-

2022-01-26 23:26:27 -07:00
parent 5aa7f7be8c c6b4855be7
commit 54116a4073
25 changed files with 3716 additions and 1967 deletions
--- a/App_Code/ClsPaginas.vb
+++ b/App_Code/ClsPaginas.vb
@@ -5935,7 +5935,7 @@ Public Class ClsPaginas
        Dim bdir As String = If(RutaReporte.Contains("Empresas"), ModExtensiones.DirectorioBaseEmpresas, AppDomain.CurrentDomain.BaseDirectory)

        'TOMAR LA RUTA BASE PARA EL DIRECTORIO DE LA EMPRESA
-        If Not String.IsNullOrEmpty(RutaEmpresa) AndAlso Not RutaReporte.Contains("Grales") Then
+        If Not String.IsNullOrEmpty(RutaEmpresa) AndAlso Not RutaReporte.Contains("Grales") AndAlso Not RutaReporte.Contains("Contabilidad/Reportes/") Then
            bdir = RutaEmpresa.Replace($"{CveEmpresa}/", "")
        End If

--- a/App_Code/ClsVentas.vb
+++ b/App_Code/ClsVentas.vb
@@ -242,13 +242,14 @@ Public Class ClsVentas
        Return Retorno
    End Function

-    Public Function GetVentasPendientesCancelacion(CveEmpresa As Integer, CveUsuarioConsulta As Integer) As Boolean
+    Public Function GetVentasPendientesCancelacion(CveEmpresa As Integer, CveUsuarioConsulta As Integer, Optional CveVenta As Integer = -1) As Boolean
        Dim Retorno As Boolean = False

        DataAdapter("PA_Vta_VentasPendientesCancelacionGet")
        With SqlAdapter.SelectCommand.Parameters
            .Add("@CveEmpresa", SqlDbType.Int).Value = CveEmpresa
            .Add("@CveUsuarioConsulta", SqlDbType.Int).Value = CveUsuarioConsulta
+            .Add("@CveVenta", SqlDbType.Int).Value = CveVenta
        End With

        Try
@@ -5270,15 +5271,17 @@ Public Class ClsVentas
        Return Retorno
    End Function

-    Public Function GetAutorizacionLimite(CveEmpresa As Integer, CveCliente As Integer, CveVendedor As Integer, TipoDocumento As String, Optional CveEstatus As Integer = -1) As Boolean
+    Public Function GetAutorizacionLimite(CveEmpresa As Integer, CveCliente As Integer, CveVendedor As Integer, TipoDocumento As String, Optional CveEstatus As Integer = -1, Optional FechaI As DateTime = MinFecha, Optional FechaF As DateTime = MaxFecha) As Boolean
        Dim Retorno As Boolean = False
        DataAdapter("PA_Vta_AutorizacionLimitesGet")
        With SqlAdapter.SelectCommand.Parameters
            .Add("@CveEmpresa", SqlDbType.Int).Value = CveEmpresa
            .Add("@CveCliente", SqlDbType.Int).Value = CveCliente
            .Add("@CveVendedor", SqlDbType.Int).Value = CveVendedor
-            .Add("@CveEstatus", SqlDbType.Int).Value = CveEstatus
+            .Add("@CveEstatus", SqlDbType.Int).Value = CveEstatus
            .Add("@TipoDocumento", SqlDbType.VarChar).Value = TipoDocumento
+            .Add("@FechaI", SqlDbType.Date).Value = FechaI
+            .Add("@FechaF", SqlDbType.Date).Value = FechaF
        End With
        Try
            SqlAdapter.Fill(Data)
--- a/App_Code/Modelos.vb
+++ b/App_Code/Modelos.vb
@@ -2155,18 +2155,21 @@ Namespace Modelos
                        End If

                        'si es selectedvalue = 42, es entrada ,3 -salida
-                        Dim CveConceptoUsados As Integer = If(factura.CveConceptoMovimiento = 42, 1, 2)
+                        If Not factura.EsGarantia Then
+                            Dim CveConceptoUsados As Integer = If(factura.CveConceptoMovimiento = 42, 1, 2)

-                        If factura.Cliente.EsDistribuidor AndAlso factura.CveConceptoMovimiento = 42 AndAlso Dr("CveTamaño").ToString.ToEntero > 0 Then
+                            If factura.Cliente.EsDistribuidor AndAlso factura.CveConceptoMovimiento = 42 AndAlso Dr("CveTamaño").ToString.ToEntero > 0 Then
+
+                                If Not ObjAcum.DistribuidorMovtosAdd(factura.CveCliente, Dr("Cantidad").ToString.ToDecimal(), Dr("CveTamaño").ToString.ToEntero, CveConceptoUsados, CveVenta, UsuarioActual.CveUsuario,
+                                                UsuarioActual.CveEmpresa, 0, Dr("Observaciones").ToString, factura.Fecha, CveMovimiento:=CveMovimiento) Then
+                                    ' Mensaje = "Error al guardar Movimientos de distribuidor"
+                                    Resultado = False
+                                    Exit For
+                                End If

-                            If Not ObjAcum.DistribuidorMovtosAdd(factura.CveCliente, Dr("Cantidad").ToString.ToDecimal(), Dr("CveTamaño").ToString.ToEntero, CveConceptoUsados, CveVenta, UsuarioActual.CveUsuario,
-                                            UsuarioActual.CveEmpresa, 0, Dr("Observaciones").ToString, factura.Fecha, CveMovimiento:=CveMovimiento) Then
-                                ' Mensaje = "Error al guardar Movimientos de distribuidor"
-                                Resultado = False
-                                Exit For
                            End If
-
                        End If
+
                    Next
                End If

@@ -2183,6 +2186,40 @@ Namespace Modelos
            Return Resultado

        End Function
+
+        Private Function CancelarInventarioUsado(factura As Modelos.Factura, CveAlmacenUsado As Integer, CveMovimientoEntrada As Integer, ByRef ObjInventario As ClsInventarios) As Integer
+            Dim CveMovimiento As Integer = -1
+            Try
+                Dim CveConceptoSalidaUsado As Integer = 45
+                CveMovimiento = ObjInventario.AddMovimiento(CveAlmacenUsado, CveConceptoSalidaUsado, 1, Now, -1, UsuarioActual.CveUsuario, UsuarioActual.CveEmpresa, -1, factura.CveVenta,
+                                            factura.CveSubProyecto, CveActivoFijo:=-1, Guia:="", Observaciones:="", CvePersonal:=-1, CveCliente:=factura.CveCliente, CveClienteSucursal:=-1, Modulo:="M/CU")
+                If CveMovimiento <= 0 Then
+                    CveMovimiento = -1
+                Else
+                    Dim DtMovimientosEntrada As DataTable = Nothing
+                    If ObjInventario.GetMovimientosDetalle(CveMovimientoEntrada, factura.CveEmpresa) Then
+                        DtMovimientosEntrada = ObjInventario.DtResultados.Copy()
+                    End If
+
+                    If DtMovimientosEntrada IsNot Nothing Then
+                        For Each Dr As DataRow In DtMovimientosEntrada.Rows
+                            If Not ObjInventario.AddMovimientoDetalle(CveMovimiento, Dr("Cantidad").ToString.ToDouble, Dr("CveUM").ToString.ToEntero, Dr("CvePS").ToString.ToEntero, Dr("PU").ToString.ToDecimal, CveAF:=Dr("CveAF").ToString.ToEntero, Serie:=Dr("Serie").ToString, Lote:=Dr("Lote").ToString, FechaCaducidad:=Dr("FechaCaducidad").ToString.ToDate, Observaciones:=Dr("Observaciones").ToString, CveUsuarioModifico:=UsuarioActual.CveUsuario) Then
+                                CveMovimiento = -1
+                                Exit For
+                            End If
+                        Next
+
+                        DtMovimientosEntrada.Dispose()
+                        DtMovimientosEntrada = Nothing
+                    End If
+                End If
+            Catch ex As Exception
+                OnError("Ocurrió un erro al cancelar el movimiento de usado", ex)
+                CveMovimiento = -1
+            End Try
+
+            Return CveMovimiento
+        End Function
        Private Function GuardarPolizasVirtuales(SqlTransaccion As SqlClient.SqlTransaction, ObjFactura As Modelos.Factura) As Boolean
            Dim Resultado As Boolean = True

@@ -2406,17 +2443,25 @@ Namespace Modelos

                                    'VERIFICA SI TIENE MOVIMIENTO DE ENTRADA DE USADO
                                    If CveMovimiento > 0 AndAlso CveAlmacen > 0 Then
+                                        Dim CveMovimientoReferencia As Integer = -1
+                                        Dim TipoMovto68 = TipoMovimiento
+                                        'SI ES CANCELACION DEBE GENERAR EL MOVIMIENTO DE SALIDA DE USADOS
+                                        If ValorMultiplicador = -1 Then
+                                            CveMovimientoReferencia = CancelarInventarioUsado(ObjFactura, CveAlmacen, CveMovimiento, ObjInventario)
+                                        Else
+                                            CveMovimientoReferencia = CveMovimiento
+                                        End If

-                                        If ObjInventario.GetMovimientosDetalle(CveMovimiento, UsuarioActual.CveEmpresa) Then
-                                            Dim Importe68 As Decimal = ObjInventario.DtResultados.SUMD("Total").RoundSQL
+                                        If ObjInventario.GetMovimientosDetalle(CveMovimientoReferencia, UsuarioActual.CveEmpresa) Then
+                                            Dim Importe68 As Decimal = ObjInventario.DtResultados.SUMD("Total").RoundSQL * ValorMultiplicador

                                            Dim IdCtaContable68 = GlobalDTAlmacen(UsuarioActual.CveEmpresa).FiltroPrimeroValor("IdCtaContable", $"CveAlmacen={CveAlmacen}").ToEntero

-                                            If Not ObjConta.AddPrePolizasDetalle(ObjFactura.CvePrePoliza, TipoMovimiento, Importe68, Referencia, 68, Concepto, FechaMovimiento, IdCtaContable68, -1, CveVenta:=CveVenta, CveMovimientoAlmacen:=CveMovimiento, ImporteMX:=Importe68, Contabilizable:=False) Then
+                                            If Not ObjConta.AddPrePolizasDetalle(ObjFactura.CvePrePoliza, TipoMovto68, Importe68, Referencia, 68, Concepto, FechaMovimiento, IdCtaContable68, -1, CveVenta:=CveVenta, CveMovimientoAlmacen:=CveMovimientoReferencia, ImporteMX:=Importe68, Contabilizable:=False) Then
                                                ErrorPrepoliza = True
                                            End If

-                                            Dim Importe318 As Decimal = importeMovimiento - Importe68
+                                            Dim Importe318 As Decimal = (Math.Abs(importeMovimiento) - Math.Abs(Importe68)) * ValorMultiplicador

                                            If Not ObjConta.AddPrePolizasDetalle(ObjFactura.CvePrePoliza, TipoMovimiento, Importe318, Referencia, 318, Concepto, FechaMovimiento, IdCtaContable, -1, CveVenta:=ObjFactura.CveVenta, CveCliente:=ObjFactura.CveCliente, CveIE:=CveIE, ImporteMX:=Importe318, ImporteME:=If(tipoCambio = 1, 0, importeMovimiento), Contabilizable:=False, CveSubProyecto:=CveSubProyectoContabilizar) Then
                                                ErrorPrepoliza = True
@@ -2429,7 +2474,6 @@ Namespace Modelos
                                        Else
                                            ErrorPrepoliza = True
                                        End If
-
                                    Else
                                        If ObjConta.AddPrePolizasDetalle(ObjFactura.CvePrePoliza, TipoMovimiento, importeMovimiento, Referencia, 277, Concepto, FechaMovimiento, IdCtaContable, -1, CveVenta:=ObjFactura.CveVenta, CveCliente:=ObjFactura.CveCliente, CveIE:=CveIE, ImporteMX:=importeMX, ImporteME:=If(tipoCambio = 1, 0, importeMovimiento), Contabilizable:=False, CveSubProyecto:=CveSubProyectoContabilizar) Then
                                            If Not ObjConta.AddPrePolizasDetalle(ObjFactura.CvePrePoliza, Not TipoMovimiento, importeMovimiento, Referencia, 278, Concepto, FechaMovimiento, IdCtaContable, -1, CveVenta:=ObjFactura.CveVenta, CveCliente:=ObjFactura.CveCliente, CveIE:=CveIE, ImporteMX:=importeMX, ImporteME:=If(tipoCambio = 1, 0, importeMovimiento), Contabilizable:=False, CveSubProyecto:=CveSubProyectoContabilizar) Then
@@ -6495,7 +6539,7 @@ Namespace Modelos
        End Property

        Public Property MotivoDescuento As String = ""
-        Public Property EsGarantia As Boolean
+        Public Property EsGarantia As Boolean = False


 #Region "Totales"
--- a/App_Code/Timbrado.vb
+++ b/App_Code/Timbrado.vb
@@ -51,6 +51,83 @@ Public Class Timbrado

 #End Region

+    Public Function ObtenerAcuse(CveVenta As Integer, UsuarioActual As Usuario) As Boolean
+        Dim Retorno As Boolean = False
+        Try
+            Dim RowVentas As DataRow = Nothing
+            Dim RFCEmisor = UsuarioActual.Empresa.RFC
+            Dim RFCReceptor As String = ""
+            Dim FolioFiscal As String = ""
+            Dim FolioSustitucion As String = ""
+            Dim CvePACCancelacion As Integer = -1
+            Dim CveSATMotivoCancelacion As Integer = -1
+            Dim CveMotivoCancelacion As Integer = -1
+            Dim TotalT As Decimal = 0
+
+            Using ObjVentas As New ClsVentas
+                If ObjVentas.GetVentasPendientesCancelacion(UsuarioActual.CveEmpresa, 100, CveVenta) AndAlso ObjVentas.DtResultados.Rows.Count > 0 Then
+                    RowVentas = ObjVentas.DtResultados.Rows(0)
+                End If
+            End Using
+
+            If RowVentas IsNot Nothing Then
+                FolioFiscal = RowVentas("FolioFiscal").ToString()
+                RFCReceptor = RowVentas("RFCReceptor").ToString()
+                CvePACCancelacion = RowVentas("CvePAC").ToString().ToEntero()
+                CveMotivoCancelacion = RowVentas("CveMotivoCancelacion").ToString().ToEntero()
+                TotalT = RowVentas("Total").ToString().ToDecimal()
+                FolioSustitucion = RowVentas("FolioFiscalSustitucion").ToString()
+            End If
+
+            If CveMotivoCancelacion > 0 Then
+                Dim Row As DataRow = ClsPaginas.GlobalDTMotivosCancelacionEmpresa(UsuarioActual.CveEmpresa, CveMotivoCancelacion:=CveMotivoCancelacion).FiltroPrimero("")
+                If Row IsNot Nothing Then
+                    CveSATMotivoCancelacion = Row("CveSATMotivoCancelacion").ToString().ToEntero()
+                End If
+            End If
+
+
+            If CvePACCancelacion = 4 Then
+                Dim solicitud As New WSGF.Service1SoapClient
+                Dim resp As New WSGF.StructXml()
+                resp = solicitud.GetAcuse(RFCEmisor, "rene.molina@adsistemas.mx", "rene2018", FolioFiscal)
+                If (resp.Estado = 0) Then
+
+                    Dim xmlDoc As New System.Xml.XmlDocument()
+                    xmlDoc.LoadXml(Encoding.UTF8.GetString(Convert.FromBase64String(resp.CfdiB64)))
+                    Dim xpath As String = "Acuse/Folios"
+                    Dim nodes = xmlDoc.SelectNodes(xpath)
+                    CancelacionState = xmlDoc.GetElementsByTagName("EstatusUUID")(0).InnerText.ToEntero
+
+                    xpath = "Acuse/Signature"
+                    nodes = xmlDoc.SelectNodes(xpath)
+
+                    Me.CancelacionAcuse = xmlDoc.GetElementsByTagName("SignatureValue")(0).InnerText
+                    Me.CancelacionFecha = xmlDoc.SelectSingleNode("Acuse").Attributes("Fecha").Value.ToDate
+                    Retorno = True
+                Else
+                    CancelacionAcuse = resp.Descripcion
+                    Retorno = False
+                End If
+                solicitud = Nothing
+            Else
+                If CFDICancelar(UsuarioActual.Empresa, FolioFiscal, TotalT, RFCReceptor, UsuarioActual.Empresa.RFC, CvePACCancelacion, CveSATMotivoCancelacion:=CveSATMotivoCancelacion, FolioSustitucion:=FolioSustitucion) Then
+                    'GENERAMOS EL ACUSE Y MANDAMOS MAIL DE CON EL ACUSE DE CANCELACIÓN
+                    CancelacionFecha = Me.CancelacionFecha
+                    CancelacionAcuse = Me.CancelacionAcuse
+                    Retorno = True
+                End If
+            End If
+
+        Catch ex As Exception
+            OnError("Ocurrió un error al intentar obtener el acuse", ex)
+            Retorno = False
+        End Try
+
+        Return Retorno
+    End Function
+
+
    Public Shared Function VerificarVigenciaSAT(uuid As String, emisor As String, receptor As String, total As String, produccion As Boolean) As AcuseCancelacionSAT
        Dim Retorno As AcuseCancelacionSAT = Nothing
        Dim resp As Cancelacion2022.AcuseSat = New Cancelacion2022.AcuseSat()
@@ -2084,7 +2161,7 @@ Public Class Timbrado

 #Region "Impuestos"
            'SI NO ES FACTURA EN 0 AGREGA LOS IMPUESTOS
-            If Ventas.Total <> 0 OrElse (ObjCFDITimbre.TotalImpuestosRetenidos > 0 OrElse ObjCFDITimbre.TotalImpuestosTrasladados > 0) Then
+            If Ventas.Total <> 0 And (ObjCFDITimbre.TotalImpuestosRetenidos > 0 OrElse ObjCFDITimbre.TotalImpuestosTrasladados > 0) Then
                cfdi.Impuestos(ObjCFDITimbre.TotalImpuestosRetenidos, ObjCFDITimbre.TotalImpuestosTrasladados)
            End If
 #End Region
@@ -2098,55 +2175,59 @@ Public Class Timbrado
                Next
            End If

-            ''se acumulan los importes
-            For Each Tras In ObjCFDITimbre.Traslados
-                cfdi.Traslado(Tras.Impuesto, Tras.TipoFactor, Tras.TasaOCuota, Tras.Importe)
-            Next
+
+            If ObjCFDITimbre.Traslados.Sum(Function(x) x.Importe) > 0 Then
+                ''se acumulan los importes
+                For Each Tras In ObjCFDITimbre.Traslados
+                    cfdi.Traslado(Tras.Impuesto, Tras.TipoFactor, Tras.TasaOCuota, Tras.Importe)
+                Next
+            End If
+
 #End Region

 #Region "Impuestos Locales"

            If ObjCFDITimbre.RetencionesLocales.Sum(Function(x) x.Importe) > 0 OrElse ObjCFDITimbre.TrasladosLocales.Sum(Function(x) x.Importe) > 0 Then

-                cfdi.ImpuestosLocales(ObjCFDITimbre.RetencionesLocales.Sum(Function(x) x.Importe), ObjCFDITimbre.TrasladosLocales.Sum(Function(x) x.Importe))
+                    cfdi.ImpuestosLocales(ObjCFDITimbre.RetencionesLocales.Sum(Function(x) x.Importe), ObjCFDITimbre.TrasladosLocales.Sum(Function(x) x.Importe))

-                For Each ret As CFDIRetencionesLocales In ObjCFDITimbre.RetencionesLocales
-                    If ret.Importe > 0 Then
-                        cfdi.RetencionLocal(ret.ImpuestoLocalRetenido, ret.TasaRetencion, ret.Importe)
-                    End If
-                Next
+                    For Each ret As CFDIRetencionesLocales In ObjCFDITimbre.RetencionesLocales
+                        If ret.Importe > 0 Then
+                            cfdi.RetencionLocal(ret.ImpuestoLocalRetenido, ret.TasaRetencion, ret.Importe)
+                        End If
+                    Next

-                For Each ret As CFDITrasladosLocales In ObjCFDITimbre.TrasladosLocales
-                    If ret.Importe > 0 Then
-                        cfdi.TrasladoLocal(ret.ImpuestoLocalTraslado, ret.TasaTraslado, ret.Importe)
-                    End If
-                Next
-            End If
+                    For Each ret As CFDITrasladosLocales In ObjCFDITimbre.TrasladosLocales
+                        If ret.Importe > 0 Then
+                            cfdi.TrasladoLocal(ret.ImpuestoLocalTraslado, ret.TasaTraslado, ret.Importe)
+                        End If
+                    Next
+                End If

-            If Ventas.CveComplementoTimbrado > 0 Then
+                If Ventas.CveComplementoTimbrado > 0 Then

-                Select Case Ventas.CveComplementoTimbrado
-                    Case 5 'INE Proceso Ordinario  Directivo Estatal"
-                        cfdi.Ine11("Ordinario", "Directivo Estatal", "0")
+                    Select Case Ventas.CveComplementoTimbrado
+                        Case 5 'INE Proceso Ordinario  Directivo Estatal"
+                            cfdi.Ine11("Ordinario", "Directivo Estatal", "0")

-                        cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, "")
-                        cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
-                    Case 6 'INE Proceso Ordinario  Ejecutivo Estatal"
-                        cfdi.Ine11("Ordinario", "Ejecutivo Estatal", "0")
+                            cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, "")
+                            cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
+                        Case 6 'INE Proceso Ordinario  Ejecutivo Estatal"
+                            cfdi.Ine11("Ordinario", "Ejecutivo Estatal", "0")

-                        cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, "")
-                        cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
-                    Case 7   'INE Proceso Ordinario  Ejecutivo Nacional"
+                            cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, "")
+                            cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
+                        Case 7   'INE Proceso Ordinario  Ejecutivo Nacional"

-                        cfdi.Ine11("Ordinario", "Ejecutivo Nacional", Ventas.ComplementoINE.INEIdContabilidad.ToString)
-                    Case 8 'INE PreCampaña
-                        cfdi.Ine11(Ventas.ComplementoINE.INETipoProceso, "", "0")
+                            cfdi.Ine11("Ordinario", "Ejecutivo Nacional", Ventas.ComplementoINE.INEIdContabilidad.ToString)
+                        Case 8 'INE PreCampaña
+                            cfdi.Ine11(Ventas.ComplementoINE.INETipoProceso, "", "0")

-                        cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, Ventas.ComplementoINE.INETipoComite)
-                        cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
-                End Select
+                            cfdi.IneEntidad(Ventas.ComplementoINE.INEEntidad, Ventas.ComplementoINE.INETipoComite)
+                            cfdi.IneContabilidad(Ventas.ComplementoINE.INEIdContabilidad)
+                    End Select

-            End If
+                End If



@@ -2155,11 +2236,11 @@ Public Class Timbrado

 #Region "Comercio Exterior"

-            If Ventas.Cliente.AplicaComercioExterior And ObjCFDITimbre.Complementos.ComercioExterior11.AplicaComercioExteriorSubProyecto Then
-                If ObjCFDITimbre.Complementos.ComercioExterior11 IsNot Nothing Then
+                If Ventas.Cliente.AplicaComercioExterior And ObjCFDITimbre.Complementos.ComercioExterior11.AplicaComercioExteriorSubProyecto Then
+                    If ObjCFDITimbre.Complementos.ComercioExterior11 IsNot Nothing Then

-                    'DATOS GENERALES
-                    cfdi.ComercioExterior11(ObjCFDITimbre.Complementos.ComercioExterior11.MotivoTraslado,
+                        'DATOS GENERALES
+                        cfdi.ComercioExterior11(ObjCFDITimbre.Complementos.ComercioExterior11.MotivoTraslado,
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.TipoOperacion,
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.ClavedePedimento,
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.CertificadoOrigen,
@@ -2170,9 +2251,9 @@ Public Class Timbrado
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.Observaciones,
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.TipoCambioUSD,
                                                       ObjCFDITimbre.Complementos.ComercioExterior11.TotalUSD)
-                    'EMISOR
-                    cfdi.ComercioExterior11Emisor(If(EmisorRFC.Length >= 12, "", ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.CURP))
-                    cfdi.ComercioExterior11Domicilio(ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.Calle,
+                        'EMISOR
+                        cfdi.ComercioExterior11Emisor(If(EmisorRFC.Length >= 12, "", ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.CURP))
+                        cfdi.ComercioExterior11Domicilio(ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.Calle,
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.NumeroExterior,
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.NumeroInterior,
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.Colonia,
@@ -2182,9 +2263,9 @@ Public Class Timbrado
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.Estado,
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.Pais,
                                                                    ObjCFDITimbre.Complementos.ComercioExterior11.Emisor.CP)
-                    'RECEPTOR
-                    cfdi.ComercioExterior11Receptor(ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.NumRegIdTrib)
-                    cfdi.ComercioExterior11DomicilioReceptor(ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.Calle,
+                        'RECEPTOR
+                        cfdi.ComercioExterior11Receptor(ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.NumRegIdTrib)
+                        cfdi.ComercioExterior11DomicilioReceptor(ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.Calle,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.NumeroExterior,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.NumeroInterior,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.Colonia,
@@ -2194,7 +2275,7 @@ Public Class Timbrado
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.Estado,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.Pais,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Receptor.CP)
-                    cfdi.ComercioExterior11Destinatario(ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.NumRegIdTrib,
+                        cfdi.ComercioExterior11Destinatario(ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.NumRegIdTrib,
                                                                   ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.Nombre,
                                                                   ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.Calle,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.NumeroExterior,
@@ -2206,35 +2287,35 @@ Public Class Timbrado
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.Estado,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.Pais,
                                                                            ObjCFDITimbre.Complementos.ComercioExterior11.Destinatario.CP)
-                    'MERCANCIAS
-                    If ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias IsNot Nothing AndAlso ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias.Count > 0 Then
-                        For Each concep As CFDIComercioExterior11Mercancias In ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias
-                            cfdi.ComercioExterior11Mercancia(concep.NoIdentificacion, concep.FraccionArancelaria, concep.CantidadAduana, concep.UnidadAduana, concep.ValorUnitarioAduana, concep.ValorDolares)
-                            If concep.DescripcionesEspecificas.Marca <> "" Then
-                                cfdi.ComercioExterior11MercanciaDescripcionesEspeciales(concep.DescripcionesEspecificas.Marca,
+                        'MERCANCIAS
+                        If ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias IsNot Nothing AndAlso ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias.Count > 0 Then
+                            For Each concep As CFDIComercioExterior11Mercancias In ObjCFDITimbre.Complementos.ComercioExterior11.Mercancias
+                                cfdi.ComercioExterior11Mercancia(concep.NoIdentificacion, concep.FraccionArancelaria, concep.CantidadAduana, concep.UnidadAduana, concep.ValorUnitarioAduana, concep.ValorDolares)
+                                If concep.DescripcionesEspecificas.Marca <> "" Then
+                                    cfdi.ComercioExterior11MercanciaDescripcionesEspeciales(concep.DescripcionesEspecificas.Marca,
                                                                                                   concep.DescripcionesEspecificas.Modelo,
                                                                                                   concep.DescripcionesEspecificas.SubModelo,
                                                                                                   concep.DescripcionesEspecificas.NumeroSerie)
-                            End If
-                        Next
+                                End If
+                            Next
+
+                        End If
+

                    End If
-
-
                End If
-            End If

 #End Region


-        End If
+            End If



 #Region "C O M P L E M E N T O   C A R T A   P O R T E"


-        If ObjCFDITimbre.Complementos.CartaPorte IsNot Nothing Then
+            If ObjCFDITimbre.Complementos.CartaPorte IsNot Nothing Then

            Dim Carta As CFDICartaPorte = ObjCFDITimbre.Complementos.CartaPorte

--- a/Compras/Compras.aspx.vb
+++ b/Compras/Compras.aspx.vb
@@ -1118,7 +1118,7 @@ Partial Class Compras_Compras
            CargaDatosAgregarPS()
            TieneAnticiposXML = False
            Modalidad = ""
-            Version = "3.3"
+            Version = "4.0"
            CveMetodoPago = -1
            RFCProv = ""
            CargaDdlTipoGasto()
@@ -1638,7 +1638,7 @@ Partial Class Compras_Compras
    End Sub

    Private Sub ValidaIVA()
-        If Version <> "3.3" And CveCompra <= 0 Then
+        If (Version <> "3.3" And Version <> "4.0") And CveCompra <= 0 Then
            Dim ImporteIVAXML As Double = (TxtSubTotal.Text.Trim.ToDouble - TxtDescuento.Text.Trim.ToDouble - TxtIEPS.Text.Trim.ToDouble) * 0.16
            If Math.Abs(TxtIVA.Text.Trim.ToDouble - ImporteIVAXML) >= 1 Then
                Alert("El <b>IVA</b> del <b>CFDi</b> no tiene un comportamiento normal, por favor verifique que sea correcto. <br /><br /> <b>NOTA:</b> Esta advertencia no aplica en casos de conceptos(alimentos, combustibles o servicios de comunicación) exentos de IVA o causantes de IEPS.", TipoMensaje.MsgAdvertencia)
@@ -1743,15 +1743,29 @@ Partial Class Compras_Compras

                    CargaComprobanteXML(XMLDoc)

-                    If NuevaValidacionXML = 1 Or Version = "3.3" Then
+                    If NuevaValidacionXML = 1 Or (Version = "3.3" Or Version = "4.0") Then
                        Dim Xml As New StringBuilder
                        Dim nodo As XmlNode = XMLDoc.DocumentElement
                        Dim Version = ValorXML(nodo, "version")
+
+
                        Dim Prefijo As String = If(XMLDoc.DocumentElement.Prefix = "", "cfd", XMLDoc.DocumentElement.Prefix)
-                        Dim cfdVer As String = "http://www.sat.gob.mx/cfd/3"
+                        Dim cfdVer As String = ""
                        Dim namespaces As New XmlNamespaceManager(XMLDoc.NameTable)

-                        If Prefijo.ToLower <> "cfdi" Then cfdVer = "http://www.sat.gob.mx/cfd/2"
+
+                        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
+
+                        'If Prefijo.ToLower <> "cfdi" Then cfdVer = "http://www.sat.gob.mx/cfd/2"
+
                        namespaces.AddNamespace(Prefijo, cfdVer)
                        namespaces.AddNamespace("tfd", "http://www.sat.gob.mx/TimbreFiscalDigital")
                        namespaces.AddNamespace("implocal", "http://www.sat.gob.mx/implocal")
@@ -1759,7 +1773,8 @@ Partial Class Compras_Compras

                        Dim nodeconceptos As XmlNode = XMLDoc.SelectSingleNode(String.Format("//{0}:Conceptos", Prefijo), namespaces)

-                        Xml.Append(Replace(Replace(Replace(nodeconceptos.OuterXml, "<cfdi:", "<"), "</cfdi:", "</"), "xmlns:cfdi=""http://www.sat.gob.mx/cfd/3""", ""))
+                        Xml.Append(Replace(Replace(Replace(Replace(nodeconceptos.OuterXml, "<cfdi:", "<"), "</cfdi:", "</"), "xmlns:cfdi=""http://www.sat.gob.mx/cfd/3""", ""), "xmlns:cfdi=""http://www.sat.gob.mx/cfd/4""", ""))
+
                        If ObjeFacturas.GetFacturasComparacionXML(Version, Xml.ToString, UsuarioActual.CveEmpresa) Then
                            TmpDT = ObjeFacturas.DtResultados
                            TmpDT.Columns.Add("CveSATPSActualizado")
@@ -1883,7 +1898,7 @@ Partial Class Compras_Compras
                    Dim Msg As String = ""


-                    If Version = "3.3" Then
+                    If Version = "3.3" Or Version = "4.0" Then

                        ValidacionesTotalesXml()

@@ -3573,11 +3588,25 @@ Partial Class Compras_Compras
        'Dim DtPSTemp = TmpDT.Clone
        'Dim Row As DataRow = Nothing

-        Dim Prefijo As String = If(XMLDoc.DocumentElement.Prefix = "", "cfd", XMLDoc.DocumentElement.Prefix)
-        Dim cfdVer As String = "http://www.sat.gob.mx/cfd/3"
+
        Dim namespaces As New XmlNamespaceManager(XMLDoc.NameTable)

-        If Prefijo.ToLower <> "cfdi" Then cfdVer = "http://www.sat.gob.mx/cfd/2"
+        Dim nodo As XmlNode = XMLDoc.DocumentElement
+        Dim VersionCFDI As String = ValorXML(nodo, "version")
+
+        Dim Prefijo As String = If(XMLDoc.DocumentElement.Prefix = "", "cfd", XMLDoc.DocumentElement.Prefix)
+        Dim cfdVer As String = ""
+
+        If VersionCFDI = "3.2" Then
+            Prefijo = "cfd"
+            cfdVer = "http://www.sat.gob.mx/cfd/2"
+        ElseIf VersionCFDI = "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")
@@ -3714,7 +3743,7 @@ Partial Class Compras_Compras

                'Alert(ValorXML(node, "ClaveProdServ").Trim)

-                If Version = "3.3" Then
+                If Version = "3.3" Or Version = "4.0" Then
                    If node IsNot Nothing AndAlso node.ChildNodes.Count > 0 Then
                        'OBTENER TRASLADOS POR DETALLES
                        Dim ContadorTraslado = 0
@@ -5171,7 +5200,7 @@ Partial Class Compras_Compras
                                        End If

                                        'ACTUALIZAR PRODUCTO/SERVICIO SAT
-                                        If Version = "3.3" Then
+                                        If Version = "3.3" Or Version = "4.0" Then
                                            If Row("CveSATPSActualizado").ToString().ToEntero() = 1 Then
                                                If Not ObjProductosServicios.UpdateProductosServiciosSAT(Row("CvePS").ToString().ToEntero(), Row("CveSATPS").ToString().ToEntero(), UsuarioActual.CveUsuario, UsuarioActual.CveEmpresa) Then
                                                    ErrorSATPS = True
@@ -10833,7 +10862,7 @@ Partial Class Compras_Compras



-        If Version = "3.3" Then
+        If Version = "3.3" Or Version = "4.0" Then
            Dim drm As DataRow = GlobalDTVtaMetodoPago.FiltroPrimero(String.Format("ClaveMetodoPagoSAT = '{0}'", ValorXML(nodo, "MetodoPago")))
            If drm IsNot Nothing Then
                CveMetodoPago = drm("CveMetodoPago").ToString.ToEntero
@@ -10842,11 +10871,28 @@ Partial Class Compras_Compras
        End If


-        Dim Prefijo As String = If(XMLDoc.DocumentElement.Prefix = "", "cfd", XMLDoc.DocumentElement.Prefix)
-        Dim cfdVer As String = "http://www.sat.gob.mx/cfd/3"
        Dim namespaces As New XmlNamespaceManager(XMLDoc.NameTable)

-        If Prefijo.ToLower <> "cfdi" Then cfdVer = "http://www.sat.gob.mx/cfd/2"
+
+
+
+
+        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
+
+
+
+        'If Prefijo.ToLower <> "cfdi" Then cfdVer = "http://www.sat.gob.mx/cfd/2"
        namespaces.AddNamespace(Prefijo, cfdVer)
        namespaces.AddNamespace("tfd", "http://www.sat.gob.mx/TimbreFiscalDigital")
        namespaces.AddNamespace("implocal", "http://www.sat.gob.mx/implocal")
@@ -10889,7 +10935,7 @@ Partial Class Compras_Compras

            TotalRetenciones = ValorXML(node, "totalImpuestosRetenidos", "0").ToDecimal

-            If Version = "3.3" Then
+            If Version = "3.3" Or Version = "4.0" Then

                For Each retencion As XmlNode In nodeRetenciones
                    If retencion.Attributes("Impuesto").Value = "002" Then
@@ -10920,7 +10966,7 @@ Partial Class Compras_Compras
            TotalTraslados = ValorXML(node, "totalImpuestosTrasladados", "0").ToDecimal
            Dim nodeTraslados As XmlNodeList = XMLDoc.SelectNodes(String.Format("//{0}:Comprobante/{0}:Impuestos/{0}:Traslados/{0}:Traslado", Prefijo), namespaces)

-            If Version = "3.3" Then
+            If Version = "3.3" Or Version = "4.0" Then

                For Each traslado As XmlNode In nodeTraslados
                    If traslado.Attributes("Impuesto").Value = "002" Then
@@ -15639,7 +15685,7 @@ Partial Class Compras_Compras
                e.Row.FCLabel("LbEstatusInv").Text = "NA"
            End If

-            If Version = "3.3" Then
+            If Version = "3.3" Or Version = "4.0" Then
                CargaPSSAT(e.Row.FCDropDownLost("DdlSATPS"))
                If e.Row.DBCampo("CveSATPS").ToEntero > 0 Then
                    e.Row.FCDropDownLost("DdlSATPS").SelectedValue = e.Row.DBCampo("CveSATPS")
@@ -18305,7 +18351,7 @@ Partial Class Compras_Compras
            Row("Consec") = TmpDT.Rows.Count + 1
        End If

-        If Version = "3.3" And CveSATPS > 0 Then
+        If (Version = "3.3" Or Version = "4.0") And CveSATPS > 0 Then
            Dim DrPSSAT As DataRow = Nothing
            If CargaXml Then
                DrPSSAT = GlobalDTPSATPS("-1", CveSATPS.ToString).FiltroPrimero("")
@@ -18362,7 +18408,7 @@ Partial Class Compras_Compras
        Row("NoDeducible") = NoDeducible

        Row("PU") = Math.Round(PU, DecimalesPermitidos)
-        If CargaXml And Version = "3.3" Then
+        If CargaXml And (Version = "3.3" Or Version = "4.0") Then
            Row("IVA") = Math.Round(IVA, DecimalesPermitidos)
            Row("IVAPorcentaje") = PorcentajeIVA
            Row("RetIVA") = Math.Round(RetIVA, DecimalesPermitidos)
--- a/Compras/PopUpVerFactura.aspx.vb
+++ b/Compras/PopUpVerFactura.aspx.vb
@@ -14,6 +14,8 @@ Imports Stimulsoft.Report.Components
 Imports Stimulsoft.Report.Dictionary
 Imports Stimulsoft.Report.Web
 Imports Newtonsoft.Json.Linq
+Imports System
+Imports Microsoft.VisualBasic

 Partial Class PopUpVerFactura
    Inherits ClsPaginas
@@ -4166,6 +4168,11 @@ Partial Class PopUpVerFactura
                            'ImprimirPDF(String.Format("Empresas/{0}/Formatos/Salidas.rdlc", 72), DtMovimientos, params, "ReporteSalidas", RDSName:="DsInventarios")
                            ImprimirPDF(UsuarioActual.Empresa.Ruta & "Formatos/Salidas.rdlc", DtMovimientos, params, String.Format("Salida de Almacen - {0}", Folio.ToString), RDSName:="DsInventarios")
                        Else
+                            If UsuarioActual.CveEmpresa = 140 Then
+                                params.Add(New ReportParameter("Concepto", ConceptoReporte))
+                                params.Add(New ReportParameter("FechaImpresion", DateTime.Now.ToString("dd/MM/yyyy")))
+                                params.Add(New ReportParameter("UsuarioRegistro", UsuarioRegistro))
+                            End If
                            params.Add(New ReportParameter("Folio", Folio))
                            params.Add(New ReportParameter("Fecha", Fecha))
                            params.Add(New ReportParameter("Almacen", Almacen))
@@ -4830,6 +4837,19 @@ Partial Class PopUpVerFactura
            Dim Titulo As String = "Acuse de cancelación de CFDI"
            Dim EstadoCFDI As String = "Cancelado"

+
+            'SI NO TIENE EL SELLO BUSCA OBTNERLO DE NUEVO
+            If String.IsNullOrEmpty(SelloCancelacion) Then
+                Dim ObjCancelacion As New Timbrado
+                If ObjCancelacion.ObtenerAcuse(CveVenta, UsuarioActual) Then
+                    SelloCancelacion = ObjCancelacion.CancelacionAcuse
+
+                    If FechaCancelacion = Nothing OrElse FechaCancelacion = MinFecha Then
+                        FechaCancelacion = ObjCancelacion.CancelacionFecha
+                    End If
+                End If
+            End If
+
            If CveEstatusFactura = 20 Then
                Titulo = "Acuse de solicitud de cancelación de CFDI"
                EstadoCFDI = "Vigente"
--- a/Compras/eFacturas.aspx.vb
+++ b/Compras/eFacturas.aspx.vb
@@ -2845,6 +2845,8 @@ Partial Class Compras_eFacturas

        Dim XMLDoc As New XmlDocument
        Dim Archivo As String = String.Format("{0}Compras\{1}\{2}", UsuarioActual.Empresa.Ruta, gvRow.DataKey("RFCDe"), gvRow.DataKey("XML"))
+
+        Dim Prefijo As String = ""
        If IO.File.Exists(Archivo) Then


@@ -2855,12 +2857,27 @@ Partial Class Compras_eFacturas
            XMLDoc.LoadXml(SXML)

            Dim Xml As New StringBuilder
+
+
            Dim namespaces As New XmlNamespaceManager(XMLDoc.NameTable)

-            namespaces.AddNamespace(XMLDoc.DocumentElement.Prefix, "http://www.sat.gob.mx/cfd/3")
+            Dim RootDocumento As XmlElement = XMLDoc.DocumentElement
+            Dim VersionCFDI As String = ValorXML(RootDocumento, "version")
+
+            If VersionCFDI = "3.3" Then
+                Prefijo = "pago10"
+                namespaces.AddNamespace("pago10", "http://www.sat.gob.mx/Pagos")
+                namespaces.AddNamespace(XMLDoc.DocumentElement.Prefix, "http://www.sat.gob.mx/cfd/3")
+            ElseIf VersionCFDI = "4.0" Then
+                Prefijo = "pago20"
+                namespaces.AddNamespace("pago20", "http://www.sat.gob.mx/Pagos20")
+                namespaces.AddNamespace(XMLDoc.DocumentElement.Prefix, "http://www.sat.gob.mx/cfd/4")
+            End If
+
+
            namespaces.AddNamespace("tfd", "http://www.sat.gob.mx/TimbreFiscalDigital")

-            ' namespaces.AddNamespace("pago10", "http://www.sat.gob.mx/Pagos")
+
            nodeComp = XMLDoc.SelectSingleNode(String.Format("//{0}:Complemento", XMLDoc.DocumentElement.Prefix), namespaces)


@@ -2868,20 +2885,20 @@ Partial Class Compras_eFacturas

            nodeTFD = nodeComp.SelectSingleNode(String.Format("//{0}:TimbreFiscalDigital", "tfd"), namespaces)

-            Dim PrefijoPagos As String = ""
+            'Dim PrefijoPagos As String = ""

-            For Each nodoPrefijo As XmlNode In nodeComp.ChildNodes
-                If nodoPrefijo.Prefix <> "tfd" And nodoPrefijo.Prefix.ToUpper.Contains("PAGO") Then
-                    PrefijoPagos = nodoPrefijo.Prefix
-                End If
-            Next
+            'For Each nodoPrefijo As XmlNode In nodeComp.ChildNodes
+            '    If nodoPrefijo.Prefix <> "tfd" And nodoPrefijo.Prefix.ToUpper.Contains("PAGO") Then
+            '        PrefijoPagos = nodoPrefijo.Prefix
+            '    End If
+            'Next

-            namespaces.AddNamespace(PrefijoPagos, "http://www.sat.gob.mx/Pagos")
+            'namespaces.AddNamespace(PrefijoPagos, "http://www.sat.gob.mx/Pagos")
            nodeComp = XMLDoc.SelectSingleNode(String.Format("//{0}:Complemento", XMLDoc.DocumentElement.Prefix), namespaces)


-            nodePagos = nodeComp.SelectSingleNode(String.Format("//{0}:Pagos/{0}:Pago", PrefijoPagos), namespaces)
-            nodePagos2 = nodeComp.SelectSingleNode(String.Format("//{0}:Pagos", PrefijoPagos), namespaces)
+            nodePagos = nodeComp.SelectSingleNode(String.Format("//{0}:Pagos/{0}:Pago", Prefijo), namespaces)
+            nodePagos2 = nodeComp.SelectSingleNode(String.Format("//{0}:Pagos", Prefijo), namespaces)



@@ -2923,7 +2940,7 @@ Partial Class Compras_eFacturas


            Dim nodePagosN As XmlNodeList
-            nodePagosN = nodeComp.SelectNodes(String.Format("//{0}:Pagos", PrefijoPagos), namespaces)
+            nodePagosN = nodeComp.SelectNodes(String.Format("//{0}:Pagos", Prefijo), namespaces)


            For Each NodosPagos As XmlNode In nodePagosN
@@ -2964,7 +2981,7 @@ Partial Class Compras_eFacturas
            MontoPago = Monto

            Dim ObjCompraFolios As New ClsCompras
-            If ObjCompraFolios.GetCompararComplementoPago(gvRow.DataKey("CveProveedor").ToEntero, Monto, nodePagos2.InnerXml.Replace($"{PrefijoPagos}:", ""), UsuarioActual.CveEmpresa, OP:=If(CveComplementoPagoCompra > 0, 2, 1), CveFactura:=CveFacturaComplemento) Then
+            If ObjCompraFolios.GetCompararComplementoPago(gvRow.DataKey("CveProveedor").ToEntero, Monto, nodePagos2.InnerXml.Replace($"{Prefijo}:", ""), UsuarioActual.CveEmpresa, OP:=If(CveComplementoPagoCompra > 0, 2, 1), CveFactura:=CveFacturaComplemento) Then
                '
                '.GetCompararComplementoPago(gvRow.DataKey("CveProveedor").ToEntero, Monto, nodePagos2.InnerXml.Replace("pago10:", ""), UsuarioActual.CveEmpresa) Then
                If ObjCompraFolios.DtResultados.Rows.Count > 0 Then
--- a/Contabilidad/RepBalanceGeneral.aspx.vb
+++ b/Contabilidad/RepBalanceGeneral.aspx.vb
@@ -1091,7 +1091,12 @@ Partial Class Contabilidad_RepBalanceGeneral
        'parametros a enviar al reporte                     
        Dim params As New List(Of ReportParameter)
        params.Add(New ReportParameter("pEmp", UsuarioActual.Empresa.Empresa))
-        params.Add(New ReportParameter("pImg", New Uri(Server.MapPath(String.Format("~/Empresas/{0}/Logo.png", UsuarioActual.CveEmpresa))).AbsoluteUri))
+
+        'LogoRuta = String.Format("file://{0}Formatos\Suc{1}.png", UsuarioActual.Empresa.Ruta, Vta.CveSucursal)
+
+        Dim RutaLogo As String = String.Format("file://{0}Logo.png", UsuarioActual.Empresa.Ruta)
+        params.Add(New ReportParameter("pImg", RutaLogo))
+
        params.Add(New ReportParameter("pFirma1", ""))
        params.Add(New ReportParameter("pFirma2", ""))
        params.Add(New ReportParameter("pFechaFin", FechaF))
@@ -1125,7 +1130,10 @@ Partial Class Contabilidad_RepBalanceGeneral
        'parametros a enviar al reporte                     
        Dim params As New List(Of ReportParameter)
        params.Add(New ReportParameter("pEmp", UsuarioActual.Empresa.Empresa))
-        params.Add(New ReportParameter("pImg", New Uri(Server.MapPath(String.Format("~/Empresas/{0}/Logo.png", UsuarioActual.CveEmpresa))).AbsoluteUri))
+
+        Dim RutaLogo As String = String.Format("file://{0}Logo.png", UsuarioActual.Empresa.Ruta)
+        params.Add(New ReportParameter("pImg", RutaLogo))
+        'params.Add(New ReportParameter("pImg", New Uri(Server.MapPath(String.Format("~/Empresas/{0}/Logo.png", UsuarioActual.CveEmpresa))).AbsoluteUri))
        params.Add(New ReportParameter("pFechaFin", FechaF))
        params.Add(New ReportParameter("pSubtotal", DdlSubtotales.SelectedValue.ToString))
        params.Add(New ReportParameter("UsuarioImprimio", UsuarioActual.Usuario))
@@ -1148,7 +1156,9 @@ Partial Class Contabilidad_RepBalanceGeneral
        'parametros a enviar al reporte                     
        Dim params As New List(Of ReportParameter)
        params.Add(New ReportParameter("pEmp", UsuarioActual.Empresa.Empresa))
-        params.Add(New ReportParameter("pImg", New Uri(Server.MapPath(String.Format("~/Empresas/{0}/Logo.png", UsuarioActual.CveEmpresa))).AbsoluteUri))
+        Dim RutaLogo As String = String.Format("file://{0}Logo.png", UsuarioActual.Empresa.Ruta)
+        params.Add(New ReportParameter("pImg", RutaLogo))
+        'params.Add(New ReportParameter("pImg", New Uri(Server.MapPath(String.Format("~/Empresas/{0}/Logo.png", UsuarioActual.CveEmpresa))).AbsoluteUri))
        params.Add(New ReportParameter("pFechaI", DdlEjercicio.SelectedValue))
        params.Add(New ReportParameter("UsuarioImprimio", UsuarioActual.Usuario))
        params.Add(New ReportParameter("FechaImpresion", Now.ToShortDateString))
--- a/Empresas/140/Formatos/Factura.rdlc
+++ b/Empresas/140/Formatos/Factura.rdlc
--- a/Empresas/140/Formatos/Salidas.rdlc
+++ b/Empresas/140/Formatos/Salidas.rdlc
@@ -253,12 +253,11 @@
              </TablixCells>
            </TablixRow>
            <TablixRow>
-              <Height>0.69042cm</Height>
+              <Height>0.47875cm</Height>
              <TablixCells>
                <TablixCell>
                  <CellContents>
                    <Textbox Name="Cantidad">
-                      <CanGrow>true</CanGrow>
                      <KeepTogether>true</KeepTogether>
                      <Paragraphs>
                        <Paragraph>
@@ -291,7 +290,6 @@
                <TablixCell>
                  <CellContents>
                    <Textbox Name="Codigo">
-                      <CanGrow>true</CanGrow>
                      <KeepTogether>true</KeepTogether>
                      <Paragraphs>
                        <Paragraph>
@@ -323,7 +321,6 @@
                <TablixCell>
                  <CellContents>
                    <Textbox Name="PS">
-                      <CanGrow>true</CanGrow>
                      <KeepTogether>true</KeepTogether>
                      <Paragraphs>
                        <Paragraph>
@@ -353,7 +350,6 @@
                <TablixCell>
                  <CellContents>
                    <Textbox Name="SerieLote">
-                      <CanGrow>true</CanGrow>
                      <KeepTogether>true</KeepTogether>
                      <Paragraphs>
                        <Paragraph>
@@ -383,7 +379,6 @@
                <TablixCell>
                  <CellContents>
                    <Textbox Name="Lote">
-                      <CanGrow>true</CanGrow>
                      <KeepTogether>true</KeepTogether>
                      <Paragraphs>
                        <Paragraph>
@@ -443,7 +438,7 @@
        <DataSetName>DsInventarios</DataSetName>
        <Top>0.17639cm</Top>
        <Left>0.22456cm</Left>
-        <Height>1.11096cm</Height>
+        <Height>0.89929cm</Height>
        <Width>20.39972cm</Width>
        <Style>
          <Border>
@@ -579,42 +574,10 @@
  <Width>8.1198in</Width>
  <Page>
    <PageHeader>
-      <Height>4.11151cm</Height>
+      <Height>4.27026cm</Height>
      <PrintOnFirstPage>true</PrintOnFirstPage>
      <PrintOnLastPage>true</PrintOnLastPage>
      <ReportItems>
-        <Textbox Name="Textbox1">
-          <CanGrow>true</CanGrow>
-          <KeepTogether>true</KeepTogether>
-          <Paragraphs>
-            <Paragraph>
-              <TextRuns>
-                <TextRun>
-                  <Value>=Parameters!Empresa.Value</Value>
-                  <Style>
-                    <FontSize>14pt</FontSize>
-                    <FontWeight>Bold</FontWeight>
-                  </Style>
-                </TextRun>
-              </TextRuns>
-              <Style />
-            </Paragraph>
-          </Paragraphs>
-          <rd:DefaultName>Textbox1</rd:DefaultName>
-          <Top>0.28677cm</Top>
-          <Left>4.37211cm</Left>
-          <Height>0.67056cm</Height>
-          <Width>8.97552cm</Width>
-          <Style>
-            <Border>
-              <Style>None</Style>
-            </Border>
-            <PaddingLeft>2pt</PaddingLeft>
-            <PaddingRight>2pt</PaddingRight>
-            <PaddingTop>2pt</PaddingTop>
-            <PaddingBottom>2pt</PaddingBottom>
-          </Style>
-        </Textbox>
        <Textbox Name="Textbox34">
          <CanGrow>true</CanGrow>
          <KeepTogether>true</KeepTogether>
@@ -629,15 +592,15 @@
                  </Style>
                </TextRun>
              </TextRuns>
-              <Style />
+              <Style>
+                <TextAlign>Center</TextAlign>
+              </Style>
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox34</rd:DefaultName>
-          <Top>1.02789cm</Top>
-          <Left>4.37211cm</Left>
-          <Height>0.95277cm</Height>
-          <Width>8.10916cm</Width>
-          <ZIndex>1</ZIndex>
+          <Top>1.71608cm</Top>
+          <Height>0.67239cm</Height>
+          <Width>20.62428cm</Width>
          <Style>
            <Border>
              <Style>None</Style>
@@ -648,21 +611,6 @@
            <PaddingBottom>2pt</PaddingBottom>
          </Style>
        </Textbox>
-        <Image Name="Logo">
-          <Source>External</Source>
-          <Value>=Parameters!LogoPath.Value</Value>
-          <Sizing>FitProportional</Sizing>
-          <Top>0.3175cm</Top>
-          <Left>0.19987cm</Left>
-          <Height>1.66316cm</Height>
-          <Width>3.43141cm</Width>
-          <ZIndex>2</ZIndex>
-          <Style>
-            <Border>
-              <Style>None</Style>
-            </Border>
-          </Style>
-        </Image>
        <Textbox Name="Textbox15">
          <CanGrow>true</CanGrow>
          <KeepTogether>true</KeepTogether>
@@ -682,11 +630,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox15</rd:DefaultName>
-          <Top>2.34504cm</Top>
-          <Left>2.45652cm</Left>
-          <Height>0.6cm</Height>
-          <Width>9.54145cm</Width>
-          <ZIndex>3</ZIndex>
+          <Top>2.68428cm</Top>
+          <Left>10.74503cm</Left>
+          <Height>0.56824cm</Height>
+          <Width>9.56615cm</Width>
+          <ZIndex>1</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -711,11 +659,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox18</rd:DefaultName>
-          <Top>3.11789cm</Top>
-          <Left>2.43182cm</Left>
+          <Top>3.42537cm</Top>
+          <Left>10.74503cm</Left>
          <Height>0.6cm</Height>
-          <Width>9.54145cm</Width>
-          <ZIndex>4</ZIndex>
+          <Width>9.56615cm</Width>
+          <ZIndex>2</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -743,11 +691,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox16</rd:DefaultName>
-          <Top>3.097cm</Top>
-          <Left>0.26872cm</Left>
-          <Height>0.6cm</Height>
+          <Top>3.43623cm</Top>
+          <Left>8.61368cm</Left>
+          <Height>0.57827cm</Height>
          <Width>2.11724cm</Width>
-          <ZIndex>5</ZIndex>
+          <ZIndex>3</ZIndex>
          <Visibility>
            <Hidden>=IIF(Parameters!FacturadoA.Value = "", True, False)</Hidden>
          </Visibility>
@@ -778,11 +726,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox14</rd:DefaultName>
-          <Top>2.34504cm</Top>
-          <Left>0.25631cm</Left>
-          <Height>0.6cm</Height>
+          <Top>2.68428cm</Top>
+          <Left>8.60127cm</Left>
+          <Height>0.56824cm</Height>
          <Width>2.12965cm</Width>
-          <ZIndex>6</ZIndex>
+          <ZIndex>4</ZIndex>
          <Visibility>
            <Hidden>=IIF(Parameters!FacturaProveedor.Value = "", True, False)</Hidden>
          </Visibility>
@@ -820,7 +768,7 @@
          <Left>13.63291cm</Left>
          <Height>0.89103cm</Height>
          <Width>4.09693cm</Width>
-          <ZIndex>7</ZIndex>
+          <ZIndex>5</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -856,7 +804,7 @@
          <Left>17.72984cm</Left>
          <Height>0.9263cm</Height>
          <Width>2.57165cm</Width>
-          <ZIndex>8</ZIndex>
+          <ZIndex>6</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -884,11 +832,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox4</rd:DefaultName>
-          <Top>3.09701cm</Top>
-          <Left>12.65424cm</Left>
+          <Top>3.42537cm</Top>
+          <Left>0.32995cm</Left>
          <Height>0.59999cm</Height>
          <Width>1.80326cm</Width>
-          <ZIndex>9</ZIndex>
+          <ZIndex>7</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -906,9 +854,11 @@
              <TextRuns>
                <TextRun>
                  <Value>=Parameters!Almacen.Value</Value>
-                  <Style>
-                    <FontSize>8pt</FontSize>
-                  </Style>
+                  <Style />
+                </TextRun>
+                <TextRun>
+                  <Value xml:space="preserve"> </Value>
+                  <Style />
                </TextRun>
              </TextRuns>
              <Style>
@@ -917,11 +867,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox6</rd:DefaultName>
-          <Top>2.40855cm</Top>
-          <Left>14.4575cm</Left>
-          <Height>0.56824cm</Height>
-          <Width>5.9022cm</Width>
-          <ZIndex>10</ZIndex>
+          <Top>2.70516cm</Top>
+          <Left>2.13321cm</Left>
+          <Height>0.54736cm</Height>
+          <Width>6.43631cm</Width>
+          <ZIndex>8</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -941,7 +891,6 @@
                <TextRun>
                  <Value>=Parameters!Fecha.Value</Value>
                  <Style>
-                    <FontSize>8pt</FontSize>
                    <Format>d</Format>
                  </Style>
                </TextRun>
@@ -952,11 +901,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox32</rd:DefaultName>
-          <Top>3.12876cm</Top>
-          <Left>14.4575cm</Left>
+          <Top>3.42537cm</Top>
+          <Left>2.13321cm</Left>
          <Height>0.58913cm</Height>
-          <Width>5.9022cm</Width>
-          <ZIndex>11</ZIndex>
+          <Width>6.43631cm</Width>
+          <ZIndex>9</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -984,11 +933,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox3</rd:DefaultName>
-          <Top>2.34505cm</Top>
-          <Left>12.65424cm</Left>
-          <Height>0.59999cm</Height>
+          <Top>2.70516cm</Top>
+          <Left>0.32995cm</Left>
+          <Height>0.54736cm</Height>
          <Width>1.80326cm</Width>
-          <ZIndex>12</ZIndex>
+          <ZIndex>10</ZIndex>
          <Style>
            <Border>
              <Style>None</Style>
@@ -1018,11 +967,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox3</rd:DefaultName>
-          <Top>1.27306cm</Top>
+          <Top>1.20956cm</Top>
          <Left>13.63291cm</Left>
          <Height>0.47477cm</Height>
          <Width>4.09693cm</Width>
-          <ZIndex>13</ZIndex>
+          <ZIndex>11</ZIndex>
          <Visibility>
            <Hidden>=IIF(Parameters!FolioRelacionado.Value = "",true,false)</Hidden>
          </Visibility>
@@ -1055,11 +1004,11 @@
            </Paragraph>
          </Paragraphs>
          <rd:DefaultName>Textbox31</rd:DefaultName>
-          <Top>1.27306cm</Top>
+          <Top>1.20956cm</Top>
          <Left>17.72984cm</Left>
          <Height>0.47477cm</Height>
          <Width>2.57165cm</Width>
-          <ZIndex>14</ZIndex>
+          <ZIndex>12</ZIndex>
          <Visibility>
            <Hidden>=IIF(Parameters!FolioRelacionado.Value = "",true,false)</Hidden>
          </Visibility>
@@ -1073,6 +1022,53 @@
            <PaddingBottom>2pt</PaddingBottom>
          </Style>
        </Textbox>
+        <Image Name="Image1">
+          <Source>Embedded</Source>
+          <Value>Logo2</Value>
+          <Sizing>Fit</Sizing>
+          <Left>0.1299in</Left>
+          <Height>0.61281in</Height>
+          <Width>1.32508in</Width>
+          <ZIndex>13</ZIndex>
+          <Style>
+            <Border>
+              <Style>None</Style>
+            </Border>
+          </Style>
+        </Image>
+        <Textbox Name="Textbox14">
+          <CanGrow>true</CanGrow>
+          <KeepTogether>true</KeepTogether>
+          <Paragraphs>
+            <Paragraph>
+              <TextRuns>
+                <TextRun>
+                  <Value>BDH BATERÍAS DISTRIBUCIONES DE HERMOSILLO S.A. DE C.V.</Value>
+                  <Style>
+                    <FontWeight>Bold</FontWeight>
+                  </Style>
+                </TextRun>
+              </TextRuns>
+              <Style>
+                <TextAlign>Left</TextAlign>
+              </Style>
+            </Paragraph>
+          </Paragraphs>
+          <rd:DefaultName>Textbox2</rd:DefaultName>
+          <Left>3.83674cm</Left>
+          <Height>1.55733cm</Height>
+          <Width>9.26108cm</Width>
+          <ZIndex>14</ZIndex>
+          <Style>
+            <Border>
+              <Style>None</Style>
+            </Border>
+            <PaddingLeft>2pt</PaddingLeft>
+            <PaddingRight>2pt</PaddingRight>
+            <PaddingTop>2pt</PaddingTop>
+            <PaddingBottom>2pt</PaddingBottom>
+          </Style>
+        </Textbox>
      </ReportItems>
      <Style>
        <Border>
@@ -1420,6 +1416,8 @@
    </ReportParameter>
    <ReportParameter Name="Almacen">
      <DataType>String</DataType>
+      <Nullable>true</Nullable>
+      <AllowBlank>true</AllowBlank>
      <Prompt>ReportParameter1</Prompt>
    </ReportParameter>
    <ReportParameter Name="Folio">
@@ -1436,10 +1434,14 @@
    </ReportParameter>
    <ReportParameter Name="Fecha">
      <DataType>String</DataType>
+      <Nullable>true</Nullable>
+      <AllowBlank>true</AllowBlank>
      <Prompt>ReportParameter1</Prompt>
    </ReportParameter>
    <ReportParameter Name="FechaImpresion">
      <DataType>String</DataType>
+      <Nullable>true</Nullable>
+      <AllowBlank>true</AllowBlank>
      <Prompt>ReportParameter1</Prompt>
    </ReportParameter>
    <ReportParameter Name="Descuentos">
@@ -1525,7 +1527,250 @@
      <AllowBlank>true</AllowBlank>
      <Prompt>ReportParameter1</Prompt>
    </ReportParameter>
+    <ReportParameter Name="SubProyecto">
+      <DataType>String</DataType>
+      <Nullable>true</Nullable>
+      <AllowBlank>true</AllowBlank>
+      <Prompt>ReportParameter1</Prompt>
+    </ReportParameter>
  </ReportParameters>
+  <EmbeddedImages>
+    <EmbeddedImage Name="Logo2">
+      <MIMEType>image/png</MIMEType>
+      <ImageData>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
+yh0AABYkb5uWikAAMBoKXUA4O+49RMAAFbjJIx5XzdvRQE81nD+YkcSABRgKgIgM60IACjA5WQxuxEDsEkKHQAAVsfBfwAAGDelDgD8xfB74UgSAACwMvGl7Pdh7n2lJB94JJ8VAJTgdrKYdWIAMnMsAgAKoFgN2DiFDgAAq9OKAAAARi+WOlyIAYAHlHQCAMB6xH2Zz33dXCjcBKzVAdgCnQiAnIS1unk4AObiAIkodAAAWIG+bvar5QEkAABg/I7jiwNiAGDQigAAANbqJIx5XzdvRQH8aCh8cf4CgBJ0IgAy04oAgALcThazKzEAm6bQAQBgNVoRAABAVk6UOgAwcNsQAACs304Y7/u6uQrjUByAdToABZqKADAXBwDzcGA7KXQAAFiNVgQAAJCdWOpwLgaA7TW8OLYjCQAA2JiDML7EPZowdsUBVM5fAFCGb5PFbC4GIBdhTb4fHnuSAKAAnQiAMVDoAACwGlppAQAgT2/6ujkVA8DWsqcDAADj8CaMq75uzNGBVgQAFMCtwIB5OACYiwNbTKEDAEBibnIEAIDsfVDqALC1vCwGAADjEW8C/djXzTSMXXHA9hnOX7gVGIASdCIAMuM7MwBKcD1ZzG7EAIyBQgcAgPRsYgIAQP7Oh8PCAGyJ4QWxA0kAAMDoHIcxV8AJW6kVAQCF6EQAmIsDgHk4sL0UOgAApNeKAAAAsrcTRtfXzb4oALaGkk4AABivuFfzoa8b+zVgrQ4Aubl0KzCQk7Dubod1OADkbioCYCwUOgAAJDTc5HgkCQAAKEI8oDAd5vkAlK8VAQAAjF78Lvaqr5u3ooCt+TsPALnzEhmQm1YEABTgdrKYdWIAxkKhAwBAWq0IAACgKAdhXIgBYCu49RMAAPIQSzjf93XThbEvDihT+PttnQ5AKToRAJkxFwfAPBwgMYUOAABptSIAAIDiHPd1cy4GgHKFz/nDavlSGAAAkI+jMK7CfP6tKKBIrQgAKEC8FfhK
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
+CAAAgAY5S1Z3fb4RBdAwSjmBunsf5mijMne4nHYHicXQ8C17YZyIobJORQAAAAAAAK1QiACA71HoAAA1NUuzeNell5IAAAAa4l1vPjlW5gA0VC4CoMY+hDlaqYvGl9PuYdj8LHr4rpPwfNkXQ7XM0myY+A4PAAAAAADaohABAN+j0AEA6sudHQEAgCa4DePH3nwyFAXQRLM0y5PVHbQB6ugyjF2UORSih3vZK/s5ynfnfvEa9lYSAAAAAADQGmMRAPA9Ch0AoL5yEQAAADV3Hd/b9OaTkSiABlPKCdTV7XqudlPWDpfT7n7YxLmhIhy4v5P1c4dq8P4WAAAAAADa47LM71MBqC+FDgBQX7kIAACAGjsP47A3n1yIAmi4XARADZVe5rAW717zUvzwILEAZSiGL1tOu6XNxWZpNnQNAwAAAACAVhmLAID7UOgAADU0S7PDsHkhCQAAoKbe9+aTXDs50HSzNDtILOoD6umk7OKt5bQ7Cpsj0cOjvAnPoQMx/Hk92Q9jGEZ8z7lf0rwvfnf3VvoAAAAAANAqhQgAuA+FDgBQT7kIAACAGop3ev5Pbz45EQXQErkIgBr6b5ivjcrc4XLajfPD16KHJxm2PYBYarEuh7lKVuUKRae/KOvOWKf+BAEAAAAAoFVue/NJIQYA7kOhAwDU07EIAACAmrkM47A3n4xFAbSIz3CAuvkQ5mulLkpeTrvxWvmT6OHJXsdCgzYeeDjuw3WRw2/JqhxmL1kVCg7K2P8szWIpzZE/QQAAAAAAaJVCBADc13MRAEAt+VEYAABQJ+9788mJGIAWykUA1MhlmLMNytxhXIQdNiPRw8YMk5JKDKogXEPy9TF/6XuzQae/uNn2Y5il2cH6MQAAAAAAAO3ixkYA3NszEQBAvczSzJ0dAQCAuoh3RP2PMgegjdaf4exJAqiJy6TkEprltLufrH7k5FoJm/N6XZTSaOEYB2FchX/+kny5zOGs01+U9SPKkesYAAAA
+AAC0UiECAO7ruQgAoHZyEQAAADUQFwUe9+aTK1EALZWLAKiJWMI1CPO2m7J2uC5zKMJ4IX7YuNMmzkPW141BGCffuXbcrv/vtm6WZvGxHPmTAwAAAACA1rn2uzgAHkKhAwDUz7EIAACAinvXm0+GYgBazmc4QG2uV2HudlHyPuOC85eih604Wk67eae/KJpwMOFYDpJPRQ579/h/OQnHvvWCmlmaxcflfS8AAAAAALTTWAQAPIRCBwCokfWPw9yxDAAAqKrrZHV350IUQJv5DAeokR/Lnrstp91h2LwWPWxVfJ7ldT6AdZHDQ68X553+YlTSQ4z72fOnBgAAAAAArVSIAICHeCYCAKiVXAQAAEBFnYVxqMwB4A/HIgBq4EOYu43K3OFy2h2EzVvRw9YdhedbXscHHh93GPGuVr8lDytzuA1jUMZjnKVZnOsd+TMDAAAAAIB26s0nYykA8BDPRQAAtWIxAAAAUDV/LJrxJRXA3+QiACruLMzfBmXucDntHobNz6KH0gzrNCdZF77E8diihGGnv7ja9uOcpdl+2Iz8eQEAAAAAQGudiwCAh3omAgColVwEAABAhcQvpw6UOQD8wysRABV2mZR0F/uPltPuQdgUoodSHa1LEiotPsYwrpJV4ctjyxzOO/3FaUkPeRTGnj8vAAAAAABoLb+VA+DBnosAAOphlmbx7mV+IAYAAFTBbRjD3nxyKgqAv5ul2bEUgIrP447DPO6mrB0up914N/v4oyafb0P5hsmqgKBS1teFk/V46rUhXtcGJc7zFHcBAAAAAEC7FSIA4KGeiQAAasNiAAAAoArOwzhU5gDwVbkIgIqKi57zMI+7Knm/ozBeih924sVy2h1U5cGEx3IQRrwmxOvQ22QzRS/DTn+x9evaLM32kwqWYwAAAAAAAKW67s0nF2IA4KGeiwAAakOhAwAAsEtxAeBJbz4ZiQLgm3yGA1TVSdk/Llov3HY3e9itYbLjIoJwLTiM16Aw
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
+DYUIANgUhQ4AUD25CAAAoPXiAr54J+Rhbz65EgdAJR2LANiA8zDi4uU/yxvC/K+owgNbTruDsHntFAFlXQ87/cWopH3F/eyJHAAAAAAA+IaxCADYFIUOAFA9uQgAAKC1rpPVwpLT3nxyIw6ASlPoADxkjneVrO7g8md5Q5WLu5bTbrzG/ezUASWJpYaDMnY0S7N4fTsSOQAAAAAA8A2Xfr8HwCYpdACA6rEYAAAA2ifemXnUm09GogCovlmaHSbu6gz8XVyM/EdRQ/KX8oYwv7uo24Esp914jTMvBco07PQXVyXM4fZd3wAAAAAAgHsYiwCATVLoAAAVMkuzg7B5IQkAAGiND2Gc1nGhH0DLKeSE9opFXPFOLH+WN4S5XNGUg1tOu3Gxc/xxktIaoLTraqe/OC1pXyPXNwAAAAAA4B4UOgCwUQodAKBaLAYAAIDmu05Wi0hikcONOABqyWc40C63YRyGudtVkw9yXeZQJEqHgXKvr4MydjRLszh/eyVyAAAAAADgO27doAmATVPoAADVkosAAAAa6yyMUW8+0d4NUGOzNIsLnl9KAlpl0PQyh7VT1zegZMNOf7H16+t6/jYSNwAAAAAAcA+FCADYNIUOAFAtuQgAAKBRrpPVopFRSxYBArTBsQigVc7aUMi1nHaHYfPa6QZKdNnpL05L2ld8X74ncgAAAAAA4B7csAmAjVPoAAAVMUuzPPFjMgAAaIoPYYzbsPgPoIVyEUBr3IYxaPpBLqfdeIxvnW6gZKVcX9ffv70SNwAAAAAAcE+FCADYNIUOAFAduQgAAKDWLpPVXT9HvfnkRhwAjXUsAmiNQdPndctp9zBsTp1qoGTvOv3FxbZ3Mkuz/fX7dAAAAAAAgPu47M0nV2IAYNMUOgBAdVgMAAAA9XMdxjiMU1/kADTfLM3iwuc9SUArnIX53bjJB7icdg+S1d1lXNeAMl12+othSfuK+3khcgAAAAAA4J4KEQCwDQodAKAC1ncI
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
+wntL138AAAAAAKCqChEAUHUKHQDg8Y5FAAAAVNzbdanDQBRAS/n8hr8tpA2viTciuZ/ltBufP/n6eaTYFuDhrz2xwGFc94MJ7yn3w2bktAIAAAAAABV06WYOANSBQgcAeLxcBAAAQA28jqUOYXtsESvQQrkIWuky+VTgUIjjfpbTblywe7we8bmzJxWAe2tUicNnRl4TAAAAAACAiipEAEAdKHQAgMd7JQIAAKAmjsIoZmmWK3UA2iJe8xKLD9vkLPlU4nAljvtZTruHyacSh5cSAXiQ64+vPQ0scfg4n4qvD74PAwAAAAAAqmosAgDqQKEDADzCekEAAABAncRFmhdxQU5vPrkQB9ACxyJotD8X0catwqL7W067Hwsc8jBeSATgwa8/8bVn1OkvGv2+Krx33I/H6ZQDAAAAAABV1ZtPCikAUAcKHQDgcSwIAAAA6igu2ixiSZ1SB6AFchE0zmWyWkQ79jp2f8tp9yD5VODgLusAD9eaEofPjMLYc/oBAAAAAICKOhMBAHWh0OH/s3c3yWksidqA0xGOYGg1zIggxJ0wlXoFrrsC667A9Apa3wouvYKrXsHFK7jyChqtoK1pTVoKIphBS0NGfJWq0pFsyzL6J5Pnicigz7FP2/kWFAmqfAsAHqcQAQAAkKi4IUepA5C16hzXrx72JJG8y/ieFepNtJPqfetMJOtZTtv71cMw1N9jei0APNy2ljhcr6Xi+4cSIAAAAAAAYJNNRABAKhQ6AMADzTqDneAiaAAAIG1KHYDcFSJI1vUG2ljgcCyO9Syn7Z3meX/QDHdUB3i402qM4/tQq7c429YQmp+DjT0dAAAAAACADeeaAgCSodABAB7uQAQAAEAG4kbPf846g7905+VYHEBmfH+TlpNwU+KgaGhNy2m7H24KHD5KBOBRlDj8bFSNXTEAAAAAAAAb7Lw7L8/EAEAqFDoAwMMVIgAAADLyv7POICh1ADJTiGCjXYamwCE+Vu9BFyJZ
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
+HAOAPByLAAAeR6EDABuvuTDbJjQAAF7S12ocdeflJOVJLKftuHaORQ6jauw6rADALbHIYdTqLcapT2TWGfSb9U5c97gAEgAA4H6XzWeo6JM4AMiATWRAag5EAEAOUr++EgDekkIHAFJQiAAAgBfypRqj7rw8S3kSTZGDu1MDAHfJscjhs8MKAACwtsN4F/PqM1UhCgAyodABSI1CBwBy8FUEAPB4Ch0ASIEvMgEAeE7xbmRHccSLWFOeyHLa7gebGgGAuylyAAAA4KQ7L68/F7r2AoAcXFbvbd/EAKRi1hnEG3TsSQKADExEAACPp9ABgBQUIgAA4BlcbWqsxnEGRQ5FM5ePDisA8IOTahy1eovk71KnyAEAAODJDm/970IcAGRgIgIgMdbhAOTiWAQA8HgKHQDYaM1F27uSAADgCU6rcXTrLmTJWk7bw1BfgOvuDQDAj2KRw6jVW0xSn8isMyiC8ioAAICn+vv1Hcybay98rwxADmwiA1JzIAIAMnDenZdnYgCAx1PoAMCm80UmAACPdbWpsTsvJylPYjlt74S6xGEYlJ0BAL9Y8yhyAAAA4Jbz5vPVtUIkAGRiIgIgMdbiAFiHAwAKHQDYeIUIAAB4oC+hLnI4S3kSy2m7H26KHD44rADADxQ5AAAA8CuH3Xl5ceufC5EAkIFTdwUGUjLrDPaDG3cAkIdjEQDA0yh0AGDTFSIAAGANl9U4qsY4gyKHuAYeVuOzwwoA3OGqvKrVW5ylPpFZZ3AQ6gIrRQ4AAADP56Q7L3+8yP5ALABkYCICIDGFCACwFgcAIoUOAGys5s587kQMAMB9zsNNkcNFyhNZTts2NAIA98mpyGEY5xLclQoAAOC5xfLj4Q+fweJdgV17AUAOJiIAElOIAIAMnKR+bSYAbAKFDgBsMneIAADgV06rcdSdl+PUJ7KctofBhkYA4NcUOQAAALCu+L35j58fXXsBQBaq97hjKQCJ+SQCADIwEQEAPJ1CBwA2
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
+m6AQAQDAmzkJdZHDJOVJLKftuKaMGxg/OaQAwG9cFVm1eotx6hOZdQb9Zg00DIocAAAAcnLZfNZ7iEJsAGTCXYGB1ByIAADrcADgPgodANgEvsgEAHh9X6pxlHqj8nLaHoZ6E6O7jgEAv5NbkcOoGp8dVgAAgCwNu/Py4oH/jWsvAMjBefUeeCYGIBXNz2x2JQFABiYiAICXo9ABgE1QiAAA4FXEO3rFFuVRyhfBLKftnVDfmSwWOfihOADwO4ocAAAASMnX7rx8zB0RC9EBkIGJCIDEWIcDYC0OAPyWQgcA3tSsM9gPNuEBALy0WORwFMcj7ui1MZbTdj/UJQ7DanxwWAGA3ziN6x9FDgAAACQkfp8/fMTnRtdeAJCLYxEAiTkQAQAZOE35JmEAkAKFDgC8tUIEAAAv5upu1N15OU55EstpO16IGoscbGAEANZxEtdArd5ikvpEZp1B0ayDPjmsAAAAW2H4yGLmQnQAZGIiAiAx1uIAWIcDAL+l0AGAt1aIAADg2cVNjEfdeZn03UuW03a8i0HcwPjRIQUA1lwD5VTkMLIOAgAA2CpfnvC9fiE+ADJw8shiI4A30fw854MkAMjAsQgA4GUpdADgrbm7IADA8/lSjXF3Xk5SnsRy2h6GegPjrkMKAKxBkQMAAACpOw91wfFjufYCgBxMRAAkphABADlI/ZpTAEiBQgcA3sysMziQAgDAk12Guh151J2XZ6lOYjlt74T6YtU43L0AAFjHVZmVIgcA+P/s3U1y20ieN+DcaWkHuWOEwlpxa9/AuIF9A7NOMOoTvOwTDPsETZ1g5BMMdIKRtlxRwQjuqLCW3L2ZIliyqqvK+uAHMvE8ERlQxPS4wD9IIAFk/hIAKMDotSuSG3sBQEGsCgzkRl8cgBJ8VwIA2D+BDgAcU6UEAACvloIcJqm9dpBnG6wXvbOwmbz4zSEFAJ4pBTmMT07v5rl/kGV/OGr6Qh8cVgAAgM761xtXQayUEIAC
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
+xKUSAJn5qgQA6IcDAC8l0AGAQ6uUAADoiIfJi7FdZh7kMAqbIAcrfQEAL3EVNkEOde4fZNkfVnGT+kSCHAAAAHiN2+a+cpdMIgOgiGvkYDWbKwOQiyb8+4NKAFCAWgkA4LAEOgBwaAYVAAClS5MXpzteaeug1ove+7AZXJqCHLyIBgBe2hcqKchhHNtnhxUAAIA3GO0h+LlSVgAKUCsBkBn9cABKcakEAHBYAh0AOBjJtABA4b7HNhmsZnWuH2C96KX+WgpxGMX2ziEFAF5AkAMAAAD8p3/t+r1BvG/9FIy9AKAMJpEBubGoHQAluNlD+CgA8AsCHQA4JA8yAYASXcQ2Hqxm81w/wHrRS4M/U5DDN4cTAHihh1ArQQ4AAADwH9Lg+PM9/LuV0gJQiFoJgMzoiwOgHw4AvIpABwAOqVICAKAQ97FNUss5qXi96KXArTSY1KRFAOClHkKtTk7v5rl/kGV/OGr6RB8dVgAAAHYkvUcY7enfrpQXgAJcWRUYyEkTDP5OJQAowKUSAMDhCXQA4JAqJQAAMncbNqs2X2Ye5DBqPscHhxQAeKHSghz0iQAAANiH8WA1u97Tv/1FeQEoQK0EQGYqJQCgAPeD1UxfHACOQKADAAchmRYAyNxVbNPBajbN9QOsF733YbPy9Ll+GQDwCoIcAAAA4Hm+D1azyZ7uab8qLwCFsCowkBt9cQBKUCsBAByHQAcADsWDTAAgR99jm+ScSLxe9M7CZsLiN4cTAHih+9imqT8kyAEAAACe5Ta20R7//UqJAShAWhX4WhmAXCz7w7SIykeVAKAAtRIAwHEIdADgUColAAAy8rAC9WA1m+f6AdaLXup/ncf2xeEEAF4oBTmklURTkMOPnD9IM8DuvGnvHFoAAAD2bDRYzfZ5L10pMQAFuFQCIDMWtQNAXxwAeBOBDgDsnWRaACATv09c3PNgy71aL3qjsJmwqP8FALy6PyTIAQAAAF7sn4PVrN7jve5Z8Owf
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
+uM11kTYAKJ1ABwB2olm5EQAoV1odfho2QQ5ZTixuJvSmCYpCqIC2nV8fghvCJrzBC7UdSzWN14BR/PN/VIMdS0EO4/gdm+f+QZb9YfqNjGP74LACAADQITeD1WzUsn366rAAUIhLJQAyoy8OQAlqJQCAdhLoAMCueJAJAGVKE43HbVqd6qWaSbypWWkaaIOr8BjgcF3CRPAcxDpfxuvBb/HPf6sGOyDIAQAAAPJ3H9q5Am/l0ABQgLQq8FwZgFws+8Oz4H0ZAGWolQAA2kmgAwC7UikBABQlTThOQQ51jju/XvTeh02Iw3nwwhU4nhSK83N4Q60kxxPrP43Xh0/xz/9SDV5JkAMAAACUoxqsZj/auF8ODQAFuFQCIDMWtQNAXxwA2CuBDgC8WZNM+1ElAKAIaaLiNOMgh9QvGYVNkMM7hxM4sJvQhDekbQmTvksTj8l5E/rzTTV4prRa5yS1+P35kfMHWfaHAq8AAABg4x+D1ey6hffun9yzA1CIWgmAzFRKAEABbloaYAoABIEOAOxGpQQAkLU0UTGl8o4Hq9k8xw/QrLieJieaoAsc8txZh8fwhlpJ8hCP1ai5bggm5Fe/8ZKCHM6DwCsAAABILgar2aSl+1Y5PAAUolYCIDP64gCU4FIJAKC9BDoAsAuVEgBAln6fqJhrKu960Uv9kHFsnx1OYM9uwtMAh7mSZH8fm46nUAf+sn+Ue5BDsuwPv8bNNAhyAAAAgCStUjhq8f59dYgAKMCVVYGBnCz7wyp4lwZAGWolAID2EugAwC4YVAAAebmNbTxYzaa5foD1ojcKmyCHDw4nsAdpQvdDcEPTrkuY2M2jdDyba0k6vgbnsO0fpb7RpLDf+9h3HAAAAB6kZ35Vy/dReDUAJbAqMJAbY6ABKMH9YDWrlQEA2kugAwBvsuwPPwUTAwAgF1exTQarWZYDKNaL3vu4OW+a/gewSzfhMcAhhTdcK0n50nGO15YqCHXouoegq/h9mJb2
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
+14veWdyMYjuP7Z1DSeHuQxPckLYnp3e1krTDsj/cBjdst4JlOLaJErxMPKdOm4Co//7FeTgNmhTk0F2VEgAAAJCJFOYwch8PANlLqwL/UAYgF834CWO4AChBrQQAUA6BDgD8mUoJADiQtLL0ZLCaXee2402Qwzi2bw4jBbsJTwMc5kpyfMv+ME343gY3VM3fBiPQJil0YKoMLxfPs5PYx/j0J/2LVNMUkjGJ/xuDJrt7/k/fDYE9AAAA5ECYw0alBAAU4FIJgMxY1A6AIgxWM31xACiIQAcAnlj2h2dx81ElANij7STPFOQwz23n14teFTZBDp8dSgr8bT4EN4RNeEOtJK3qo1fhMbxBf522m1ip6fXi+XfUBEd9DoIceKpSAgAAADJwJczh4bluuo8XxAtACWolADJTKQEABfiuBABQFoEOAPxRpQQA7MlteAxyyG5C4nrRG4VNkINVkSnFTXgMcLg+Ob27VpJ2aAb6pvap2Rr0S26mSvBmadWY1PeYCnLgD98LAAAAaLMb96/u4wEoyv1gNauVAcjFsj98HyzSA0AZ9MMBoDACHQD4o0oJANixFOQwHqxm09x2fL3opZd852EzoVKQAzlLK7xvwxtSuzZBuB2W/eFZeAxuSO2jqpC5i3jNnyvD2zTn6IlK8NP1wuAzAAAA2i6FOVQ5hnrvSaUEABSgVgJAPxwA9MUBgLcT6ADAH1klAoBduQqbIIc6tx1fL3pnad+b6+I7h5IMpSCV9Nt7CHE4Ob27VpJ2WPaHVXgMcEhbYTGUZqwEsBeVEgAAANBiwhx+0gQzCu8FoASXSgBkxhhoAEpwO1jNjPkEgMIIdADgd8v+ME0oM2kVgLe6iG2S48PE9aJXxc0otm8OI5lJASp1eAxwMGi2Hf3rNGi3Co/hDVZWp/g+QLz+z5UB9sLgMwAAANpKmIP7eADKVSsBkJlKCQDQDwcA2kigAwA/q5QAgFe6j20aNkEO89x2fr3ojcImyMFk
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
+AABFSiWWqcByosgBiqSgEYASNCIAMhNFAIC5OADAZih0ANiuKAIAAGDP7rpx4TADwBcfRAAAAEWZd2PSjbESSyjT8lbgE0kAUIBGBEBmoggAKMCDfXMAwBAodADYLocEAACAfUkHGlKRQyMKgC8HQNzmCQAA5XgIfYnDRBRQPO/zAJTiRgSAuTgA7FwjAgBgCBQ6AGyJQwIAAMCePHXj0oEGgH+JIgAAgOzddeNKgSV4nweAzKRbgR/FAOSirer33eNIEgAUoBEBADAECh0AtieKAAAA2KFU5DAO/e2UNoQB/JvyTQAAyFNa80i3Gacih5k44OBEEQBQgBsRAJnxXQ2AIowWU3NxAGAQFDoAbE8UAQAAsCPXwaEGgB9qq/q0e5xIAgAAsjLvxiQor4RDfp+Pwa3AAJShEQGQmSgCAApwKwIAYCgUOgBswfKQwJkkAACALbvrxoUiB4BfcosQAADkI613TEaL6UQU4H1eBAAU4Kmb2zZiAHLRVvVx9ziXBAAFMA8HAAZDoQPAdkQRAAAAW5QONlzZ/AXwbA6AAADA8F2HvsihEQWwFEUAQAHMbwHzcAAwFwcADpxCB4DtiCIAAAC2YN6NCwcbAJ7PLUIAADBoT90Yh77IYSYO4Jv3+TNJAFCAGxEAmVGUDkAJ5qPF9F4MAMBQKHQA2A6LmQAAwCalIoer0WI6EQXAi0URAADA4NyFvsRhIgrgB+y7AKAUjQiAzEQRAGAeDgCwWQodADasrer33eNIEgAAwAYocgB4OwdAAABgGJ5Cfzvx2M1owDNEEQBQgHQr8EwMQC7aqj7tHieSAKAANyIAAIZEoQPA5jkkAAAAvFU64JAON1yJAuDNoggAAGCvUmHluBuT0WL6KA7gmey9AKAEDpEB5uEAsB+NCACAIVHoALB5UQQAAMArfSlyCH2ZgwMOAG/UVvX74BYhAADYl9vQr3E0ogBe8T5/JAkACmAuDOQmigCAAjzYewcADI1CB4AN
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
+CAAoQCMCwDwcAMzFAQC+pdAB4O2iCAAAoDjpBstx6G+wfBQHQB7aqn7fPY4kAQDAAboN/TqGEgcgx/f50+BWYADKYD4O5EZROgAlmI8W03sxAABDptAB4O0sZgIAQDnuujF2+AEgW9ZpAAA4JKnEIa1h3CikBDIXRQBAIRoRAObiAGAeDgDwLYUOAG/g1kcAACjCUzcmoS9ymIkDIGsKHQAAKJ0SB6BEUQQAFODBt0YgJ8s90CeSAKAALm8CAAZPoQPA20QRAABAth66MQ4OQAAUoa3q4+5xJgkAAAqkxAEonYJGAErQiADITBQBAObiAAC7odAB4G1sKgAAgLw8hf4AxHi0mN6LA6Ao1mkAACiJEgfgICxvBT6SBAAFaEQAZCaKAIACPFhDBwByoNAB4G3ORQAAAFl46MY4OAQBULIoAgAAMqfEAThEChoBKEI3h7+RApCZDyIAoADm4QBAFhQ6ALxSW9U2FQAAwLA9hf6DzXi0mN6LA6B41moAAMiREgfg0EURAFDIvB4gG/ZAA1AQhQ4AQBYUOgC8XhQBAAAM0l03JsFBCICD0Vb1++5xJAkAADKwKqC8cYMv4H2+Pu4e55IAoACNCIDMRBEAUIAnFz0BALlQ6ADwetppAQBgOOahPwwxHi2mM3EAHBzrNAAADNlq3aJR4gDwD1EEABSiEQFgLg4A5uEAAD+i0AHgFdqqPu0eJ5IAAIC9uw5utARAoQMAAMPzEPoShxs3hAF4nwegaHNzfiAnyz3QZ5IAoAD2DAIA2VDoAPA6UQQAALA36UDEOPQHIh7FAXDYbDoDAGBAbkN/I1has5iJA+CXoggAKEAjAsA8HADMxQEAfkahA8DruCUCAAB2a96NSRoORADwjSgCAAD25Cn0N4Cl0SieBHi+ZUHjiSQAKIBbgYHc2AMNQAke7CMEAHKi0AHgdaIIAABg61aHIsajxfReHAD8gE1nAADs0kNYljhYrwDwPg8Awa3AQH6iCAAw
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
+CnwoLihOuf4qQcA4W7qw1WFgAAAAABhnBwffKbwsHrQtrtHVTKoON97wb0Pr7MbQ3jFLwQOhd82isOnprSbuAgDZ+N3FIA8oyf1OoQOMn3guPQ7RIX8OvXUkrP/rb5f1Gk1cQ4prSdYU86X9kzMUOgBk2CUiAAAqRVw0iRfvr79/Y/h0z38Jm5/aKpScW7uuWwhQhrRWQ2nEDZy40QgAAAAAlF6c7hf3Nh/e8GRY+qkHwt/c+93Qt61fMDkWD+D3dLpQBAAofwZ5QGnE+10ccgWM0+Pdx/5CCDn15fu+V/aFm/Hre9q1Erkz++PNQgDIMIUOAEBFigeg4uGnv1r9jdC/VwthXsUNjLaWBkFAGdFaDaUTDwO3tVrQBwAAAIBytHXXgUJxfSx2GBo6JpCc6r7VHgoAUP4M8oDS6f3sIiHAOGm/eaYQcmjjtzaHg4PvZOJrffq5l33DcqZpep0QADLsUhEAAJUsLqh87p5vhvvXf9oFxDnVtfymwgE4oDwsaW8RApTQ2nXdhal/wPnbfWAgzF/4JUFchJd++XdC4LTiQYhHN70gCAA8LgDAMHFf6zO3PRQ2/P3nHdDNoVhYX187OTMXDgAA+WOQB5RWfJ44s6GusI8NjK3WuR8TQg797Jc7MvO1Wj/KJ78HAGTXJSIAAPLg4Q1Phh/9j+cFkUPtHS2FjUSgPPSu7hAClFA8DLx4/gxBAAAAAEAZO3r8g7D+r78d+vc6mJtHnYvnCAEAKFsGeUDprVq5QAgwxmomVRfOWZEvcS3u8HtDmfqa+7b1+8blTOO0WiEAZJRCBwAgNzY88oxFi5xqa20WApSB2AprkwNKr7vrE0IAAAAAgDIXSx0e+q//UxA51L5olhAAgLJlkAeUwXOGjpbCxebA2Km5+koh5FDfb/YJgbJXO+VqIQBklEIHACBX/tuGp4SQQwvabxQClIHOZXOFAGVg9rymQsEKAAAAAFDeDg6+EzY/tVUQORPLsV2cBQCU
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
+IC7sL5g3w7QGAAAAABgm8WBN3fyZrqcWWJycbFM9ADAa4iAPn0PTNBSDPBQApKNlydUeTxgCcW/yf/7LH4X1D3zDvklKnpIHACgtCh0AgCRMLZ8YKv/w06F6WkWoq5+dHTykeDq39YQ7Vz+gzAFGUMtSLfypevypHef9Z+x68VeCTMSKlU0KHQAAAADgPMU1zXEXfiLMvqwylJdPCFWfvcRER7KDdmvufUQQAMCouLZulhASNRSDPKK4J2/O3CqB5lx8DOP3pAf63xAGnKdDhwfC177638Pdf/EnruuQOx9V8rBzz8veKwBgmCh0AABK0qTxZWHSp37vuF/79KTxYfKnP5X9uLq6IpSVXRgmV1ykvIHMuu9vCus3bhUEjKC4yGdBIk3xAv1QXJSPi1cHX3vbe3UC4mM4s7JCIzcAADBs4qHW+H0HQ+PIO/9qwx3AMIpTjKdW/P6Hfj0WNRz73lZeflH242mXXmxqI6f0ja//D4X1AMCoaVnWIIREDcUgj2jr1i6FDolY0jw/rG19VBAwBOL191Vf/0Fo/e7X7KEk905W8hALnXq6Xw3dvX1h/8uvW3MCgCGg0AEAGDL3rbtdCIy4eOj47/7unxwwhVEQF/lI06aftQ/Zn9W2ZWe4cXm9UBNw61e+EFbduU4QAADAsGhcVJvdGBpxo53v4QDO3PPP/K0QGBWr715vnRMAGDWxXNOAhjQN1SCPKE7qJg3x+uv9G57OBrQA5y+WM8ZSh1W3NlrfIDmxzOnYQqeBgXdD74uvhh07ekLvS31h975XFJQCwFlS6AAAQC7Fie/r/v7n4ann9wgDRkGcPlbXMFsQiXqyrWvI/qyOrl6FDomICzSTxpdZ2AcAAAAAGAKxzMFaJwAwmhZed7kQEjWUgzxiMUQ8xFlWdoFgE7D4+itD6wNPCAKGSDzQvrb10dDT0xfu+OZigZCs+DngxJKHuJe/Z+8roaMjljz0Ky0FgI+g0AEAgFyJk+V+vumX
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
+lhvH6+GPP7HduigAUJLiIA9r9+mKn0OHS9tze8KNy+uFnIhYzjGzssL3LTACDh0eCGtbHw33b3g6/OU3WsKcuVVCgY8QnyfHPldicWosl+ru7Qu7XvxV9rwCgLxR6AAAwHmJm5J6X3w19Pe/+cHt7awJ88iR91zoh0TFdnbS9PP/1T6sf35HZ69NIQmZPGVCWDBvhlIHAAAAAKDwBksc2p7dHdq79gsEAChp19bNEkKi4iCP4dyzZz9gem5cfFXYvWaDIGCExAPoq+5cl5WpxOdfXYP3ZDhTsYgo3o793NOxfV+2L1XBAwB5odABAIDTihc8Dva9GQYG3gnd3bGs4Z3Q+1J/OPLOvw7rJHeg9Ewtn3jcBVHS8s/PdAzrn9/e0S3kxDQ1XqHQAQAAAAAopM5tPWHHjp7w7C//xZopAJArLcsahJCoti07h//v2NzlAHJC4mM56b6fOgQLIywW5MQylfj8u2XZNYYkwTmIA6nic2fw+TNY8NDT0xd27nnZ9ToASpJCBwCAgoqTYnpffDX7cX//mx/c3s5+vHPX76bGHOj7dTjy3vuCAo5a0jxfCInq2ds37Iuz8T0l/j1KQdIxZ25V1hhvCgcAAAAAkLJ4bbtn3ys2hAMAuRfXd+PhN9L0+FM7hv3v6OjoUeiQmHiYfG3ro4KAURD368XnX+sPN4XmhbWh6Yu13qfhHA0WPAwaLHjo6OwNu178lfIiAEqCQgcAgETFjUVHfvtO9uOfb/pleP3Q4ezHDl0C52Lc2DGhrmG2IBK16WftI/L3bH2mS6FDYhZed3nY3eqzBQAAAACQf4Prqzt29ISDr78V9r/8uvIGACApcX2XdD/LjsRn1+e27w13iDsp8fBrPExu+BeMnvj8W79xa3arnVUZGr/w/yvPgfM0WPAwWPKg4AGAUqDQAQAgUccemI0TtAcdW/TQ0/1q+O3Au+HIkXdC70v92a8d6Pu1i/PAh9TWVIeysgsEkai44D4Snv3l
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
+8ZlPfkwRAAAAAAAAgEJavtpBHgyt67n9peuTE+wZbB6cNe1ihaDwjr/z6/CFL31DqAMwKb78pf9RqiAwgLIS6AAAQGU99PWtkr8prBXLblYEhrX3YLkeDqWHXun0CXjXXLi6Jcy+tEkhAAAAAAAAgEK5vXVRaGqarhAMqWvXgdL1aedOgQ68W5oH71wu3IZyEOoATIYH/uOW0r0vDFBWAh0AAKiklPa95bEOhaCQ0ublJbc1KwRDKutDoTKePsGFW9q+WBEAAAAAAACAQlm54hZFYFh79vWVrk+79xw0sJw7H64S6EB5nA51SO8oA4y3FObwg87nFQKgIAQ6AABQOWmj830PbFYICsvmZUay66c9pexXGU+f4MKt/dRHw6xpFysEAAAAAAAAUAjpII8bblqgEAxpYOBEOPrGQOn65fRoBjPnisvC7a2LFILSqIU63PdQePRbzygGMG5rRWEOAMUj0AEAgEpJNzBS+m26YQpFJZWckXR1lzP4oIynT3Dhmpqmh5bFH1QIAAAAAAAAoBDW3HGrIjCsXTt6Stw3p9ZzrrWf+KgiUDqbNj8ZPn/Pg+HIq8cUA8gmzSl/+Pn/JswBoIAEOgAAUBm9L/SHu9b9F2EOFFpL8/xaKjkMZ+/+l0vZr3T6hAdcDOaez61UBAAAAAAAAKAQlq92kAfD6+oqb+hBb88rBphzLFg4N1w7f65CUDp7D/aHdXdvDI9+6xnFAC7Ys0931+aUlw6/rhgABSTQAQCASkhhDl/40jdqm4GhyFYsu1kRGHG+K3NwTe8LLxtkzpGCbm5vXaQQAAAAAAAAQENLzzWbmqYrBMPa/fyh0vatq/uAAWZQd392mSJQSuldvk2bnwy/f+cDYdeOXgUBxiwdhPbv/u1fhH//lUccbAlQYAIdAAAovZRs++l//aAbGBTe7EubwpLbmhWCYfXuL3fgQZlPoeDCrFxxiyIAAAAAAAAADc1zTUYyMHCi1Kcu793vIA8Gd8NN
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
+QKADAADFkG5mdDy7J2zv6nHiNpWzcpWHl4xsYOBEeOnw65XpbzqVwgsvDDdvCnQAAAAAAAAAGsGaO25VBEblwIvVOeCia9cBgQ4Mac4Vl4WW5vkO/YL3SJvBU9jJ6cCTa+fPDUtuXRRu+KcfDAsWzlUgaAC9L/SHXT/tCV3dB3wfA+BdBDoAANCQjrx6rJbC/eyP97qZQaWlB1PpARWMZNeOnkr1N51KIdCBoaR58/bWRU5rAAAAAAAAACbdcpvWGaW9+1+uTF8PHnrNgDOstX/Q7t1RGOn7xsH+Wgubnwyzpl0crv3Qb4fFzVcLeIAJdHaAQ1rLObgSgKEIdAAAoCGkmxm9+1+uJW/v2ddXS5EFQlix7GZFYFS6unor1d8qnUrB+bnncysFOgAAAAAAAACTKgXRNzVNVwhGlN6fq9IGwJcOvx4GBk7474MhpYNerp0/99RmdWBE6XtICkGpBaGcFfBw9VVzw403LnB4EmSya0dv7UCy9A6rAAcAxkKgAwAAE+7Iq8dC7wsvh56e/rB7z8HwUv/P3cyAQcy+tCksua1ZIRiVAy8erlR/q3QqBednzhWXebAPAAAAAAAATKqVK25RBEYlnexcuT7v6PFuFMNa/rsfCXs3ee8DzsfZAQ9bHuuofe3Ky98frl/0O2HBgrlhwYd+OyxYOFehYNi1Sm/o7Xkl9BzoDwcPvVYLpAKA8yXQAQCAcVNLDf/V27UUyiOv/TK8dvQNmyphDJa2L1YERq1q82t64JS+z3ioxHDu/uyy8IX7HlIIAAAAAAAAYMKlgzychs1opY2CVdPV1SvQgWGtWN0SvvnID8PRNwYUAzJIm9FrG9Kfeu7M19KBOVdfdbmQByptYOBEOLDvFeENAIwrgQ4AAJy3lDqZpJsXvxo4cSa04egv/94NdMhg5aoWRWBM83Hl+v3THg+QGFZ6OSq9JGVdAgAAAAAAAEy0NXfcqgiM2p59fZXr8+7nDxl4RjWXbtr8pELA
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
+AAAAAAAAwHysFazzZOwVDKIOGyr+M5/48pj/WxMMYwAAAAAAAACAvrhHrL4X6LL+QdABQI+71So8fXJ/i24DAAAAAAAAAAAAAAAAAAAAAAAAgHlYI1bfE9Mn90s8eBXyOLdV9et9+SNyRQEAAAAAAAAABmKZWH0v0mX983maAGJhbP2u5iz/5/b0yf1tWuezNmoIVvsqPQcAAAAAAAAAAAAAAAAAAAAAAAAAC/CAWH1/pVTZ6ZP7p8bW71rq/3mgxF+71//eCYYuAAAAAAAAAED/jK3ftVaw2i16rn8QdIC6DEzTF/v5b325d4H/vv247MtvfPnffTk+fXL/mUybryFY5/OMegAAAAAAAAAAAAAAAAAAAAAAAACYC9EHr+RyWadP7p/0bf1n/p+bhvxV9tjXE/73tRi9AAAAAAAAAAADs1Swzlfotv5B0AFGQhBxGPflKV+WD/ArlvmyIZQ9/vdd8j9f92Vy+uT+dkZN2RCs81lmAAAAAAAAAAAAAAAAAAAAAAAAAADMQ4MmGBnbXedRttUD/u+nXUfMgeR9AAAAAAAAAIDhWCtY5zN0W/8g6ACVMrZ+17j/8awv60r+1SYKscOK/xvH/M9vZSLs0BCsc5uZAAAAAAAAAAAAAAAAAAAAAAAAAADz0KAJRoMJMYyt37XZdYQZFvf5P9/r//cTtCIAAAAAAAAAQCksFawzIp8DgKADVMLY+l1N/+OILytG8Oc2WfF/M4cgsaLaTpsZAQCQnR+wtGvNWtrn+nWmy7E/g5I/CM+DtV0b637nQUGre8Pr5wMqhqC4DjTn+a9eCXa/nYlAH+Q19os9fL9B1mJeOPwhgAXnXLHGNFzvSb6Ff8XaA0rrST9jvJu264rN+jHfonUBkrMX3f5mP75nt89JvAEARu3fcGYAAHXZlG4fiLgAAEC8NGiC0WExAb+2ft3/81CP/5OrvjxBrBHm8dUaXfN40FyZ7n0gsW1QmwPN8M/54rXF3oTYLACA
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
+ndnAPBoKe5RV7SxzdwV54g2xNuCcYDDfxnJQLA/4x45csKrpzg2eoDnkbEyLLuvZtjTCPp07BoNTiF6QU1rB2idY7fP03OAg6AD9GIcjCXzKhGj7Ky5yqKVHzvTJ/cftRyKfY0Gq1xK3wf+QwMbhui92ePSXNas4qqmXtftdMywxyHUO6ZZh7frCDjV/bImtHB5o2cgZQg530CqVYevQgZSTDwckVlvbWmDujPsfb/lyl0g7789QBRoF04V9nkLI4WFapFIKdeWj+Eh9o5bU/vYA8/B99h5zYmvsu2HNhbjWkPEwdllD6oEE2EwEf1K3Iw4h1UFZEXzLyQFsQEPsW1t0N0Rgr5aGBDW7aE3i62B+y8UBhaAfYL2HDGzM2rC32kNr9Ob/sLeJglwv06jFKd/BdORLQi88bk3U9kNc/pg9yIHY6GgoLjqO0xSf0Yi0XmcW2sf4H7/zZY1IO5+YbW30/zf7TkUx5iZTZyB7b+2m9ijrR36cVuELSeUl8Hp5X+O8W0gdkarRc0PYwR5zydzfUYufIBrTu20pHnrhjkF5dOeUNmiOrGyP0abbBgdBB+iVV1waAb8nReuteAiKWroGW3z5NJFv2ZDi5dKQ1HrKl3vdTVUzVX7vy6PTJ/e3a25PKXptr6AcWFxqXIF5G86euM4hXJOmiNs+hiDLRw4hh1FTJB9mL34S+etTV+ap97jrHHzcIeJfXPWljEM+NbuOguncPk/xqmhxCXcRLVMpRftagsBHITkMeqMhVt8rA8zD1XTzgnPnEK+xRbOGjHcJIK5mDamdnBNg8UuF94C+vO0QMyoDe/3u/T731SRRAfRns4qLPVtpjaGwHAkTgp5KORZa59kdyNqYCf/jXV9W0Rq9+z8mgJFYcmtTsM5nMh1/auMOXxouJ/IdO7j8DRX5YhbrtvzcAw4hh1HvD+3M5+3Ic0VGRayParXnmTvmv74lNm++Ps//7+eC42YjU2cg7B7PdbE6b6lg/VOz
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
+RWOBPVjse4ZCBGgxQ39oP+FDX+5yeq8p1clbvuyuWzRL0C+9LFLP/+KIOc3Wd2Yr3nE3L661Flhjij1uM6y/99OMA9OmCWCOdcB82QO0xG28F2xVq2sOzTePml17hQd9uQe/aCjO0ATZ2SF1oWjzc34exu6NMlvsKHxrI8QRYrz0Z7F3e9F3u+IjNYJ7m4X84ZRpiNX3Y6w1DErIXfuq61wyzz0Gafk5b/n2eBhRh5H4V69k8rn24Ik9/mBnpcdrmOOtsJ5PhDwEOytd6JGJFJhw8eWWNTOa5j2fLYQcAvPtp8KZmI3Rb4Yx2p3P9UIN32FzVi234EmXzqvL3XxfsM7PReJPrBFrNxkfLOQgHXIwLJb/8onrxKs5t+yNT33Z5zq52O2a69IQa7uWSkW9jTkqaMMhfsy/ftmXR8RjCoo5pucZfuWBoAP0hAkkeIPxPwksqAd9XXeqt7foISiUg9whpSUa+DH7dy6N19ntYO81Xx7vw5Gy4G0KL6Xb5vhR9Vc/54Ak5N457bqSoQYcD6055krxcvtf+bIu83Z+yl5kUz9Az+SA2g6m/97VIOKwwNprdTGfd2fwG19MZB2ejZdcuMgcETkkilvgZfOg4z6sHxOuk1QxHsboCtcR3xulr6EW9JJQMLXXQBK2OQXFSxtTMa3XIUnqeHjZ1ebWNxPZi8zkjrDOTQjWfa2DueaUCWP1+1pTkRg4EexPw+WTqDdzXLWE65+TCFC/WHLHxdC/V9zNS3Vn+l1/uuLJDXfz8tJK13mdMEcsgb92IQdh2rFXMPikuSeAmNDLG8GGnClzvIeYT1GeStTnrAIuR8Ns86kQBc+dD3z5WZfNGmStac3jB5m9+nPXOYNASCyR9R5KZVy47iY6PNWrr9MlkGoxhYlZLlTF4MM9msgLYirkeqG5IVbfNxiqMAzhwbKn/T9/TGvcWO9Om8gF603l+7wvJP6px3x5vQ4Rh3nmuu1jJl3nkQnbB9p5YqpC+Pby
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
+wKxEciBzi5jYcg+0U/hncBTjExwkQUxQQCY9GRHLq5fbEAGg1+X0eq60RMZJowYYixCD+Yx/TiKNoVEv6tASXK+dTNfa7cwTQBL77Z3++SDxV304gjEQd4BU+LCqv1gwj5X4bTV7U1fUD9w4xFq3/+6E2tT4uTmU6LJT80HPNPBvcucIYDykGiE2ED/BBoT5ULuPE1M+Pfs3zAoFHaCftmDQ4Dgyrx2SpKFyQjGHt/yz3D+LEn/dK/45wKxno0/PM1W16ZGWoF1ThwPEhV5IiSrtUjUd0s18LdAJOU3fEyBm1JL+OpnPF0UU07WBmtpXAVL5ho4jowU5w7KuB6VYHpfQsmIFdj+I72cnmCooYd+zYjH3+ucg0hga5aIOnCfqoHQh4QLTBTDvfrvWpV3UYXmTvr9iDhHAPHSxA/F7a+AlwTF/YcA9wdb5C4Lv90TC601tn+408G/eI2jjco4PUSBYsOpSA/+mmg3IfRx86fmIqdi54v7dZeVXDwUdoB+1pJQLyLwR6O4CdfBT/6zK5F2tYMUqb+zuYNqzcCQ/ZKpqQ82BrKtaJJfZANL8VjqZz5daBdguvifAyLzX9ABEDyq6ma+bW5QG2/AlUcX1TawSsEu19gc1PUOyGX74TC4xVVmxEhHAHDzIXg85YZdM/bPZ/3Fr+I+uIJWBsaIObWyzynkvx8UleCGBXAmABfZbl35Rhyb3xBarDBLiYqLf6SgQv62OQ4Jj3hCKNSyE5WovF3u3vYlfjlfzbZo4n75FTEYU9IOYUCtW0MRldDU9fIxljS89D92IxnK7mOxOs+TrgYIO0I9ad8EuMm8EAmBQKRPrdx6wnwxf/TtUAx8LleplXaaqNtpi46ViOMCQVHzZUe3ye7b7y4CHsbGt3Sbm6zYHkAYxXNyW89uonOxWC431Eut7aIhVAnap1v6gpmcoGlMfKolCxPDyYgl2EYjrrC5TBSXbj9P+5/P++XekMRQ/FcwDUPNvcrXb1ebp
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
+hVIs7x1mDCB7lJLX8C2gUd/WP3bO/Vl37fLpFSTzCbd6G2gy4vG1mCIJ1PwrzkYAxucR/5xL4D2aKqxAETxIhSp9vaXIAmbz75xmUSGLOxfnElvExn42FHPKBbU8vQ6aAUAKClYBjIDofZyTkeXdqcUh0D81QkEHkOwu6OJI4s+Oii/OQV684Z87EMOCfFtUR9eNUvUyLtRXz0bBMXdq+nfQJ5AKVV+gWC1mo3dyXQiCF8K4WA0wHt0IxtASk9mHLBt3FzZO0tBVDbBLsUurhlhe9SjF8s4wXQBZ7/cWX98gNGQuzkLjWH6Jf77k//iAf94K/zGFHXo8hgggJ18l57MsgBK/I7uUsDmBVyFvBSDePbUtJg783vp4RXDMD4ffZwT90EczW1+r+cQAAP8D+waiQ/E+zj/HMpCJ9TtbgvJ7m2VfH59CBOA0E9K6ygIX7UR1mk8FSlr/BxwBmEGxzn4vuDQO5KpEqXoZB5PV85DYeD+gC++s7EYE0KAvsAQRs6/ixzbC/+OfacQA8xDD+miJyexYzgtGsEAil0TTjgcAdmlMUPAn3blVRCmWRxIVQN6oJa91mTKIhXDp7L6QJ/Ntc9mRilvr5bHGyyZG+6IlJstcc5nWCY31Az55gPL2VL9/7PV/3C78GsR052c/tjw0yApEAHNwyD/Pi415ld8zp8z3Ehv34QyLoUnl6VGsbmA4X4NYULsryX2CwWi7+ppp5spDgmM+FNFYWoLyQ//UCAUdQFVRqCdNKTopJJXD2Eys3zntfzYhiaHY5OX2Q4JAc64pgj7Qvx4m/c9isWH/nJmblT0UuoCG9EhbbMjvZT5lagH3U3xl8/ucXvdPIQZA75TKReZLCi6JAqBv6uIYUwaR+OCTTiuW12XWsqIl+E3FejE4Fb6qNFi/FtBZEOO67LhrhR2sS+razEVittAO9sCx+ShDO9pyJJYJDflf0IAApTIVbFOaFKTJNDmC0CBSBVf4VmqVddfboCf9
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
+bf+87f/4E//cOst/5dsZikXxG2uqsdh/YhsAzItaUy1idc3xMiIoDcv7msrYtpPb75pqqCYc61tFA0tomNX4dwOjmCvEfZxy+T62KUB9UNABFIN/XXGZtwXHTFdHGIYXBB0gNbbTqUO6W8kdXFQvdQ1MiA5/mhlM0mYCbdQOEE4xX1I0ebimlMywFlUEEbNSbLwd9gkpYtHVqkVdv4CKAvTNwHSZsqFZbN0/EcP4hATNLaLD53J0fqja0w8zdaUx5XpF1tW4wNRBioTCDjv8Hz/vn3/Fp6jMXuOiRfwoFUX+oKkLT5CeL+mfN/0fX3fznyNNZJhLpfiNnW/o31W6oNTmywdY0D8gVtccHURQGk9kbi+r+Z/vsGRHgvM1aBK1PK8m9wTFXCHu45REiKVsEB3+HmYQFKGgAygexnWReVbGIWgZc9P+ZxOSqBzrOvICYnDKCSUEqcbXNzb/B0SHf7jBYPx7QnJqs9KhZtSK3Z3JfL7uwY9Ndo9H/0OstBAB+3qFxJJ4prpfbeCgFrBLZfTNadF5JpZXDt9zuh218elAheWK3e1iI8hwO/oKID7s4pZ/1vk/Pumfy8K2RT/tiMaiuIdks++F/WmZ0JB/jtaCMdd8yz+WE/KuG7zRx7cz2xc7gsNuKldG6fI3hfqgbn3bFhsyhQyb5RAiGBvzY0/6fXw6czmQpzccqudrj/HJQ4NIFWxuuGBVV3SOOcMf3xdQvo9zkkJvoAoFHWCd2oC9wu2Ky/wewTF3+FRgAGPOOmJsQRK1sMg/q7zMpzKXg3JyxtdZxmNj63+56NhfbvDfVuo68BDLHGpGrVBQ7oGoW8TG22WtDAyBdogVpWRp1UTOMmmJjTeWYqpd4Tln/wDsUg19879E55kYxZiE8wO7gLNIcfwJnE2Crn02CpNM39hY8prqJfG3mT7IAb837wm2xakEXmcpM4r8BkQt9tFhecKI/uPS0FDoN274pkITFA6PnqbOLZV8vOUUMAbs
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
+dYbtu28l8CrfJScSUoGCDnmjdgnmQ2TeCHQegsKQs2pWWxJ5nSeLy9XBqHssoan6TibJ9Pck9j6WJEWQ6kbn8Y0gG/Vufk9HNp6OqBy3c6l3rG+qhRTmRa3w2vGM17KcnRPRwewvBKeciycZfjMRoraHvsOUuduFxhrrJdH/loif/Qafw1h7yLT/2TXPf8WS8bPt8oFdij/j6CI02zdhend1Yq9G1z/4hfj4Lba+KpzxwTWd1Xa95LWbEns1zvVh2G9h0vU6pi8O+sKe5Qn5Us+JjPM8PkMpTCZoXyvGxg+TWI1vGAqE/tbFk2Nm+9w/JWjPTqiNu+nixv7fN3tZrXCj2Wd0mh3ve2khhXlRi292mbKo9LoV8rqMJObFCvgRl7sRNd18PJJvLoXL1sYGbJuxbBs7m7emTqvnsB3N/3ne//d+lvE5ZltsvDGdRf6z+Nzb+j+MprhOZ0y6NM7DsKkgKSjokK9SbgkO+xgyb8z5A3SGGXLbE3md/X5d75mxzi2weCSR9zNHJIfCALcn+E4bwsE2OietYg5niwIyEe3tXafZWc4u9f6YyxIjfVMWAP+N/32TDqJzcrfYeLsZz5XahcHTEY2lIzjfxcUTbKThdb8lTb7p//hbkx/7Z1Z65wxT5pYJjTXWS6KdRNbCaq//KAw02h7yb26wpHu77PVupns1dumINJ28XyK2/n+K1vjkspklgqxO8PXo+gep6Kzt4awPndWTw+suvWIOBuf6MOy3sC9xX+o4325WfC2xGOgLwedQ42WWYtZ7y5Trxad3RWhrrU6syNkLgmOOJS/vVdE5/w4NUEbSS23/82v/ewafeE7UmmpRyBD7T43HuIcxK3eJjbcb0VheSmQNPM/ePLJtY7lgdwzwX9/ges0Z2kgOHTMEhxKQ56rQvASdce0MIIXzsG/kZFOFvK32HA95wAlAQYd8aQmO+SIyrx26OsJCyRxqHPSG3FwBgEddOtViN2TggC9L9L125R6k
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
+5EPhmudc6KiWMXNW0Oyr1AuDU+yXJs/XQ7L7l2MohkJnXTnaYuOVuTgXAu5POc0E8DIpLp38Gfq/VKwDwBaBKu2z0RIbb+4XeNT29Y6wrK3TzG9Qb1CDX2ZdzPa6XmGgmHScml0qU2gMuxSwrUAMK0LzOmKASPZQLrZkRIhr/9il0cDBWOauXejIJZH+ORHdYh0+T2Kfwwysm/sUYsAWdhRkhLl5VHTc38DHu8qc3WY5Lx2ZorDD37le46BY/De1pgRdlpIGIf8wh+LwVpxwDzM+OIJ5eorf3rcchRmheuwe0q/9enskwuYManek1OL6j+IzQYlYc+e/UW2s6nXgpOs1q1FnmdlonDPWz+8hguxQdIa64jJvs+yyJSrjwm+00/5nUyKy3dpg1WKrQpVKNe7tSkGyvkreAE3zZKRdQscmXLQ8yxRDhXwYUQBGrdjdqczXjtp8qfmx21BPUCEWgFe0nVaKjTf3wLraPiF7STQUttuNaoOasA5xRyOLX2GXYpdCHpC0AAvZRB3/cxBJQARcQAT5EOziN1w6xRxyZVporD9kumAGm1UTraFUW9j02EkkAbMtD7FO1jN9vMNMIVTI/xvLJRnvVywV/Ea7LCEpXsngHR/DLh4aNd3zjqCu3BPs9CssN6gY60hvzRkORGZXqOV5Se0j+ExQtluiWkQg6L1nEpqLSZZj/VDQAWdIgS4yB1E6ERkNO1yvM2oK7G2wmEPR5WZvIrK0oM0B9CnAUOwPgc+UeZRphoo46L+fmBz/tpj8TmS+fu7Bj63UxjXfhYA7VMU20QC8WuX23BNG1IrYSl8SpRAc1IxdVnt3Yv3OFnZp+voGuxTw6UCMb7peATuAJvkQEeRBKObwln+WIA1p9otdRjvElEEfe1UvakMlUJARZmK+kXquyeP+ucxUQgV84J/7IxqP2pkahQz1SNmPsJzrI6k2A6uYtth4zwjb6YtYblAT1mg2pjiBVNxUNJfuEf9cYunDmGxV
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
+AADz20AWhE8lAG+2ktm/ZicdJ8AKAFDJ/rEm+A72e59/bkvo9Qqfu/AjSAgAqEaPtJxGkcn+4pCHsC0BstVZxdlB7H5zcZG1QzdygOh8Jzt7nBDziTiHTHtttp3+maDte/8S7HW6bwKUZ/emXPiFzpuwkM1mcao/c3HnjA3CBf+8459fYdMBAABk6+//cSJ2Tb99Y7lgx7FvAGrXK62gV+yxWKJSMUg763/XP6+iO2TX36T/eabidXfQPz9kfWhCQYe0FcCaoMSV2O2VyRSzBwAAfh/7yGkFZT7f9OFpRJdTCEJB099B8azzz+pIdckl/5wI30rX9S7v8q0AAIyu/9vBDmoF3X93pEO1wj1nXCjcYHsACXgAAI3vH2vC/hGz/9C/j5wIe8hxRxEggFhs0D8O9mdTiSDFpTCKQwLAXPqqFWyedrB5mroEW8REKUQFoGnzFOcuTSe/cg4JM316e/7UxVfAqLDTzW/vBB+efQ+gWr1QFHdQu6wxk6LzJkUaYRS/z54H/XN7xN/BO8E3ZI8EAACAuewaewq/f4WLNw/MKOLep7BvAGT8JfuNITfI9IfFuV911+4ScNafzrqb9D9fdeUVzrZ48//liBfJQ0GHtD98M2BfFxv2k16p7GH2AADA72NSRorfvxZFbA+0wlMEtlaW4IReCI5jEYC6+pA0BZF+B0vD+p/t93ZXTVDmPf9YYZr/5XrBFqMT9AXfCQBAPfq/3wZaGv5sev9m/9xVwT9p9tF5/1wMuv/iDDupy6wAAMjsIe3wx+LX9pJb/PPpivaQYh85E/wI9hEA7fhDYX+2S4w9nA4xhiIWR3EwABhXZ83UVfcEe6eMQtHvzfCNO9gzAEnaPC13/fmjPWVdGizOWI716xPOV2DI/a3w628ueX3OtNHP9+15x9nzAKLSB213rahZrBfbLSZol9t/5ShUBNV8C/17YtV7Y//++LvgC7r+fZKLjQAAADCGXdNy1+JRLXctD/jm8Oeq
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
+ADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwEzoAAAAAAAAAAAAAAAAAAAAADATOgAAAAAAAAAAAAAAAAAAAADMhA4AAAAAAAAAAAAAAAAAAAAAM6EDAAAAAAAAAAAAAAAAAAAAwCzg8zze50D8YwAAAABJRU5ErkJggg==</ImageData>
+    </EmbeddedImage>
+  </EmbeddedImages>
  <rd:ReportUnitType>Cm</rd:ReportUnitType>
  <rd:ReportID>e6b08487-acfe-4020-a8f2-f9a54953646f</rd:ReportID>
 </Report>
--- a/Empresas/153/Formatos/Factura.rdlc
+++ b/Empresas/153/Formatos/Factura.rdlc
@@ -477,9 +477,9 @@
              </Textbox>
            </ReportItems>
            <KeepTogether>true</KeepTogether>
-            <Top>4.30368in</Top>
+            <Top>5.15368in</Top>
            <Left>0.06752in</Left>
-            <Height>1.60919in</Height>
+            <Height>1.41544in</Height>
            <Width>8.23953in</Width>
            <Style>
              <Border>
@@ -2038,7 +2038,7 @@
              </Paragraph>
            </Paragraphs>
            <rd:DefaultName>Textbox5</rd:DefaultName>
-            <Top>8.09909cm</Top>
+            <Top>10.25809cm</Top>
            <Left>0.24983cm</Left>
            <Height>0.05496cm</Height>
            <Width>20.88652cm</Width>
@@ -2203,6 +2203,25 @@
                      <FontSize>8pt</FontSize>
                    </Style>
                  </TextRun>
+                  <TextRun>
+                    <Value>.</Value>
+                    <Style>
+                      <FontFamily>calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Régimen: 626 - Régimen Simplificado de Confianza</Value>
+                    <Style>
+                      <FontFamily>calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                    </Style>
+                  </TextRun>
                </TextRuns>
                <Style />
              </Paragraph>
@@ -2259,7 +2278,7 @@
              </Paragraph>
            </Paragraphs>
            <rd:DefaultName>Textbox4</rd:DefaultName>
-            <Top>8.2246cm</Top>
+            <Top>10.3836cm</Top>
            <Left>0.16383cm</Left>
            <Height>2.44366cm</Height>
            <Width>15.07903cm</Width>
@@ -2289,7 +2308,7 @@
              </Paragraph>
            </Paragraphs>
            <rd:DefaultName>Textbox5</rd:DefaultName>
-            <Top>10.7741cm</Top>
+            <Top>12.9331cm</Top>
            <Left>0.10579cm</Left>
            <Height>0.05496cm</Height>
            <Width>20.88652cm</Width>
@@ -2408,7 +2427,7 @@
              </TablixMembers>
            </TablixRowHierarchy>
            <DataSetName>DataSet1</DataSetName>
-            <Top>8.2246cm</Top>
+            <Top>10.3836cm</Top>
            <Left>15.31342cm</Left>
            <Height>0.48004cm</Height>
            <Width>5.71104cm</Width>
@@ -2449,29 +2468,722 @@
              <PaddingBottom>2pt</PaddingBottom>
            </Style>
          </Textbox>
+          <Textbox Name="Textbox13">
+            <CanGrow>true</CanGrow>
+            <KeepTogether>true</KeepTogether>
+            <Paragraphs>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Sucursal Matriz</Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>9pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style>
+                  <TextAlign>Center</TextAlign>
+                </Style>
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Beneficiario: ELECTRICA SERVEC S DE RL DE CV </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Banco: BBVA </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>CLABE: 012 760 001 117 166 708 </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Cuenta: 0111716670 </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+            </Paragraphs>
+            <rd:DefaultName>Textbox1</rd:DefaultName>
+            <Top>8.27176cm</Top>
+            <Left>0.28014cm</Left>
+            <Height>1.89191cm</Height>
+            <Width>9.0324cm</Width>
+            <ZIndex>19</ZIndex>
+            <Style>
+              <Border>
+                <Style>None</Style>
+              </Border>
+              <PaddingLeft>2pt</PaddingLeft>
+              <PaddingRight>2pt</PaddingRight>
+              <PaddingTop>2pt</PaddingTop>
+              <PaddingBottom>2pt</PaddingBottom>
+            </Style>
+          </Textbox>
+          <Textbox Name="Textbox14">
+            <CanGrow>true</CanGrow>
+            <KeepTogether>true</KeepTogether>
+            <Paragraphs>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Sucursal Tijuana</Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>9pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style>
+                  <TextAlign>Center</TextAlign>
+                </Style>
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Beneficiario: ELECTRICA SERVEC S DE RL DE CV </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Banco: SANTANDER </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>CLABE: 014 760 655 074 603 318 </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Cuenta: 65507460331 </Value>
+                    <Style>
+                      <FontFamily>Calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                      <TextDecoration>None</TextDecoration>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+            </Paragraphs>
+            <rd:DefaultName>Textbox1</rd:DefaultName>
+            <Top>8.27176cm</Top>
+            <Left>9.76877cm</Left>
+            <Height>1.89191cm</Height>
+            <Width>9.18009cm</Width>
+            <ZIndex>20</ZIndex>
+            <Style>
+              <Border>
+                <Style>None</Style>
+              </Border>
+              <PaddingLeft>2pt</PaddingLeft>
+              <PaddingRight>2pt</PaddingRight>
+              <PaddingTop>2pt</PaddingTop>
+              <PaddingBottom>2pt</PaddingBottom>
+            </Style>
+          </Textbox>
          <Image Name="Image1">
            <Source>Embedded</Source>
-            <Value>LOGOSERVECENJPG</Value>
+            <Value>RFIRMAELECTRONICAEDITABLE</Value>
            <Sizing>FitProportional</Sizing>
-            <Top>0.71626cm</Top>
-            <Left>0.25136cm</Left>
-            <Height>1.23542cm</Height>
-            <Width>3.86912cm</Width>
-            <ZIndex>19</ZIndex>
+            <Top>0.28346cm</Top>
+            <Left>0.51012cm</Left>
+            <Height>1.73059cm</Height>
+            <Width>3.63914cm</Width>
+            <ZIndex>21</ZIndex>
            <Style>
              <Border>
                <Style>None</Style>
              </Border>
            </Style>
          </Image>
+          <Textbox Name="Textbox15">
+            <CanGrow>true</CanGrow>
+            <KeepTogether>true</KeepTogether>
+            <Paragraphs>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Cuentas Bancarias</Value>
+                    <Style />
+                  </TextRun>
+                </TextRuns>
+                <Style>
+                  <TextAlign>Center</TextAlign>
+                </Style>
+              </Paragraph>
+            </Paragraphs>
+            <rd:DefaultName>Textbox3</rd:DefaultName>
+            <Top>7.75847cm</Top>
+            <Left>0.25136cm</Left>
+            <Height>0.53798cm</Height>
+            <Width>18.6975cm</Width>
+            <ZIndex>22</ZIndex>
+            <Style>
+              <Border>
+                <Style>None</Style>
+              </Border>
+              <PaddingLeft>2pt</PaddingLeft>
+              <PaddingRight>2pt</PaddingRight>
+              <PaddingTop>2pt</PaddingTop>
+              <PaddingBottom>2pt</PaddingBottom>
+            </Style>
+          </Textbox>
+          <Rectangle Name="Rectangle1">
+            <ReportItems>
+              <Textbox Name="Textbox42">
+                <CanGrow>true</CanGrow>
+                <KeepTogether>true</KeepTogether>
+                <Paragraphs>
+                  <Paragraph>
+                    <TextRuns>
+                      <TextRun>
+                        <Value>Tipo Relación:</Value>
+                        <Style>
+                          <FontFamily>Calibri</FontFamily>
+                          <FontSize>9pt</FontSize>
+                          <FontWeight>Normal</FontWeight>
+                        </Style>
+                      </TextRun>
+                    </TextRuns>
+                    <Style>
+                      <TextAlign>Right</TextAlign>
+                    </Style>
+                  </Paragraph>
+                </Paragraphs>
+                <rd:DefaultName>Textbox29</rd:DefaultName>
+                <Top>0.69848cm</Top>
+                <Left>2.57101cm</Left>
+                <Height>0.41981cm</Height>
+                <Width>6.35221cm</Width>
+                <Style>
+                  <Border>
+                    <Style>None</Style>
+                  </Border>
+                  <PaddingLeft>2pt</PaddingLeft>
+                  <PaddingRight>2pt</PaddingRight>
+                  <PaddingTop>2pt</PaddingTop>
+                  <PaddingBottom>2pt</PaddingBottom>
+                </Style>
+              </Textbox>
+              <Textbox Name="Textbox43">
+                <CanGrow>true</CanGrow>
+                <KeepTogether>true</KeepTogether>
+                <Paragraphs>
+                  <Paragraph>
+                    <TextRuns>
+                      <TextRun>
+                        <Value>=Parameters!TipoRelacionTexto.Value</Value>
+                        <Style>
+                          <FontFamily>Calibri</FontFamily>
+                          <FontSize>8pt</FontSize>
+                        </Style>
+                      </TextRun>
+                    </TextRuns>
+                    <Style />
+                  </Paragraph>
+                </Paragraphs>
+                <rd:DefaultName>Textbox29</rd:DefaultName>
+                <Top>0.69848cm</Top>
+                <Left>8.99377cm</Left>
+                <Height>0.41981cm</Height>
+                <Width>9.52264cm</Width>
+                <ZIndex>1</ZIndex>
+                <Style>
+                  <Border>
+                    <Style>None</Style>
+                  </Border>
+                  <PaddingLeft>2pt</PaddingLeft>
+                  <PaddingRight>2pt</PaddingRight>
+                  <PaddingTop>2pt</PaddingTop>
+                  <PaddingBottom>2pt</PaddingBottom>
+                </Style>
+              </Textbox>
+              <Tablix Name="Tablix1">
+                <TablixBody>
+                  <TablixColumns>
+                    <TablixColumn>
+                      <Width>2.63922cm</Width>
+                    </TablixColumn>
+                    <TablixColumn>
+                      <Width>2.27051cm</Width>
+                    </TablixColumn>
+                    <TablixColumn>
+                      <Width>3.25097cm</Width>
+                    </TablixColumn>
+                    <TablixColumn>
+                      <Width>7.7847cm</Width>
+                    </TablixColumn>
+                  </TablixColumns>
+                  <TablixRows>
+                    <TablixRow>
+                      <Height>0.44125cm</Height>
+                      <TablixCells>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Textbox16">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>Folio</Value>
+                                      <Style>
+                                        <FontFamily>Calibri</FontFamily>
+                                        <FontWeight>Normal</FontWeight>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Left</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Textbox10</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Textbox19">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>Fecha</Value>
+                                      <Style>
+                                        <FontFamily>Calibri</FontFamily>
+                                        <FontWeight>Normal</FontWeight>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Left</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Textbox12</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Textbox22">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>Importe</Value>
+                                      <Style>
+                                        <FontFamily>Calibri</FontFamily>
+                                        <FontWeight>Normal</FontWeight>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Left</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Textbox21</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Textbox25">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>Folio Fiscal</Value>
+                                      <Style>
+                                        <FontFamily>Calibri</FontFamily>
+                                        <FontWeight>Normal</FontWeight>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Left</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Textbox11</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                      </TablixCells>
+                    </TablixRow>
+                    <TablixRow>
+                      <Height>0.41479cm</Height>
+                      <TablixCells>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="SerieFolio">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>=Fields!SerieFolio.Value</Value>
+                                      <Style>
+                                        <FontFamily>myriad pro</FontFamily>
+                                        <FontSize>7.5pt</FontSize>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style />
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>SerieFolio</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Fecha">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>=Fields!Fecha.Value</Value>
+                                      <Style>
+                                        <FontFamily>myriad pro</FontFamily>
+                                        <FontSize>7.5pt</FontSize>
+                                        <Format>dd/MM/yyyy</Format>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Center</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Fecha</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="Importe1">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>=Fields!Importe.Value</Value>
+                                      <Style>
+                                        <FontFamily>myriad pro</FontFamily>
+                                        <FontSize>7.5pt</FontSize>
+                                        <Format>#,0.00;-#,0.00;'-'</Format>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style>
+                                    <TextAlign>Right</TextAlign>
+                                  </Style>
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>Importe1</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                        <TablixCell>
+                          <CellContents>
+                            <Textbox Name="FolioFiscal">
+                              <CanGrow>true</CanGrow>
+                              <KeepTogether>true</KeepTogether>
+                              <Paragraphs>
+                                <Paragraph>
+                                  <TextRuns>
+                                    <TextRun>
+                                      <Value>=Fields!FolioFiscal.Value</Value>
+                                      <Style>
+                                        <FontFamily>myriad pro</FontFamily>
+                                        <FontSize>7.5pt</FontSize>
+                                      </Style>
+                                    </TextRun>
+                                  </TextRuns>
+                                  <Style />
+                                </Paragraph>
+                              </Paragraphs>
+                              <rd:DefaultName>FolioFiscal</rd:DefaultName>
+                              <Style>
+                                <Border>
+                                  <Style>None</Style>
+                                </Border>
+                                <PaddingLeft>2pt</PaddingLeft>
+                                <PaddingRight>2pt</PaddingRight>
+                                <PaddingTop>2pt</PaddingTop>
+                                <PaddingBottom>2pt</PaddingBottom>
+                              </Style>
+                            </Textbox>
+                          </CellContents>
+                        </TablixCell>
+                      </TablixCells>
+                    </TablixRow>
+                  </TablixRows>
+                </TablixBody>
+                <TablixColumnHierarchy>
+                  <TablixMembers>
+                    <TablixMember />
+                    <TablixMember />
+                    <TablixMember />
+                    <TablixMember />
+                  </TablixMembers>
+                </TablixColumnHierarchy>
+                <TablixRowHierarchy>
+                  <TablixMembers>
+                    <TablixMember>
+                      <KeepWithGroup>After</KeepWithGroup>
+                    </TablixMember>
+                    <TablixMember>
+                      <Group Name="Details1" />
+                    </TablixMember>
+                  </TablixMembers>
+                </TablixRowHierarchy>
+                <DataSetName>DataSet4</DataSetName>
+                <Top>1.22386cm</Top>
+                <Left>2.57101cm</Left>
+                <Height>0.85604cm</Height>
+                <Width>15.9454cm</Width>
+                <ZIndex>2</ZIndex>
+                <Style>
+                  <Border>
+                    <Style>None</Style>
+                  </Border>
+                </Style>
+              </Tablix>
+              <Textbox Name="Textbox26">
+                <CanGrow>true</CanGrow>
+                <KeepTogether>true</KeepTogether>
+                <Paragraphs>
+                  <Paragraph>
+                    <TextRuns>
+                      <TextRun>
+                        <Value>VERSION 3.3</Value>
+                        <Style>
+                          <FontFamily>Calibri</FontFamily>
+                          <FontWeight>Normal</FontWeight>
+                        </Style>
+                      </TextRun>
+                    </TextRuns>
+                    <Style>
+                      <TextAlign>Center</TextAlign>
+                    </Style>
+                  </Paragraph>
+                </Paragraphs>
+                <rd:DefaultName>Textbox5</rd:DefaultName>
+                <Top>2.15724cm</Top>
+                <Left>17.53151cm</Left>
+                <Height>0.52063cm</Height>
+                <Width>3.32021cm</Width>
+                <ZIndex>3</ZIndex>
+                <Style>
+                  <Border>
+                    <Style>None</Style>
+                  </Border>
+                  <PaddingLeft>2pt</PaddingLeft>
+                  <PaddingRight>2pt</PaddingRight>
+                  <PaddingTop>2pt</PaddingTop>
+                  <PaddingBottom>2pt</PaddingBottom>
+                </Style>
+              </Textbox>
+              <Textbox Name="Textbox41">
+                <CanGrow>true</CanGrow>
+                <KeepTogether>true</KeepTogether>
+                <Paragraphs>
+                  <Paragraph>
+                    <TextRuns>
+                      <TextRun>
+                        <Value>CFDI Relacionados</Value>
+                        <Style>
+                          <FontFamily>Calibri</FontFamily>
+                          <FontSize>10.16pt</FontSize>
+                          <FontWeight>Normal</FontWeight>
+                        </Style>
+                      </TextRun>
+                    </TextRuns>
+                    <Style>
+                      <TextAlign>Center</TextAlign>
+                    </Style>
+                  </Paragraph>
+                </Paragraphs>
+                <rd:DefaultName>Textbox5</rd:DefaultName>
+                <Left>0.03101cm</Left>
+                <Height>0.54004cm</Height>
+                <Width>20.79183cm</Width>
+                <ZIndex>4</ZIndex>
+                <Style>
+                  <Border>
+                    <Style>None</Style>
+                  </Border>
+                  <PaddingLeft>2pt</PaddingLeft>
+                  <PaddingRight>2pt</PaddingRight>
+                  <PaddingTop>2pt</PaddingTop>
+                  <PaddingBottom>2pt</PaddingBottom>
+                </Style>
+              </Textbox>
+            </ReportItems>
+            <KeepTogether>true</KeepTogether>
+            <Top>16.79845cm</Top>
+            <Left>0.15747cm</Left>
+            <Height>2.67787cm</Height>
+            <Width>20.85172cm</Width>
+            <ZIndex>23</ZIndex>
+            <Visibility>
+              <Hidden>=Microsoft.VisualBasic.Interaction.IIF(First(Fields!SerieFolio.Value, "DataSet4") &lt;&gt; "", False, True)</Hidden>
+            </Visibility>
+            <Style>
+              <Border>
+                <Style>None</Style>
+              </Border>
+            </Style>
+          </Rectangle>
        </ReportItems>
-        <Height>15.2621cm</Height>
+        <Height>19.47632cm</Height>
        <Style />
      </Body>
      <Width>21.16666cm</Width>
      <Page>
        <PageFooter>
-          <Height>0.52388cm</Height>
+          <Height>0.52387cm</Height>
          <PrintOnFirstPage>true</PrintOnFirstPage>
          <PrintOnLastPage>true</PrintOnLastPage>
          <ReportItems>
@@ -5435,6 +6147,161 @@ BXz/AIO5/hd8F/8AhKPgL/wTIj8P/Gv4pwfbNG1z9p/XLQan8FfBF2u+1nf4X6LN5Z+LuvWcnmvaeJb4
 ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+Qr/g5F/wCDg/4rf8E1vFWg/sb/ALJnhjSbb9ofx98L7D4j+Jfjf4usIda0n4T+FvE2seIvD/h+28EeEL+3k0jxN4/vpfDWqao2q+JVv/CnhqyGmxy+HvFF/qlwnh3+vWv5r/8Agvp/wRm/Y4/bp8P+Hv2pviinxN8G/HD4e2nhT4ZR+MPhX4o0LRD4u8DX/iqd9P0LxlpPinwj400i/wD+Eau/EGuXmg6rpNlomto+py2eq6lquk2mm6dYgH+Yl8Pfh1+2P/wU1/alh8MeEbL4o/tTftQ/GvXZb/UtS1bVb/xP4o1ecmFL/wASeLvFWvXZtNA8LaBaGE6l4g1/UtM8M+GNHghSa60/T7eCNP8ATh/4Ihf8G5fwG/4Jh6ToPxy+Nv8Awjnx5/bfvNPWWbx5JYvd+Afgg19bFL7w/wDBbTtVtorhtXEcsun6t8UtWsrXxNq1r51noFh4Q0bUNY0zVv0c/wCCWv8AwS2/Y9/4JmfA3TfDH7Mv
 gK6tvEfj7RdC1r4k/F3xxdaf4k+LvxEvJrKG9tbbxN4rtNJ0W2h0LSHuHXRvCvhvR/D/AIV06RrjUYdF/tnUdV1O/wD1AoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==</ImageData>
    </EmbeddedImage>
+    <EmbeddedImage Name="RFIRMAELECTRONICAEDITABLE">
+      <MIMEType>image/png</MIMEType>
+      <ImageData>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
+oIyRwXRCzDd8z92PzP3LvDmi+5/mLf5d5pxS9/+ROafU/ZS5v+btb7K2x4NbewlSFxJTENJoP940YuM/6OTPfjr/X17g/3ahVtjr2GdHs5jXAkOJ9G0jVT/sZrbYCSUQmh0bn/X4tkPew/rNq5XSQx0jz9h7uqfAZ3dsimisyjXDsD17nCB+u6Sz1TuvudlarjeG2eDkOgsXJL5nzDtTqm2UaydvO+uQJYCGMuyZDxoX7Zlvg4JLdbkyh3LMS62VC4PdTDm1lOyShLAXQqHunm3vPPeMofbD9an2nd8OfT0U4HZ6u+/zthLG9ZkqnrMoIJBdWW1kfyjeY32VymKDcem7KZCw9tp7XcJxR5kuhkIYytz8AOi4STg97koF7rtuPycNQPDEfPwqY87UQ1stngW98Uu4rYp/XCD4dSS2Oo5aZUOgo5TQ+Tjhi7RJyjRlDZ0eso4EmWHUTWcev+eMN+y9+3SF9Xm6xLdc9qYZUFjJKr/3hKILq1qm+ktvdawxc2w78QL90Hd7lTJ2SyG5HFKWXPrjn7DuieO61uYJ/fq66Hl1auyzEa5Jb58K0d7hD+VljVxMMn3PJicqkMnePOvfcezrYvK92ilpLJs1JuALeLqvqnaYY555VXqB2JdGCWTuMa3N4SH4FiotHdi7q73cRnGygO3jCiO1mgrgQSwI8wlA0yXNiaXYpcYJlJChLHC3nnjnrj3G5mA+Kuuwhb6XLz21dUc/YAuVCzDEuwovUHe9LHCbTFDnu8KiXNpP3kOMaNpQ87qNexipIXhUCKLGRrS7jKYjWvdcupAPFNYZd1IhA3W1z3VY9j2g13Fc9hKuXpdK/ew9cj2LO3LLTcdRSwG4anSrj1t90Njg2yH1HC9wWFfMxd1Iq/ZJJ8XT/BmNHIxI2c+TCeRQ0NekdsDQW0hERbJUcgPpkFePvDqgeXcEh7vM0/ogJbyRwicGdHCby4g9fETFAgWxXsioeTtkmgvwW6RgGkA8dweP
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
+H1kBH9FPaAyZyA6gXQTWpGmHpB/Ou32KmrahBhxo2fn40TMBBCJMkduFUyZ+8YJ2OmPaGqXSsLTC0bHeYs861p0JyYrmxOY4HcOc7gcoEQF1pYmba3oQdfxRbqRl5Mc9Qgv9gqVY/ApJFpgaR6Zp183munh6iEcgPqJCu54F8QKtSQucGjwmncet97wO3oUWBCYwi+uYVGDC5x1RNlc/nyM4TXFm3qpXzZK3TuugXWKz6S2smddEYGlqmzShp025DJI7JNe1D9CCwgjYnAP70LZNpnJLoKU3KBYXoPBVKUc+EMcJMk8YRGdRCIDq+lOlqJiNLERrN80liJrS1/T4DQYoa+S72RoXQ4j8/oSBja1RPbsMgBFYhrFGimIPe0fPpwHi6nilQqDhxncyGHQUfjW61VirEWtU4YiaseEWCUyKz4hhFBNgIxXmNaKPOJE03nEhTGzkWlMsdBR2H0WGUiNHSOvepkPsJh0R8yoAnCtEhdWj229ClRb6QeclCZNRNLzAsEFN864VWnjHjFhbWX/XIwurAA7l23Q6r9kcZSlIk6iq5Hzo8B4IKwiAgcTLlObtrOSpzvMsmsN1lSuOR/rTmk3KrHrN1DB0zeuo9Oj8uGXLsVCaVNgtHV8GvhcdJQETvQXcEWDwzhOW2peK2uj6KRKHgy+KnVT71DXC1/MueAdLfmd5iWUoRcOl35EcTNCkMkhEDiVRwfOJ5KaNR7JWCivighY0QIYg27StZ45UTGBmgzV4xWnrOnTDw+KkdKReC+gAPkqfDY2RSRr10WQOSIq/eF4NZC5huKEjk20UdPaBsOAI8n0DtehLVC1dRf0QhyM1886W5TOB3POuiLHmsrQxpgxwq94FPYrUsaCggIxRQfdwyTR0Um1CZvDgHj14Ij1bUkHHgdPULtRZNZwoMihO052q4Z0V9Dvd6gFEoBTNSm/CsaZnW8IiEQJtTR/o6KYpG5oHRSsBDZI7CFvz7MZ7eWOjXjVX1xGb
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
+EVEAERERERERBRAREREREVEAERERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREQUQERERERERBRAREREREVEAERERERERUQAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERERBRAREREREVEAERERERERUQAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERERBRAREREREVEAERERERERBRAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREREFEBERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREVEAERERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREVEAERERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREQUQERERERGRF0NIT4GIiATZto1t2/73hmFgWRamqXNWIiKiACIiIi9QtVql0Wisu6xer3PhwgUmJyao1qpgGKQ62rn38L3s2r2HSCSiJ05ERBRARETk5srlMtVqFdd1AYNCoci5c0NMT03RsOuELQPbcalWq4yNjjIyNkq5UsY1IZlI8pY3vJF3fMc7GNy7j2g8BIaL64DjmCQSSUIh7U5EREQBRETkVSebzVKpVK4HDTAMk1q1wrlz5xgfH6dWrWEaUfKFEhcuDHNl/CINp0IsEqJareO6DdLpFZZXVgEb2wQLi+lr46ymFzh46DBdfXUcbMIhF8tqZ+/gazhw4AEsy9ILICIiz8twvb2UiIjcNQqFAtls1p9CZRgG2WyWU6dOMTU1hW3buK6BaZjUqiUuXb7I5UuXaNRsXDdBvWGymE6Tz8/imDVwIB4JYzg2lXqdumOA4dLeC1s3dWI0OqgXKyRi
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
+vXAPp08+zj/68GYOHa5gA4O7H+Jj/+RZRs8n6d0EhgGW0UM5v43Hv/Y0b3rjUSLhGnNz1xjYOkg4HNGbWUREFEBE5M7iui7j4+MsLi5Sr9exbZuLFy9y5swZcrmc33Dv2rVrXLt2jXq9juM4lMtlP2xsdL/BENIcKryvg9OvWl0neFmrcHKz27wc8cMgguEaOI0qhJy1YliEiRkpzNo8/+vLS3ztf0NhFa5m4COfegNLk/N87J+c4mf+6TDv+e69xBMl/urTT7NjR4hDh8NYzGE6UQ7uPcCb3tLPr33yBG29b+Xgvfcxu1zhP37qSc4OGfzOH/4Qp06dY2x0mGPH3qw3t4iIrO2d3DtlorKIvOqk02kuX75MPp/3A4LXzG9oaMjvnzE3N8fk5CTVatUPIOVymVqtdgcd7N+Rm3hMIhiEsamBVQPXwHJSmBi8/z1x/tm/PIIRcXniyyk++Tv/nXf/8H2cPzXGyccr2CVItkUIRV1Kqw1+//e/je/+/quUC3OErRBGeDfPfCPJD3zPaaLJCLv2WeTyDlcuVKmVDd77vffS2bmNrrb9fOinP0Jvzxa9JCIiohEQEfnWCo4oNBoNLl68yMzMDJVKhaWlJY4fP87c3Jw/OlGv15mdnWVmZsZfW9FoNCgWi+uCRnBhuGzk+hoQGoDFWh/CEIZRx6LM/geq7D86ikMvT3zVYvVqiE9/8jwPfJvBL/9yiGrR4C/+HE48W6c7FcZxw9hEiCVDQJS6EaFS7cNpWIxfrrE4B697Y4gf+4chXNvg838xzNWrF/jAB6KsZhYUQERERAFERF5ctm37Df2CoxnT09N+JarR0VGGhoaoVqvk83mmpqbI5XIA/iLvUql0QxO/4JqL4AJwjX7c0itzPY+YQATHdWlrd7j3WASLKSzCXLqYoVyt8/3v3s4v/Ophtu25hkkH3/Penfzshx/ns5+f5+q1eerEaNhhGri0hbYxMx+iVHZJJQ1++Ee7+KWPP0B3
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
+/NRP/QTXZpb40If62Lm1m5PfmOHJ/11gKQemEyUV6qJczRANxdZ6GzpVYtFOKpU+cmWoAbt2m7zn3Z3s2bWdL31hnL/4zDc4el8/Dzz4KGoBIiIiCiAidwFvPYbruuTzeS5cuOA38rt8+TJnzpzxRzJWVlaYmpqiXC77ty8UChiGsa6RnxdkvPv3pl0FR0Dguc7kz1fVSu7g4EENsJ+rxuuYgENnHwzeu0IoUmR4fJZsocDkRIFf+9Q23vveLdQaVezat/MbH3+WX/3EAmeOL5Mp9RAOO5iGjWuWcBwL20kxPRvi4niWLYMWv/mfD/PoI0lKxUV+4Efu5xc+fIHf/y9XOXrsTZqAJSIiCiAid6JGo+F3CQe4cuUKFy9epFAo+L04vOZ/KysrzM3NUavV/NvWarWWPTO8nhpejw1vJMULE951TNP0b+N1J5e7l4GDgRtoBRLFoIxTz9FoTNCZCFMtr1Ktwlsf6+Cd7+zEdsdoODkSiRx/7/85zBe+UOKvv5znG8/A299yGINFcBys0AD58ma++KVprl6t87Ff3s+jj4QxnNP0JU2gyod/+lG+/JWvkM9XNQVLREQUQETupNBRLpep1+sMDw9z6dIlyuWyX7nqzJkzZDIZKpUKCwsLZDIZPzC06qPRaqQjGDo2ui7cWtlbTb262wII4BpguoCJi8nyvE3YrAMQszpJRud5zWs6iUaXwIkQNqPUnRn6tvfz6GNHeeY3n+QTvzxGLHmQBw4PEHKiVPJb+R//M81v/fbjRLvgviNtxJ1lzMba/RKusWV7gbc81k8+W8QwLb0gIiKiACLyciiXyxSLRT88TE5OMjQ0xPLyMleuXOH8+fMUi0UMwyCXy7G0tESlUvHDikKA3E4EARNch7W1IHVwDXLZAqVilLY2k+7edto7oSMVxrHz2LZNKBKm7lSou0UwExjANx6v86EfO81jb0nQ19HOlbFLfPFv5lhchr7d0JZq0HDLREJh3FKdhm1B
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
+HzGpsbZo3Vs3stGak1t7fTYKWc93cH4rz2/z2obmNQ83e52D26rm+36hU76Cgd57f2+0TuOFBPHgAn/vdo7jUCqVWFlZYXFxkWw2y+rqKul0mpmZGdLpNFNTU8zNzfmjKt66mOBI0N02Bau5bPDNyg0H90+tTsYEGzM2h+BgCPHCpmEYtLe3+9dPJBLs2rWLnp4e/3Fs3ryZhx9+mE2bNmEYBslkksHBQbZt27ZhsBVRAJFXLO8M8dLSEsePH+epp55idHSUXC7H5OQkKysr5PN5BYjAgWpwh+SNHDQ3SWxVCjN4tq15alPwOs3TnW5W4rPV2T/vcXnVkyzL8tdI9Pf3MzAwwM6dOxkYGGDbtm10d3fT19dHb28vHR0dJBIJNe26Y3lTsMznv457vQSWUb0eWMLXb+peDzImrmv6WcIviGVeP8ngWtdvf/2z75qBkCN3O29RfS6XY2lpyW8QOzMzw/T0tP/v/Pw8tVrNnzoWXBtzKyGluULX8408eSc0Wt1/83aw+aTXC6mI963irUnztLW1sXPnTj+odHd3c+zYMbZv304kEmHr1q0cPHiQaDS6rlCHiAKIvKI4jsPy8jLnzp1jdnaWxcVFnnnmGc6dO8f8/LxfHUbTplrvUJsXawfPrLY6q3azRnm30iegWSgU8kvFev/H43H6+voYGBhg8+bN9Pb20t/fz86dO9mxYwd9fX20t7e3DBfBs7/Bn79UC35F5OU5AdW8NiaoWq2SyWRYWFjg2rVrTE1NkU6nWV1d9UPK6uoqxWLRn5brhRVvSl5Qq3UWwZGfVpW/gtvLYEGM4P0FT+oEb3unHBIFp5x6J62i0Sjbtm2jp6cHy7K45557OHToEIlEAsMw2LJlC0eOHPH7kniV+EQUQOSu47quPyf42rVrPPPMMzz55JNcvnyZfD7P7OwsmUwG13WJRCL+AspXQkWUF3NH0jyn3dsxBntUeNMBmneGwVr1z9eYMRaL0d7e7jfH8krN
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
+010MDZWmsR0ENtgG2/gVy/htS7Zly5Ks132es/de6zd/rLX3Offq2r4CS26MNuWS7kX33HP2Xnuv3/f3+z4snD4YcPqeZ+HJJ3jq777B7A9/yPzTuzC1MinRLqtqph8y7PyPds/agh/BixAMiARyTxJnepzLKHLL4zu+y5v/hxvIzzv3uLYTtRLtGDF4a6hNGNHD1FGfYTwio36T+upF+zLfgiFpQBZ3RtPvCqIJgEXw4EYAoeixBdEC4a9AbSs8oN4iVAQTxfa28uAHqK1i+vGyT1gUaXuKFNoXK1SrIa2bELUxaaLWUqz02KpbGJmCIah4TLKalXQaFtgeN91cjcVxoxeSMAxfyywL3IZiXItLXeH4hmqNLk0uc4SqoipDzJIxloBnfm6aMWO4xPY4cNtOHt/1bzj/pXmKD98AZ6yOWiFKxgM4bwjOUjewN4BmHULu6V1yHuuuehtHn/pv9Ly2WqAFYE2PbYjPOSFIzoo6kKlSmsBschvOQsAOZlmbdTh63/1sfO55uHjda/40qZJ9cafJOZF4jcKLLzG478esrAO58fRbW9rqFTvfQwwdp0i5j40QFyCIYaCGLVdeyfjms+gjjPUttgJ6HOv2cAy0V4zGgMPR8MrFoaqj94jTRSZ4DNfLgkukUI9MVJtnZBZ0gcX4UB0SeMWxzcs+IpYIz0hfWoYFvYZALTWdxm1MFwZ7ZikDyiz6JUYEJ0LuUynz4iGe//p/ZfD0s0xWnuCiU6FLVobtRDoV+mASuGo6ImbR/ZzE6abZmxvx/uK578I/l3p2Hc9z1ahvgRBhRJOS8nHqRBdeIYYXn32Bme/dRXHBdjBJwKi2XUcnnEF2Eo5GXG6MoSiKtuBvqE/ee8qypNPpEEJg27Zt/O3f/i1f+9rX+JM/+RN27tx5jHXva6n/aN7D6GuWZUmWZVhrmZ+fZ9++fdx+++3s2bOndcq66qqr2LRp0xtPr3sKgLzyMRgMuP/++7n11lv55je/
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
+61sUhun5ip41iFb05qY5+u3vsuYf/wpMro5synRPvFFUIKNa19HapqmpnHNtEd/Qrcqy5CMf+QjXXXcdX/7yl/l3/+7f8cwzzxzT+G2azaM0reMBJ03dNlpvNe+pEcE3BkJVVbUB1rt27WqByOWXX05RFKcAyM/DMTc3x86dO/kv/+W/sGPHDh599NE212NUh9Eg79dy0tEsxuZ3NH/33rN69Wo+/OEP89nPfpYLL7yw/blOp7PkVGMpf+k3nAA9dcxrVZyC0xJ9aT/Tu3ezAsWEgFZgNYtjel8u1Wxr24KisTs5sBA6ArNQ0OFQbehdfS1rfuuT6OQapI6FwZgGepJoGBoD4oI1hJ6NtsAf/gBnX7idZ/+Pf83+v9tBp/YUvoqbTQ51GdNs1UdQ4CW6mzgA9TEYLlFctNnQgFD2mcx6dOeO8tK3v8m697+LsGYCMcmj3Cy0Tz5mk9GATR7/Ub9gMYnipWIwahH88kxSZGEzu7axmM6IrXmvEQx7jUVBkodHHUF6D9oWM8m5qtGASLMBjOZxt7ncqYiJ/wuAmGiO71K1penV1CuhSqW/ycHk6HG5KClIhaUiU0OcGdR4G99PpjFBvOmGurD0pGapcxcwhBDdxxSXwjRrTBiQERgI9J2Qq8QE6uR0VY2ET0pqe4cEyBXBSMAljjqhbi9VJvH6S5tJE9A6rgNfB6CiK4bcH6F4ZornvvQnnDlR0P2V99FbtQYvDjUGqRXrythtlxynFifjYCy9t74VuexiDt3yPbpimFcfHaNCtMKunWHOWGwQOqHCaKCrNZrC7QKK9crYIF3/FPiSec9ZVcnB793Gxg99GFwPLbIYX1gDLgVhEiAY6igfoLPMQiteAc/hoOSmiGFt1Sz1HXfRO3oAIyVzAQobXcEWF/y8HJtIhUBAVGNh7HLKfo7bdiETb7uOOhTkIUczHy3EJeAla80xrNRJvxMtaHNyUIO3TSDn0ILW6EKL3dHmRi1Dxz8Zsceu
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
+3vn2oYWyMa2G7GQ7sAWGTlWt4UByCRQfossfQti9h72f/ecMJHb/a19HsWvSUzTc9hAUE5Sece1nZzR8Vxs3KG0nRy6P8erSTIAUeggTSdsmiealCPNFh5mJcYqpObCRoFcFyA2j6o+FXf3aU+3Zh1Q+ZoSM3OI/STvJ+2QfLOCtw65dSzv1SNqiYWDjqePn9eh0oi3Mhz70If78z/+cXbt2ndTpR3Pkec6ePXu49957ueGGG04BkNfrKMuynX7Mzc29LotBVXHO8fGPf5zVq1ef0tuj3AAAIABJREFUmn681kUvo3amrTSPGkdwnhXv/0Wy//YdDt9+H2t8H5vF3debqNNwHqw2xYTgNTqHtOLZn/r6L9z2gg8M+vMx0RxD4Sy5ycFXjGNYVSkvPfQYzz/+BOEbf8+mG36VzvvfS3Hp+ZhV48lGdoSDIBxHvvuJ7qOO6GSoGbcOyjnqw4H1VnEhkAdPllLdjBQLygclZpkMmwTaXpdhv7gxZoiWlpKqQ01VtARDro0Ks6QUxRU5teswsD3E2UjH0sAAS7FICnvS168IOjuNnZmGekChCjPR4cb5GpeFKLytXbTyqWroz0NdIqGm8/+z9+ZBclz3nefn915mVlUfQAMgDgIEAZAEL/G+JJmURFKiRFqWLJ9jz4QUXp+zMRqvHdYfG7OHZzfCs+Gw5LF3Z3a8Y2kiRvbYIa/lGa3CliVSskSJ5iUe4n0BJEjcZ99VlZnv/faP9zIr+wDZIEE0KPWLqEA30KjOynzH7/gebhbXnaS7dzfT//gAE3d/m+zJF1lnClrRx2POM1q0A1IB8CNR20a8PKHwbYA06fB83sfcdBVr33vDgNhqZM78W0xhTqL/c+gSJNAepvXhW+Hr36DYs4fEl3Cq5t8RNpTHxDfzfYbF8sqDj+B3v4LZcQkYS1GWSGKwIrWRYG3Pbar9w+MoYP8hige+z1C3T1uCFLbOg5hpY6YrQXXIVulNlNMWG9BDThIm
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
+Lem+vJeJJ59iA/2qaD5IDuJ/q0z1go9FqFiIhiywsrMpTODH99KM4tyNnPvBW9BWG+cHStLLegI0EwiZv7R0zmMrMbXC2RvNH8HPKSo0DQkXrs/XSVjnTB2lb5Ve6vE2yBYKEiBeKgwelNYpoIiiM9PI1CxZ7DZVSe+bTe5Eo3iNAdtqIVmLkjifGxv2Sj7yoz2avhwiwo033sjIyAjj4+Nn9DqstXjvyfOcPXv28OKLL7J9+/Z37H19xyrL7d+/n+np6dp3YzlaUZs2bWLjxo1192Wl+/E2VPMWK+n6YOrnEWZV0dXDjH7y51j7S7/AntWrOaYJpmhj8mBakRcw66DnQ1Pl7UJIhEvTeYRFqat/iQ9BVVqGl4nlwn5Z0NY+5xd9Rp58lqd+73N0/+ZvsVOzITKyelY8Chu7HsFbZSBdqoAzQmkNhbE4k+DEnMJLlvRSDIk3ZGW4l8aDiST1UgyaCLkx9A3kcpaQRmP3K2DhPWpc8OCIf+dtDLKtJ0+UfgZFongbxBRcrMSHVwiCCxsTriXOyQKHSwVvYNZ5+r7NbGcNe9eOsebjd3DJL/8zWDMWMEZOagWi6rW4IlH14SKFt2mc6QVaGaN33IZbfw5TNqGvS+/EBbW6mHSJhGREPW3ryY4f4fh37oP+DMa5Wr6qXtJRaktVQ7aQ58w8/AS9V1+j1ViZTWiZiTArU3UMJLRaDSVeXJznocXn0hZHjKFzxSW0dl5A0fDM0GVenwsJ9c3PqTTxUEtdm14MooOXmffn/Jd9nX+j+cJQ2PCcKwhdbUjafDbRC6nqVOjMDDoVhD68vvV7Fjxb4vdDQ9BphS6ONG/ZSgLyoz6a4kKqykUXXcTw8PCyJkK7d+/m2WeffWff13fqhT/zzDMBc6uKMWZZEpCdO3fSbrcXZMcr4zQeq6Zh4lUfThVAxCKS4YBk00Y2/ea/wJlhnv0PX+QS69lIhvWzDCeOMvEUhcMBbStIefoPFUPACVWSlWo8
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
+VJ/1UlM/mFvQ4qM6jTboVSuRZcuwTz5D2yucShthwr+HMHfckZYouam1piOe/Omn+cnfX8m6k04gO+sU2pnHhqFSi6AjHyMlEc29QhHhwILAwOK/ey/PXvlvjPf6aHFYL4gNGJVI6k1SdUqe/LBoFjdEo+h5T9tk9LyDkLEr73DKpZcxQEWudZLXVLrC9FcNlUjOHg28fvYQ3CsoxOOV0BHB+4JcK3SIn56LR1JXQ/kYsIaUrknj9FQjSKIhHVsnJWE0kGomECIxmZMQU0EJAe0iWVYkmpVForQiS/N5tg/ILzqGX2emvh8ZUJLhfIv80otZ86bXs/Of/4VjVAt8LzmCx2vKTIa3ZZSglSaVeJiIeBVjoyBDI7pAQBWWRUrTLi27v/Vd9l73LRaesIYw1qFPIDNpwkgDPlgNsTnG4woT4SlJ9lX5KEutdIbTXdZcdik//q+fZWbn43S9Z36iJ4UQ3aatiVXvzEGmFPu9YWb1ck6/7CJod6O6kx6uu4fT+lt1TutCR4jyxcFZlAuJvhDqdUJXEFBX1nfdVI9WJbnShqlPVY4J3jYCqvh/BgvBDmWhScIVuiG0kWCmLR0YC7GzIZTsC5bd5V5C5qAdGBBlqoOO55NpEztSSsgsoBROOix70zaeufqrTN12J60kelEBVH1owl3Dcyam2oOxSTBEQZk+Q/X3s05lTD/2NNv/z79myQ23c9zWSzGnnUxr2WJYPAHdPOo4R810gh8QnnmK/g8ewH7jDsxnv8rMD37AGgPi+lHsxIEvPSbJP881EAsE8iynVwZCDtYrZkSzf+US1p1+eoSmeU/bJd4OR1bcUJYleZ6PSOVmWTbi1VYdjz32GB/+8If5h3/4B6ampoChItZ8mUhXndRm4qGUotPpcPLJJ/PmN7+ZrVu3snHjRvI8P5qAHO7H+Pg4F110EUuXLqXT6fDVr36Vhx56CJ/w5c45sizDWotSat5gWpW+dJZl7Nq1iz/7sz/jgQce
+4H3vex9nnXXWyOCs1Bgq6d5KIeFI64YoFfHaFjCLF9M+9hgG9zxAh34sNEnsFqgEU5p7YhO5lk47SjtgPDhmvn8Pz/yX/4tl//P76Jx7CoXrAQbV6oDXdfRc03EDaGfTRhc5C+HBH/Pof/1Xpm7/LieqLOq7C7QQBoHa+CwQat+PIGEE14sHN/C0tcYOCjKtecZo2ptOo33CBko6eJURXECpYdvHy9Al+mCb1otRVTVOooJR6lyo4BoSp2GWzCnPCxELDUTb7C1SNU0GZ3evVMNFOSTVMDVUhfUiFEoo1P/fPug/ZYmehtt5dY9UF/IeS37t3/HkHbez++4fsFQbnLcYEwmnRRETwpB8cJodwfhs4rgLIrWgbpOLpL2n5S3HCTx95X9j/JVnoM88BdCEEDuCVZcmGhse4u118deV1TWm7z3gMOQnn0rnFeew+9NXM4YQKObtFofGGIyFIsO+LGPygvOYOOs0EFXDeA7Ho/aACQf6d8d529CrOPgQHPm66qCMWouGg7xr1H9m5N+mX0YlnCEWL3GNzIKjHSxZGKBCGRXuCOikmKebxk4AFpQWCmPorDueZa+5mH33/5jl+/ahpcAFh1ZRkc+WbtglHrlPAZ+qI4qoUuhcQwSE6CmT2ZJcLOunnmXqa9fw2LdvortqFQs2rEOOX4tesxLVzkAC5d697Hv2GXj2GaZuvQN/5w9Z4wOTqTMSqvUrjf3gZZZA9wuM3gCDwYB2BvtCwA4C00ajNp1Cd+VaBhhEQ8jKhmDKkXNUyYe1tjbsqwL9Zgfztttu40/+5E+49tprGQwG82rN0IwBq05Hk/jebrc599xzueSSS7j88ss57bTTjphYzxwJF7l48WLOOeecmptxzTXXcPfdd9cZcVmW9dfzNRCrAVeWJVmWMRgM+PjHP873v/99/vAP/5DLL7+c8fHxOmmqMvYKG3ikHiEt1LJ4MRObI058QSkx2E37mQ7JHXvOVaRY3itUoBDHZN5l
+wcwMuz73ZXqDGVZ88N20LjoHr4tYGss64AXlIatC3TIgtohRYr/P1K3f4cef/DT9L1/HMf2CXEHhS/Is8lMkgNdC8OGAQLyKE5SnlvO1orAiyNgET7jAisteiV63DkdGHhSF9XRyqTf5olm1nI/F00Pbx+AzQhZG/RaqyqaPJtnR42RWFf45g6UwO9g5MJiqfsfAxHNphejqUiqF0y4Sir1QGsW0MgyMJig5fFIQGSqdio03T3SEOikfCK0ucu6ZLH/HW3nivr+kbfu0gXJQ0s5N5COJQhLvRcKws1Y5mVXmcTHxPfDBGAJj5Qw7f7CdZz53NStOXY9uZaigGs6eUhtOHvIFiqKEqN5Vt2YCpQj5shW0LrmI3dfejN09Na9126ZXhg/CIGTs6y5g7YW/hFqxkuB8lAk+bPB7ae4oZkngHpiAjCT2ctD/Pch6WVXSnz8BEQ+hao35YTtGGmrcqvEjTgJlUvLTFhQOTYn4uOhnPp1ZiKz6YJKKlorBvHIRAWXHJ1n1rrdz79e+ydRtd7NYPIWzKG8xSqFU5JP5CtLZXLdStq+SpK1OyZlVVWc9+sVoYJmbYfH0DH4fhKeeoHfnHcwET9btkOU5SoEdDLAzPbyCxQQmtNDNhFDGAoCeNQ6Nl4ObAj3Hk1BpHlnnKQE91uFZJyy+8Fxk6fIoUxw8QQeORPR2s8tRoVyq17TW7Ny5k89//vP87d/+Lffcc09c91KMVfm0zUf8VyUU3vs6BgwhsGDBAs466yze+ta3ctlll7FmzZojqtB8xES3eZ5zzjnnsHTpUsbHxzHGcP/99zM1NYWI0G63GQwG85oFK6XqCWGMQWvN7bffznvf+17e9a538aEPfYgTTjihNqap1Bmqr4+4IxGXBU3Iczpnns4zY23K3UNVKXEkX4G5T1pV4Tpdqha7PuOiMUHY8fUbeHTfLiZ/5Y1MvuJ8WL8WxgagoputeBVlYHsennwK7rmXqdu/x85v3czMXXez
+1gaW6JzC76fVUfjSR6KhlhpupWun3lD/kTA8N0ExY0tCdxFP2YL+cWtZetmF0OlgUmBkTSLIVhLAKbicr8ptZWZXQxnCaOeiogeEBF0w/sBq6EHioGSud2A481wJSHXbJCnNSEjdpBBSB0gdADmb78rWi3VUrA6TrJwVBoXgLDjdRsSz7C1vZteXrmfXLd/i2MzQn4mwmcxobGlHAhzlh6ZlkrL5mLZFKNJsqF7My/ssJufJL3yJxRf9Eu0LLyIoG1WMqgTGc6gavKAUQUJyt04VAB1VjQQBlbF4y0VMnfo5dn/rO0ymZztPYQoqUhKwonlGZZiNG1j+8vMISOyswmHXQKvzPD/6gk+TdcS0cpbn3XPGPAEIeo6ljaqzG0bGIIyapvqGS3qgTCpXqWjh08kojRWFJhaXSEWm+o1eai+lGQITG09m2S9fzo577qdVFHQyQ2mjCmWudXQVn322iXwehS7i767I+5rkiSjDdSgnkFW2KaFgXAtOCa63nzCTfk5IsKporOKB6TLaMrYTt8+roTGtDuGQOtQahSjF/tKiBPZSMlh3LKdc+EugNXkS4YpBrONIs0I/GIKl4vt+4xvf4GMf+xhf+MIX6PV6w30lFXtFhFarRb/fn5fEqPKIGwwGAKxcuZILL7yQ17zmNVxyySUcc8wxR1yId0RFtZ1Oh40bN+K9Z2xsjG9+85vceuutPP7441hrawLSfPmDVHCvoijq3+ecY2pqir//+7/nu9/9Lh/84Ad5wxveQLfbrQOnKhE58g5JEB1FSaB1wrHkq5ZS7n4s6cMPNzk5hIAhSCBYyI2QZcJgUKLE0jawyjsev+UOHn/ycZ7+6tcpN65l7KS1dMcn6LbGkRlH2Ntn70OPku/Yibr3Pvr3/YjJQY9Voskkx/iS6Sxgs4hVzsJQwjQ8RxdgWJUN2BBQusPuVsb9e6c4deur6Zx5CtY5TMii30aeIGg+RhKlNNSN5ilykkayUUn8N/kd1esB
+0E5e8HOqIMBLaBZMn/cEVBh2V0JKdGI4naAlXpEh0S+g4pD8HNrrL05YnG5oylBjMGdQOkpN65DDsetY/e/fyY9/dA/7n9lFJ1cMSkfb6AiTmXWdNdImcWd8DcVJJjO1FEDMKDyWjirwP/gRu//7l1hx4mZkxZIE4ZIaHuZTI3CuOUgwkaeVASoRUILSNW/XOjDHr6N7/tns/u53WdTvJ+nfF/H+SkjuPUOvjL7KeLKdMf7yc2htPJEyJBKrK9P2ePisu35k/sQnX3UmkRSK1h1HmW0k/xyrhxBmMaTlhUfxQQsPTU+SVP+PDvMqdud0gtIGFd3U+xLVCHMJNYTPEwjaoVHgFaqEkGnKULLsDdvY85Xr2HnDdRyvQEuILu4Cpfdk8vxnHGWr5YD/DY0xKhokS5ZFPq7qRkd6k7ihWqBSkcPoBbJORkagnLFUfHNXya2rwKEgpSQI1jukJWQBdg56rLnsFbQ2HE9pLUYMEhRehUNWqnspHBWvt8nZevbZZ/nHf/xHrrzySrZv314XpJuyt9X+UJlWz8d55XleF5NXr17NRRddxFve8ha2bNlyxCqiHnFldaUUJ598MkuWLOHYY49l7dq1fOUrX+GJJ56g1+vNW6BSZdkVSaoywGnKO37rW9/iwQcf5Otf/zq/8zu/w1lnnVVPkCOyA1IlGCToxorlLNl0GuG+79fBZfX/HEKwEnysChoPKlOEzOOyQBEKfD9wTNblmYcepffIE7S+Pc4umcZOLKRsL8AWjv5MH3ozqN407V7B0szT6YDvBawv0VpR5opdA8/aTI1UclWYbRA3DOYhUhtKILTbPB0sC04+gTVv2oZdME4ZNKaIha1QORcnmIhNG9t8wkaqbkWlNGnCsNMhSF3tDCIEUQftagRGpTBjFdA+Z51uRDYz3R/V6KxUbvJ14uNjwmedcLhBoBXxORbiyFI1OWCiOg+QqegRsmDrq1nz1fPoffpqcq1xIaoEGXkeIQapEvUw
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
+PMmCVMdKthYTM8wwylSri/P+IJ+T5djW4lRbW/PEAAAgAElEQVRKkIZwg9R8kOQg07i2NMCDjy6X1sbKjrMwGETWe2nxA0coPWXRxw2KCAXr9XAzM/j+ANfv4foDpNdj7LFH0Pv2EfbvZ7B3H73paYp+hIzZoqToD+j3+0hp6U4X7HM9pjNPF6H0nqcFNlqg8Cilh8nkIQw1n0xpBakJ7d4pmJhg0RXbOOmk9ez/xOd5/J8+SW/XgAkKOjqnKyC2QEnaqz0UVXdDQ897tEsGiaJr7k0IbthhDIemPiWA2ECuYn1l4GPBSiso0ExLm4dRTLzyFaz73d/h/2PvzaPryPL7vs+tqrcCD/u+ECBBEiRBcO+e7uF0T2c0HjmWLNvHkjIeS3aO7dg5zrEdRT6JLFuy48jOiXWyOD6KbMlStMV2NPaMZdkzE+2aUatHzW42yeYKkgBIgNh3PLytlps/qm6hXuGBBJtNdpN9vzNogG/De4Wqe3/f3/L9WvsHgSQI4ZOW4Bwwa1zrz5qGRGdiVQykZiRUvBO1M/A8j2KxSCqVCmMRNd/xW7/1W4yNjbGyslIzznmUj8cHJR7RofJ4ojeVSoUzJuC7mnd2dnLy5EneeOMNXnvtNY4fP75DwUvjofGKlPowPB5c1y+Jj4+Pc+PGDW7fvs0f/uEfcvXqVZaWlkLJ3mgFAQjVrCqVSlWg/zRKg+rLdV3S6TQDAwO88cYbfN/3fR+vvPJKyNArlQqGYYQLgqqGRNUo1PdnraJVwsWQkmTJb7eQSV9K1vTANCTSKyCEC4tr5H/ml5n56Z/FmZtjsK4Bq5zHtoukEoavGiN95ZNykBhP7rHjRRkYGjLoxw02/7CFQggwLKRpYuOy5dpk8LX9Dc/PRrtCIFMZ8nUZbhZWcFqy7PuTf4rOv/TXSI0ewzMtsNIIO3ABDgSWKqKCi4OFIEEqCCH28qaDvnhps/6732LqV76KyAqMnElLIkmisQ6jqQ4vW0+y
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
+bnPr5hi3x8a4P3mP5bVlVldX2djY+EBEYDe5/Yftrc+q7Sr+3nb7O8R/VhWPVCrF0NAQZ8+e5cSJEwwPDzM6OkpjY+MOERoNTUA0nsNF2rZtpqamuHHjBhsbG1WzI7Zts7a2xvT0NMViESkl5XK55oIX/XetXtNopiYafH+Up2AimSSTyVCXzdLR0cHg4CAnTpzg1KlTHD16lO6eburr6msqkEQ/t+d5eNIjYSV2EAx1HOLGjrWISfx4RD1ONDQ0NDQeDtW+q/ab+D4T99aIJ312+7ddqfjS7JZVtXY7jlOVaAJYWlpicnIyVKa6fPky4+PjbGxskM/nKRaLVe1ULypqDbur29SeGCUkpmmSTqfp7e2lo6OD1tZWXn75Zc6fP8/o6Ch1dXXaw0MTEI0XDVGljGKxyI0bN5idncW27dBvZG1tjVKpxP3791laWsK2bUql0g6ZwLjxn2VZ2LYdznyohfqjMkBSEodCiPB9VZGSRIJkMkkqlaKzs5ORkRGOHTvG8PAwhw4d4sCBA9TX14ev8bCNzLbtHZtTdONSi676t3p/uvKhoaGh8eEQEiVmEkV0n4pXql3XDR+/g5ioAfLgNZaXl5mYmODWrVuhIpXy5iqXy9i2TaVSCbsOovtitLvgRUb0WMbl/9WxyGQyZLNZjh07xiuvvMLIyAhNTU0cPHiQwcFBnYTTBETjk0ZKAKamppiYmKBYLLKxscHFixe5c+cOa2tr3L17N/QZcRyHra2tXRdTtQjFJXYty3rmQ3C1WsnURqOqN+pxijhZlkUul6OtrY3e3l5GRkZ46aWXOHToEC0tLTQ1NZHL5TBNsypLE5UX3u0Yq0pJ/L2p2x5WgdHQ0NDQ2F5v1ZoeX0ujprzRanR8TY4+TyWpVlZWWF1dZXl5OWxZvn79OlNTU6ysrITJuId5W9VyLH/RQ7BabdoqKZlKpWhtbaW/vz+U0z9//jxnz55leHg4lBLW0AREQ4Niscjdu3dZXl5m
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
+73zHRZR6HL73/X/iur86xvJimZkjFQwx3JhFwBK27eFjE5gkc/M1Tiz4RFIO73x3D9uuLhJN+3z31mW++sVvsDjvMTSY5bq/vYpM6ST33rvAz35yG4ePBrhOBAKbwKyueTxf96EAcnZ/plYDhzGGWq0GPF8QHgQB9Xq9EVDCgvBEIkE8Hm8M/guniudyOQAKhQJbtmyhr6+vsYJi2zb5fJ6+vj5tpRJRABERkbPpYnFlOWB8LMXH/vNGukt7WK4c5N3vPo9UfIwPvO8+7rpriSvfUCSbWsGiDH4Nx8liqsPccfsM+w4u8853dPBvPthPd9tR6lR433s34dXj/IdrnmBsZIEgeh9RJ0k0kWvEisDYYNlg6k2Nr0zTr5k6KkY/+4QrG7ZtN1ZDwq9wC1UkEmkM78tkMqxfv57Ozs5GkOjo6GDLli2USiUAotEoxWKRdDqtN1hEAURERM5WjmORTFq4nmHbVYNk88epmt0koz6nqrt57etew+dueITbvnuMC17p8Sfv2EKCKov1E6SdCe66Z4H/fvN+ogl45WujFAtzVINf4lgunrubbb8/ypc+u4t0ysf1TuBTYXG5zsopiLgevu+cnnhuwGoOGharxehytmoeABjO3CgUCriui2VZDA8Ps27dOuLxOJlMhs2bNzMwMNBY3YhGo41J5CIiCiAiIucI27YodUQYHoowMh4l5i0SAPXA4No1EsklOrsyPPDIPNd/apYjMzNcdkmUQjrOYw89w9994RA7dyxSHHIZn/Qw1hz4FpZTBWYodXTR3w+ZTIpkLEmNCrVajWoNbMvCtwDjnPFTGTQD5Gz8LNmNwBHO3Mjn89i2jeu6jI+Ps2bNGqLRKI7jMDAwwPT0NOl0GsdxyGazmrshIgogIiLnusBAOpPn8lf3Y9nHqfkrRN04frCI54Adc8lmVluWPru7zqc/+RTbfwKZhM2Ofwo4PAsBceLxOoEpY1HFMnVsY1Op+RC4xByLTDoLxsIl
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
+ERERBRAREREREREFEBERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREVEAERERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREVEAERERERERUQAREREREREFEBEREREREQUQERERERFRABEREREREQUQERERERERBRAREREREVEAERERERERUQAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERERBRAREREREVEAERERERERBRAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERFRABEREREREVEAERERERERBRAREREREREFEBERERERUQARERERERFRABEREREREQUQERERERFRABEREREREfln+F++p53HezzodwAAAABJRU5ErkJggg==</ImageData>
+    </EmbeddedImage>
  </EmbeddedImages>
  <Language>es-MX</Language>
  <ConsumeContainerWhitespace>true</ConsumeContainerWhitespace>
--- a/Empresas/154/Formatos/Factura.rdlc
+++ b/Empresas/154/Formatos/Factura.rdlc
@@ -1,5 +1,5 @@
 <?xml version="1.0" encoding="utf-8"?>
-<Report xmlns="http://schemas.microsoft.com/sqlserver/reporting/2010/01/reportdefinition" xmlns:rd="http://schemas.microsoft.com/SQLServer/reporting/reportdesigner">
+<Report xmlns:rd="http://schemas.microsoft.com/SQLServer/reporting/reportdesigner" xmlns:cl="http://schemas.microsoft.com/sqlserver/reporting/2010/01/componentdefinition" xmlns="http://schemas.microsoft.com/sqlserver/reporting/2010/01/reportdefinition">
  <AutoRefresh>0</AutoRefresh>
  <DataSources>
    <DataSource Name="DsOC">
@@ -2163,6 +2163,25 @@
                      <FontSize>8pt</FontSize>
                    </Style>
                  </TextRun>
+                  <TextRun>
+                    <Value>.</Value>
+                    <Style>
+                      <FontFamily>calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                    </Style>
+                  </TextRun>
+                </TextRuns>
+                <Style />
+              </Paragraph>
+              <Paragraph>
+                <TextRuns>
+                  <TextRun>
+                    <Value>Régimen: 626 - Régimen Simplificado de Confianza</Value>
+                    <Style>
+                      <FontFamily>calibri</FontFamily>
+                      <FontSize>8pt</FontSize>
+                    </Style>
+                  </TextRun>
                </TextRuns>
                <Style />
              </Paragraph>
@@ -2998,7 +3017,7 @@
            <KeepTogether>true</KeepTogether>
            <Top>15.5602cm</Top>
            <Left>0.16937cm</Left>
-            <Height>2.67786cm</Height>
+            <Height>2.67787cm</Height>
            <Width>20.85172cm</Width>
            <ZIndex>20</ZIndex>
            <Visibility>
@@ -3011,7 +3030,7 @@
            </Style>
          </Rectangle>
        </ReportItems>
-        <Height>18.23806cm</Height>
+        <Height>18.23807cm</Height>
        <Style />
      </Body>
      <Width>21.16666cm</Width>
--- a/Inventarios/EntregaAlmacen.aspx
+++ b/Inventarios/EntregaAlmacen.aspx
--- a/Inventarios/RecepcionUsados.aspx.vb
+++ b/Inventarios/RecepcionUsados.aspx.vb
@@ -2400,6 +2400,9 @@ Partial Class Inventarios_RecepcionUsados

        'GUARDAR AJUSTES
        Me.ObjRemisionNC.DtAjustes = TmpDTAjustes
+        If Me.ObjRemisionNC.DtAjustes IsNot Nothing AndAlso Me.ObjRemisionNC.DtAjustes.Rows.Count > 0 Then
+            Me.ObjRemisionNC.EsGarantia = True
+        End If

        'VALIDA PROMOCIONES Y EXISTENCIAS
        Dim ObjVentas As New ClsVentas
--- a/Inventarios/TraspasoAlmacen.aspx.vb
+++ b/Inventarios/TraspasoAlmacen.aspx.vb
@@ -567,7 +567,7 @@ Partial Class Inventarios_TraspasoAlmacen
        If CveProducto > 0 Then
            If TxtnSerie.Visible Then
                Cantidad = 1
-                If TxtnSerie.Text = "" Then
+                If String.IsNullOrEmpty(TxtnSerie.Text.Trim()) OrElse String.IsNullOrWhiteSpace(TxtnSerie.Text.Trim()) Then
                    Alert("Serie es necesario", TipoMensaje.MsgAdvertencia)
                    RegistraScript("playsonidito(''142608__autistic-lucario__error.wav'')")
                    Exit Sub
--- a/Ventas/CatAutorizacionLimites.aspx
+++ b/Ventas/CatAutorizacionLimites.aspx
@@ -31,14 +31,16 @@
 <asp:Content ID="Content7" ContentPlaceHolderID="C" runat="Server">
    <asp:UpdatePanel ID="UPFiltros" runat="server" UpdateMode="Conditional">
        <ContentTemplate>
-            <div class="portlet solid grey-cascade portlet-filter" style="">
-                <div class="portlet-title portlet-filterT smalltitle " style="">
+            <div class="portlet solid  grey-cascade portlet-filter" id="idnecesaria">
+                <div class="portlet-title portlet-filterT smalltitle">
                    <div class="tools">
                        <asp:Button ID="BtnConsultar" OnClick="BtnConsultar_Click" runat="server" Text="Consultar" class="btn btn-primary" />
+                         <a href="javascript:;" class="expand"></a>
                    </div>
-                    <div class="titlefiltros  caption" style="margin-top: -8px;">
-                        <ul class="list-inline" style="font-size: 12px;">
-                            <li>Estatus:   
+                    <div class="titlefiltros  caption">
+                        <div class="row" style="height: 32px;">
+                            <label class="col-md-1">Estatus: </label>
+                            <div class="col-md-2">
                                <asp:DropDownList AppendDataBoundItems="true" ID="DdlEstatus" runat="server" Width="200px" DataTextField="Nombre" DataValueField="CveDispositivosGrupos" CssClass="form-control input-sm select2me">
                                    <asp:ListItem Selected="True" Value="-1" Text="Todos"></asp:ListItem>
                                    <asp:ListItem Value="0" Text="Solicitada"></asp:ListItem>
@@ -46,16 +48,51 @@
                                    <asp:ListItem Value="2" Text="Aplicada"></asp:ListItem>
                                    <asp:ListItem Value="3" Text="Rechazada"></asp:ListItem>
                                </asp:DropDownList>
-                            </li>
-                            <li>Cliente:              
-                               
+                            </div>
+                            <label class="col-md-1">Cliente: </label>
+                            <div class="col-md-2">
                                <ADS:Dropdownlost CssClassDdl="select2me" ID="DdlClienteFiltro" Width="200px" data-metodo="getcliente" runat="server" DataTextField="NombreComercial" DataValueField="CveCliente" CssStyle="width: 100%;"></ADS:Dropdownlost>
-                            </li>
-                            <li>Vendedor:
+                            </div>
+                            <label class="col-md-1">Vendedor: </label>
+                            <div class="col-md-2">
                                <asp:DropDownList ID="DdlVendedorFiltro" CssClass="form-control marginFixRow select2me" runat="server" AppendDataBoundItems="true" DataTextField="Vendedor" DataValueField="CveVendedor" Width="200px">
                                </asp:DropDownList>
-                            </li>
-                        </ul>
+                            </div>
+                        </div>
+                    </div>
+                </div>
+                <div class="portlet-body" style="display: none">
+                    <div class="row">
+                        <div class="col-md-1 truncate">
+                            Fecha Inicio:
+                        </div>
+                        <div class="col-md-2" style="min-width: 115px">
+                            <div class="input-group input-sm input-small date date-picker " data-date-format="dd/mm/yyyy" style="width: 100px !important; padding: 0px;">
+                                <asp:TextBox Width="80px" ID="txtFechaI" runat="server" CssClass="form-control" CausesValidation="true" MaxLength="10"></asp:TextBox>
+                                <span class="input-group-btn ">
+                                    <asp:LinkButton ID="imgCalendario" class="btn default " Text="<i class='fa fa-calendar'></i>" runat="server"></asp:LinkButton>
+                                </span>
+                            </div>
+                            <ajax:MaskedEditExtender ID="MEEFechaI" runat="server" TargetControlID="txtFechaI" Mask="99/99/9999" MaskType="Date" DisplayMoney="Left" AcceptNegative="Left"></ajax:MaskedEditExtender>
+                            <ajax:CalendarExtender runat="server" ID="Calendario" TargetControlID="txtFechaI" PopupButtonID="ImgCalendario" PopupPosition="BottomRight" Enabled="True"></ajax:CalendarExtender>
+                            <asp:CompareValidator ID="cvFechaI" runat="server" ControlToValidate="txtFechaI" Display="None" ErrorMessage="El campo <b>''Fecha Inicial''</b> no tienes el formato correcto, por favor intente de nuevo con el siguiente formato: (dd/mm/yyyy)." Operator="DataTypeCheck" Type="Date" ValidationGroup="Valida"></asp:CompareValidator>
+                            <ajax:ValidatorCalloutExtender ID="vcoCvFI" runat="server" HighlightCssClass="vco" TargetControlID="cvFechaI" Width="350px"></ajax:ValidatorCalloutExtender>
+                        </div>
+                        <div class="col-md-1 truncate">
+                            Fecha Fin: 
+                        </div>
+                        <div class="col-md-2" style="min-width: 115px">
+                            <div class="input-group input-sm input-small date date-picker " data-date-format="dd/mm/yyyy" style="width: 100px !important; padding: 0px;">
+                                <asp:TextBox Width="80px" ID="txtFechaF" runat="server" CssClass="form-control" CausesValidation="true" MaxLength="10"></asp:TextBox>
+                                <span class="input-group-btn ">
+                                    <asp:LinkButton ID="imgCalendarioF" class="btn default " Text="<i class='fa fa-calendar'></i>" runat="server"></asp:LinkButton>
+                                </span>
+                            </div>
+                            <ajax:MaskedEditExtender ID="MEEFechaF" runat="server" TargetControlID="txtFechaF" Mask="99/99/9999" MaskType="Date" DisplayMoney="Left" AcceptNegative="Left"></ajax:MaskedEditExtender>
+                            <ajax:CalendarExtender runat="server" ID="Calendario2" TargetControlID="txtFechaF" PopupButtonID="imgCalendarioF" PopupPosition="BottomRight" Enabled="True"></ajax:CalendarExtender>
+                            <asp:CompareValidator ID="cvFechaF" runat="server" ControlToValidate="txtFechaF" Display="None" ErrorMessage="El campo <b>''Fecha Final''</b> no tienes el formato correcto, por favor intente de nuevo con el siguiente formato: (dd/mm/yyyy)." Operator="DataTypeCheck" Type="Date" ValidationGroup="Valida"></asp:CompareValidator>
+                            <ajax:ValidatorCalloutExtender ID="vcoCvFF" runat="server" HighlightCssClass="vco" TargetControlID="cvFechaF" Width="350px"></ajax:ValidatorCalloutExtender>
+                        </div>
                    </div>
                </div>
            </div>
--- a/Ventas/CatAutorizacionLimites.aspx.vb
+++ b/Ventas/CatAutorizacionLimites.aspx.vb
@@ -1,5 +1,4 @@
-
-Imports Extensiones
+Imports Extensiones

 Partial Class Ventas_CatAutorizacionLimites
    Inherits ClsPaginas
@@ -24,6 +23,8 @@ Partial Class Ventas_CatAutorizacionLimites
 #End Region

    Private Sub Page_Load(sender As Object, e As EventArgs) Handles Me.Load
+        If Not IsPostBack Then
+            CargaCombos()
            CargaDatos()
        End If
    End Sub
@@ -63,8 +64,12 @@ Partial Class Ventas_CatAutorizacionLimites

        UpModal.Update()
    End Sub
+    Private Sub CargaDatos()
+        Dim CveCliente As Integer = -1
+        If DdlClienteFiltro.SelectedValue.ToEntero() <= 0 Then
+            CveCliente = -1
        Else
-        Dim CveCliente As Integer = -1
+            CveCliente = DdlClienteFiltro.SelectedValue.ToEntero()
        End If

        Dim FechaI, FechaF As Date
--- a/Ventas/Clientes.aspx
+++ b/Ventas/Clientes.aspx
@@ -1,4 +1,4 @@
-<%@ Page Title="Ventas - Clientes" Language="VB" MasterPageFile="~/Site.master" AutoEventWireup="false" CodeFile="Clientes.aspx.vb" Inherits="Clientes" %>
+<%@ Page Title="Ventas - Clientes" Language="VB" MasterPageFile="~/Site.master" AutoEventWireup="false" CodeFile="Clientes.aspx.vb" Inherits="Clientes" ValidateRequest="false" %>

 <%@ Register Assembly="TimePicker" Namespace="MKB.TimePicker" TagPrefix="cc1" %>
 <%@ Register Assembly="eWorld.UI" Namespace="eWorld.UI" TagPrefix="ew" %>
--- a/Ventas/PV.aspx
+++ b/Ventas/PV.aspx
@@ -1891,12 +1891,89 @@

    <asp:Button ID="btnShow" runat="server" Text="Show Modal Popup" Style="visibility: hidden; display: none;" />
    <asp:Button ID="btnClose" runat="server" CssClass="btn btn-danger" Style="visibility: hidden; display: none;" Text="Cancelar" />
+    <asp:Button ID="btnShowBloqueoCorte" runat="server" Text="Show Modal Popup" Style="visibility: hidden; display: none;" />

    <!-- ModalPopupExtender -->
    <cc1:ModalPopupExtender ID="mp1" runat="server" PopupControlID="PanelIniciarTurno" TargetControlID="btnShow"
        CancelControlID="btnClose" BackgroundCssClass="modalBackground">
    </cc1:ModalPopupExtender>

+    <cc1:ModalPopupExtender ID="MPEBloqueo" runat="server" PopupControlID="PanelBloqueoCorte" TargetControlID="btnShowBloqueoCorte" BackgroundCssClass="modalBackground">
+    </cc1:ModalPopupExtender>
+
+    <asp:Panel ID="PanelBloqueoCorte" runat="server" CssClass="modalPopup" align="center" Style="display: none">
+        <table border="0" width="650px" cellspacing="1" style="background-color: White; padding-left: 10px;">
+            <tr style="background-color: #3598dc; color: #FFFFFF; font-size: 14px">
+                <td>Pantalla Bloqueada&nbsp;</td>
+                <td></td>
+            </tr>
+            <tr>
+                <td colspan="1">&nbsp;</td>
+                <td colspan="1">&nbsp;</td>
+            </tr>
+            <tr>
+                <td colspan="2">
+                    <div class="row">
+                        <div class="col-md-12" style="vertical-align: middle;" align="center">
+                            <div style="z-index: 5; position: relative;">
+                                <div id="DivAdvertenciaBloqueo" clientidmode="Static" runat="server" class="alert alert-warning" style="padding: 5px; margin-bottom: 5px; padding-right: 25px;">
+                                    <strong style="font-size: 20px; margin-right: 25px;">Información: </strong>
+                                    <asp:Literal ID="LblMotivoBloqueo" runat="server" Text=""></asp:Literal>
+                                </div>
+                            </div>
+                        </div>
+                    </div>
+
+                </td>
+            </tr>
+            <tr>
+                <td colspan="2">
+                    <div class="row">
+                        <div class="col-md-12">
+
+                            <div class="portlet light smmallpadding traspasorow bordered">
+                                <div class="portlet-title">
+                                    <div class="caption font-green">
+                                        <span class="caption-subject bold uppercase" style="line-height: 1;">Estado de caja</span>
+                                    </div>
+                                    <div class="actions">
+                                        <div class="btn-group">
+                                        </div>
+                                    </div>
+                                </div>
+                                <div class="portlet-body rowpadding">
+                                    <div class="row">
+                                        <div class="col-md-12">
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:Label ID="LblEfectivoBloqueo" CssClass="form-control" runat="server"></asp:Label>
+                                                <label for="<%= LblEfectivoBloqueo.ClientID.ToString()%>">Efectivo Esperado:</label>
+                                            </div>
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:TextBox ID="TxtEfectivoCajaBloqueo" CssClass="form-control" runat="server" onkeyup="javascript:this.value=Comma(this.value);" />
+                                                <asp:RegularExpressionValidator ID="REVEfectivoCajaBloqueo" runat="server" ControlToValidate="TxtEfectivoCajaBloqueo" Display="None" ErrorMessage="El campo <b>''Dinero''</b> no tiene el formato correcto, por favor corrija e intente de nuevo (Solo formato numérico)." ValidationExpression="^([1-9]{1}[\d]{0,2}(\,[\d]{3})*(\.[\d]{0,4})?|[1-9]{1}[\d]{0,}(\.[\d]{0,4})?|0(\.[\d]{0,2})?|(\.[\d]{1,4})?)$" ValidationGroup="GprBloqueo"></asp:RegularExpressionValidator>
+                                                <ajax:ValidatorCalloutExtender ID="ValidatorCalloutExtender25" runat="server" HighlightCssClass="vco" TargetControlID="REVEfectivoCajaBloqueo" Width="300px"></ajax:ValidatorCalloutExtender>
+                                                <label for="<%= TxtEfectivoEnCaja.ClientID.ToString()%>">Efectivo en Caja:</label>
+                                            </div>
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:TextBox ID="LblDiferenciaCajaBloqueo" CssClass="form-control" runat="server" Enabled="false" />
+                                                <label for="<%= LblDiferenciaCajaBloqueo.ClientID.ToString()%>">Diferencia:</label>
+                                            </div>
+                                        </div>
+                                    </div>
+                                </div>
+                            </div>
+                        </div>
+                    </div>
+                </td>
+            </tr>
+            <tr>
+                <td colspan="1">&nbsp;</td>
+                <td colspan="1">&nbsp;</td>
+            </tr>
+        </table>
+        <asp:Button ID="BtnCerrarBloqueo" runat="server" CssClass="btn btn-danger" Text="Cerrar Turno" ValidationGroup="GprBloqueo" />
+    </asp:Panel>
+
    <asp:Panel ID="PanelIniciarTurno" runat="server" CssClass="modalPopup" align="center" Style="display: none">

        <table border="0" width="250px" cellspacing="1" style="background-color: White; padding-left: 10px;">
@@ -3170,6 +3247,12 @@
            }
        }

+        function CalculaDiferenciaBloqueo() {
+            var total = 0;
+            total = ToDouble($('#C_TxtEfectivoCajaBloqueo').val()) - ToDouble($('#C_LblEfectivoBloqueo').text());
+            $('#C_LblDiferenciaCajaBloqueo').val(FormatoNumero(total));
+        }
+
        // Get the input field
        var txtCodigoAcceso = document.getElementById("C_TxtCodigoAcceso");

--- a/Ventas/PV.aspx.vb
+++ b/Ventas/PV.aspx.vb
@@ -1149,6 +1149,7 @@ Partial Class PV
            TxtImporteCheque.Attributes.Add("onKeyUp", "CalculaTotalPagoContado();")
            TxtImporteTransferencia.Attributes.Add("onKeyUp", "CalculaTotalPagoContado();")
            TxtEfectivoEnCaja.Attributes.Add("onKeyUp", "CalculaDiferencia();")
+            TxtEfectivoCajaBloqueo.Attributes.Add("onKeyUp", "CalculaDiferenciaBloqueo();")
            'ImgCerrarTerminoCorte.Attributes.Add("OnClick", "$('#DivTerminarCorte').hide();")
            'ImgCerrarIE.Attributes.Add("OnClick", "$('#DivIngresoEgreso').hide();")
            'ImgCerrarEstadoCaja.Attributes.Add("OnClick", "$('#DivEstadoCaja').hide();")
@@ -2129,6 +2130,7 @@ Partial Class PV

 #Region "PUNTO DE VENTA"
    Private Sub CargaCorteCaja()
+        Dim DebeCerrarCorte As Boolean = False
        'Checar si hay un Turno Abierto
        Dim ObjPVenta As New ClsPuntoVenta

@@ -2136,18 +2138,33 @@ Partial Class PV

            If ObjPVenta.DtResultados.Rows.Count > 0 Then
                CveCorte = ObjPVenta.CveCorte
-                LblEstatusCaja.Text = ObjPVenta.FechaInicial.ToShortDateString
-                TrEstatusCaja.Visible = True
-                BtnIniciarTurno.Visible = False
-                LkbEstadodeCaja.Visible = True
-                LkbIngreso.Visible = True
-                LkbRetiro.Visible = True
+                Dim FechaICorte = ObjPVenta.FechaInicial.Date '.AddDays(-1)
+                If UsuarioActual.Empresa.Funcionalidad(531) = "1" AndAlso FechaICorte < Now.Date Then
+                    DebeCerrarCorte = True
+                    LblMotivoBloqueo.Text = $"Existe un corte del día <b>{FechaICorte.ToString("dd/MM/yyyy")}</b>. Favor de cerrarlo para iniciar un nuevo corte."
+                Else
+                    LblEstatusCaja.Text = ObjPVenta.FechaInicial.ToShortDateString
+                    TrEstatusCaja.Visible = True
+                    BtnIniciarTurno.Visible = False
+                    LkbEstadodeCaja.Visible = True
+                    LkbIngreso.Visible = True
+                    LkbRetiro.Visible = True
+                End If
+
            Else
                'Ingresar un nuevo Turno
                RegistraScript("window.onload = function MuestraCorteCaja() { document.getElementById(""C_btnShow"").click(); }")
            End If
        End If
        ObjPVenta.Dispose()
+
+        If DebeCerrarCorte Then
+            CargaDatosCorte()
+            BtnEmitirImprimir.Visible = False
+            HlCliente.Visible = False
+            DdlPS.Visible = False
+            RegistraScript("window.onload = function MuestraPantallaBloqueo() { document.getElementById(""C_btnShowBloqueoCorte"").click(); }")
+        End If
    End Sub
    Private Sub BtnIniciarTurno_Click(sender As Object, e As EventArgs) Handles BtnIniciarTurno.Click
        Dim ObjPVenta As New ClsPuntoVenta
@@ -2181,6 +2198,7 @@ Partial Class PV
                Total = ObjPVenta.DtResultados(0)("ImporteInicial").ToString.ToDouble + ObjPVenta.DtResultados(0)("VentasEfectivo").ToString.ToDouble + ObjPVenta.DtResultados(0)("Propina").ToString.ToDouble + ObjPVenta.DtResultados(0)("Ingresado").ToString.ToDouble - ObjPVenta.DtResultados(0)("Retirado").ToString.ToDouble
                DineroCaja = Total
                LblEfectivoEsperado.Text = Total.FormatoNumero(2)
+                LblEfectivoBloqueo.Text = Total.FormatoNumero(2)

                Dim Dt As New DataTable

@@ -2288,6 +2306,20 @@ Partial Class PV
        End If
        ObjPVenta.Dispose()
    End Sub
+    Private Sub BtnCerrarBloqueo_Click(sender As Object, e As EventArgs) Handles BtnCerrarBloqueo.Click
+        Dim ObjPVenta As New ClsPuntoVenta
+        If TxtEfectivoCajaBloqueo.Text.Trim <> "" Then
+            If ObjPVenta.UpdateFinalizadoVtaCortes(CveCorte, TxtEfectivoCajaBloqueo.Text.ToDouble, LblDiferenciaCajaBloqueo.Text.ToDouble, Now, UsuarioActual.CveEmpresa) Then
+                RegistraScript($"window.location.href = '/Compras/PopUpVerFactura.aspx?P={Encripta(String.Format("OP=CORT&CVECORTE={0}&FORMATO={1}", CveCorte, "PDF"))}'", "Imprimir")
+                Dim Liga = "document.location.href=""/Ventas/PV.aspx"";"
+                Alert("Se ha cerrado el turno correctamente.", TipoMensaje.MsgInformacion, Liga)
+            End If
+        Else
+            Alert("Debe especificar el efectivo en caja", TipoMensaje.MsgAdvertencia)
+            RegistraScript("window.onload = function MuestraPantallaBloqueo() { document.getElementById(""C_btnShowBloqueoCorte"").click(); }")
+        End If
+        ObjPVenta.Dispose()
+    End Sub
    Private Sub BtnCancelar_Click(sender As Object, e As EventArgs) Handles BtnCancelar.Click
        Response.Redirect("~/Inicio.aspx")
    End Sub
--- a/Ventas/RepProductosServicios.aspx.vb
+++ b/Ventas/RepProductosServicios.aspx.vb
@@ -6,10 +6,10 @@ Imports Microsoft.Reporting.WebForms
 Imports System.Data

 Partial Class Ventas_RepProductosServicios
-    Inherits ClsPaginas
-
+    Inherits ClsPaginas
+
 #Region "PROPIEDADES"
-
+
    Private Property DtVentas As DataTable
        Get
            Return DirectCast(ViewState("DtVentas"), DataTable)
@@ -52,10 +52,10 @@ Partial Class Ventas_RepProductosServicios
        Set(value As Integer)
            ViewState("TipoCambio") = value
        End Set
-    End Property
-
+    End Property
+
 #End Region
-
+
    Protected Sub Page_Load(sender As Object, e As System.EventArgs) Handles Me.Load
        If Not IsPostBack Then
            If UsuarioActual.CveEmpresa = 2 AndAlso UsuarioActual.CveUsuario.Contiene(77, 21) Then Response.Redirect("/Inicio.aspx")
@@ -71,11 +71,11 @@ Partial Class Ventas_RepProductosServicios
            End If

        End If
-    End Sub
-
-
+    End Sub
+
+
 #Region "  CARGA DATOS INICIALES  "
-
+
    Private Sub CargaGrupo()
        DdlGrupo.Items.Insert(0, New ListItem("Categoria", "3"))
        DdlGrupo.Items.Insert(1, New ListItem("Clasificación", "4"))
@@ -244,13 +244,19 @@ Partial Class Ventas_RepProductosServicios
            DdlClientes.DataSource = GlobalDTCliente(UsuarioActual.CveEmpresa, -1)
            DdlClientes.DataBind()
            DdlClientes.ddl.Items.Insert(0, New ListItem("Todos", "-1"))
+        End If
+
+        If UsuarioActual.CveVendedor > 0 AndAlso Not UsuarioActual.TienePermisoProceso(263) Then
+            DdlVendedor.SelectedValueExist(UsuarioActual.CveVendedor.ToString())
+            DdlVendedor.Attributes.Add("disabled", "disabled")
+            DdlVendedor.Enabled = False
        End If


-    End Sub
+    End Sub
 #End Region
-
-
+
+
 #Region "  CARGA DATOS  "
    Protected Sub BtnConsultar_Click(sender As Object, e As System.EventArgs) Handles BtnConsultar.Click
        CargaDatos()
@@ -308,10 +314,10 @@ Partial Class Ventas_RepProductosServicios
            End Using
        End If
        DdlMarcaPSDes.Items.Insert(0, New ListItem(" Todos ", "-1"))
-    End Sub
+    End Sub
 #End Region
-
-
+
+
 #Region "  GV DATOS - PERSONALIZAR  "
    Protected Sub GvDatos_RowDataBound(sender As Object, e As System.Web.UI.WebControls.GridViewRowEventArgs) Handles GvDatos.RowDataBound
        If e.Row.RowType = DataControlRowType.DataRow Then
@@ -335,7 +341,7 @@ Partial Class Ventas_RepProductosServicios
                End Select

            Else
-                    If e.Row.DBCampo("Orden") = "" Then
+                If e.Row.DBCampo("Orden") = "" Then
                    e.Row.Cells(0).HorizontalAlign = HorizontalAlign.Center
                    e.Row.Cells(0).Width = Unit.Pixel(200)
                    e.Row.Cells(1).HorizontalAlign = HorizontalAlign.Center
@@ -411,10 +417,10 @@ Partial Class Ventas_RepProductosServicios
        End If

        UPDatos.Update()
-    End Sub
+    End Sub
 #End Region
-
-
+
+
 #Region "  SELECTED INDEX CHANGED"
    Protected Sub DdlClienteClasificacion_SelectedIndexChanged(sender As Object, e As EventArgs)
        CargaClientes()
@@ -466,8 +472,8 @@ Partial Class Ventas_RepProductosServicios
        If DdlTipoComprobante.SelectedValue <> "-1" Then
            DdlEstatus.DataSource = GlobalDTEstatusFactura.FiltraParametros(String.Format("TipoDocto = '{0}'", DdlTipoComprobante.SelectedValue))
        Else
-            DdlEstatus.DataSource = GlobalDTEstatusFactura
-           
+            DdlEstatus.DataSource = GlobalDTEstatusFactura
+
        End If
        DdlEstatus.Items.Add(New ListItem("Todos", "-1"))
        DdlEstatus.DataBind()
@@ -485,10 +491,10 @@ Partial Class Ventas_RepProductosServicios
            LiEspecifico.Visible = False
        End If
        UpBodyTipoCambio.Update()
-    End Sub
+    End Sub
 #End Region
-
-
+
+
 #Region "   IMPRIMIR   "
    Protected Sub LnkPdf_Click(sender As Object, e As EventArgs) Handles LnkPdf.Click
        If GvDatos.Rows.Count > 0 Then
@@ -541,12 +547,12 @@ Partial Class Ventas_RepProductosServicios
            Alert("No hay información para mostrar.", TipoMensaje.MsgAdvertencia)
        End If

-    End Sub
-
+    End Sub
+
 #End Region
-
+
 #Region "GRAFICA"
-
+
    Protected Sub LnkVerGrafica_Click(sender As Object, e As EventArgs)
        If Not DtVentas IsNot Nothing AndAlso DtVentas.Rows.Count > 0 Then
            Alert("No hay datos disponibles", TipoMensaje.MsgAdvertencia)
@@ -676,9 +682,9 @@ Partial Class Ventas_RepProductosServicios

    Protected Sub DdlVer_SelectedIndexChanged(sender As Object, e As EventArgs)
        CambioGrafica()
-    End Sub
-
+    End Sub
+
 #End Region
-
-
+
+
 End Class
--- a/Ventas/RepProductosServiciosDetalle.aspx
+++ b/Ventas/RepProductosServiciosDetalle.aspx
@@ -346,6 +346,8 @@
                    <asp:BoundField HeaderText="IVA" DataField="IVA" DataFormatString="{0:###,###,###,###.##}" ItemStyle-Width="5%" ItemStyle-HorizontalAlign="Right" />
                    <asp:BoundField HeaderText="Total" DataField="Total" DataFormatString="{0:###,###,###,###.##}" ItemStyle-Width="7.5%" ItemStyle-HorizontalAlign="Right" />
                    <asp:BoundField HeaderText="RFC" DataField="RFC" ItemStyle-Width="5%" Visible="false" />
+                    <asp:BoundField HeaderText="Método de Pago" DataField="MetodoPago" ItemStyle-Width="5%" Visible="false" />
+                    <asp:BoundField HeaderText="Forma de Pago" DataField="FormaPago" ItemStyle-Width="5%" Visible="false" />
                </Columns>
                <RowStyle CssClass="Texto" />
                <HeaderStyle CssClass="Titulos" />
@@ -380,6 +382,12 @@
                                        <td style="text-align: left;">
                                            <asp:CheckBox ID="ChkRFC" runat="server" Text="RFC" />
                                        </td>
+                                        <td style="text-align: left;">
+                                            <asp:CheckBox ID="ChkMetodoPago" runat="server" Text="Metodo de Pago" />
+                                        </td>
+                                        <td style="text-align: left;">
+                                            <asp:CheckBox ID="ChkFormaPago" runat="server" Text="Forma de Pago" />
+                                        </td>
                                    </tr>
                                </tbody>
                            </table>
--- a/Ventas/RepProductosServiciosDetalle.aspx.vb
+++ b/Ventas/RepProductosServiciosDetalle.aspx.vb
@@ -598,6 +598,8 @@ Partial Class Ventas_RepProductosServiciosDetalle
        GvDatos.Columns(3).Visible = ChkSucCob.Checked
        GvDatos.Columns(9).Visible = ChkObs.Checked
        GvDatos.Columns(15).Visible = ChkRFC.Checked
+        GvDatos.Columns(16).Visible = ChkMetodoPago.Checked
+        GvDatos.Columns(17).Visible = ChkFormaPago.Checked

        CargaDatos()
        UPDatos.Update()
--- a/Ventas/Ventas.aspx
+++ b/Ventas/Ventas.aspx
@@ -637,7 +637,7 @@
                            <td><b>Serie - Folio:</b></td>
                            <td>
                                <asp:Label ID="LblSerie" runat="server"></asp:Label>-
-                                            <asp:TextBox ID="TxtFolio" runat="server" BorderStyle="None" Text="000" MaxLength="7" Width="60px" ValidationGroup="GrpEmitirImprimir" Style="text-align: left" autopostback="true"></asp:TextBox>
+                                            <asp:TextBox ID="TxtFolio" runat="server" BorderStyle="None" Text="000" MaxLength="7" Width="60px" ValidationGroup="GrpEmitirImprimir" Style="text-align: left" AutoPostBack="true"></asp:TextBox>
                                <asp:RequiredFieldValidator ID="RFVFolio" runat="server" ControlToValidate="TxtFolio" Display="None" ErrorMessage="<b><span style='text-decoration: underline'>ERROR:</span></b><br />El campo <b>''Folio''</b> es necesario, por favor ingréselo." ValidationGroup="GrpEmitirImprimir"></asp:RequiredFieldValidator>
                                <ajax:ValidatorCalloutExtender ID="ValidatorCalloutExtender10" runat="server" HighlightCssClass="vco" TargetControlID="RFVFolio" Width="350px"></ajax:ValidatorCalloutExtender>
                                <asp:CompareValidator ID="CVFolio" runat="server" ControlToValidate="TxtFolio" Display="None" ErrorMessage="<b><span style='text-decoration: underline'>ERROR:</span></b><br />El campo <b>''Folio''</b> no tiene el formato correcto, solo formato numérico." Operator="DataTypeCheck" Type="Integer" ValidationGroup="GrpEmitirImprimir"></asp:CompareValidator>
@@ -4239,12 +4239,16 @@

    <asp:Button ID="btnShow" runat="server" Text="Show Modal Popup" Style="visibility: hidden; display: none;" />
    <asp:Button ID="btnClose" runat="server" CssClass="btn btn-danger" Style="visibility: hidden; display: none;" Text="Cancelar" />
+    <asp:Button ID="btnShowBloqueo" runat="server" Text="Show Modal Popup" Style="visibility: hidden; display: none;" />

    <!-- ModalPopupExtender -->
    <cc1:ModalPopupExtender ID="mp1" runat="server" PopupControlID="PanelIniciarTurno" TargetControlID="btnShow"
        CancelControlID="btnClose" BackgroundCssClass="modalBackground">
    </cc1:ModalPopupExtender>

+    <cc1:ModalPopupExtender ID="MPEBloqueo" runat="server" PopupControlID="PanelBloqueo" TargetControlID="btnShowBloqueo" BackgroundCssClass="modalBackground">
+    </cc1:ModalPopupExtender>
+
    <asp:Panel ID="PanelIniciarTurno" runat="server" CssClass="modalPopup" align="center" Style="display: none">

        <table border="0" width="250px" cellspacing="1" style="background-color: White; padding-left: 10px;">
@@ -4286,6 +4290,79 @@
    </asp:Panel>
    <!-- ModalPopupExtender -->

+    <asp:Panel ID="PanelBloqueo" runat="server" CssClass="modalPopup" align="center" Style="display: none">
+        <table border="0" width="650px" cellspacing="1" style="background-color: White; padding-left: 10px;">
+            <tr style="background-color: #3598dc; color: #FFFFFF; font-size: 14px">
+                <td>Pantalla Bloqueada&nbsp;</td>
+                <td></td>
+            </tr>
+            <tr>
+                <td colspan="1">&nbsp;</td>
+                <td colspan="1">&nbsp;</td>
+            </tr>
+            <tr>
+                <td colspan="2">
+                    <div class="row">
+                        <div class="col-md-12" style="vertical-align: middle;" align="center">
+                            <div style="z-index: 5; position: relative;">
+                                <div id="DivAdvertenciaBloqueo" clientidmode="Static" runat="server" class="alert alert-warning" style="padding: 5px; margin-bottom: 5px; padding-right: 25px;">
+                                    <strong style="font-size: 20px; margin-right: 25px;">Información: </strong>
+                                    <asp:Literal ID="LblMotivoBloqueo" runat="server" Text=""></asp:Literal>
+                                </div>
+                            </div>
+                        </div>
+                    </div>
+
+                </td>
+            </tr>
+            <tr>
+                <td colspan="2">
+                    <div class="row">
+                        <div class="col-md-12">
+
+                            <div class="portlet light smmallpadding traspasorow bordered">
+                                <div class="portlet-title">
+                                    <div class="caption font-green">
+                                        <span class="caption-subject bold uppercase" style="line-height: 1;">Estado de caja</span>
+                                    </div>
+                                    <div class="actions">
+                                        <div class="btn-group">
+                                        </div>
+                                    </div>
+                                </div>
+                                <div class="portlet-body rowpadding">
+                                    <div class="row">
+                                        <div class="col-md-12">
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:Label ID="LblEfectivoBloqueo" CssClass="form-control" runat="server"></asp:Label>
+                                                <label for="<%= LblEfectivoBloqueo.ClientID.ToString()%>">Efectivo Esperado:</label>
+                                            </div>
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:TextBox ID="TxtEfectivoCajaBloqueo" CssClass="form-control" runat="server" onkeyup="javascript:this.value=Comma(this.value);" />
+                                                <asp:RegularExpressionValidator ID="REVEfectivoCajaBloqueo" runat="server" ControlToValidate="TxtEfectivoCajaBloqueo" Display="None" ErrorMessage="El campo <b>''Dinero''</b> no tiene el formato correcto, por favor corrija e intente de nuevo (Solo formato numérico)." ValidationExpression="^([1-9]{1}[\d]{0,2}(\,[\d]{3})*(\.[\d]{0,4})?|[1-9]{1}[\d]{0,}(\.[\d]{0,4})?|0(\.[\d]{0,2})?|(\.[\d]{1,4})?)$" ValidationGroup="GprBloqueo"></asp:RegularExpressionValidator>
+                                                <ajax:ValidatorCalloutExtender ID="ValidatorCalloutExtender25" runat="server" HighlightCssClass="vco" TargetControlID="REVEfectivoCajaBloqueo" Width="300px"></ajax:ValidatorCalloutExtender>
+                                                <label for="<%= TxtEfectivoEnCaja.ClientID.ToString()%>">Efectivo en Caja:</label>
+                                            </div>
+                                            <div class="form-group form-md-line-input input-iconright">
+                                                <asp:TextBox ID="LblDiferenciaCajaBloqueo" CssClass="form-control" runat="server" Enabled="false" />
+                                                <label for="<%= LblDiferenciaCajaBloqueo.ClientID.ToString()%>">Diferencia:</label>
+                                            </div>
+                                        </div>
+                                    </div>
+                                </div>
+                            </div>
+                        </div>
+                    </div>
+                </td>
+            </tr>
+            <tr>
+                <td colspan="1">&nbsp;</td>
+                <td colspan="1">&nbsp;</td>
+            </tr>
+        </table>
+        <asp:LinkButton ID="BtnCerrarBloqueo" runat="server" CssClass="btn btn-danger" Text="Cerrar Turno" ValidationGroup="GprBloqueo"/>
+    </asp:Panel>
+
    <div id="DivEstadoCaja" class="modal ADS fade" role="dialog">
        <div class="modal-dialog" style="width: 470px; min-width: 470px;">
            <div class="modal-content">
@@ -8927,6 +9004,12 @@
            $('#C_LblDiferenciaCaja').text(FormatoNumero(total));
        }

+        function CalculaDiferenciaBloqueo() {
+            var total = 0;
+            total = ToDouble($('#C_TxtEfectivoCajaBloqueo').val()) - ToDouble($('#C_LblEfectivoBloqueo').text());
+            $('#C_LblDiferenciaCajaBloqueo').val(FormatoNumero(total));
+        }
+
        function CalculaTotalPagoContado() {

            var totalEfectivo = ToDouble($get("TxtImporteEfectivo").value);
--- a/Ventas/Ventas.aspx.vb
+++ b/Ventas/Ventas.aspx.vb
@@ -2356,6 +2356,7 @@ Partial Class Ventas
            TxtImporteOtrosContado.Attributes.Add("onKeyUp", "CalculaTotalPagoContado();")

            TxtEfectivoEnCaja.Attributes.Add("onKeyUp", "CalculaDiferencia();")
+            TxtEfectivoCajaBloqueo.Attributes.Add("onKeyUp", "CalculaDiferenciaBloqueo();")

            'ImgCerrarTerminoCorte.Attributes.Add("OnClick", "$('#DivTerminarCorte').hide();")
            'ImgCerrarIE.Attributes.Add("OnClick", "$('#DivIngresoEgreso').hide();")DdlTipoComprobante
@@ -3201,6 +3202,7 @@ Partial Class Ventas

 #Region "Punto Venta"
    Private Sub CargaCorteCaja()
+        Dim DebeCerrarCorte As Boolean = False
        'Checar si hay un Turno Abierto
        Dim ObjPVenta As New ClsPuntoVenta

@@ -3208,14 +3210,21 @@ Partial Class Ventas

            If ObjPVenta.DtResultados.Rows.Count > 0 Then
                CveCorte = ObjPVenta.CveCorte
-                LblEstatusCaja.Text = ObjPVenta.FechaInicial.ToShortDateString
-                LblTurno.Text = ObjPVenta.FechaInicial.ToShortDateString
-                TrEstatusCaja.Visible = True
-                BtnIniciarTurno.Visible = False
-                LkbEstadodeCaja.Visible = True
-                LkbIngreso.Visible = True
-                LkbRetiro.Visible = True
-                UpTurno.Visible = True
+                Dim FechaICorte = ObjPVenta.FechaInicial.Date'.AddDays(-5)
+                If UsuarioActual.Empresa.Funcionalidad(531) = "1" AndAlso FechaICorte < Now.Date Then
+                    DebeCerrarCorte = True
+                    LblMotivoBloqueo.Text = $"Existe un corte del día <b>{FechaICorte.ToString("dd/MM/yyyy")}</b>. Favor de cerrarlo para iniciar un nuevo corte."
+                Else
+                    LblEstatusCaja.Text = ObjPVenta.FechaInicial.ToShortDateString
+                    LblTurno.Text = ObjPVenta.FechaInicial.ToShortDateString
+                    TrEstatusCaja.Visible = True
+                    BtnIniciarTurno.Visible = False
+                    LkbEstadodeCaja.Visible = True
+                    LkbIngreso.Visible = True
+                    LkbRetiro.Visible = True
+                    UpTurno.Visible = True
+                End If
+
            Else
                UpTurno.Visible = False
                'Ingresar un nuevo Turno
@@ -3223,6 +3232,14 @@ Partial Class Ventas
            End If
        End If
        ObjPVenta.Dispose()
+
+        If DebeCerrarCorte Then
+            CargaDatosCorte()
+            BtnEmitirImprimir.Visible = False
+            HlCliente.Visible = False
+            DdlPS.Visible = False
+            RegistraScript("window.onload = function MuestraPantallaBloqueo() { document.getElementById(""C_btnShowBloqueo"").click(); }")
+        End If
    End Sub
    Private Sub BtnIniciarTurno_Click(sender As Object, e As EventArgs) Handles BtnIniciarTurno.Click
        Dim ObjPVenta As New ClsPuntoVenta
@@ -3256,6 +3273,7 @@ Partial Class Ventas
                Total = ObjPVenta.DtResultados(0)("ImporteInicial").ToString().ToDouble + ObjPVenta.DtResultados(0)("VentasEfectivo").ToString().ToDouble + ObjPVenta.DtResultados(0)("Ingresado").ToString().ToDouble - ObjPVenta.DtResultados(0)("Retirado").ToString().ToDouble - ObjPVenta.DtResultados(0)("Devoluciones").ToString().ToDouble
                DineroCaja = Total
                LblEfectivoEsperado.Text = Total.FormatoNumero(2)
+                LblEfectivoBloqueo.Text = Total.FormatoNumero(2)

                Dim Dt As New DataTable

@@ -3368,6 +3386,21 @@ Partial Class Ventas
        End If
        ObjPVenta.Dispose()
    End Sub
+
+    Private Sub BtnCerrarBloqueo_Click(sender As Object, e As EventArgs) Handles BtnCerrarBloqueo.Click
+        Dim ObjPVenta As New ClsPuntoVenta
+        If TxtEfectivoCajaBloqueo.Text.Trim <> "" Then
+            If ObjPVenta.UpdateFinalizadoVtaCortes(CveCorte, TxtEfectivoCajaBloqueo.Text.ToDouble, LblDiferenciaCajaBloqueo.Text.ToDouble, Now, UsuarioActual.CveEmpresa) Then
+                RegistraScript($"window.location.href = '/Compras/PopUpVerFactura.aspx?P={Encripta(String.Format("OP=CORT&CVECORTE={0}&FORMATO={1}", CveCorte, "PDF"))}'", "Imprimir")
+                Dim Liga = "document.location.href=""/Ventas/Ventas.aspx?CveVenta=-1"";"
+                Alert("Se ha cerrado el turno correctamente.", TipoMensaje.MsgInformacion, Liga)
+            End If
+        Else
+            Alert("Debe especificar el efectivo en caja", TipoMensaje.MsgAdvertencia)
+            RegistraScript("window.onload = function MuestraPantallaBloqueo() { document.getElementById(""C_btnShowBloqueo"").click(); }")
+        End If
+        ObjPVenta.Dispose()
+    End Sub
    Private Sub BtnCancelar_Click(sender As Object, e As EventArgs) Handles BtnCancelar.Click
        Response.Redirect("~/Inicio.aspx")
    End Sub
@@ -11837,7 +11870,7 @@ Partial Class Ventas
                            End If

                            'SI SE FACTURAN RNC DE CARGO, SE AGREGA EL CONCEPTO DE ACREDITAMIENTO
-                            If ListaRNC IsNot Nothing AndAlso ClienteEsDistribuidor AndAlso EsCargo Then
+                            If ListaRNC IsNot Nothing AndAlso ClienteEsDistribuidor AndAlso EsCargo AndAlso Not factura.EsGarantia Then
                                Dim ObjAcum As New ClsAcumuladores(ObjVentas.IniciaTransacSQL())

                                Dim CvePSCargo As Integer = -1
@@ -17254,7 +17287,11 @@ Partial Class Ventas
            If CveClasifPS = 20636 Then
                ValidaCondicionesComerciales = False
            End If
-
+            'CAMBIO DE VIGENCIA NO SE APLICAN DESCUENTOS
+            If CveClasifPS = 20637 Then
+                ObjDescuento.ImporteDescuento = 0
+                Return ObjDescuento
+            End If
        End If

        Dim dr As DataRow = Nothing
@@ -21479,7 +21516,7 @@ Partial Class Ventas
                DrDebito("Folio") = CargaFolioContado(DdlCuentaTarjetaDebito.SelectedValue.ToEntero(), 11)
                DrDebito("Observaciones") = ""
                DrDebito("Tipo") = "Tarjeta de Débito"
-                DrDebito("CveMetodoPago") = 5
+                DrDebito("CveMetodoPago") = 18
                DrDebito("MesesSinIntereses") = -1

                DtPagos.Rows.Add(DrDebito)
@@ -21574,7 +21611,7 @@ Partial Class Ventas
                        DrDebito("Folio") = CargaFolioContado(DdlCuentaOtrosContado.SelectedValue.ToEntero(), 11)
                        DrDebito("Observaciones") = ""
                        DrDebito("Tipo") = "Tarjeta de Débito"
-                        DrDebito("CveMetodoPago") = 5
+                        DrDebito("CveMetodoPago") = 18
                        DrDebito("MesesSinIntereses") = -1

                        DtPagos.Rows.Add(DrDebito)
@@ -21617,6 +21654,14 @@ Partial Class Ventas
            UpFacturar.Update()
        End If

+        'TOMA EL VALOR DEL PAGO MAS ALTO QUE SE APLIQUE
+        If UsuarioActual.Empresa.Funcionalidad(531) = "1" AndAlso DtPagos IsNot Nothing Then
+            Dim RowPagoMasAlto As DataRow = DtPagos.FiltraParametros("", Orderby:="Importe DESC").FiltroPrimero("")
+            If RowPagoMasAlto IsNot Nothing Then
+                DdlFormaPago33.SelectedValueExist(RowPagoMasAlto("CveMetodoPago"))
+            End If
+        End If
+
        CargaGridContado()
        UpContado.Update()

@@ -27466,12 +27511,16 @@ Partial Class Ventas
                End If
                UltimoRenglonRNC += 1

-                AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                If Cantidad.RoundSQL(6) > 0D Then
+                    AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
                                        Obs, Cantidad, ImportePU, RowUsado("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowUsado("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
                                        RowUsado("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowUsado("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1, CveVentaDetalleRNC:=RowUsado("CveVentaDetalle").ToString().ToEntero())

+                End If
+
                If Terminar Then
                    Exit For
                End If
@@ -27555,12 +27604,16 @@ Partial Class Ventas
                End If
                UltimoRenglonRNC += 1

-                AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                If Cantidad.RoundSQL(6) > 0D Then
+                    AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
                                        Obs, Cantidad, ImportePU, RowUsado("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, 0, ImporteRetIVA,
                                        0, ImporteRetISR, 0, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1, CveVentaDetalleRNC:=RowUsado("CveVentaDetalleRNC").ToString().ToEntero())

+                End If
+
                If Terminar Then
                    Exit For
                End If
@@ -27643,11 +27696,15 @@ Partial Class Ventas
                    End If
                    UltimoRenglonRNC += 1

-                    AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
-                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
-                                        Obs, Cantidad, ImportePU, RowCargo("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowCargo("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
-                                        RowCargo("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowCargo("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
-                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1)
+                    'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                    If Cantidad.RoundSQL(6) > 0D Then
+                        AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                                    DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
+                                    Obs, Cantidad, ImportePU, RowCargo("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowCargo("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
+                                    RowCargo("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowCargo("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
+                                    DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1)
+                    End If
+
                Next

            Next
@@ -27733,11 +27790,15 @@ Partial Class Ventas
                    End If
                    UltimoRenglonRNC += 1

-                    AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
-                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
-                                        Obs, Cantidad, ImportePU, RowCargo("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowCargo("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
-                                        RowCargo("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowCargo("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
-                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1)
+                    'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                    If Cantidad.RoundSQL(6) > 0D Then
+                        AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                                    DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
+                                    Obs, Cantidad, ImportePU, RowCargo("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowCargo("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
+                                    RowCargo("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowCargo("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
+                                    DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1)
+                    End If
+
                Next

            Next
@@ -27817,11 +27878,15 @@ Partial Class Ventas
                End If
                UltimoRenglonRNC += 1

-                AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                If Cantidad.RoundSQL(6) > 0D Then
+                    AgregaTempDT(TmpDTDescNCBonificacion, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
                                        Obs, Cantidad, ImportePU, RowUsado("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, 0, ImporteRetIVA,
                                        0, ImporteRetISR, 0, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1, CveVentaDetalleRNC:=RowUsado("CveVentaDetalleRNC").ToString().ToEntero())
+                End If
+

                If Terminar Then
                    Exit For
@@ -27900,11 +27965,15 @@ Partial Class Ventas
                End If
                UltimoRenglonRNC += 1

-                AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
+                'SOLO AGREGA SI LA CANTIDAD ES MAYOR CERO
+                If Cantidad.RoundSQL(6) > 0D Then
+                    AgregaTempDT(TmpDTCargo, DrPS("CvePS").ToString().ToEntero(), DrPS("PS").ToString(), DrPS("Codigo").ToString(), DrPS("PSCodigo").ToString(), DrPS("CveTipoPS").ToString().ToEntero(), DrPS("Inv_CveMetodoInventario").ToString().ToEntero(),
                                        DrPS("CveUM").ToString().ToEntero(), DrPS("UnidadMedida").ToString(), DrPS("CveClasificacion").ToString().ToEntero(), DrPS("Clasificacion").ToString(), CveProyecto, Proyecto, CveSubProyecto, SubProyecto,
                                        Obs, Cantidad, ImportePU, RowRNC("PorcentajeIVA").ToString().ToDecimal, ImporteIVA, RowRNC("PorcentajeRetIVA").ToString().ToDecimal, ImporteRetIVA,
                                        RowRNC("PorcentajeRetISR").ToString().ToDecimal, ImporteRetISR, RowRNC("PorcentajeIEPS").ToString().ToDecimal, ImporteIEPS, -1, 0, ImporteTotal, "", "", -1, -1,
                                        DrPS("SATClavePS").ToString(), DrPS("SATClaveUnidadMedida").ToString(), -1, -1, -1, -1, -1, -1, CveVentaDetalleRNC:=RowRNC("CveVentaDetalle").ToString().ToEntero())
+                End If
+

                If Terminar Then
                    Exit For
@@ -31297,7 +31366,7 @@ Partial Class Ventas
    Private Function GuardarUsados(CveConcepto As Integer, SqlTransaccion As SqlClient.SqlTransaction, factura As Modelos.Factura) As Boolean
        Dim Resultado As Boolean = True

-        If ClienteEsDistribuidor Then
+        If ClienteEsDistribuidor AndAlso Not factura.EsGarantia Then
            Dim ObjAcum As New ClsAcumuladores(SqlTransaccion)

            Dim CvePSPSA As Integer = UsuarioActual.Empresa.Funcionalidad(533).ToEntero