b/Bancos/ProveedoresAbonar.aspx.vb index ef47b01ed..86f900e92 100644 --- a/Bancos/ProveedoresAbonar.aspx.vb +++ b/Bancos/ProveedoresAbonar.aspx.vb @@ -1032,18 +1032,22 @@ Partial Class Bancos_ProveedoresAbonar TipoCambioGeneral = tipoCambioCompra If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVA > 0 Then - IdCtaContable = IdCtaContRetIVA - ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA > 0 Then + IdCtaContable = IdCtaContRetIVA + ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + + End If @@ -1075,18 +1079,21 @@ Partial Class Bancos_ProveedoresAbonar If TipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{TipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVAAcreditable > 0 Then - IdCtaContable = IdCtaContRetIVAAcreditable - ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVAAcreditable > 0 Then + IdCtaContable = IdCtaContRetIVAAcreditable + ElseIf UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(Funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + End If @@ -1110,18 +1117,21 @@ Partial Class Bancos_ProveedoresAbonar TipoCambioGeneral = tipoCambioCompra If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR > 0 Then - IdCtaContable = IdCtaContRetISR - ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR > 0 Then + IdCtaContable = IdCtaContRetISR + ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + End If Case 23 'Ret ISR Acreditable If gvr.DataKey("CveRetISRConcepto").ToEntero > 0 Then @@ -1142,19 +1152,22 @@ Partial Class Bancos_ProveedoresAbonar If TipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{TipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISRAcreditable > 0 Then - IdCtaContable = IdCtaContRetISRAcreditable - ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then - IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero - Else - If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISRAcreditable > 0 Then + IdCtaContable = IdCtaContRetISRAcreditable + ElseIf UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero > 0 Then + IdCtaContable = UsuarioActual.Empresa.Funcionalidad(funcionalidad).ToEntero + Else + If ImporteMovimiento <> 0 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + End If Case 14 'Iva X Acreditar @@ -1192,7 +1205,7 @@ Partial Class Bancos_ProveedoresAbonar IdCtaIVAAcreditable = GlobalDTClasificacionPorcentaje(UsuarioActual.CveEmpresa, PorcentajeIVA:=PorcentajeImpuesto).Rows(0)("IdCtaIVAAcreditable").ToString.ToEntero End If IdCtaContable = If(IdCtaIVAXAcreditar > 0, IdCtaIVAXAcreditar, 0) - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAxAcreditar").ToString.ToEntero End If @@ -1250,7 +1263,7 @@ Partial Class Bancos_ProveedoresAbonar End If End If - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) And Not IdCtaContable > 0 Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIVAAcreditable").ToString.ToEntero End If @@ -1263,7 +1276,7 @@ Partial Class Bancos_ProveedoresAbonar TipoCambioGeneral = tipoCambioCompra If tipoCambioCompra > 1 Then ConceptoMovimiento += $" TC:{tipoCambioCompra} ${ImporteMovimiento.FormatoNumero(2)}" - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSxAcreditar").ToString.ToEntero End If @@ -1274,7 +1287,7 @@ Partial Class Bancos_ProveedoresAbonar importeMX = (ImporteMovimiento * If(FuncionalidadFluctuacionImpuestos, TipoCambioPago, tipoCambioCompra)).RoundSQL TipoCambioGeneral = If(FuncionalidadFluctuacionImpuestos, TipoCambioPago, tipoCambioCompra) - If ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ImporteMovimiento <> 0 AndAlso TipoContabilidad <> 1 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaIEPSAcreditable").ToString.ToEntero End If @@ -1692,7 +1705,7 @@ Partial Class Bancos_ProveedoresAbonar If DdlTipoTransaccion.SelectedValue = "1" Then TipoChq = "CHQ" 'se multiplica por dos, porque se esta juntando el ejercido y el pagado al mismo tiempo - If UsuarioActual.Empresa.UsaContabilidad Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso UsuarioActual.Empresa.UsaContabilidad Then IDPoliza = ObjConta.AddPoliza(2, "Pagado " & TxtPagueseA.Text.Trim, Total, Total, UsuarioActual.CveUsuario, Fecha, TxtFolio.Text, TipoChq) If IDPoliza > 0 Then @@ -2649,7 +2662,7 @@ Partial Class Bancos_ProveedoresAbonar If MsgError = "" AndAlso gr.DataKey("IEPS").ToDecimal > 0 Then Dim IEPS As Decimal = PorcentajePago * gr.DataKey("IEPS").ToDecimal - If ObjConta.GetRetCuenta(25, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjConta.GetRetCuenta(25, UsuarioActual.CveEmpresa) Then If ObjConta.DtResultados.Rows.Count > 0 Then IdCtaContable = ObjConta.DtResultados.Rows(0)("IdCuentaIEPSxAcreditar").ToString.ToEntero End If diff --git a/Bancos/RepComplementoPago.aspx.vb b/Bancos/RepComplementoPago.aspx.vb index e085cea94..3f96cf6d8 100644 --- a/Bancos/RepComplementoPago.aspx.vb +++ b/Bancos/RepComplementoPago.aspx.vb @@ -163,7 +163,7 @@ Partial Class Bancos_RepComplementoPago If Banco.GeneraTimbrePago(gvr.DataKey("CveIE").ToEntero, -1, UsuarioActual, FechaTimbrado:=FechaTimbrado) Then If Banco.Mensaje = "" Then Banco.Commit() - PDFReciboDePagos(-1, -1, Banco.CveComplementoPago, False) + PDFReciboDePagos(-1, -1, Banco.CveComplementoPago, False, True) Str.AppendFormat("Folio: {0}  ", Banco.ComplementoSerieFolio) Str.AppendFormat("XML    ", Encripta(String.Format("OP=CompP&EXT=xml&SerieFolio={0}&CveComplementoPago={1}", Banco.ComplementoSerieFolio, Banco.CveComplementoPago))) Str.AppendFormat("PDF   ", Encripta(String.Format("OP=CompP&EXT=pdf&SerieFolio={0}&CveComplementoPago={1}", Banco.ComplementoSerieFolio, Banco.CveComplementoPago))) diff --git a/Bin/GoCfdi.dll b/Bin/GoCfdi.dll index 7e2aee54e..0148216cc 100644 Binary files a/Bin/GoCfdi.dll and b/Bin/GoCfdi.dll differ diff --git a/Bin/Microsoft.ReportViewer.Common.dll b/Bin/Microsoft.ReportViewer.Common.dll index 3e2d91e73..06f7d6cf4 100644 Binary files a/Bin/Microsoft.ReportViewer.Common.dll and b/Bin/Microsoft.ReportViewer.Common.dll differ diff --git a/Bin/Microsoft.ReportViewer.ProcessingObjectModel.dll b/Bin/Microsoft.ReportViewer.ProcessingObjectModel.dll index cb2f1e05e..f1019637b 100644 Binary files a/Bin/Microsoft.ReportViewer.ProcessingObjectModel.dll and b/Bin/Microsoft.ReportViewer.ProcessingObjectModel.dll differ diff --git a/Bin/Microsoft.ReportViewer.WebForms.dll b/Bin/Microsoft.ReportViewer.WebForms.dll index eb6401242..b41b9b0a8 100644 Binary files a/Bin/Microsoft.ReportViewer.WebForms.dll and b/Bin/Microsoft.ReportViewer.WebForms.dll differ diff --git a/Bin/Microsoft.SqlServer.Types.dll b/Bin/Microsoft.SqlServer.Types.dll index 1ccde4ab4..d4dd78993 100644 Binary files a/Bin/Microsoft.SqlServer.Types.dll and b/Bin/Microsoft.SqlServer.Types.dll differ diff --git a/Compras/PopUpVerFactura.aspx.vb b/Compras/PopUpVerFactura.aspx.vb index f54ffac71..3b175dda0 100644 --- a/Compras/PopUpVerFactura.aspx.vb +++ b/Compras/PopUpVerFactura.aspx.vb @@ -1024,8 +1024,15 @@ Partial Class PopUpVerFactura 'IMPRIME CARTA PORTE If UrlParametros("OP").ToString = "CARPO" Then If UrlParametros("CVEMOV") IsNot Nothing AndAlso UrlParametros("CVEMOV").ToString.ToEntero > 0 Then - ImprimeFormatoCartaPorte(UrlParametros("CVEMOV").ToString.ToEntero) + ImprimeFormatoCartaPorte(UrlParametros("CVEMOV").ToString.ToEntero, -1) End If + + + If UrlParametros("CVETIMBRE") IsNot Nothing AndAlso UrlParametros("CVETIMBRE").ToString.ToEntero > 0 Then + ImprimeFormatoCartaPorte(-1, UrlParametros("CVETIMBRE").ToString.ToEntero) + End If + + End If If UrlParametros("OP").ToString = "CARPOTIMBRE" Then @@ -1416,9 +1423,9 @@ Partial Class PopUpVerFactura #End Region #Region "OP = 'CARPO' - IMPRIME FORMATO CARTA PORTE TIMBRADO" - Private Sub ImprimeFormatoCartaPorte(CveMovimiento As Integer) - If CveMovimiento > 0 Then - Dim ObjInv As New ClsInventarios + Private Sub ImprimeFormatoCartaPorte(CveMovimiento As Integer, Optional CveTimbre As Integer = -1) + If CveMovimiento > 0 Or CveTimbre > 0 Then + Dim SerieFolio As String = "" Dim DomicilioSucursal As String = "" @@ -1441,78 +1448,292 @@ Partial Class PopUpVerFactura Dim Licencia As String = "" - - - Dim SBDireccionO As New StringBuilder() Dim SBDireccionD As New StringBuilder() - If ObjInv.GetMovimientos(CveMovimiento, -1, -1, UsuarioActual.CveEmpresa) Then - If ObjInv.DtResultados.Rows.Count > 0 Then - Dim Dr As DataRow = ObjInv.DtResultados.Rows(0) - If Dr IsNot Nothing Then - SerieFolio = Dr("Folio").ToString - DomicilioSucursal = $"{Dr("CalleOrigen").ToString} {Dr("NoExtOrigen").ToString}, Col. {Dr("ColoniaOrigen").ToString} " - LugarFecha = $"{Dr("MunicipioOrigen").ToString}, {Dr("EstadoOrigen").ToString} {Dr("FechaMovto").ToString.ToDate.ToShortDateString}" - Origen = Dr("AlmacenOrigen").ToString - Destino = Dr("AlmacenDestino").ToString - Observaciones = Dr("Observaciones").ToString - CveChofer = Dr("CveChofer").ToString + Dim Dt As DataTable = Nothing + + Dim FormatoRDLC As String = "" + + Dim params As New List(Of ReportParameter) + + If CveMovimiento > 0 Then + + FormatoRDLC = "CartaPorte.rdlc" + + Dim ObjInv As New ClsInventarios + If ObjInv.GetMovimientos(CveMovimiento, -1, -1, UsuarioActual.CveEmpresa) Then + If ObjInv.DtResultados.Rows.Count > 0 Then + Dim Dr As DataRow = ObjInv.DtResultados.Rows(0) + If Dr IsNot Nothing Then + SerieFolio = Dr("Folio").ToString + DomicilioSucursal = $"{Dr("CalleOrigen").ToString} {Dr("NoExtOrigen").ToString}, Col. {Dr("ColoniaOrigen").ToString} " + LugarFecha = $"{Dr("MunicipioOrigen").ToString}, {Dr("EstadoOrigen").ToString} {Dr("FechaMovto").ToString.ToDate.ToShortDateString}" + Origen = Dr("AlmacenOrigen").ToString + Destino = Dr("AlmacenDestino").ToString + Observaciones = Dr("Observaciones").ToString + CveChofer = Dr("CveChofer").ToString + + + Placa = Dr("Traslado_Placa").ToString + Recibio = Dr("Recibio").ToString + FechaEntrega = Dr("FechaEntrega").ToString + EspecifUnidad = Dr("EspecificacionUnidad").ToString + + + If Dr("CalleOrigen").ToString.Length > 0 Then + SBDireccionO.AppendFormat("{0}", Dr("CalleOrigen").ToString) + If Dr("NoExtOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", No.Ext: {0}", Dr("NoExtOrigen").ToString) + If Dr("ColoniaOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Col: {0}", Dr("ColoniaOrigen").ToString) + If Dr("CPOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", CP: {0}", Dr("CPOrigen").ToString) + If Dr("LocalidadOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Loc: {0}", Dr("LocalidadOrigen").ToString) + If Dr("MunicipioOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Cd: {0}", Dr("MunicipioOrigen").ToString) + If Dr("EstadoOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Edo: {0}", Dr("EstadoOrigen").ToString) + If Dr("PaisOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", País: {0}", Dr("PaisOrigen").ToString) + End If + If Dr("CalleDestino").ToString.Length > 0 Then + SBDireccionD.AppendFormat("{0}", Dr("CalleDestino").ToString) + If Dr("NoExtDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", No.Ext: {0}", Dr("NoExtDestino").ToString) + If Dr("ColoniaDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Col: {0}", Dr("ColoniaDestino").ToString) + If Dr("CPDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", CP: {0}", Dr("CPDestino").ToString) + If Dr("LocalidadDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Loc: {0}", Dr("LocalidadDestino").ToString) + If Dr("MunicipioDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Cd: {0}", Dr("MunicipioDestino").ToString) + If Dr("EstadoDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Edo: {0}", Dr("EstadoDestino").ToString) + If Dr("PaisDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", País: {0}", Dr("PaisDestino").ToString) + End If + + ResponsableCarga = Dr("ResponsableCarga").ToString + ResponsableRecibio = Dr("ResponsableRecibio").ToString + Identificacion = Dr("Identificacion").ToString + Domicilio = Dr("Domicilio").ToString + Telefono = Dr("Telefono1").ToString + Ciudad = Dr("Ciudad").ToString + Licencia = Dr("Licencia").ToString + + + Chofer = Dr("Chofer").ToString + Placa = Dr("Placa").ToString + EspecifUnidad = Dr("Especificacion").ToString - Placa = Dr("Traslado_Placa").ToString - Recibio = Dr("Recibio").ToString - FechaEntrega = Dr("FechaEntrega").ToString - EspecifUnidad = Dr("EspecificacionUnidad").ToString - If Dr("CalleOrigen").ToString.Length > 0 Then - SBDireccionO.AppendFormat("{0}", Dr("CalleOrigen").ToString) - If Dr("NoExtOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", No.Ext: {0}", Dr("NoExtOrigen").ToString) - If Dr("ColoniaOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Col: {0}", Dr("ColoniaOrigen").ToString) - If Dr("CPOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", CP: {0}", Dr("CPOrigen").ToString) - If Dr("LocalidadOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Loc: {0}", Dr("LocalidadOrigen").ToString) - If Dr("MunicipioOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Cd: {0}", Dr("MunicipioOrigen").ToString) - If Dr("EstadoOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Edo: {0}", Dr("EstadoOrigen").ToString) - If Dr("PaisOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", País: {0}", Dr("PaisOrigen").ToString) End If - If Dr("CalleDestino").ToString.Length > 0 Then - SBDireccionD.AppendFormat("{0}", Dr("CalleDestino").ToString) - If Dr("NoExtDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", No.Ext: {0}", Dr("NoExtDestino").ToString) - If Dr("ColoniaDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Col: {0}", Dr("ColoniaDestino").ToString) - If Dr("CPDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", CP: {0}", Dr("CPDestino").ToString) - If Dr("LocalidadDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Loc: {0}", Dr("LocalidadDestino").ToString) - If Dr("MunicipioDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Cd: {0}", Dr("MunicipioDestino").ToString) - If Dr("EstadoDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Edo: {0}", Dr("EstadoDestino").ToString) - If Dr("PaisDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", País: {0}", Dr("PaisDestino").ToString) - End If - - ResponsableCarga = Dr("ResponsableCarga").ToString - ResponsableRecibio = Dr("ResponsableRecibio").ToString - Identificacion = Dr("Identificacion").ToString - Domicilio = Dr("Domicilio").ToString - Telefono = Dr("Telefono1").ToString - Ciudad = Dr("Ciudad").ToString - Licencia = Dr("Licencia").ToString - - - Chofer = Dr("Chofer").ToString - Placa = Dr("Placa").ToString - EspecifUnidad = Dr("Especificacion").ToString - - - End If End If + + + + If ObjInv.GetMovimientosDetalle(CveMovimiento, UsuarioActual.CveEmpresa) Then + Dt = ObjInv.DtResultados + End If + ObjInv.Dispose() + + + ElseIf CveTimbre > 0 Then + + FormatoRDLC = "RecoleccionTimbrado.rdlc" + + Dim ObjGral As New ClsGenerales + + + If ObjGral.GetGralTimbre(CveTimbre, "-1", MinFecha, MaxFecha, -1, UsuarioActual.CveEmpresa, -1) Then + + Dim Dr As DataRow = ObjGral.DtResultados.Rows(0) + + Dim TipoDocto As String = Dr("TipoDocto").ToString + + SerieFolio = Dr("SerieFolio").ToString + DomicilioSucursal = $"{Dr("DirOriCalle").ToString} {Dr("NoExtOrigen").ToString}, Col. {Dr("ColoniaOrigen").ToString} " + LugarFecha = $"{Dr("MunicipioOrigen").ToString}, {Dr("EstadoOrigen").ToString} {Dr("FechaMovto").ToString.ToDate.ToShortDateString}" + Origen = Dr("SPOrigen").ToString + Destino = Dr("SPDestino").ToString + Observaciones = "" + CveChofer = Dr("CveChofer").ToString + Chofer = Dr("FiguraChofer").ToString + + + Placa = Dr("Placa").ToString + Recibio = "" + FechaEntrega = Dr("FechaEntrega").ToString + EspecifUnidad = Dr("EspecificacionUnidad").ToString + + + If Dr("CalleOrigen").ToString.Length > 0 Then + SBDireccionO.AppendFormat("{0}", Dr("CalleOrigen").ToString) + If Dr("NoExtOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", No.Ext: {0}", Dr("NoExtOrigen").ToString) + If Dr("ColoniaOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Col: {0}", Dr("ColoniaOrigen").ToString) + If Dr("CPOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", CP: {0}", Dr("CPOrigen").ToString) + If Dr("LocalidadOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Loc: {0}", Dr("LocalidadOrigen").ToString) + If Dr("MunicipioOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Cd: {0}", Dr("MunicipioOrigen").ToString) + If Dr("EstadoOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", Edo: {0}", Dr("EstadoOrigen").ToString) + If Dr("PaisOrigen").ToString.Length > 0 Then SBDireccionO.AppendFormat(", País: {0}", Dr("PaisOrigen").ToString) + End If + If Dr("CalleDestino").ToString.Length > 0 Then + SBDireccionD.AppendFormat("{0}", Dr("CalleDestino").ToString) + If Dr("NoExtDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", No.Ext: {0}", Dr("NoExtDestino").ToString) + If Dr("ColoniaDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Col: {0}", Dr("ColoniaDestino").ToString) + If Dr("CPDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", CP: {0}", Dr("CPDestino").ToString) + If Dr("LocalidadDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Loc: {0}", Dr("LocalidadDestino").ToString) + If Dr("MunicipioDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Cd: {0}", Dr("MunicipioDestino").ToString) + If Dr("EstadoDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", Edo: {0}", Dr("EstadoDestino").ToString) + If Dr("PaisDestino").ToString.Length > 0 Then SBDireccionD.AppendFormat(", País: {0}", Dr("PaisDestino").ToString) + End If + + ResponsableCarga = Dr("ResponsableCarga").ToString + ResponsableRecibio = Dr("ResponsableRecibio").ToString + Identificacion = Dr("Identificacion").ToString + Domicilio = Dr("Domicilio").ToString + Telefono = Dr("Telefono1").ToString + Ciudad = Dr("Ciudad").ToString + Licencia = Dr("Licencia").ToString + + + Chofer = Dr("Chofer").ToString + Placa = Dr("Placa").ToString + EspecifUnidad = Dr("Especificacion").ToString + + + + If ObjGral.GetGralMovimientosDetalleTimbre(CveTimbre, UsuarioActual.CveEmpresa) Then + Dt = ObjGral.DtResultados + End If + + + Dim Ruta As String = UsuarioActual.Empresa.Ruta + Dim PathXML As String = $"{Ruta}XML\{TipoDocto}\{SerieFolio }.xml" + + + Dim FechaEmision, FechaCertificacion As DateTime + Dim FolioFiscal, NoSerieCertificado, NoSerieCertificadoContribuyente, SelloCFDi, SelloSAT, SerieCertificadoSAT As String + + FolioFiscal = "" + NoSerieCertificado = "" + SelloCFDi = "" + SelloSAT = "" + SerieCertificadoSAT = "" + + + If UsuarioActual.CveUsuario = 100 Then + Alert(PathXML) + End If + + If System.IO.File.Exists(PathXML) Then + + Dim ReceptorRFC As String = "" + + Dim XmlDoc As New System.Xml.XmlDocument + XmlDoc.Load(PathXML) + + Dim nodo As XmlNode = XmlDoc.DocumentElement + Dim Version = ValorXML(nodo, "version") + + Dim namespaces As New XmlNamespaceManager(XmlDoc.NameTable) + Dim Prefijo As String = If(XmlDoc.DocumentElement.Prefix = "", "cfd", XmlDoc.DocumentElement.Prefix) + Dim cfdVer As String = "" + + If Version = "3.2" Then + Prefijo = "cfd" + cfdVer = "http://www.sat.gob.mx/cfd/2" + ElseIf Version = "3.3" Then + cfdVer = "http://www.sat.gob.mx/cfd/3" + Else ' se considera que es la version 4.0 + cfdVer = "http://www.sat.gob.mx/cfd/4" + End If + + namespaces.AddNamespace(Prefijo, cfdVer) + namespaces.AddNamespace("tfd", "http://www.sat.gob.mx/TimbreFiscalDigital") + namespaces.AddNamespace("implocal", "http://www.sat.gob.mx/implocal") + namespaces.AddNamespace("registrofiscal", "http://www.sat.gob.mx/registrofiscal") + + Dim node As XmlNode + + node = XmlDoc.SelectSingleNode(String.Format("//{0}:Receptor", Prefijo), namespaces) + + If node IsNot Nothing Then + ReceptorRFC = ValorXML(node, "RFC") + End If + + + + + If Version.Contiene("3.3", "4.0") Then + FechaEmision = XmlDoc.DocumentElement.Attributes("Fecha").InnerText.ToDate + NoSerieCertificadoContribuyente = XmlDoc.DocumentElement.Attributes("NoCertificado").InnerText + + For i As Integer = 0 To XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes.Count - 1 + If XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Name = "tfd:TimbreFiscalDigital" Then + FolioFiscal = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("UUID").InnerText + NoSerieCertificado = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("NoCertificadoSAT").InnerText + FechaCertificacion = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("FechaTimbrado").InnerText.ToDate + SelloCFDi = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("SelloCFD").InnerText + SelloSAT = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("SelloSAT").InnerText + SerieCertificadoSAT = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("NoCertificadoSAT").InnerText + + + + End If + Next + Else + FechaEmision = XmlDoc.DocumentElement.Attributes("fecha").InnerText.ToDate + NoSerieCertificadoContribuyente = XmlDoc.DocumentElement.Attributes("noCertificado").InnerText + + For i As Integer = 0 To XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes.Count - 1 + If XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Name = "tfd:timbreFiscalDigital" Then + FolioFiscal = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("UUID").InnerText + NoSerieCertificado = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("noCertificadoSAT").InnerText + FechaCertificacion = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("fechaTimbrado").InnerText.ToDate + SelloCFDi = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("selloCFD").InnerText + SelloSAT = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("selloSAT").InnerText + SerieCertificadoSAT = XmlDoc.DocumentElement("cfdi:Complemento").ChildNodes(i).Attributes("NoCertificadoSAT").InnerText + End If + Next + End If + + Dim CadenaOriginals As String = String.Format("||{0}|{1}|{2}T{3}|{4}|{5}||", If(Version.Contiene("3.3", "4.0"), "1.1", "1.0"), FolioFiscal, FechaCertificacion.ToString("yyyy-MM-dd"), FechaCertificacion.ToString("HH:mm:ss"), SelloCFDi, NoSerieCertificado) + + Dim RutaCBB As String = $"{UsuarioActual.Empresa.Ruta}CBB\{SerieFolio}.jpg" + Dim ImagenCBB As New System.IO.FileInfo(RutaCBB) + + + If Not ImagenCBB.Exists Then + Dim CBB As New ClbNegBICFDv3_2.ClsNegCBBGenerar() + CBB.GenerarCBB(UsuarioActual.Empresa.RFC, ReceptorRFC, 1, FolioFiscal, RutaCBB) + End If + + + Dim ImgCBB As String = $"file://{ImagenCBB.FullName}" + + + params.Add(New ReportParameter("FolioFiscal", FolioFiscal)) + params.Add(New ReportParameter("CertificadoSAT", NoSerieCertificado)) + params.Add(New ReportParameter("FechaCertificacion", FechaCertificacion.ToString)) + params.Add(New ReportParameter("SelloCFDI", SelloCFDi)) + params.Add(New ReportParameter("SelloSAT", SelloSAT)) + params.Add(New ReportParameter("CertificadoContribuyente", NoSerieCertificadoContribuyente)) + params.Add(New ReportParameter("QR", ImgCBB.ToString)) + params.Add(New ReportParameter("SerieCertificadoSAT", SerieCertificadoSAT)) + params.Add(New ReportParameter("CadenaOriginal", CadenaOriginals)) + + End If + + + + End If + + ObjGral.Dispose() + + + + + + + + End If - Dim Dt As DataTable = Nothing - If ObjInv.GetMovimientosDetalle(CveMovimiento, UsuarioActual.CveEmpresa) Then - Dt = ObjInv.DtResultados - End If - ObjInv.Dispose() If Dt.Rows.Count > 0 Then - Dim params As New List(Of ReportParameter) + Dim Imagen As New System.IO.FileInfo(String.Format("{0}/Logo.png", UsuarioActual.Empresa.Ruta)) @@ -1522,8 +1743,6 @@ Partial Class PopUpVerFactura params.Add(New ReportParameter("LogoPath", "")) End If - - params.Add(New ReportParameter("NombreEmpresa", UsuarioActual.Empresa.Empresa)) params.Add(New ReportParameter("UsuarioImprimio", UsuarioActual.Nombre)) params.Add(New ReportParameter("FechaImpresion", Now.ToDateTime.ToShortDateString)) @@ -1553,11 +1772,28 @@ Partial Class PopUpVerFactura params.Add(New ReportParameter("Ciudad", Ciudad)) params.Add(New ReportParameter("Licencia", Licencia)) - ImprimirPDF("Empresas/Grales/Formatos/CartaPorte.rdlc", Dt, params, String.Format("Carta Porte -{0}", Now.ToDateTime.ToShortDateString)) + + + + ImprimirPDF($"Empresas/Grales/Formatos/{FormatoRDLC}", Dt, params, String.Format("Carta Porte -{0}", Now.ToDateTime.ToShortDateString)) + + + + End If + End If End Sub + Private Function ValorNodoXML(n As System.Xml.XmlNode, Campo As String, Optional Retorno As String = "") As String + Dim o As System.Xml.XmlNode = n.Attributes.Cast(Of System.Xml.XmlAttribute)().SingleOrDefault(Function(a) String.Compare(a.Name, Campo, True) = 0) + If o Is Nothing Then + Return Retorno + Else + Return o.Value + End If + End Function + Private Function ValorXML(n As XmlNode, Campo As String, Optional Retorno As String = "") As String Dim o As XmlNode = n.Attributes.Cast(Of XmlAttribute)().SingleOrDefault(Function(a) String.Compare(a.Name, Campo, True) = 0) If o Is Nothing Then diff --git a/Compras/ReembolsosComprobaciones.aspx.vb b/Compras/ReembolsosComprobaciones.aspx.vb index 8533730e9..09deb5ebe 100644 --- a/Compras/ReembolsosComprobaciones.aspx.vb +++ b/Compras/ReembolsosComprobaciones.aspx.vb @@ -822,7 +822,7 @@ Partial Class Compras_ReembolsosComprobaciones Dim ImporteNOIVA As Decimal = gvr.DataKey("IVANoDeducible").ToDecimal * PorcentajePago - If Not ObjMov.AddPrePolizasDetalle(CvePrePolizaPago, False, ImporteNOIVA, Referencia, 280, ConceptoMovimiento, gvr.FCLiteral("LtlFecha").Text.ToDate, If(IdCtaContIVANoAcreditable > 0, IdCtaContIVANoAcreditable, IdCtaIVAAcreditable), -1, CveIE:=CveIEPago, CveCompra:=gvr.FCHyperLink("HplF2").Text.ToEntero, CveProveedor:=gvr.FCHyperLink("HLProv").Text.ToEntero, ImporteME:=If(tipoCambio = 1, 0, ImporteNOIVA), ImporteMX:=(ImporteNOIVA) * tipoCambio, CvePrePolizaOriginal:=CvePrePolizaPagoOriginal, CvePersonal:=CvePersonal, PorcentajeImpuesto:=PorcentajeIVA) Then + If Not ObjMov.AddPrePolizasDetalle(CvePrePolizaPago, False, ImporteNOIVA, Referencia, 280, ConceptoMovimiento, gvr.FCLiteral("LtlFecha").Text.ToDate, If(IdCtaContIVANoAcreditable > 0, IdCtaContIVANoAcreditable, IdCtaIVAAcreditable), -1, CveIE:=CveIEPago, CveCompra:=gvr.FCHyperLink("HplF2").Text.ToEntero, CveProveedor:=gvr.FCHyperLink("HLProv").Text.ToEntero, CveSubProyecto:=gvr.DataKey("CveSubProyecto").ToEntero, ImporteME:=If(tipoCambio = 1, 0, ImporteNOIVA), ImporteMX:=(ImporteNOIVA) * tipoCambio, CvePrePolizaOriginal:=CvePrePolizaPagoOriginal, CvePersonal:=CvePersonal, PorcentajeImpuesto:=PorcentajeIVA) Then MsgError = "Detalle" End If End If @@ -1058,7 +1058,7 @@ Partial Class Compras_ReembolsosComprobaciones Dim ImporteNOIVA As Decimal = gvr.DataKey("IVANoDeducible").ToDecimal * PorcentajePago - If Not ObjMov.AddPrePolizasDetalle(CvePrePolizaPago, False, ImporteNOIVA, Referencia, 280, ConceptoMovimiento, gvr.FCLiteral("LtlFecha").Text.ToDate, If(IdCtaContIVANoAcreditable > 0, IdCtaContIVANoAcreditable, IdCtaIVAAcreditable), -1, CveIE:=CveIEExcedente, CveCompra:=gvr.FCHyperLink("HplF2").Text.ToEntero, CveProveedor:=gvr.FCHyperLink("HLProv").Text.ToEntero, ImporteME:=If(tipoCambio = 1, 0, ImporteNOIVA), ImporteMX:=(ImporteNOIVA) * tipoCambio, CvePrePolizaOriginal:=CvePrePolizaPagoOriginal, CvePersonal:=CvePersonal, PorcentajeImpuesto:=PorcentajeIVA) Then + If Not ObjMov.AddPrePolizasDetalle(CvePrePolizaPago, False, ImporteNOIVA, Referencia, 280, ConceptoMovimiento, gvr.FCLiteral("LtlFecha").Text.ToDate, If(IdCtaContIVANoAcreditable > 0, IdCtaContIVANoAcreditable, IdCtaIVAAcreditable), -1, CveIE:=CveIEExcedente, CveCompra:=gvr.FCHyperLink("HplF2").Text.ToEntero, CveProveedor:=gvr.FCHyperLink("HLProv").Text.ToEntero, CveSubProyecto:=gvr.DataKey("CveSubProyecto").ToEntero, ImporteME:=If(tipoCambio = 1, 0, ImporteNOIVA), ImporteMX:=(ImporteNOIVA) * tipoCambio, CvePrePolizaOriginal:=CvePrePolizaPagoOriginal, CvePersonal:=CvePersonal, PorcentajeImpuesto:=PorcentajeIVA) Then MsgError = "Detalle" End If End If diff --git a/Empresas/119/Formatos/ReciboDePago.rdlc b/Empresas/119/Formatos/ReciboDePago.rdlc index abf548d0c..8fc36e37c 100644 --- a/Empresas/119/Formatos/ReciboDePago.rdlc +++ b/Empresas/119/Formatos/ReciboDePago.rdlc @@ -702,7 +702,7 @@ - 0.54021cm + 0.39427cm @@ -716,7 +716,7 @@ =Fields!IdDocumento.Value @@ -728,10 +728,6 @@ - 2pt - 2pt - 2pt - 2pt 4 @@ -752,7 +748,7 @@ =Fields!Serie.Value @@ -784,7 +780,7 @@ =Fields!Folio.Value @@ -816,7 +812,7 @@ =Fields!MonedaDR.Value @@ -848,7 +844,7 @@ =Fields!NumParcialidad.Value @@ -883,12 +879,14 @@ =Fields!ImpSaldoAnt.Value - ImpSaldoAnt @@ -903,6 +901,7 @@ es-MX + true @@ -917,13 +916,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -937,6 +938,7 @@ 2pt + true @@ -956,7 +958,7 @@ Impuesto @@ -980,10 +982,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1000,7 +999,7 @@ Tipo @@ -1024,10 +1023,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1044,7 +1040,7 @@ Base @@ -1068,10 +1064,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1088,7 +1081,7 @@ Tipo Factor @@ -1112,10 +1105,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1132,7 +1122,7 @@ Tasa/Cuota @@ -1156,10 +1146,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1176,7 +1163,7 @@ Importe @@ -1200,10 +1187,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1220,7 +1204,7 @@ @@ -1244,10 +1228,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1264,7 +1245,7 @@ @@ -1288,10 +1269,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1308,7 +1286,7 @@ @@ -1330,10 +1308,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1350,7 +1325,7 @@ @@ -1372,10 +1347,7 @@ - 2pt - 2pt - 2pt - 2pt + Top @@ -1397,7 +1369,7 @@ ISR @@ -1416,10 +1388,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1436,7 +1404,7 @@ Traslado @@ -1455,10 +1423,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1475,13 +1439,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -1494,10 +1460,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1514,13 +1476,15 @@ =Fields!Tra001TipoFactorDR.Value - ImpPagado @@ -1533,10 +1497,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1553,13 +1513,15 @@ =Fields!Tra001TasaOCuotaDR.Value - ImpPagado @@ -1572,10 +1534,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1592,13 +1550,15 @@ =Fields!Tra001ImporteDR.Value - ImpPagado @@ -1611,10 +1571,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1631,7 +1587,7 @@ @@ -1650,10 +1606,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1670,7 +1622,7 @@ @@ -1689,10 +1641,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1709,7 +1657,7 @@ @@ -1726,10 +1674,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1746,7 +1690,7 @@ @@ -1763,10 +1707,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1788,7 +1728,7 @@ IVA @@ -1807,10 +1747,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1827,7 +1763,7 @@ Traslado @@ -1846,10 +1782,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1866,13 +1798,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -1885,10 +1819,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1905,13 +1835,15 @@ =Fields!Tra002TipoFactorDR.Value - ImpPagado @@ -1924,10 +1856,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1944,13 +1872,15 @@ =Fields!Tra002TasaOCuotaDR.Value - ImpPagado @@ -1963,10 +1893,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -1983,13 +1909,15 @@ =Fields!Tra002ImporteDR.Value - ImpPagado @@ -2002,10 +1930,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2022,7 +1946,7 @@ @@ -2041,10 +1965,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2061,7 +1981,7 @@ @@ -2080,10 +2000,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2100,7 +2016,7 @@ @@ -2117,10 +2033,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2137,7 +2049,7 @@ @@ -2154,10 +2066,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2179,7 +2087,7 @@ IEPS @@ -2198,10 +2106,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2218,7 +2122,7 @@ Traslado @@ -2237,10 +2141,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2257,13 +2157,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -2276,10 +2178,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2296,13 +2194,15 @@ =Fields!Tra003TipoFactorDR.Value - ImpPagado @@ -2315,10 +2215,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2335,13 +2231,15 @@ =Fields!Tra003TasaOCuotaDR.Value - ImpPagado @@ -2354,10 +2252,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2374,13 +2268,15 @@ =Fields!Tra003ImporteDR.Value - ImpPagado @@ -2393,10 +2289,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2413,7 +2305,7 @@ @@ -2432,10 +2324,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2452,7 +2340,7 @@ @@ -2471,10 +2359,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2491,7 +2375,7 @@ @@ -2508,10 +2392,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2528,7 +2408,7 @@ @@ -2545,10 +2425,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2570,7 +2446,7 @@ ISR @@ -2589,10 +2465,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2609,7 +2481,7 @@ Retención @@ -2628,10 +2500,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2648,13 +2516,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -2667,10 +2537,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2687,13 +2553,15 @@ =Fields!Ret001TipoFactorDR.Value - ImpPagado @@ -2706,10 +2574,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2726,13 +2590,15 @@ =Fields!Ret001TasaOCuotaDR.Value - ImpPagado @@ -2745,10 +2611,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2765,13 +2627,15 @@ =Fields!Ret001ImporteDR.Value - ImpPagado @@ -2784,10 +2648,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2804,7 +2664,7 @@ @@ -2823,10 +2683,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2843,7 +2699,7 @@ @@ -2862,10 +2718,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2882,7 +2734,7 @@ @@ -2899,10 +2751,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2919,7 +2767,7 @@ @@ -2936,10 +2784,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -2961,7 +2805,7 @@ IVA @@ -2980,10 +2824,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3000,7 +2840,7 @@ Retención @@ -3019,10 +2859,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3039,13 +2875,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -3058,10 +2896,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3078,13 +2912,15 @@ =Fields!Ret002TipoFactorDR.Value - ImpPagado @@ -3097,10 +2933,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3117,13 +2949,15 @@ =Fields!Ret002TasaOCuotaDR.Value - ImpPagado @@ -3136,10 +2970,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3156,13 +2986,15 @@ =Fields!Ret002ImporteDR.Value - ImpPagado @@ -3175,10 +3007,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3195,7 +3023,7 @@ @@ -3214,10 +3042,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3234,7 +3058,7 @@ @@ -3253,10 +3077,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3273,7 +3093,7 @@ @@ -3290,10 +3110,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3310,7 +3126,7 @@ @@ -3327,10 +3143,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3352,7 +3164,7 @@ IEPS @@ -3371,10 +3183,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3391,7 +3199,7 @@ Retención @@ -3410,10 +3218,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3430,13 +3234,15 @@ =Fields!ImpPagado.Value - ImpPagado @@ -3449,10 +3255,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3469,13 +3271,15 @@ =Fields!Ret003TipoFactorDR.Value - ImpPagado @@ -3488,10 +3292,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3508,13 +3308,15 @@ =Fields!Ret003TasaOCuotaDR.Value - ImpPagado @@ -3527,10 +3329,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3547,13 +3345,15 @@ =Fields!Ret003ImporteDR.Value - ImpPagado @@ -3566,10 +3366,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3586,7 +3382,7 @@ @@ -3605,10 +3401,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3625,7 +3417,7 @@ @@ -3644,10 +3436,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3664,7 +3452,7 @@ @@ -3681,10 +3469,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3701,7 +3485,7 @@ @@ -3718,10 +3502,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -3766,7 +3546,7 @@ DataSet2 4.62704cm - 1.66521cm + 1.51927cm 20.53139cm 1 - 13.54549cm + 12.4607cm Textbox24 + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -92,47 +77,32 @@ - Unidad + U.M. Textbox27 + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -150,47 +120,32 @@ - Descripción + DESCRIPCIÓN Textbox26 + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -208,47 +163,32 @@ - P. Unitario + P/U Textbox36 + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -266,47 +206,32 @@ - Importe + IMPORTE Textbox38 + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -318,7 +243,7 @@ - 0.52062cm + 0.6cm @@ -342,29 +267,8 @@ Textbox29 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -395,29 +299,8 @@ Textbox28 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -448,29 +331,8 @@ Textbox32 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -504,29 +366,8 @@ Textbox37 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -561,29 +402,8 @@ Textbox39 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -613,9 +433,10 @@ DataSet2 - 3.16535cm - 1.01062cm - 20.49108cm + 2.78114cm + 0.30837cm + 1.09cm + 20.35756cm @@ -626,33 +447,36 @@ - 5.50886cm + 2.47362cm - 1.8cm + 2.03357cm - 1.8cm + 2.09429cm - 1.99576cm + 2.14897cm - 1.8cm + 1.89771cm - 2.44284cm + 1.86871cm - 2.55292cm + 2.20259cm - 2.59068cm + 2.90088cm + + + 2.70327cm - 0.49cm + 0.54292cm @@ -666,52 +490,38 @@ UUID - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt 2pt + 3 + + @@ -721,47 +531,30 @@ - Serie + SERIE - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -779,105 +572,30 @@ - Folio + FOLIO - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - Método Pago - - - - - - - Textbox13 - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -895,47 +613,30 @@ - Moneda + MONEDA - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -953,47 +654,30 @@ - Num. Parc. + NO.PARC. - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1011,47 +695,30 @@ - Saldo Anterior + SALDO ANT. - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1069,47 +736,30 @@ - Monto Pagado + MONTO PAGADO - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1121,7 +771,7 @@ - 0.6cm + 0.41998cm @@ -1145,37 +795,19 @@ IdDocumento + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt 2pt + 3 + + @@ -1198,29 +830,8 @@ Serie + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1251,82 +862,8 @@ Folio + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - =Fields!MetodoDePagoDR.Value - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1357,29 +894,8 @@ MonedaDR + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1410,29 +926,8 @@ NumParcialidad + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1464,29 +959,8 @@ ImpSaldoAnt + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1520,29 +994,2519 @@ ImpPagado + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.11946cm + + + + + true + true + + + + + Impuesto + + + + + + + Textbox108 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Tipo + + + + + + + Textbox109 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Base + + + + + + + Textbox110 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Tipo Factor + + + + + + + Textbox111 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Tasa/Cuota + + + + + + + Textbox112 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Importe + + + + + + + Textbox113 + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Tra001ImporteDR.Value > 0 Or Fields!Tra002ImporteDR.Value > 0 Or Fields!Tra003ImporteDR.Value > 0 Or Fields!Ret001ImporteDR.Value > 0 Or Fields!Ret002ImporteDR.Value > 0 Or Fields!Ret003ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + ISR + + + + + + + Textbox61 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + true + + + + + + true + true + + + + + =Fields!Tra001TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra001TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra001ImporteDR.Value + + + + + + + ImpPagado + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Tra001ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IVA + + + + + + + Textbox61 + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + true + + + + + + true + true + + + + + =Fields!Tra002TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra002TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra002ImporteDR.Value + + + + + + + ImpPagado + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Tra002ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IEPS + + + + + + + Textbox61 + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + true + + + + + + true + true + + + + + =Fields!Tra003TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra003TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra003ImporteDR.Value + + + + + + + ImpPagado + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Tra003ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + ISR + + + + + + + Textbox61 + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + true + + + + + + true + true + + + + + =Fields!Ret001TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret001TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret001ImporteDR.Value + + + + + + + ImpPagado + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Ret001ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IVA + + + + + + + Textbox61 + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + true + + + + + + true + true + + + + + =Fields!Ret002TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret002TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret002ImporteDR.Value + + + + + + + ImpPagado + + =Microsoft.VisualBasic.Interaction.IIF(Fields!Ret002ImporteDR.Value > 0, False, True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IEPS + + + + + + + Textbox59 + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003TasaOCuotaDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003ImporteDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -1565,6 +3529,7 @@ + @@ -1574,13 +3539,24 @@ + + + + + + + + + + DataSet2 - 4.87361cm - 1.09cm - 20.49106cm + 4.65526cm + 0.30837cm + 1.55864cm + 20.32361cm 1 - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1681,47 +3640,30 @@ - Moneda + MONEDA - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1741,45 +3683,28 @@ TC - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1797,47 +3722,30 @@ - Cta Ordenante + CTA ORDENANTE - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1855,47 +3763,30 @@ - Forma de Pago + FORMA DE PAGO - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1913,47 +3804,30 @@ - Total de Pago + TOTAL DE PAGO - + + - #4f81bd - 1pt - #4f81bd - 1pt - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt @@ -1965,7 +3839,7 @@ - 0.50041cm + 0.6cm @@ -1978,7 +3852,7 @@ =Fields!FechaPago.Value @@ -1990,29 +3864,8 @@ FechaPago + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -2032,7 +3885,7 @@ =Fields!MonedaP.Value @@ -2043,29 +3896,8 @@ MonedaP + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -2085,7 +3917,7 @@ =Fields!TipoCambioP.Value @@ -2097,29 +3929,8 @@ TipoCambioP + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -2140,7 +3951,7 @@ =Fields!CtaOrdenante.Value @@ -2151,29 +3962,8 @@ CtaOrdenante + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - 2pt 2pt 2pt @@ -2193,7 +3983,7 @@ =Fields!FormaDePagoP.Value @@ -2204,28 +3994,17 @@ FormaDePagoP - #4f81bd - - 1pt + - - #4f81bd - - 1pt - - #4f81bd - - 1pt + - #4f81bd - - 1pt + 2pt 2pt @@ -2246,7 +4025,7 @@ =Fields!Monto.Value @@ -2260,28 +4039,17 @@ Monto - #4f81bd - - 1pt + - - #4f81bd - - 1pt - - #4f81bd - - 1pt + - #4f81bd - - 1pt + 2pt 2pt @@ -2295,7 +4063,7 @@ - 0.45632cm + 0.6cm @@ -2399,24 +4167,13 @@ - Total de Pago con letra: + - - - =Parameters!CantidadLetra.Value - - + - 3 - + + + + true + true + + + + + =Parameters!CantidadLetra.Value + + + + + + + Textbox53 + + + + Silver + 3pt + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + 2 + + @@ -2463,9 +4267,10 @@ DataSet1 - 6.4cm - 1.42652cm - 20.49106cm + 6.51061cm + 0.31556cm + 1.69cm + 20.32067cm 2 @@ -2494,15 +4300,476 @@ Textbox5 - 4.42361cm - 0.0071cm - 0.45cm - 20.48396cm + 4.04466cm + 0.30837cm + 0.49cm + 20.32362cm 3 + White + 2pt + 2pt + 2pt + 2pt + + + + true + true + + + + + Datos del Cliente: + + + + + + + + + Cliente + + + + : + + + + =Parameters!Cliente.Value + + + + + + + + + Dirección: + + + + =Parameters!ClienteDireccion.Value + + + + , + + + + =Parameters!ClienteColonia.Value + + + + + + + + + Ciudad: + + + + =Parameters!ClienteCiudad.Value + + + + + + + + + CP: + + + + =Parameters!ClienteCP.Value + + + + + + + + + RFC Ordenante: + + + + + + + + =Parameters!RFCOrdenante.Value + + + + + + + + + Reg. Fiscal: + HTML + + + + = IIF( Parameters!RegimenFiscalCodigo.Value <> "ND-", Parameters!RegimenFiscalCodigo.Value,"") + HTML + + + + + + + Textbox2 + 0.30837cm + 0.98591in + 5.35046in + 4 + + + 2pt + 2pt + 2pt + 2pt + + + + true + true + + + + + "Este documento es una representación impresa de un CFDI" + + + + + + + + + Cadena original del complemento de certificación digital del SAT: + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + =Parameters!UUIDPago.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + true + true + + + + + + + + Silver 2pt 2pt 2pt @@ -2513,1559 +4780,181 @@ External =Parameters!QR.Value FitProportional - 3.63593in - 0.02064cm - 1.3in - 1.5in - 4 + 3.46321in + 6.67189in + 1.17372in + 1.38542in + 7 - + true true - Cadena original del complemento de certificación digital del SAT: - - - - - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - =Parameters!CadenaOriginal.Value + Folio: - - - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - - #e2ab67 - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - Regímen: Regímen General de Ley Personas Morales + + + + =Parameters!SerieFolio.Value + - Éste documento es una representación impresa de un CFDi - - - - - - - Textbox171 - 11.63749cm - 3.86591cm - 0.89979cm - 16.62515cm - 7 - - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - Datos del Cliente: + Fecha Timbre: + + + + + + + =Parameters!FechaTimbre.Value + - - Textbox165 - 0.07056cm - 0.45cm - 20.49106cm + Textbox1 + 0.77638cm + 16.49547cm + 1.0961cm + 4.14076cm 8 + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 + White 2pt 2pt 2pt 2pt - + true true - Cliente: + RECIBO DE PAGO - - Textbox167 - 0.52056cm - 0.45cm - 2.55cm + Textbox1 + 0.10583cm + 16.49547cm + 0.6cm + 4.19095cm 9 - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - =Parameters!Cliente.Value - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - + White 2pt 2pt 2pt 2pt - - true - true - - - - - =Parameters!ClienteDireccion.Value - - - - , - - - - =Parameters!ClienteColonia.Value - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - Dirección: - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - Ciudad: - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - =Parameters!ClienteCiudad.Value - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - =Parameters!ClienteCP.Value - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - CP: - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - RFC Ordenante: - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - true - - - - - =Parameters!RFCOrdenante.Value - - - - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - - - - 2.8cm - - - 13.88106cm - - - - - 0.52062cm - - - - - true - true - - - - - Sello: - - - - - - - Textbox97 - - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - =Parameters!Sello.Value - - - - - - - Textbox61 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.1cm - - - - - true - true - - - - - - - - - - - - Textbox41 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - - - - - - - - Textbox43 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.49417cm - - - - - true - true - - - - - Sello digital del SAT: - - - - - - - Textbox103 - - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - =Parameters!SelloSAT.Value - - - - - - - Textbox99 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.1cm - - - - - true - true - - - - - - - - - - - - Textbox44 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - - - - - - - - Textbox46 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.44125cm - - - - - true - true - - - - - No. Certificado: - - - - - - - Textbox106 - - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - =Parameters!NoCertificado.Value - - - - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.1cm - - - - - true - true - - - - - - - - - - - - Textbox47 - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - - - - - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - 0.44125cm - - - - - true - true - - - - - UUID: - - - - - - - Textbox109 - - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - - - - - true - true - - - - - =Parameters!UUIDPago.Value - - - - - - 2pt - 2pt - 2pt - 2pt - - - - - - - - - - - - - - - - - - - - - - - - - - DataSet1 - 9.23528cm - 3.83162cm - 2.19729cm - 16.68106cm - 19 - - - - - 12.77527cm - - - + 11.77781cm + - - - - - - Textbox3 - 5.82989in - 0.55615cm - 2.24597in + + Embedded + Logo1 + FitProportional + 0.07028cm + 0.10048cm + 1.91102cm + 2.76081cm + - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - true - - - - - =Parameters!SerieFolio.Value - - - - - - - Textbox3 - 0.21896in - 5.82989in - 0.66471cm - 2.24597in - 1 - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - - - true - - - - - Fecha Timbre - - - - - - - - - - - - - - - - Textbox3 - 0.48065in - 5.82989in - 0.5cm - 2.24597in - 2 - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - #e2ab67 - 2pt - 2pt - 2pt - 2pt - - - - true - - - - - =Parameters!FechaTimbre.Value - - - - - - - Textbox3 - 0.6775in - 5.82989in - 0.25114in - 2.24597in - 3 - - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - - #4f81bd - - 1pt - - 2pt - 2pt - 2pt - 2pt - - + true - Exploraciones Mineras del Desierto SA de CV + EXPLORACIONES MINERAS DEL DESIERTO S.A. DE C.V. RFC: EMD950206SRA @@ -4076,11 +4965,27 @@ - R.F.C. IDT130809KA5 + Tipo de Comprobante: I - Ingreso + + + + + + + + Del Cobre No. 95 Col. Parque Industrial Hermosillo, Sonora. México, C.P. 83299 + + + + + Tel. 6622510249 + + + + + + + + + Régimen Fiscal: 601 - General de Ley Personas Morales + + + + + Textbox4 - 0.06228cm - 1.94108in - 0.50583in - 3.62386in - 4 - - - 2pt - 2pt - 2pt - 2pt - - - - true - - - - - Domicilio Fiscal - - - - - CALLE DEL COBRE NO. 95 E/CALLE DE LOS NOGALES Y DEL YESO. COL. PARQUE INDUSTRIAL - - - - - - - Textbox10 - 0.53554in - 2.85492in - 0.59957in - 1.79619in - 5 + 0.07028cm + 1.70238in + 0.75237in + 5.32912in + 1 @@ -4162,7 +5055,7 @@ - 0.84667cm + 0.41981cm true true @@ -4175,7 +5068,7 @@ ="Página " & Globals.PageNumber & " de " & Globals.TotalPages @@ -4186,8 +5079,7 @@ Textbox35 - 0.17639cm - 17.56289cm + 17.76633cm 0.41981cm 2.94979cm @@ -4217,14 +5109,14 @@ =Parameters!UsuarioImprimio.Value @@ -4233,8 +5125,7 @@ Textbox29 - 0.21343cm - 0.01844cm + 0.31132cm 0.41981cm 6.8491cm 1 @@ -4257,7 +5148,7 @@ Fecha Impresión: @@ -4265,14 +5156,14 @@ =Parameters!FechaImpresion.Value @@ -4282,8 +5173,7 @@ Textbox31 - 0.21343cm - 9.17244cm + 9.1611cm 0.41981cm 6.02198cm 2 @@ -4306,8 +5196,8 @@ 27.94cm 21.59cm - 0.5cm - 0.5cm + 0cm + 0cm 0.5cm 0.5cm 1.27cm @@ -4417,6 +5307,102 @@ TipoCambioDR System.String + + Tra001ImpuestoDR + System.String + + + Tra001TipoFactorDR + System.String + + + Tra001TasaOCuotaDR + System.String + + + Tra001ImporteDR + System.Float + + + Tra002ImpuestoDR + System.String + + + Tra002TipoFactorDR + System.String + + + Tra002TasaOCuotaDR + System.String + + + Tra002ImporteDR + System.Float + + + Tra003ImpuestoDR + System.String + + + Tra003TipoFactorDR + System.String + + + Tra003TasaOCuotaDR + System.String + + + Tra003ImporteDR + System.Float + + + Ret001ImpuestoDR + System.String + + + Ret001TipoFactorDR + System.String + + + Ret001TasaOCuotaDR + System.String + + + Ret001ImporteDR + System.Float + + + Ret002ImpuestoDR + System.String + + + Ret002TipoFactorDR + System.String + + + Ret002TasaOCuotaDR + System.String + + + Ret002ImporteDR + System.Float + + + Ret003ImpuestoDR + System.String + + + Ret003TipoFactorDR + System.String + + + Ret003TasaOCuotaDR + System.String + + + Ret003ImporteDR + System.Float + DataSet @@ -4723,7 +5709,299 @@ true ReportParameter1 + + String + true + true + ReportParameter1 + + + String + true + true + ReportParameter1 + + + + image/png + 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 +JwnyQ0g+9gSSP/4Zkl//BpKf/RKSH/8kon/6YYTf+z5MvvMhTLz9HZh461tx/E1vxPjrXouxe+/F2Gteg/F7aK9+Ne0ejN9xNw7ffjcO3XYn7S7sveVu7Hv5a7Hvla/FoVfdh/E/fhNOvOFtmHnLOzHzjndj9l3vw9z7/hTzH/woYn/9OZ77H5D87o+Q/OkjSD+12xxManqKsA8joZxDFui1bDkBOikLE9m6k52ALDflpj+kKQf43PRfngx8AptAJ6gThsm0QKgQSRypmVlEqcznn34Ch772Vez7s7/Arvd/EDvf+W7seOObsfOPX4/H77gLj9x0Ox699iY8ftW1eOyyK/HopZfjl9svo12Cxy6+GI9deAGeuHAbnqLt4PKubRdjB+3pbdvx1NbL8NS52/HkOZfi0Y3b8YuNF+ORzdvx2Llcf9HV2HHJNXj60mvwBO2xy67Bo5dfi19ecT0ev+F2/PLWV+KXd9yDx+96HXbc9zbsesd78eSf/wV2fvKzmGVuYX4vVf/kBFKRMFK6HsE9KagT/jRdryDPP/w7kpty0x/WlAN8bnrG6VRl+mtGsAl4iUgE8ePHEd27B4kf/RjhL30VkT/7GKbf+jYceeUrsf/6a7Hnoouw55xzsWfTBhxYtwaH147gKG1ylDYygmPDQ5joD2GyrwczoR7MDfYiMtSL6FAQiaFupFb1Ir26H+lhWR//7kN6VT/ng0gN0QYHkBwY4Hw1EgOrEB8Y8m0YscFhxIeHkeA5oquGEeU5w+tGMLNmDY6PjOLo6lGMrWIa1m7A0fWbML75XBw+73wcv+wqTF57MyZvfTmmX3EPpuiMph98D8J/80XEf/krxHfvRWJ8HMnZWeZOYkgT/KeGdU613JSb/renHOBz0zNOVlPFIE5LUL3OU8VOTyM1NobU/gOIP/kUwv/+C4x945s48FefxoEPfBD73kxVfvc92HXbHdh57fV4cjuV9XlbsXP9BuxdsxYHRlbh4Ooh 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 +x1Vdepk7Vzfh30GHI+tSzFwFp0y/rkPORuEfxb95LSoXAM2ui+uScgi0NCEus3CS4E9HFBPc6aCSVPIWWqJTS/JcKptQnXqFgARvXb8rd/AKlLXsVQeVilftnGQ3708XQU8nFe9QDoj7S/H3UumHungf25nLUE5EhcJe1Uz1oxMeGsKJkTU4umELjp9/KU5cfh2mbrkb82/9E4Q/9VVEd+5GKhzxGkyd+o7QctPze8oB/lkwZT5YQT0aRnJ6EslfPoKZr30BBx58E3Zeczl2XLwNTxPsh9aOYpJwnxvsQzjUjYj6faGitBaffe0EvTdPDfYS8iGCKkhQeS1H1dhIStQDUwNghY0EY4fUtyCv0AWBKDWscIesl+Aj2GIEX1yFlnQKBlSqdwu3EOYCuzMLycgI+GRTBeJNZUg0U8lzncHdV+9OzZu5v3lMAdspYzkT5RYU70/QAcSYM4gT8jq/A7yDvEHXmUCfATyPS6CnCHGB3K5N8Xf9JtgT+lY4yu0F9ySvUfX1odo0Cs8ol2C5Al6rzJ2D9wS9vIdyQtpH++oedTUwR8D7RdBbTsSqc3YY7JMEeyqk+vzqZ0dlIj2I8jnODNNZrx7BsZH1OLzmXBzcdDH2X3A19l5+Mw7e80ZMf/HriP7qCSQ0eAlBbzWo/Dh9bnp+TznAPwsmfaj2wSbjiOx4ClPf/w5O/Ml7MH7Hbdh/6QU4sGE1Dq4dtm5359V1bqiPsOmkIiWwO6ggOzy1GCPAw70t1ndLcpBgJ+BTfT0e4OkArM64hVk8cKY7CUJCLtVBsxh6JQFaacrWCk0FQUJegItZeISw41yhmQTVdlKw9mEOX8Fngz7ZXEG4y8ppPHYzj0v1buEZmZZpWpfQb4S4YC5YCtqam1HVJ7l9grkAAd797szbThD2zMHdAd5UfBbgXQ2gzHbax6AdoDPj8dQgq5/3qV/dIejaPdXvAZ7GdTLQ+WnuOUMvtBXn8bxQkucwFNJSqMlCTnwu 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 +gNVaD411G1VrVj9HIeUf623CGOH+y/5OfKCxEtfnL8WWlWeju6wATbXlqBHcq0tRXZHP5WICvoJqvgKVNeVe3F3xdzNCv6EM9cwRtbQsQ1fr6VjbeQb+8qXDOPSe63HsFWuxb2s15oeZbg0qPtBKxd5GFd9Kp+Qg34J4J9W9RiHrDyAxEECUFh5oQWS4A7GRbiTWDiG6dh2OnbsNY5dfg7FX3I3Ew48ikYjZeMW56X9nygHen9RaNZGIIrbjx5j4yzdi7PZzsGtrOyZXt+IEwT7d1YxoXwfiXS180fnyq6dAFbAp+62sND9+g7pvGbVIk4I3hc/1UdWEEayzAO9V6fMUeqamCdfDN4vXS7kL9AZ4D1rZQH8mEzwdhDNAFaR9cBvgNfdhmjEHRjuGv84/njM7bjO3E4x9uEtVx7kuO1yjHEB2LsCUvyDu0qPj6fhKh37PAN6B2TPLJfhwdyEjzQ32OpeOo3RLrcss/VlpF7T1bHzIwwe49YVDiArqLvdlZSgGaO83V7MoE57JAnyagLc0+ZYN+EzPmDTrS7+VYoAg18hZNsAK/xbMkzYoeS3TQNg3Udk3C/xU7Tb2LY/f3QCN3zsWasejoQ78CYF+3cqzsHn5UvSUFaKprgI1tWWorC5BZdlK1FDB19RwubIYpRXFKCP4BfnyWhkVvB+iaWtZjmDrImzoPhOfedkojv7JzRi/YxS7z6nE9BCvu6+BCj5AwPOdp2JXLD7Z1c53n6qeoidlo481IaHeMank5zkPD7YiuqoT8dE+REdHcGzTOTh4/iXYffV1OPGZzyO2/yAS0Zj/1eWm/+npeQ1415xare6SsXkkZg9i/kvvxtirz8Wxi7owNdKIyGCTN8ReD1/y/g4qd77gqvEgyNNUCJZW9UcCwKvjLdjwQxdIpL4ECd+s5aIUvgFecOc+Aryv6jPhF0Gdx4HUvI6n4wrydA4nqVIfttkgdPZMgJcCz1blXphGMF3Yzx3fAyS3cb/5 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 +NAUaAxNN5/XnHkBlhKq/3n7LBm626Xg0p8Szza7JnYdmLWPdebSvnyblKKxqpv9b5ncew+4Rl13jp0xuxj+uu+444a7m/glCT2raK8jM4/kLeQ6qfFVLJLTds7DnQbBHafM8zjzhGwkQYK09BDydcFs+c1xLEe04i7k3OtIewpbqNCqFSgDGOsswF8jDfN1yxHn/1bYh2aV2E3w/ghQHIQ+IVgOF74GNvcpnv+DMmPY2PtcO/s13R7mFCN+xiA0+wvdQYRoq+QRFhgbc/uVAG77YXo+bVyzFxvyzMUxwtzUT5NV5qKhYgfLKPNRUlKCmstSqTqpP+KqafLNKgr6yXh2PlaOsls6A+zRXvBhr6k/Dy1atwNNvOB8z95yDwxsDmBigM1IVYEI7peqRBLgt9zTSYXHO70NlVZ64oanaMIGeZM7FjL/JrIaVhq/s5jX1MAfL36K8Jwl19xGkiu8dQmxoPaZWb8bhi65B7GOfQWznTm+AEH2zOcL/t6fnhYJPqkqk1PvhJzH95ffh4D0XYN9F3Zhc1YCZwXoqCb54/VQWfXyBlbUW4NurAWXl/Roxrg616mCrFoVebg3ioMEcvPFW+fEyK+41epIJ3oK7pxSThIgK9qIEmLLrisUrrOEUq8WdCTKDqdQygWOAE2B9gGVi7L4J8jLBPZEVovEAX0RnQmWo4wsmAptUrICp48qyAS/Tsm/6zYVQLJavbX3Tvl6ZAP/2f3Pr1COlGc8jc+c6Cdoy/3e3PvOb9tE99O+lOShdA3/Xtbl0OcDLMtcdkEIW2GVysCrMzGf6CHgq8TRh6mLcepauVk2U24Z5zWE5iADfgZYuPhM+b+4XbV6G+ZaltHzMMU0RQipMeM130il0FCFiTiDfCnyluq0RXK9gx/dDYsEUPBUtz2ndE+hdUk0q5QSVnnZeu8p1BHg6/AidzBxBHK6ns6CzStNihP4UQfswc5ifba7D9cuXYl3eUvSVrUR9zXJUV6nl6gqU 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 +cQ2Q/4EZTAVyHtc5FGfOGTgon6rMdQ3ZsFYasuvlu220zpldt/+bGf82wPtpsfRkXafmtp77pglotfRVK1G7ZilyOVzCUkP02ZCIgjxNsJdCVvXFCEEfYbrDfCZTnRV4uqcaP+utxT/1t+JvRlrwqfWd+Ovz+/HFa9fgp2++BPvedwUmPngZjt69GoeubMKhNaUYJxjn2qh+2xSyKeTz5DO1c8vR8z3i+yCQR7k+rhAOAZ8MVhL2fKfk2JmeVIBKniYVn2zmPlyvAs9DPfX4p856/El1Cc4/8wwM5S230ZzUc2RZuQb4KCDQpd6rqOQrUFdf6Y3LyhxNA+9NLUFfTnFQwXenmssNgQL01Z2OK/pW4D1XtGD/my7AwZt6mVspw2SIaZfa5vvsutiwxnwWfloIV1qDLin2bAWfDXj+ruqk1hkdvyWvkzrebwM8c7E9pQQ8nR6/GRVuRzr6MT68GbvOuxK73/AAorv2IDGrHifVrXAO8P+V6bmp4FWwqpoz0RmEd30HRz71Wjx9ZRcOUL3Pr63ny1WJeX1UgrleQisU4wvrm15Um/MltdoyNCtk1YtOIEjBC+R66TNZVd+sn3h+1OYItK2v3q1wU1n2dioX9TdCpae6zxaWkdJTc3+aVL4GzMiATuBykKcZ1AX32kIkCXAHWAe8bPBlAM9jqWaN/fYM8NT+zwR2Z78J7Cdtx2Mp1OEAr/M403kc4HVdGkDbAT4b/LpOM50zy3Rsl05n7jpdTkKWbMhHupGmRmB0knFup1oyeh7WNbMA38jn0KhQjOL/giqB48NdDdHmCN4xKs2f8tl8nWn9cHUB7i1ZhFtLT8e15afjpU1n4j2X1OIfXjeCvR+9ArGPvASz967Hka1VONqfj9mOFXy+K/mc+Yw6mW4C3cJADvIKxajWlfW6yOfdTdgrBu8A38R1TKMKW+V44kyH0nSI0Pyn7nq8t7oU55+1GKuKChCsKEF9dZHVltEITjW1Gpu1mqCv 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 +dnGu0kfD86DW+uV1Lusd76mK4JPyApydm4r5jC6q2D6/IQN2I4+NXSptGmBWHdLSEZzH5/IaIW+X5QQF/NyPINtVmIShBPy9Z47ARgK+7uJp2DlGh/qiTJWDlxWmpMJrh3S2hmmykH5hAD0lBegpLdIAXzUMGyfOxO8rTkHNI0+ifd8BdPf8U7bgfwLwnR0H0XnwR+y852hsXu5FzUQH9lb70FLi5QXgVCdeLfVVTMCXUMWXEu7lvDjLeQMVE/AygUnCeQV4USQy0kIuXOlMonISmEUBG4NNLPcsjxrU/jRNwQpgCTGBu0CdoFJlfuW5AE6p2KjJe2LR57FUjlK+McALsAXIVOkC40PqmiYLbbcL/P+jHYegS+iIQlXDDQl42aZyUhIJiMMgMMViTkI6VA85E5pSyWy3GkUkgJcbmu/H0lPqt8SZRJ3bn4CniSOToX5KvUtbZF/5G1TLCmKi1kXB8wZXFSCpVlXJYAJepV6Uk2M7uN0uqnepwdLNth5yePwtZdImBXk6ol6qPWbaa4QSAd9CJ9gYzqbay+J+SKVDaRvPmzgcfk6GzbZRER4sDeHbknw8E/BheVIixiWlIJROBZqTA7s+FTYjzULFTCXvpvntuQhQkbrsaapkgdtrh9VmgJVAc5sTUOwbjBtPKMava+ag8frF2DrGpgDfXJTLNmUwsiDgZeEPHjtV+10qR8acoBwDviepnCZel/VsY23Ehx8YYVyjT8eC1EEooUL20fFYJQVjyIVBnw0jf9tEB6Oz6ZBlyUYe1X2eKHlbBgw2qnc6BDsVvC0vFW4dHYQ5HqOCcTh3ihU/XToFu84chh1znBrgCwTwvIZkrggB38b7RBb+bibUVfTEdsuwyXbeQ40E7Y6yMF4r9GBFZhwmZ8ehyEhYG7U+AIfVAKfMCLYweqCzcTIi8lt0/H0DghYDvGyvg210eJLhDSWisiIOa06uxg83LMHuy2bh58lG7BHAF/D6kUXAi6VUMO91 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 +tW2EfAcdQCsf60M+/FEQwps+G261J2HtFAc+PnsENt44FT9dOxJfX1uJL2mf3zQeL15QjvuWBfDsiRV4dLINr00LYMNRvJEnFGB7tR+7Ch0EgqzNq1lrkRONjO7qqfwaQha1hmwzo54Wtqst7OExdKm69fvVyB86BD6uo3Ndm9Mft0dS8cwsHx5b7MJrl/rR9PXx2L9O8uoT8e+jzBgRGIBKP2EeHASXczDsbLvLnk7IZcDvldK3CaiqGow7/z0MPz90DD66cCgen2fEDRXJuGVoCl4/tRDNb56J19cMwQOX2fH6Q14c3EjAbz8WP70/Cw9eW4DL6RROmxvAlAoDPLpkeM1ZcMlC2o5sQjJPKXczFbDFJuudGmCgWtYbpf5MtlqX1WTWEfR62Ay5cOflUMWnocA8ADPK0vH6xRNRs4aAn+5Us1j3h9LQJtEaj1WH5LkZ5WgzxKmWeT21FHuwtziIn8vCeKMkiDN1KZiXnYBqRgVhOhaPy6oA76Jad1n1cFpyYGNbZBUpC9shpYyl8Jgs9CEjbWSsvJ3tdzkt8LmkUucgTKtOxbtU77+cMRK/THVoSyyG8tBKwHdGgryGCHL5u9iBDikwRsD3sF3dJR5t4R8CvoOOu4nX4J4hI7Fr/nHY8q8r0dXY8g/gD7t/UcB3t/yB5g9XEvDTsXm+Dw3VBA9h1VUss1f5NyEuYJfiYArsYlGVq2AbtRh8Y3BX7xHwKr2hAM/PR6GrcvExJ0DT8uuENk1Gy/QG/KGp/jH1L3/LtgTkhHy3Mn5O5c4J8yjkDwGegO4OZTL0zKKi1oYxSlQh08UFtG2EUhtD0iZGKfWEelOBgTebiY861HkzUe/JRKv0CRBcUgzsIJ1dbcSCzREjw2kDNjHa2TPMg8YxAbSNDqCFsG8pMaG1kPuVT+Pxkvr2skaq/K62XiqjoICFYCac6TSkre08Xnu5/V8DXtxiMmJpQhJGDhiM4QMHUcUPwqKUFFxPyPxaXoT6 +gjBvTC+/S0fM8L5bCr7xudQVb6EJ5Dup5lsE8Nzer/z7RTq0641xuL0iF0/N4vOj3Hh8QQ7un5eKO+em4bYlRtw034Rb5zvw7oUT8PgMJ96Y6ceWo6tROyGCmmovIww6MYK8nSq0jaBvLbCjkaCq437Uc7+aPDS3VEokwNiOVr8LTXzcx2iilqH/Nh7rdc5srM0bgLsKM/HS7DAeW+jEi//2oO6L47H9vaPx4OURHDU+EcN8fVEVGoTi/CQq0GS4XOl8zIbTngGHIwl+/2AUFPTHylMK8NMjx2Hdygl4fokX15XE4bZhKXjnrCK0vHkaXr22HPdfYsMbjwZwYPMCtOw8Br9+OB0Prg7h7MVmRgpWjC3KjpYulu1rgJcRMnoebyPNZDFCiovpDBnIJXizCfI8QxaBT8CLE9Blw05zG1MRsQ3EnKosvHP5ZNSumY0tU6zYVpiK/YEUXmu8b3gMpTSzWFeEDjoG+EIe3+J8OnACvjSI03MSMCsniYCn04iur+qkInc5jArykvd3WLII8hw1Lj4GeCvVvQK8ytUb4XaZ4PNw31wDsHBsNr64aiZ+P2MUfp/M66SE55L3eCcjxy5Ghd187KETlqHRnVHF3lPio/F1meVa5kNnWQgtvAb3VY8i4I/F5nMuR1d9cxTwmv3d/h3GgO9Ad/PvaHr/Suy6aho2zfOoFV7aCDiBu3T8tRGIAncFeAVigRTBHYM6IapM4B61P+EuToAAI+QVcGPQVeDVgC2dr2odVgV3grk34FUOvZdTiH1XtiMwJ9SVqdEvBHnMopBXjkDy7kHCnaFoV5ht4j61EkoHCJtaQmoHb7Ad5S7sqHZjz0gf6sb60TzMibpSE+oCmajzZaDRn4tmhq6NVDjr6XQ+dqbhTS8tlIF3y3RYN9yGTRP9aJlbjvZJYbQMc1PF0zlKXwXhJ2kaOWbtkgKS4YtSG17G1Uf7KaSNMnx0H5XvbwTybSYDjoyLx9B+fTGkfx8MHzSA 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 +fVDZ9wgMG9Qfi9NTcAOV2y+VhWgsIOD9Tqi1WK2Z6ORjtxqJQUXmJ+j9MjvYjVberAcLA/iO6vApAv6ytIG4XJeK2+l43pxQgJfGOvFgZTauCcZjhekInOqNx6qxVny5+ki8tiQfH833o+ZoOR5e1FflopEg7OSxVGkvXgcy90GiLinf3CYd4jz27Q4Z3srzz32UVYpkAYvGsBMHaDWE2bdsx8ME/G383nOzKvDg7BCeOD2IHe+fhu+eX4aVJ3owrXwwyj2JiHiTCPg0OHgOze4cGO3pBJpYGiyOVFhdSZg7IhePXTYZ395xJL67djauGRaPO2Zk46OVFWj6+DQ8d20h7r/chvefo2PcKYBfjl8/FcB7MHNkPIYVxqHIFQeXjtvNkwW0pVKklODNI8iNhLoRBj2VPCFvUgW+Mqnm2R5CVcAqHZk6PdU8v281JSHsGogFbNMHV1DBUzTtGG9ATSSZQkEDvCye01Xo1Ap50WSVNOlwbS70YzsB/3lJAR4J+7AoeRDGEvJhni+vKesQ4O02PRxidlnRicpdJmTxuZlmJ+StZhldI4pfxsdL4bFc+H1JKAwMxvlL/Nh88xJsPmUoto3n9cP7u7tAhkh6aH62xcPnbBPb1V7M12k9RYR7sQZ4qVPTURxAc2kh9vcG/MF/AH/Y/ZNKkloOfhOa37+agJ+mAH+wUtIUhLl0rPICkPSMAF4eVa0ZGQlA9aYUXC/AK/hK2iX2nlJ4/E4vwB+CfBT08lwcgQYLcSCScyesCV3pYFWjTuQ3ot9V348CvtNJkNgJb6c2tPEQ4Hvl5rUO12wCNZ3tyIGMQ24pdGAvb7DP+b1XLWl4mmr80XAmnizJxntjHFg/pwitS4aiZTpD/FIz1RUhT1BvCznwo8eMJzMH4kEqyC8WDcWui5aifvVJ2HD6VHxABf/lECqxqSVoHp3Pm4Dht9TQp1LvdNNBSntUJy/3WWbJyv6IEhZYBghHRgl7eaNv4o12J2/k 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 +/hnNychxaPnj1SxW2b9IjqNQVMjzKC/OyG+vsq7EHAH8b6OyuDKnBdtGRjKvpzuHZ0vo/usELm/ozuzWEt52FYcwuD47mkQwJbAmy5s5c2FCNg83fMG+yaI6RwVwZnlzXuzvz8HRsSxtZsPvvRL5o000f2YH8VeKNw8zRV2nOfMg3V6e2/FAwvf7qbbcTbbjqijrPxKs+FUcwNF0b9YleTJC1Fc7s/Ikm5QlzqYCEXYVCBVlGepaiUjnitRzKEszuzL09anE2PAarEw1ZVe2KQfr1+Rog1ocyqrO/syq7MmoLEqyKtua12FDm7ps6GnDiUkxvD7SFf31rhhutMNwszXG2+0w3u2C4W4PCv/6krMrklg8xJZzs1PZ1tuJHaLgb3X1FQXvQ44APl+ulwYJX5XxU3XPqK4adV3knMs1VOP91WiR0hQTCu7q/ooIBAH8B1F/rwUof8i2zQIzpeAvDczmSL9YFnSow8llITy70ALji748/r09c8Z40kMgnxZbgTD/Cvh5VsTDtgLulpXxdqqEj0cFAXx5gbs4Po8yhLt+TpQo+CGdrNm9SBzWpdGc2dCEyV9WYt9yL97cyZB63gRDTnMKnrfg4vF0eraoRYL/Z/LZsnTKrsvUob7snBPPjjkhzB1ixZT+VvzwlQszx0TQo4MH0cHVcbMpg69DBaIF3J1jzFjQOYQ1bb1Z39CRrWkC+VSJjDKcWZfixOJwc+a4V2V1gDmH5fqebRzJjnr+TJeIdqCjKQ3qViHGvBrBtrXxEbg7q8hES/tribaItlpYRMzdWXXTyDYnAbxdXQG8GS4Olng62WkLcduJmnd0NRcnaEKGdx2+SXbjWPcMnvTNlmjOg/cRtlpCOy2XkFwfbdCDAL5ErkmJKHhEoaOlIpHoWr0X5Cqv1cg5UfHyuljafUGYB/lhEs1FRku0mMbtlt14sWozhmLdR5b87338j1XwpSpejzHvvDTyhRQeGcD1zp48TLLkfaSAUdT7 +JwWvddEo83fQ1LgaB/9/BbxS5grqytQYcKnQ/wnw6vP/Bnd1U1b125dmJPwPK4V8Kfj/1f3zb900n2ayflLrahx46dA8NVTQimKBT76A5q2oy/vR3uzztuYnqyqMdfqcJW29WNLVh5HZdRjV3JK1I+P5c+MXbJ5Qj0H1KjKuYV3WdAphTpobg30r8H26Bct6BLGgVzCjm1ozs48P+2Y348KyTizq7seIqOosEEW3KsWN9dKo9mR4cbqFD780smJ//aocalqVc13NOd7WhD31q7Ei6nPWxFdhT1NHLcHZ1q6eLO7oxKz2dkzr6cS0L52YLnCZ/rU7c0b5MW+0PwtGebNytDfbJvtyYIY/Z+b6c/EnH/5c6MW15UHcWB3OtTXh/CV2ZV0EN0Sp3zmQysPjWby51AL9YwH7mwbo3qVizE8Xy8CQ20BUbUvy77fj9JpQFg6ty28/JbOjrzM7VR989yDeNQ3SRgblqzHtatKZWs1JlLy6yfppzVx1g1VLRyHXS90YL43IVHQm9UcgkhPkxkuxi1Jf1llXYZ5LVS4NzubAl2H82KE6p1eH8OL3hhhfisN53ptbJ9qxbUEMo/raUj+yLEn+Yt6VSfGqTpY4t4YJtWiWXJv26WZ0r29Nnwb29G3ozPAOVkzr58fGqZnMHx7Od13M2Lsogdd/dSL/YTdy73fl/a3u/L6/DV82N6VJbFnaptZk5ZxQrpxsxPu/evHmj14cXZrKlC886Z5el+yo2kR4V8PXuRJe9hI12JUnxKk8mX6VGd/Smw29YtnQyo9NmU7szHJmV30XtmW5synNnZ/CzJnmU5up/ubMF7iPj/Sko4sF6eY1CatbgwCLOhIAmeAmqtxBFLsa9qjuLTg52Iiit8LNTqIG2ebiLsBX2SId1IpOZrgL4H0cbfGQzzja18DDrjLhdhXp6VmT1dn+3O2WzqvW8bwKc6AgRNpyYOm10at2p+6JaSpdLEAUe4A44kC5boHqfpmDqHm1 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 +u5uDBd721nhK6WJbFX+biqTYV2ZsmB0Hm0Vwt3UsT9TN1VBbbdRMXoANBXJddCpvlL8awaZupKq5GvI8QNpvgLQrlVRQAG8IUNvlfW00TSngi6L9yIsO4mVsgvChAQ/6Dif35K//AF4e/8MBb8BQ9IeopjUUX/yO+4MjeZJlT26cA4XhAvcwNYPNCUOoUvCOUjnEyysgK+WumVQObTbjf5i2BqvA/VOOGm1Y5X9R71r3jVgp3JWp5wIHgbyWmfIT3D8CXrOP2z4BXqn40rVO/yN6UMnPtO/VvtNWKrY9z4OcuSAVdYlNTaZbV2ZTizDOTOvIki8jGJZtyoyeviz+OpqJXR0Y1rw6a8eFcWh2GnvGJDCzpSPfppmx6dtMTvzYlVndwxicYcmsHgGs/TaZDWOSWNovmDkdXZnezJHvU80Zn1KTjV968WJTC17ub8q7ow14Iyr6w2/NyD/Tjptr0lje05p9I0N5ub0XeceGkHdyEPnn+5F7qTcfrnbm/ZX2vLvSjndX20rZibeXu/L2Sjcpu/Dmzw6yrT05f7Xhw7XW5FxrI9ZOrD3vb3bh7c3OvLnRiVfX2/L6eive323J+ztNeXurIa9vNeDljSyeP8zk5aP6vHzcSMrW3Pq1BTt/DmXWl9ZcWtCMXQO82d7WnqvdA3jVwpe39ZzJDbSiQOBeLJBX57Y0XYEAQq6xWthFpSooFEddrOCurqWnmsOgunWc+CCK8ZU42QuyfZVtJeaJEj/dP0MihQiWDHDg1oGGcvxtyb3dklvHE9k115W1Ex1ZNcGDXT/F8suK+pxd24pfV7fl3LrWnFrfjNPrmnF8ZSOOLW3ML0uacnBhYxaPcmF8jzr0alCO7lllGdCyEj8MNGPNTDs2/WjDlnl2bJnjzqLRzgxqVplvOtVg6WR/Xl4Xh/m8hwD+Cwqu9WXvj9n0a+hIPa/K+DsI4J3K4OtYWawaPhZVCLaqSqRjWTonWrB6QDobuiWwoaEXuzNd +OVDficMSTRxp6sHmBh7MibPna+86tLKsQrpJFRItahFlUxt/K1HuFmY42VhgJ0pdS0MgUHcQc3EU1a4A7yyAdxGVLoC3dzPDzlkt7q0SkYmCt7XC186MIOtKJMs57elam+0ZIdxpEc+zNIF7jBO5YfbaYjL5AnF1L0pNPlQ3UhXg0ZS6GjQh7SVA2pLWRVM6kkZT8Erlq6GSYR4UxgjgY4N4niCAr9+UR8PHU/jndW3RoP/tj//ZgMeAvvgyulfrKb4yjkcjk3gilTM30ZEClS5Y4K6PcMaoZmaqhbg/joLR8ruLaYBXMP8EeKXa1WuBuprdqlb2QSsdpEKVjr5RgNcUthptIzD+1w06afyfIK+6bD7lnVcpif8d8hrgNbir2ZIfAa+iCtUl9BHwpasN2fJBfuuJvwvnRD3Ot6rJVJtqbG8fz69ze7H8q3jGtLJny8QGHPypLdO+cGNMJ1Murm/Ds18GcGdjD9b2D2FSM1t+mdmWaxuGMr9/DONau7N9UgN+Xd6D8ys7c25RW07ObsovUxuwpn8gs1tZs2mIN8Unu6MTIBtudsB4V+x+Zyl78XB/Y1b0sWbHN4Hc29iZp7u+4PHebvKbHXl8vDX3jjXkztFsKcWON+DmoSxR9PW5frABV/dncmV/upSp3DiUwq0jYodTuH4glWuHMrhyOIs/DqVz8UCKmKjVg/FcPZ7AtWNxol4jubg3nPN7JIo45s+548GcPhbKmSORHFgbyZKxrkzpYcal+U3ZLv/H5jYO/NnNn+fNfXidrPLJWJIvkC/6mIJBy0Ek17dEFLpKY6GTUF8lIysWyGuOWqIrncpRL/t8CBUFL4A/L9uXWZVnUbApR/oks7F3CGu+8eb5mY58uNKWuycTObTUgVXjTNk204NTa5J5croXL84P4OHxL7i1tyuXtrSU7fU5tjyd3XNi2DA5WPb3Y8m33swcWIMx3SsxqE1ZvulSRYP73JEWrJhmKoC3YPciR/Ys8mXD 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 +5ArgX8rxXpXKutqpAnsb2PNkalM+7O7OmpGubJ0UwK29HUQpNmHbVH8OLvbjqQDX+KwLLy5ns0GAv36iF5c2N+T3zVmitv3YPT2G27u7sH9OND/2ryWf8eD5H6IoXzZD9yYFfU49DPmJlBQmCtBFSeYJdPKDMBREohM1X/yiJTdPprF4TE32/OzB+6vNMTxuikHgbXhZX+DbAF1OYwFwI/QCacPrRhheNUf/ugWGt03RCcCLxXSyXf+2oUBK3n/XGIOapanKHPmu3GYY8lQp23IbyzHI931oQNF7cSLvk+V5guZsDLlJ8p315TdakHenK2dWJ2ldUud+as62r0LZ0slTFHwML9uG8jpF5dGROiChv07104qTV/3rakisArxOrlWxnHNlpcNiFeBdKPR3JyfSn9cxoZxys2atay3mRpozt7mo+bHO3Nmeje7WQH7bmsy2ec4cWxfIqyttePVbU06u8GPdBFOu7o+k8HETiYjkfBSlC8zjKNFFCdwjxSLEwmRbiABfYK4LFIAHyHN/qdMBlBgC5Xlg6fbiADEpiwT8hZFa4rH7vzdki0RQXzapwrB2Ftr4+UHNatAvvQp9E0TVSxQ7ItmWEQnWjEq0YkKaIzPqRzM9K5ofMqP5LjGIDg416etlysRED+Zk+DE/3ZNlGRLdpTqzKNGOxfWcmS+An5Dkydex3rST85PiYEqQKHY1zNHH3pQwsxoEmlQQyJfFw6IMjtZlxSrgalVN9lFwr02YwD7J2ZRG9nXoJmLox/hg9mZGcS0lnAcSIb0Mk/MtgC9W6wBL2yjS2oRcB23Mu+q2VPenbCiSyEolENML3A1iugCJeP0dJAoTYRQowkgcuAZ5bd1Wd3EIPuRHR/I2OZUn7bvyatZcDM9fyDnVCTs+QuR/8eN/fh+8utlaUiwN4TnFl6bzZkkjHvXw5E19O/JjRA2oBZcltCsKE7iLl8+XilKgFLyvMoG86p5RgFd9fkpJK8ArcAuc/yvg 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 +TouiDN6ust1NxJJqdypVgWxXEVigqwBemcr4KXAXQVQo8FddnCrvlC5YLcrtI9c7mGdxiTxs1JxXM37UVnEyGkQUKvX+j4D/nw94FWappGMGUfGGN8coPj+etxMzeNXeg7xkUeUxouI/znRTScfU+oxqlXW1GMCnm22q4mjdLP8OeGUf4a4lARNYa9CWCqQgXzohSSqbQF1FAJ9Mvffp+ScnUTrWvRQqxQJ2vVLuQValIzkClcl3iBUFqSGdDhRII8oJd+GaqJktDmXYmVSXFzMaUbSpG6emR7JsuBUnV8ZzdEUYC0ZWYf8iV95ca4z+RUfe3mzC8S0erPnBht83Z/BIAL9lkosAvi5Pj3bm3uG2AvcabPihGs//jKLodZwo5Eip9MHojX7ojL5iqhQT4OiKvUTVi8pUIzlEfd84UY9ZA2syuWclfh5WiyUC+wUjajNfbOF3tVn1gxUb1NT6uXXZOKc662ZVYc20KqyaXJWVk6r9y1ao11OqsnpaVdbOLLU1M6rI/pVZP1fem1GdFdNrsm+FA1eOxpBzrwm6D2lyLDEUaw5I3XAMEscTSuGTNFHM3iwdUYcL8zLZMziMne1cudLFn5y2XuSkmfEhuAIfgmpQECKRlCh5g0RORh8BioKKlEaJoAwq0+THrrPiSEdex7pwPd6FU1EOzLErw0TvMoyqV4bN4yUSvNka3aNO6J/15MS2ANbMNeXgek9eXFX53FtzcVc4m+eYc2G/tzioZIrzo8QxBcg5/QR4KQXwypHq9KXq/JNS1xV7lzow5WTFjKr75pOp7p3iEPQfInn/MF3OTSoLxouTn+fD6786YHjVhcKHnblxOI2dsz0ZlFmeGe1d+alDADMauzEt25UxSfb0EIWdJdBNMClDorK6n5Nc5zOBfVnaOVSit2dNRoXZMDHaiR/i3PkpK5ifMkOYlRrED8kBDAx0oIvU7YEC9UUNU5jfIIm5oshnZ0YzLj2EofHedJVIoal5edrZ +VWWwOM0FKYEcaBjPb5lx3E6M5nl0iABYIC3vGb1MKPFUkK8rgkkiWgG2GjJc4u0splR8KeC1se/SdlXfvHpfdbUViUDLF4dVKG1MdeGotq3633UBPhKFhfI4Ppl7zdvydsVaDPcefBSF/9BdPf4eXTQSahmMAvkPf1D41xxe/dSCuz09+ZBhT2G8XPBIAbFS0qrvTlS8MkOQyllRCnjVD6/UeekwSAkFvZT9RzeMBnkFaQH6pxWdFNhLV+K31Uwv21Tl+wR8VZYCXvXtyjHIZ1V4qYZi6gXqBg3syhmo9+W7JcQtksjigxpJkxDA+xgvfg8wZb1LGfY3FAW6qA2F23qye4wvG7734MSKeDbNcGLp2Gqc2exL/sPW6F+25+mf2exf5cLaHxy4urMx9w60Zt0YB1Z/a8OrEz24vq0pq+Qzu34yIedOErr36qZfmKbUi0U9FhsFMBrgFXzEipSaFKWsi6XoTRbXjiUws38NZkkUsUZAt2CYKWM7lmH2QBM2TvPj+Opkzm6ux/kdIfy604tT2+w5sd6e46s8OL7Sl+MrfDgmdnS5N8fk9YnVvpxcK9vXeHNuc5BYAKdFjf+yyp9tPzqzeEwd1k1x4ML2BC0vjfF9W1HyqXJc8eh0MVKGU/g6mzPbvVjwTXV+m5/FniHhbG/rzB8dfchpKQq6niV5gVUkOqot0ZuKnJRKF+Xuo5buExMQac+1qMpS4GBFQbQzz+NcuRhtzw65DjNcKzImsCyjG5bh1JpQjM/biVruQPGzLpzeFcj6H805uNaDF5ebUXCnC38drMeOn504td2Tl3fqCeDrUVgYgaEkHH1JkJxfdb79KRKAF4laV6Y5VLFigXyxFkFJ9KRG1BhKb8J+spLicIy58eQ9zZSIKp0l39cWZ+Ig0UNjSl62kGNrw0upB7/vDGdsh8qMamLCnI5+zO8YyKL2wUyp70rPMEuyHSqQYVWWpo5V6eRtRg85F51catHVtgJfCOS/cq3G 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 +qDPLRnhzbH4yN7e34NmBTrza25d1A2MZm+7M6CRXxqZ50T/MnvauFnQRyLd0rExbpwr0l/o3VdT1oqwAtrWMYXeTMDYnO7Eh3pQtsTU4KGr+aH1njooaP5Tqx65Iew4JnA8L4I+muXFQvn9bqgPr5DOTI00YJYAfF2TC4jQfAbw7OwT0u9O92JnswcY4N+Z41GWGTQVOizB6kBnMw0QfngdLG1MjzgTaanhxiQBeQd7gI+1UAG/09ZDnqltGRIeXMg9NtasEgsYQD2nHHuhVeoLgYF7GJHG7VVsej/8B3fMXH5OLfQTFP49/Pf5WgNe8s1LxJfmUGO5RfGky735sxbMBkbxJV6mDzSgS9aKGURX7SmgnIFdZ65RyN4YK6ENVV40jWhIjAbBehYvq5qcohJxwN97E+HIr0otfvG1Y71yHZU7V2R1uz4FYBw7FO3FMnp+LdOaPKA9uxvhxP8xZzImHkS48lor8NMaN5+IUXoe68D7YiXxlQXa8D7TiZZgVD2NsuZPkwMGQOqxxq8zZnoG8Xt+Ym8uyWNbNiS3DQiTc9mDZtw78viuK/CeN0auc6u8bUPysJWe2BrH0W2uO/BzNvmlBrBluz/GFUby/3JOn59uz6gcL9q9w490DAaco+KIPUeiKAgXwAnKDqPdiXy1fSpFaeMKo0heIitepPCmRosKzRS235tbpZFZNqcmhZe68v95SG2+te9KNJxdacmpjJCsm2PLH3nTe3WhB/v2W5D9tTO6DbFH7zTV7f6sxb2824s2NbF5dzxTL4NW1dJ5fTubJ78k8upDM/V+TRB3X486pFG6fSOHWiVQu7k5iyVgHRnctK7A05dBKD46v9xLF7smeha4sG2PG+K7lmP1VdXbM9WP7HF+2zglgt4B538IEDi5JYdfPUWycGcDqqb4sneDJwrEezB/tyawhXkzp58G4bh5818lFzJmxnZ2Z0F0tBG7GlL4mXNjakPun2vPizw48O9+cR6cyeaAm 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 +MgxoUpdvRXh8K/VpWIopUxoJ1Ft7sKC5A3Oy6zIz20REgzk9feqQVk2sbg0auZfn+x7SBjYO5NXoNG5mWPE6oi7FgRLJapPwBK4ebhS6i7p2d+BagCuH/R0E8DUYULc8Izzt+NrHgX5OpkyMcmd+dijzGgYzOzuIaWnBWtrgHqLYJ7mbcyjOizMx3vwV4cX9CB8eRwTyPDyEV2F+vA92JVfaoFrJTK2JrJbGVL9v9FazWZ1AIokSX1HuAnil2vV+XhrkdWrSk484d081q9WDt/5BPI2M43YjibBmzaPwyhWpG2ohoH9mr/5/Pf7egC+R8Mz4RkBzCcODn3m1sC13vwjmQYYtb+NELUTaYgiVShWgUgfbaFkf9VJpi70FDl4uFAf5kB8RwK9+FqxyrsA8jzJcnhKG7lw79Nd6or/ei9WjnRicWImpTczY0TOYlVm2rMuQEDS9DvszzNifasaRdFvONvLk16Ye/NpMrIWDwN6aw40s2SsqfntDZ1Y3cGNmihlDwz7j5951ubknndxbotJfN8H4uqGo5cbc/jWeNXNrMXtUWdbPteS3vbHk3OrHswt9BODejOlUi7EdK2srIF0/FE3B3Sbk3GjFnp/dWfBtRS4f9abgmajCDxECDwG3UucK5GJqBI3KKlmk86NIjapRGSYF+AZdaU74Ep1a3q8p1858VPAbnch9nIFKFGYsCNdSHpQmJvOXz3gLbCVCMioAi7rWoKsALb8pEFcLiah88xqwxdSkKkNJ6XP1nnIw2j4lAnox9Vm1hGCxWi9WvksncNeViHMuERVnVGBXkYeaoOUtDkolTXOU953RIdfQKJGYQa2YJJ8tlONTffeFqsunNL+97n0b3j7oyh/HW7J8ZiRDuzrQMd2chhE16ZTuwBfNfPmyhT/t08xpHFWLBN+aRLrVINSlGiGiTAOc6uJnby7K3FJAb0ugszXB7hYEudUV0AvMncsLoz7Hx6UMAZ7lqBdckeax1eicVYue 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 +mB4OM8HRcBMcDuE6wQY4E26Ak5FcN9oURyPMcZIQPhVmjjOE+xmudybKBGejueT7p0INcT7UhAKJIirMFieDLHE63BpnCPaz0TY4H2eD07QTcTz/Sba40N2Z5iKxi6kuOBvDz4SY4TD36TD35Sj34ViUGY7GWOBwpBkORVliP79/d4g5dnLbu0JssTvSBdvCnLExyBFrA+yxyt8Oy3xtsNjLktGFBRZ5W2IhncDCQDvM4eszPS0xna9P9jDHRDdTjHc3xwRPKwxn5DHU2QRDnM0w0NEU/R1NMNDFHIPcrTHEyxGDAz0wLDwIoxOiMal7KmaNHI5548Zj2cx5KEjPQem3H/8G/P8vf/8B+AY8eXwKm7cFID8vEj+/9qVa74NfL5Owb5UGNi/shPyTvHG+Mfz+LTojiVK7WHy9n4hdY9WwMLod9hPwGamWuECoXwjsgrwwVeSHaaJQqPcwbeRGGSGbF+yZKH1sD+iK5X6tcHi0Cu4ftEXDmwA6DzHGux1vTsK9zoZmxbBNTMBsLpnHtAEEPcRYNJYQ1TRN9VTeFaF4ecMZe6l6JVU0r7vhN4F1ZqMG9i5WwI1zhPnHFNRSiefsd8TmOXJ4VORCtRqNJtH1XfTArHWSlGOKnpNiNv9GMf6JGLHwayR+3IuXwHnNoC7YOobKbIwKNo5Xwv55xsjbG0b1nIyTa30xpacCRsW3weZp9ig50g1vCobh49UheJIdj/x9nji8yAQLB3TBqIgWGBEmhRndOuDUMmcU7wnG8/QUfGDE9PlKEmGWxghEOKm+KH3cHxVPh6P6xRhUPx+Oime9UPW8N6qfUUE/64v6FwPR8GoQqp4S2g9S+dlY/H6UgF8P4vHjbgy+3Y7G51uxeH8tGq8vR+FlfgIeXYylk4jArVPBuHrMG0WHnZGzzxqXdpvhzFY9nKAd36yDE5uNcHSDCXYvM8DmuYTbVA2snqKDVZP1sGicFmYMU8LkAQoY16sLRtO5/5HSHmOT 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 +CdBTXRytuLKKPrWuUKOjC0dQJfdMWl1Vct8J1p2LB8XeZUMA9UHwFsoJS12QF+AFd8lrAd6NZKaTlAN1dYI17R5eMiRqVoyNV1dMTQB/zsA+cdeK1fHmKwB8ctEcIMskf/bT96O1vjwu8tuEC4fEYwxvNq0bEZVrBySAr1sAAzuxAsC3L1QLYtXDVJLA1ol2deOM/l3X7wp8CrHugiqAulxLSZcKowD98XnSVbeNv5OPHuVQzlCyAqrknVoYVau4kWfVKAOtMYG9BgB1jffWsQcBWvp7sdhhxGYslzZAdzfl9EMgTfwuLCUYESvP4WwLAtSi1Q0ouOpHH2NxxocWolY0gg0Vp2HC4FBapiljOzwldDWPyzgFlbTBAsbRwnLI6e5LwVWQy4CdAU9Qz+Dt7wzSkgBpqBKQIQsXWLGENAN7Ts/3u4Kq6XjPuP7O6XcF+BzfUZUCriWta83fAreUQS2Dt/EMCwAtwFWAN25XhZDraxmtoyMMqTmNamh3gEeQ93jXpASJX0yqa3lLRX4CrJN+Crk+7uznFlhd953W48MjqXxQLeUplEIxCnAdeR385lrydNxByW0jqGcXTtdrQb+4V4xQMs96bb1S3ehP18HXTDJt87KMBbgnfzWUJ1kNBd/s3hCoBDPdETsTUO8HZC1uV9FodSerF9q3sgbDyR2oAmu2ftP68N8D+MJ9Y7y8Lj8tmYTHcx4Z4LX0Bdyd8JbGiO2clZmTxyowlZZp2/Z1k3Qn6VbpSxrwLG3u8loVhcZPxYRPY9CQpwe9pWWS9p39qKtJ5eIoBUMIIM5uF8usIlRGXFmk26py3BEpn9xekkrF0PbNFryWezHpXtyTBPW3VgzHQh9BOCz2LB2UAF6+y5a7VrzuGidcW0knv9tMno6422hrAb588fB4fsGYuH3C4Dirf6+4ZdHi2JnWwR9AAP/zn70fnS21cdmamfHFssHJRbPxtOFRfdKgqFsJ0y5DQBfTGQhrq5sHGH5p 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 +zj+DpeSzDPKCWQZ4rwVXwc17gnSOa2g69mUG9s4FxcoZn9smXdvHdwXiNBpJvnjq58QxdXMXrEsX04c7bHsMJPvB82PcACTI5wlk0zRfyXyKehZKMLlB6bfibB7u02bu/HZfiRuebFv7NRs7ypS8kfrdZbsAsS4iNzolhWKdzZO62g4CvOBtHW1T80/3S31p/2bAd8OSG6AywEuuYtNiF2c0Jg2zS0i3T8ItwN1JVgG+bQHtC8jXYqBWLBkebyyfGPdNGxIXD+wZN82ZFvWPPnJgTbL+GoD/Hhb8DWcti3NHHRUPLB0cm9eNjK3LemPBd4tKv0k6F8ZLDUsnuXIFy0CAb53v+RQFwGWyg+1cO97huG6dNDFJvGzB61dPID/bc2iOZbhUXAvs2TefTnT0fBgYU3DX56//Pa2lF1hIz450Ii+Dr/nLXJnJMiBZHq8FL+NkgBfsfS/Hy2Dgb4EgA7wMLPNaV981bX9LppPAGMZXGAQGrZ5sHe4DeMh0c9skBQUJoNbFdkpWLu/7rkKroHqt0pBkfoVQQPGAKAUiUzpMCYFQETh6sj65XTJ5bx/AUZZc7ySggK6h7+iTl7pOpOYVMUlwS22RlWVq31J5HcWYVs7fd3LeNfw2jsBRgFMx5JcyWAo4gpeh9TSOvzMIZqVmXQXCTP62HXxHElzM1/ytl2QZvOd1rrtAL8Dntt63TJJ+MD2BJ4EMeWTw9n7XPA1T25tvqYzJfWYduZZ01fhbYE+ARprWIwO875qW7hi31u9ZNDD2arlzz+emKZl/bhPBXbLctql18LcjD5VU3tUrj7oD3LNkOjCyPDhsr0cKaMmX8k1HYE8rlEyhVOER+rRwVQnIRRsm/i2FxVHc9AfpJ55Aeez0e6xiQJIBlR99UjpbKJdbkE/KxH6Xp203rgV9f0uJ17mf2tj2pb390LYWu4cOikOSSyczHuQjgsUbf7u5Sevdbz1kgE+racqQe/CrYvGw2LhiUjwwfVhc 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 +VUrEy5a7yioJb0lgfd5gWgiywCW4C+qJqLdKz+e1M7DGEWSVQUqHfm0AKFVitSiv6qk+I08VlaM2fdP0vx9ccELST7k5WjH05EH90NWTdJuQrwAowDtCg2+ypS5lyz27aYyT/Nb0hQDfmixz+g9Koy/6RvDX7dZJe+te8HwRn2nxtxM6KnMLv9avbpdOADCdeEr8NwH6vQDSToDO9HcB3m8D3HuXF0pTQN21TKsZC3MFvCjgO8KDdtJfe5ZjBWKxNsHf6SM1ultog3YAZeci+hKAEuD9KI7uAfu2FZ5uhrflb10J7aTTThotyFYz5VB2WgR2+qwwSARd8pN/yb8xGVmkwSh0N5a8YLoT/mqz3iiNVtqgYxmWqZ+kwzDbCdB2YCC18qwJBSRv7lxa1GnX8j6kQZtgKBR8xOiWemo8dCxFVpGbZCSV+K0emWpBbuqULX573SjPwCPtlKedNm7VuHBUmeqlu8h2w1rHom5Dllvo150A+M502uSgeGfp0Oicz/XCQfSdVjXWPRb77qVa7ljby4ZSPz/0r8vMNu0LHzLSx5hoUGEuJV2oBaBuYQTTunQAsgc/AeZtywak335m9O1TRseeNcOic/XQ2L12ROxePYS6D0aRDk0WfO2y8bEFgH9u8fS4bvSQuHDowHjpmmviPwT3tJP1AAH4X/78p3H/dZfEKcOOjNsXDYk31k2OcgC+kk5rEOSW+Nk+QB5gqoVhKrC4axHYJhi5jTj65P2QdgMA4DdWGwFhv7+aGMxhrJZdYjQtIYZddjrM3giAa9Eb16GlFtEuGHM3neZEl5NsDr/zCgY/DeYkVKN+QKwMAT65UGRCgRrQbgTspSYYVYBL1jxM3IawdCC4rTBokwAvUEICppaJlk87QuOuXeuk0LQi/M0OUSlDJYqkApCro47NMHQLVlwLbdJAmRqoo+3jMcpSix9IgRqofwNAVU+cOsCgUgsfRq0FFOqpexNM6ZbpZqhVq47fSfBJv1EF 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 +dO8c4swbEffNHR5fmj0k7iT+HXOGxu3c/+KUvvHFqf3ii9P6x/XTBsV1UwfGF6YMiC9M7QsNiBtmDo2b54yMWxaMixsXTIpr50yNS6aMj3UjhseVs+fHpgceARMPNID/1a/inuuuiNVjesX1iyfG46fOiBdPmhKvrBkXry8bjRWDdl08CjAbGVsQoE2LAIrlEwCFCQjiaLT4sEQbYIw3EJwtgMkGmOaFWX3i5bn90eRD0MYAzpJRaPIRWAbjYuuKsfEGzLdp6SiskrGxY/X4qIJh69ZNT1TO74q1E7BMpqRnGwUtmHszQrQRQTdMBHhVrJsctWfPiOozpsTW1WMoF/Gg1xDU1xHS1wQSBPcllMHLgPh6QPwVhmsvYxG9DNAp6OsFKITzjZXj4g0sjA1o/lcRmlcIX6ScLyAwL5H/q5TlZayFLwOeCuwz1C0JrkKPID7jfQT0OYT7OQT5eegF6ix9hTZ4avYgBHhofKUMASaO955HWT5Pu76EwD9XRrz0W7AYDUgg5HMEiaG8Nyy+bAj5W3q2DIGnP55bNIayWK6R8SSC8sgMhHPagHgQwXiS+08S7/H5I+KBmdybPRDBHRQPQw/NhSjvI5TjkXlD+D047geQEgGQ988egCArpNAM3kWYHqYc980aGHdO6R23I8xd6bYJJ8atE3vELZN6xE0TuseN407YRzeMJRzfLW6d3HMf3TalV9w+tXfcNrl33DKRa0DgDsp9++yhceN0BHRi77geunFKv7hl+sC4hfrcMn1A3Aww3Ep5vL5hMsI7vmdcN6F33DCpH/H7xrX8vmF8b8rQO27l3u1TBhL2j5sn9I2bvA99cVyvuJlndyH0t0zpH9eO6xGfH9M9Pje6W1zD9bXjTozPjz4+rhp5TFw54pj43KjjGcp3415BV406IdGVI0/g94lxzdhehD343S0uH35CXDbihLh0VLe4aPiJiS4e0TMuGdmTsEdcPLwH173i8tH94oqx/eOS0X3j 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 + + Cm ce050101-4530-4332-90ec-6ac094336e40 \ No newline at end of file diff --git a/Empresas/7/Formatos/OC.rdlc b/Empresas/7/Formatos/OC.rdlc index d95180cc3..a7efae56d 100644 --- a/Empresas/7/Formatos/OC.rdlc +++ b/Empresas/7/Formatos/OC.rdlc @@ -256,7 +256,7 @@ - =Parameters!FechaEntrega.Value + = FORMAT(Parameters!FechaEntrega.Value,"dd/MM/yyyy") - =Today + = FORMAT(Today,"dd/MM/yyyy") diff --git a/Empresas/83/Formatos/Factura.rdlc b/Empresas/83/Formatos/Factura.rdlc index 2f1cb057e..6f5f865ca 100644 --- a/Empresas/83/Formatos/Factura.rdlc +++ b/Empresas/83/Formatos/Factura.rdlc @@ -26,7 +26,7 @@ - DE C.V. RFC: CMN9810221L8 + RFC: CMN9810221L8 - 8.91698in + 8.41698in + 3 + + @@ -715,7 +724,7 @@ - 0.54708cm + 0.51379cm @@ -741,14 +750,13 @@ - 2pt - 2pt - 2pt - 2pt + 3 + + @@ -773,10 +781,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -805,10 +809,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -837,10 +837,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -869,10 +865,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -901,10 +893,6 @@ - 2pt - 2pt - 2pt - 2pt @@ -934,10 +922,6 @@ - 2pt - 2pt - 2pt - 2pt es-MX @@ -965,6 +949,435 @@ ImpPagado + + + + + + + + + + 0.07938cm + + + + + true + true + + + + + Impuesto + + + + + + + Textbox108 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Tipo + + + + + + + Textbox109 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Base + + + + + + + Textbox110 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Tipo Factor + + + + + + + Textbox111 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Tasa/Cuota + + + + + + + Textbox112 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + Importe + + + + + + + Textbox113 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + OR Fields!Tra002ImporteDR.Value > 0 + OR Fields!Tra003ImporteDR.Value > 0 + OR Fields!Ret001ImporteDR.Value > 0 + OR Fields!Ret002ImporteDR.Value > 0 + OR Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + @@ -980,22 +1393,21 @@ - 0.46771cm + 0.07938cm - + true true - Ret IVA: + ISR @@ -1004,9 +1416,46 @@ - Textbox2 + Textbox61 - =IIF( Fields!RetIVA.Value > 0 or Fields!RetISR.Value > 0 , True,False) + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) @@ -1042,9 +1492,11 @@ - Textbox4 + ImpPagado - =IIF( Fields!RetIVA.Value > 0 or Fields!RetISR.Value > 0 , True,False) + = IIF( + Fields!Tra001ImporteDR.Value > 0 + ,False,True) - + - + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra001ImporteDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IVA + + + + + + + Textbox61 + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra002TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra002TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra002ImporteDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IEPS + + + + + + + Textbox61 + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Traslado + + + + + + + Textbox204 + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra003TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra003TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Tra003ImporteDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Tra003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + ISR + + + + + + + Textbox61 + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret001TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret001TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret001ImporteDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret001ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IVA + + + + + + + Textbox61 + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret002TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret002TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret002ImporteDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret002ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + 0.07938cm + + + + + true + true + + + + + IEPS + + + + + + + Textbox59 + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + + + + + + + + true + true + + + + + Retención + + + + + + + Textbox207 + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!ImpPagado.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003TipoFactorDR.Value + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003TasaOCuotaDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + =Fields!Ret003ImporteDR.Value + + + + + + + ImpPagado + + = IIF( + Fields!Ret003ImporteDR.Value > 0 + ,False,True) + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + + + 2pt + 2pt + 2pt + 2pt + + + + + + + + true + true + + + + + + + + + - 11.71431cm + 11.58731cm - 0.84667cm + 0.41981cm true true @@ -2774,7 +5229,6 @@ Textbox35 - 0.17639cm 17.76633cm 0.41981cm 2.94979cm @@ -2821,7 +5275,6 @@ Textbox29 - 0.21343cm 0.31132cm 0.41981cm 6.8491cm @@ -2870,7 +5323,6 @@ Textbox31 - 0.21343cm 9.1611cm 0.41981cm 6.02198cm @@ -3005,13 +5457,101 @@ TipoCambioDR System.String - - RetIVA - System.Decimal + + Tra001ImpuestoDR + System.String - - RetISR - System.Decimal + + Tra001TipoFactorDR + System.String + + + Tra001TasaOCuotaDR + System.String + + + Tra001ImporteDR + System.Float + + + Tra002ImpuestoDR + System.String + + + Tra002TipoFactorDR + System.String + + + Tra002TasaOCuotaDR + System.String + + + Tra002ImporteDR + System.Float + + + Tra003ImpuestoDR + System.String + + + Tra003TipoFactorDR + System.String + + + Tra003TasaOCuotaDR + System.String + + + Tra003ImporteDR + System.Float + + + Ret001ImpuestoDR + System.String + + + Ret001TipoFactorDR + System.String + + + Ret001TasaOCuotaDR + System.String + + + Ret001ImporteDR + System.Float + + + Ret002ImpuestoDR + System.String + + + Ret002TipoFactorDR + System.String + + + Ret002TasaOCuotaDR + System.String + + + Ret002ImporteDR + System.Float + + + Ret003ImpuestoDR + System.String + + + Ret003TipoFactorDR + System.String + + + Ret003TasaOCuotaDR + System.String + + + Ret003ImporteDR + System.Float diff --git a/Inventarios/RepEntregaAlmacenRuta.aspx b/Inventarios/RepEntregaAlmacenRuta.aspx index 6b3f51c34..489d0cbbe 100644 --- a/Inventarios/RepEntregaAlmacenRuta.aspx +++ b/Inventarios/RepEntregaAlmacenRuta.aspx @@ -39,7 +39,8 @@
- + +
diff --git a/Inventarios/RepEntregaAlmacenRuta.aspx.cs b/Inventarios/RepEntregaAlmacenRuta.aspx.cs index 229e939f5..c9ec4836d 100644 --- a/Inventarios/RepEntregaAlmacenRuta.aspx.cs +++ b/Inventarios/RepEntregaAlmacenRuta.aspx.cs @@ -311,14 +311,17 @@ public partial class General_RepEntregaAlmacenRuta : ClsPaginas DdlChofer.Items.Insert(0, new ListItem("Todos", "-1")); } - + protected void CargaEstatus() { - - DdlEstatus.Items.Insert(0, new ListItem("Todos ", "-1")); - DdlEstatus.Items.Insert(1, new ListItem("Registrado", "0")); - DdlEstatus.Items.Insert(2, new ListItem("Timbrado", "1")); - DdlEstatus.Items.Insert(3, new ListItem("Cancelado ", "2")); + + DdlEstatus.Items.Insert(0, new ListItem("Todos ", "-1")); + DdlEstatus.Items.Insert(1, new ListItem("Registrado", "0")); + DdlEstatus.Items.Insert(2, new ListItem("Timbrado", "1")); + DdlEstatus.Items.Insert(3, new ListItem("Cancelado ", "2")); + + DdlEstatus.SelectedValueExist("1"); + } protected void InicializaFechas() { diff --git a/Nomina/Nomina.aspx b/Nomina/Nomina.aspx index 851e8080f..0dc7793f2 100644 --- a/Nomina/Nomina.aspx +++ b/Nomina/Nomina.aspx @@ -4250,6 +4250,41 @@ + +
+ + + Fecha: +
+ + + + +
+ + + + + + +
+ + + + <%--
+ + + + + + + + +
--%> + +
diff --git a/Nomina/Nomina.aspx.cs b/Nomina/Nomina.aspx.cs index 49ad6f1c1..aff0f2822 100644 --- a/Nomina/Nomina.aspx.cs +++ b/Nomina/Nomina.aspx.cs @@ -8274,6 +8274,9 @@ public partial class Nomina_Nomina2 : ClsPaginas Banco = Bancos.SinSelccion; CargaCuentas(); + DivModalLayoutBancosFecha.Visible = false; + TxtModalLayoutBancosFecha.Text = ""; + this.RegistraScript("$('#ModalLayoutBancos').modal('show');"); UpModalBancosLayout.Update(); } @@ -8295,7 +8298,10 @@ public partial class Nomina_Nomina2 : ClsPaginas { + + ConvenioPagoElectronico = string.Empty; + DivModalLayoutBancosFecha.Visible = false; if (DdlCuenta.SelectedValue.ToEntero() > 0) { @@ -8309,6 +8315,7 @@ public partial class Nomina_Nomina2 : ClsPaginas else if (DdlCuenta.SelectedItem.Text.ToUpper().Contains("BANORTE")) { Banco = Bancos.Banorte; + DivModalLayoutBancosFecha.Visible = true; } else { @@ -8468,7 +8475,7 @@ public partial class Nomina_Nomina2 : ClsPaginas //Emisora N 5 4-8 sb.Append(Emisora.PadLeft(5, Cero)); //FechaProceso N 8 9-16 - sb.Append(DateTime.Now.ToString("yyyyMMdd")); + sb.Append(TxtModalLayoutBancosFecha.Text.ToDate().ToString("yyyyMMdd") ); //Conmsecutivo N 2 17-18 sb.Append("01"); //Numero Total de Registros N 6 19-24 diff --git a/OC/OC.aspx b/OC/OC.aspx index 7bbbc6911..b2e5651aa 100644 --- a/OC/OC.aspx +++ b/OC/OC.aspx @@ -2711,9 +2711,14 @@
- -
- + + +
+ +
+ +
+
diff --git a/OC/OC.aspx.vb b/OC/OC.aspx.vb index e13094576..3978a91c9 100644 --- a/OC/OC.aspx.vb +++ b/OC/OC.aspx.vb @@ -8046,7 +8046,7 @@ Partial Class OC Dim CveMovimientoAlmacen As Integer = ObjOC.DtResultados.FiltroPrimeroValor("CveMovimientoAlmacen").ToEntero Dim TCAjuste As Decimal = ObjOC.DtResultados.FiltroPrimeroValor("TipoCambioAjuste").ToDecimal - + Dim ConservaPU As Boolean = chkMonedaPU.Checked If CveMonedaOC = 2 Then CveMonedaOC = 1 @@ -8073,28 +8073,47 @@ Partial Class OC Exit For End If Else + ''-pesos a dólares CveMonedaOC = 2 TCAjuste = TxtTCCambioMoneda.Text.ToDecimal - If Not ObjConta.AddPrePolizasDetalle(CvePrePoliza, 1, -Importe176, lblFolio.Text, 176, Concepto, Now, IdCtaContableOC, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=-Importe176, ImporteME:=-Importe176, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then + If Not ObjConta.AddPrePolizasDetalle(CvePrePoliza, True, -Importe176, lblFolio.Text, 176, Concepto, Now, IdCtaContableOC, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=-Importe176, ImporteME:=-Importe176, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then ErrorPrepoliza = True Exit For Else - Importe228 = (Importe176 / TCAjuste) + Dim TCAjustePU As Decimal = TCAjuste + If ConservaPU Then + TCAjustePU = 1 + End If + + Importe228 = (Importe176 / TCAjustePU) Importe229 = (Importe228 * TCAjuste - Importe228).RoundSQL Importe228 = Importe228.RoundSQL(3) ' se redondea a 3 digitos, por la conversion, y no afecta al CK de complementaria - Dim dift As Decimal = Importe176 - Importe228 - Importe229 - If dift <> 0 Then Importe229 += dift - PU = Importe176PU / TCAjuste + Dim difcosto As Decimal = Importe176 - Importe228 - Importe229 - If ObjConta.AddPrePolizasDetalle(CvePrePoliza, 1, Importe228, lblFolio.Text, 228, Concepto, Now, IdCtaContableME, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=Importe228, ImporteME:=Importe228, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, TipoCambio:=TCAjuste, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then - If Not ObjConta.AddPrePolizasDetalle(CvePrePoliza, 1, Importe229, lblFolio.Text, 229, Concepto, Now, IdCtaContableMEComp, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=Importe229, ImporteME:=Importe228, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, TipoCambio:=TCAjuste, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then + PU = Importe176PU + If Not ConservaPU Then PU = Importe176PU / TCAjuste + + If ObjConta.AddPrePolizasDetalle(CvePrePoliza, True, Importe228, lblFolio.Text, 228, Concepto, Now, IdCtaContableME, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=Importe228, ImporteME:=Importe228, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, TipoCambio:=TCAjuste, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then + If Not ObjConta.AddPrePolizasDetalle(CvePrePoliza, True, Importe229, lblFolio.Text, 229, Concepto, Now, IdCtaContableMEComp, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=Importe229, ImporteME:=Importe228, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, TipoCambio:=TCAjuste, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then ErrorPrepoliza = True Exit For Else + If difcosto <> 0 Then + Dim tcveSub As Integer = DtDetalle.MAX("CveSubProyecto").ToEntero + Dim tcveClasif As Integer = DtDetalle.MAX("CveClasificacion").ToEntero + Dim IdCtaContable69 As Integer = GlobalDTClasificaciones(UsuarioActual.CveEmpresa).FiltroPrimeroValor("IdCuentaCostos", $"CveClasificacion = {tcveClasif}").ToString.ToEntero + + If Not ObjConta.AddPrePolizasDetalle(CvePrePoliza, True, difcosto, lblFolio.Text, 69, Concepto, Now, IdCtaContable69, -1, CveCompra:=CveCompra, CveProveedor:=CveProveedor, ImporteMX:=difcosto, ImporteME:=difcosto, CveOCDetalle:=gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, TipoCambio:=TCAjuste, CveSubProyecto:=tcveSub, CveClasificacion:=tcveClasif, CveMovimientoAlmacen:=CveMovimientoAlmacen) Then + ErrorPrepoliza = True + Exit For + End If + End If + If Not ObjOC.UpdateOrdenCompraDetalleAjuste(CveOrdenCompra, gvr.DataKey("CveOrdenCompraDetalle").ToString.ToEntero, PU, UsuarioActual.CveUsuario) Then Retorno = False Exit For End If + End If Else ErrorPrepoliza = True diff --git a/RH/Personal.aspx.vb b/RH/Personal.aspx.vb index d25b7114a..23a23715b 100644 --- a/RH/Personal.aspx.vb +++ b/RH/Personal.aspx.vb @@ -1609,7 +1609,7 @@ Partial Class RH_Personal CargaUniformesPersonal() End If - If UsuarioActual.CveEmpresa.Contiene(1, 72, 80, 153, 154) Then + If UsuarioActual.CveEmpresa.Contiene(1, 72, 80, 153, 154, 140) Then LnkSurtir.Visible = True DdlUniforme.Visible = False @@ -5542,7 +5542,7 @@ Partial Class RH_Personal Private Sub CargaUniformesPersonal() - If Not UsuarioActual.CveEmpresa.Contiene(1, 72, 80, 153, 154) Then + If Not UsuarioActual.CveEmpresa.Contiene(1, 72, 80, 153, 154, 140) Then GvUniforme.Visible = True GvUniformesResguardo.Visible = False diff --git a/Ventas/Clientes.aspx.vb b/Ventas/Clientes.aspx.vb index 92dc91c89..14e770830 100644 --- a/Ventas/Clientes.aspx.vb +++ b/Ventas/Clientes.aspx.vb @@ -10233,7 +10233,9 @@ Partial Class Clientes If RdTipoPersona.SelectedValue.ToEntero = 1 And UsuarioActual.Empresa.Funcionalidad(350).Contiene("1", "2") Then DivRazonSocial2.Attributes.Add("class", "col-md-8") DVRegimenSociedad.Visible = True - + TxtNombreComercial.Enabled = False + Else + TxtNombreComercial.Enabled = True End If DdlRegimenFiscal.DataSource = GlobalDTRegimenesFiscales(RdTipoPersona.SelectedValue.ToEntero).FiltraParametros("", "CodigoRegimenFiscal") DdlRegimenFiscal.DataBind() diff --git a/Ventas/ClientesAbonar.aspx.vb b/Ventas/ClientesAbonar.aspx.vb index ffc8b2843..a765aa4eb 100644 --- a/Ventas/ClientesAbonar.aspx.vb +++ b/Ventas/ClientesAbonar.aspx.vb @@ -1089,17 +1089,21 @@ Partial Class Ventas_ClientesAbonar If tipoCambioVenta > 1 Then ConceptoMovimiento += $" TC:{tipoCambioVenta} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVA <> 0 Then - IdCtaContable = IdCtaContRetIVA - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA <> 0 Then + IdCtaContable = IdCtaContRetIVA + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + Case 313 'Ret Iva Servicios If EsAnticipoEspecial Then Exit Select If gvr.DataKey("CveTipoRetencion").ToEntero = 4 Then @@ -1112,7 +1116,7 @@ Partial Class Ventas_ClientesAbonar If tipoCambioVenta > 1 Then ConceptoMovimiento += $" TC:{tipoCambioVenta} ${ImporteMovimiento.FormatoNumero(2)}" 'OBTENER CUENTAS - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then 'Conta ContPAQ IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCtaContable").ToString.ToEntero @@ -1132,18 +1136,22 @@ Partial Class Ventas_ClientesAbonar If tipoCambioVenta > 1 Then ConceptoMovimiento += $" TC:{tipoCambioVenta} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + Case 13 'Iva por Trasladar If EsAnticipoEspecial Then Exit Select @@ -1174,16 +1182,19 @@ Partial Class Ventas_ClientesAbonar If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetIVA <> 0 Then - IdCtaContable = IdCtaContRetIVA - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetIVA <> 0 Then + IdCtaContable = IdCtaContRetIVA + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetIVACirculacion").ToString.ToEntero + End If End If End If End If + Case 314 'Ret Iva Servicios Traslado If EsAnticipoEspecial Then Exit Select If gvr.DataKey("CveTipoRetencion").ToEntero = 4 Then @@ -1196,7 +1207,7 @@ Partial Class Ventas_ClientesAbonar If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" 'OBTENER CUENTAS - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then If ObjMov.DtResultados.Rows.Count > 0 Then 'Conta ContPAQ IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCtaContable").ToString.ToEntero @@ -1214,18 +1225,21 @@ Partial Class Ventas_ClientesAbonar If tipoCambioPago > 1 Then ConceptoMovimiento += $" TC:{tipoCambioPago} ${ImporteMovimiento.FormatoNumero(2)}" - 'Conta ContPAQ - If IdCtaContRetISR <> 0 Then - IdCtaContable = IdCtaContRetISR - Else - If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then - If ObjMov.DtResultados.Rows.Count > 0 Then - IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + If UsuarioActual.Empresa.TipoContabilidad = 2 Then + 'Conta ContPAQ + If IdCtaContRetISR <> 0 Then + IdCtaContable = IdCtaContRetISR + Else + If ObjMov.GetRetCuenta(ConceptoContable, UsuarioActual.CveEmpresa) Then + If ObjMov.DtResultados.Rows.Count > 0 Then + IdCtaContable = ObjMov.DtResultados.Rows(0)("IdCuentaRetISRCirculacion").ToString.ToEntero + End If End If End If End If + Case 61 'Iva Trasladado If EsAnticipoEspecial Then Exit Select @@ -1557,7 +1571,7 @@ Partial Class Ventas_ClientesAbonar Dim ErrorAC As Boolean = False If MsgError = "" Then - If UsuarioActual.Empresa.UsaAC Then + If UsuarioActual.Empresa.TipoContabilidad = 2 AndAlso UsuarioActual.Empresa.UsaAC Then Dim Fecha As Date = TxtFechaDocumento.Text.Trim.ToDate ObjConta = New ClsContPAQi(UsuarioActual.Empresa) ObjConta.IniciaTransacSQL() diff --git a/Ventas/ProductosServicios.aspx.vb b/Ventas/ProductosServicios.aspx.vb index f20729e3c..d87db472b 100644 --- a/Ventas/ProductosServicios.aspx.vb +++ b/Ventas/ProductosServicios.aspx.vb @@ -352,6 +352,7 @@ Partial Class ProductosyServicios DivObjetoImpuesto.Visible = True DdlObjetoImpuesto.DataSource = GlobalDTSATObjetosImpuestos DdlObjetoImpuesto.DataBind() + DdlObjetoImpuesto.SelectedValue = "02" 'se sugiere este valor, que sería el más utilizado End If CreaDtSeccionAlmacen() diff --git a/Ventas/Promociones.aspx b/Ventas/Promociones.aspx index 7607a8ec7..87bdea538 100644 --- a/Ventas/Promociones.aspx +++ b/Ventas/Promociones.aspx @@ -145,6 +145,16 @@
+
+ +
+ + + + + +
+
diff --git a/Ventas/Promociones.aspx.vb b/Ventas/Promociones.aspx.vb index beffb6cab..5d55ae37c 100644 --- a/Ventas/Promociones.aspx.vb +++ b/Ventas/Promociones.aspx.vb @@ -156,6 +156,13 @@ Partial Class Ventas_Promociones DdlRin.Items.Insert(0, New ListItem("Todos", "-1")) End If + '' si es E acumuladora + If UsuarioActual.Empresa.Funcionalidad(531) = "1" Then + divDistribuidor.Visible = True + End If + + + End Sub Private Sub CreaDT() @@ -514,7 +521,7 @@ Partial Class Ventas_Promociones ObjVentas.IniciaTransacSQL() CvePromocion = ObjVentas.AddPromociones(TxtPromocion.Text.Trim, If(IsDate(TxtFechaI.Text), TxtFechaI.Text.ToDate, MinFecha), If(IsDate(TxtFechaF.Text), TxtFechaF.Text.ToDate, MaxFecha), DdlVendedor.SelectedValue.ToEntero, CveCliente, ChkEstatus.Checked, DdlMoneda.SelectedValue.ToEntero, UsuarioActual.CveUsuario, - UsuarioActual.CveEmpresa, DdlSubProyecto.SelectedValue.ToEntero, DdlTipoAplicacion.SelectedValue.ToString, DdlMarca.SelectedValue.ToEntero) + UsuarioActual.CveEmpresa, DdlSubProyecto.SelectedValue.ToEntero, DdlTipoAplicacion.SelectedValue.ToString, DdlMarca.SelectedValue.ToEntero, DdlDistribuidor.SelectedValue.ToEntero) If CvePromocion > 0 Then For Each Dr As DataRow In TempDT.Rows @@ -552,7 +559,7 @@ Partial Class Ventas_Promociones If ObjVentas.UpdatePromociones(TxtPromocion.Text.Trim, If(IsDate(TxtFechaI.Text), TxtFechaI.Text.ToDate, MinFecha), If(IsDate(TxtFechaF.Text), TxtFechaF.Text.ToDate, MaxFecha), DdlVendedor.SelectedValue.ToEntero, CveCliente, ChkEstatus.Checked, DdlMoneda.SelectedValue.ToEntero, UsuarioActual.CveUsuario, - CvePromocion, DdlSubProyecto.SelectedValue.ToEntero, DdlTipoAplicacion.SELECTEDVALUE.TOENTERO, UsuarioActual.CveEmpresa, CveMarca:=DdlMarca.SelectedValue.ToEntero) Then + CvePromocion, DdlSubProyecto.SelectedValue.ToEntero, DdlTipoAplicacion.SelectedValue.ToEntero, UsuarioActual.CveEmpresa, CveMarca:=DdlMarca.SelectedValue.ToEntero, DdlDistribuidor.SelectedValue.ToEntero) Then For Each Dr As DataRow In TempDT.FiltraParametros("Estatus = 0").Rows If Not ObjVentas.AddPromocionesDetalle(CvePromocion, Dr("CvePS").ToString.ToEntero, Dr("CveTipoPromocion").ToString.ToEntero, Dr("Promocion").ToString.ToDouble, Dr("PUAnterior").ToString.ToDouble, Dr("PUPromocion").ToString.ToDouble, diff --git a/Ventas/Ventas.aspx b/Ventas/Ventas.aspx index a079de52a..3801acf57 100644 --- a/Ventas/Ventas.aspx +++ b/Ventas/Ventas.aspx @@ -282,7 +282,9 @@ Retiro de Efectivo - +
  • + +
    • diff --git a/Ventas/Ventas.aspx.vb b/Ventas/Ventas.aspx.vb index da54eafee..6b42457d2 100644 --- a/Ventas/Ventas.aspx.vb +++ b/Ventas/Ventas.aspx.vb @@ -4975,6 +4975,9 @@ Partial Class Ventas If (UsuarioActual.TienePermisoProceso(166) Or UsuarioActual.CveRol = 1) AndAlso (LblFolioFiscal.Text = "" Or LblFolioFiscal.Text = "test") Then LkEliminarFactura.Visible = True End If + If (UsuarioActual.CveRol = 1) AndAlso (LblFolioFiscal.Text <> "") Then + LnkUUIDRelacionados.Visible = True + End If 'Envio Direccion If DbRowVenta("CveDireccionEnvio").ToString().ToEntero() > 0 AndAlso DbRowVenta("CveDireccionEnvio").ToString() IsNot Nothing Then @@ -34786,5 +34789,58 @@ Partial Class Ventas UpAgregarMercancia.Update() End Sub + + Protected Sub LnkUUIDRelacionados_Click(sender As Object, e As EventArgs) + + Dim Vigencia = Timbrado.VerificarVigenciaSAT(FolioFiscal, UsuarioActual.Empresa.RFC, LblRFC.Text, TxtTotal.Text, True) + Dim sb As New StringBuilder + + sb.AppendFormat("{0}
    ", Vigencia.EsCancelable) + + Dim Relacionados = Timbrado.ConsultarUUIDRelacionados(UsuarioActual.Empresa, FolioFiscal, UsuarioActual.Empresa.FacturaProduccion) + If Relacionados IsNot Nothing Then + Dim sbExtra As New StringBuilder() + If Relacionados.Codigo = 500 Then + sbExtra.Append("El servicio de verificación de documentos relacionados no esta disponible.") + Else + sbExtra.Append(Relacionados.Mensaje) + + Dim SbHijos = New StringBuilder() + Dim SbPadres = New StringBuilder() + + If Relacionados.RelacionadosPadre IsNot Nothing Then + For Each padre In Relacionados.RelacionadosPadre + SbPadres.AppendFormat("{0};", padre.Uuid) + Next + If SbPadres.Length > 0 Then + SbPadres.Remove(SbPadres.Length - 1, 1) + End If + End If + + Using ObjVentas As New ClsVentas + + If SbPadres.Length > 0 Then + If ObjVentas.GetFacturasRelacionadasPorFolioFiscal(SbPadres.ToString(), UsuarioActual.CveEmpresa) Then + Dim dtt As DataTable = ObjVentas.DtResultados.FiltraParametros($"CveVenta <> {CveVenta}") + + For Each dr As DataRow In dtt.Rows + sb.AppendFormat("{0}-{1}-{2}
    ", dr("TipoDocto"), dr("SerieFolio"), dr("FolioFiscal")) + Next + + End If + End If + + End Using + + End If + + If sbExtra.Length > 0 Then + LbExtraRefacturacion.Text = $"
    *{sbExtra.ToString()}" + End If + + End If + Alert(sb.ToString(), TipoMensaje.MsgInformacion) + + End Sub End Class