2.26188cm
2.42063cm
1.07125cm
1.7327cm
1.73271cm
1.70626cm
1.60041cm
1.60042cm
1.89146cm
2.02375cm
1.70625cm
0.6cm
true
true
Fecha
Textbox37
DimGray
2pt
2pt
2pt
2pt
true
true
Almacen
Textbox3
DimGray
2pt
2pt
2pt
2pt
true
true
Folio
Textbox5
DimGray
2pt
2pt
2pt
2pt
true
true
Entradas
Textbox7
DimGray
2pt
2pt
2pt
2pt
true
true
Costo
Textbox9
DimGray
2pt
2pt
2pt
2pt
true
true
Importe
Textbox11
DimGray
2pt
2pt
2pt
2pt
true
true
Salidas
Textbox13
DimGray
2pt
2pt
2pt
2pt
true
true
Costo
Textbox15
DimGray
2pt
2pt
2pt
2pt
true
true
Importe
Textbox17
DimGray
2pt
2pt
2pt
2pt
true
true
Existencia
Textbox19
DimGray
2pt
2pt
2pt
2pt
true
true
Valor
Textbox21
DimGray
2pt
2pt
2pt
2pt
0.5cm
true
true
=Fields!PS.Value
PS
#fafafa
2pt
2pt
2pt
2pt
5
true
true
=Fields!ImporteE.Value
ImporteE1
#fafafa
2pt
2pt
2pt
2pt
true
true
=Fields!Salidas.Value
Salidas1
#fafafa
2pt
2pt
2pt
2pt
true
true
Saldo Inicial
Textbox32
#fafafa
2pt
2pt
2pt
2pt
true
true
=Fields!ExistenciaIniCant.Value
ExistenciaIniCant
#fafafa
2pt
2pt
2pt
2pt
true
true
=Fields!SaldoIniCant.Value
SaldoIniCant
#fafafa
2pt
2pt
2pt
2pt
true
true
=Fields!ExistenciaTotal.Value
ExistenciaTotal1
#fafafa
2pt
2pt
2pt
2pt
0.5cm
true
true
=Fields!FechaMovto.Value
FechaMovto
2pt
2pt
2pt
2pt
true
true
=Fields!Almacen.Value
Almacen
2pt
2pt
2pt
2pt
true
true
=Fields!Folio.Value
Folio
2pt
2pt
2pt
2pt
true
true
=Fields!Entradas.Value
Entradas
2pt
2pt
2pt
2pt
true
true
=Fields!CostoE.Value
CostoE
2pt
2pt
2pt
2pt
true
true
=Fields!ImporteE.Value
ImporteE
2pt
2pt
2pt
2pt
true
true
=Fields!Salidas.Value
Salidas
2pt
2pt
2pt
2pt
true
true
=Fields!CostoS.Value
CostoS
2pt
2pt
2pt
2pt
true
true
=Fields!ImporteS.Value
ImporteS
2pt
2pt
2pt
2pt
true
true
=Fields!ExistenciaAcum.Value
ExistenciaAcum
2pt
2pt
2pt
2pt
true
true
=Fields!ExistenciaTotal.Value
ExistenciaTotal
2pt
2pt
2pt
2pt
0.5cm
true
true
=Fields!FechaMovto.Value
FechaMovto1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!Almacen.Value
Almacen1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!Folio.Value
Folio1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!Entradas.Value
Entradas1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!CostoE.Value
CostoE1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!ImporteE.Value
ImporteE2
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!Salidas.Value
Salidas2
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!CostoS.Value
CostoS1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!ImporteS.Value
ImporteS1
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!ExistenciaTotal.Value
ExistenciaTotal2
LightGrey
2pt
2pt
2pt
2pt
true
true
=Fields!ValorTotal.Value
ValorTotal
LightGrey
2pt
2pt
2pt
2pt
After
=Fields!Orden.Value<>10
=Fields!Orden.Value<>15
=Fields!Orden.Value<>20
DataSet1
2.1175cm
2.1cm
19.74772cm
true
true
VSH PROTECCION SA DE CV
Textbox1
3.58845cm
0.6cm
8.19383cm
1
2pt
2pt
2pt
2pt
true
true
Reporte de Existencias y Costos
Textbox2
0.6cm
3.58845cm
0.6cm
8.19383cm
2
2pt
2pt
2pt
2pt
true
true
Fecha Inicio:
Textbox3
1.37639cm
3.58845cm
0.6cm
2.23706cm
3
2pt
2pt
2pt
2pt
true
true
=Parameters!FechaInicial.Value
Textbox3
1.37639cm
5.86079cm
0.6cm
2.32031cm
4
2pt
2pt
2pt
2pt
true
true
Fecha Fin:
Textbox3
1.37639cm
10.36218cm
0.6cm
1.8531cm
5
2pt
2pt
2pt
2pt
true
true
=Parameters!FechaFinal.Value
Textbox3
1.37639cm
12.06843cm
0.6cm
2.02926cm
6
2pt
2pt
2pt
2pt
Embedded
VSH
FitProportional
2.02224cm
3.36239cm
7
1.84375in
7.84227in
0.50271cm
true
true
true
true
Fecha Impresión:
=Today
Textbox8
0.46771cm
6.86562cm
2pt
2pt
2pt
2pt
29.7cm
21cm
0.5cm
0.5cm
1cm
1cm
0.13cm
0
System.Data.DataSet
/* Local Connection */
f55ecc33-47ff-4fc5-a233-35ea9bb1f578
DataSet
/* Local Query */
FechaMovto
System.String
PS
System.String
CvePS
System.Int32
Entradas
System.Double
CostoE
System.Double
ImporteE
System.Double
Salidas
System.Double
CostoS
System.Double
ImporteS
System.Double
Almacen
System.String
ExistenciaAcum
System.Double
ExistenciaTotal
System.Double
ValorAcum
System.Double
ValorTotal
System.Double
ExistenciaIniCant
System.Double
SaldoIniCant
System.Double
Orden
System.Int32
CveMovimiento
System.Int32
Folio
System.Int32
DataSet
C:\Users\Caudillo\Documents\Visual Studio 2013\WebSites\WebSite9\App_Code\DataSet.xsd
DataTable1
DateTime
true
ReportParameter1
DateTime
true
ReportParameter1
image/png
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
1a20ErjUIpLsuZVa1IraAgqj5WEmDBiSW3q+Ppur4stVC65UxXmCwl8ulyEIaJ2GMfDHaIggwGl+GTCdshs6t4yVyCc+XBJeSiLA7ee/G5xnea8iu00BhQG5ZACGeAMSKRoFOc72QDKZfCV7P5m8ScuYNdLQSdOYpW7CJlNM520O6hbhsLG8ra2ut4+qESnsEUuogOQX+B0TovMJJ5eEVKiGClWg0MD8n66UotJQgGAYBn+EhgoClIaY9m3ayeVm90rJLi4JEuBtQ/8S4sMnXtnvhKQ63CvPb+1DqcjQoVOqD9xfe1QwRt9MQ88OZK9uzNYwclM1YWsYOKpMN404/4CJBkXQ3g8AQjVSL5LsSKwYvSeDeIPg+XhHCtcuFMPodOHFol6F6BljNUxDpiGDAMVPYQCchy0yo9QkOsP4cKHB4Ry9w1kz92dNj86YEJEyPvD2koN343L5IqkIYyIQUEJ9IvE324LJtO1aRm4gfg0TtrYRKAMnLWNXoms7fqFTZR1OI0ohMqIA9UBHn2jXzYwJgdc+jEiauC970t6s8VFpn0SlfxqZ/s+gZNOr+SLqqFBPRAGHYRoS/T4IFPykElScwQ4kA447MhzBIJd0SsQNInGTRNowMFAvlTyWSGrFkhqxuFwk5nV2l3d0M/EoYR4nr6Wq65iqGoLU3bQM3bSM2NrGDtpGbA1jFzQKkzbaeJ9kYg8SSLiys7u0v58vEpf3i6v7ReX9ojKRWNgv5nX1VfX2D+CUElMlCR1KUEKY4sbsmAY8oRdD/sL0chAgP5FHID8EgJJjYKGBBpDpChbCHqdquru7Wju6O7t7Ont6OuGku6e7u6erp7e9u7els7O5oxu29u4eQV2zyco9ZJq5lpELiP/pTcOIpWbirKLn+Jqx5ZVHvNbu3uaOzqaOrsYOSN4FGXZ1d3dAzl10wyK62zs6pIpnEBSE95hkOIhEzYBeCGzDIPjP9HIQgOSpnBl+KjgGG3M/AEL65LLj
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
Cm
40c94aad-a12a-44fb-ab0d-ea36a9656792