1.8229cm
2.63672cm
5.87486cm
6.06303cm
2.11828cm
1.80486cm
1.61123cm
2.05575cm
1.33607cm
1.8229cm
0.45183cm
true
true
Fecha
Textbox13
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Serie Folio
Textbox20
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Proveedor
Textbox26
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Concepto
Textbox28
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Sub Total
Textbox30
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
I.V.A.
Textbox32
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Retención
Textbox34
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Total
Textbox36
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Moneda
Textbox15
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Fecha Pago
Textbox38
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
0.11289cm
true
true
Textbox12
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox14
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox16
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox17
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox18
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox19
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox21
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox22
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox23
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox24
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
0.346cm
true
true
=Fields!Fecha.Value
Fecha
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!SerieFolio.Value
SerieFolio1
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
=Fields!RazonSocial.Value
RazonSocial1
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!Descripcion.Value
Descripcion
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!SubTotal.Value
SubTotal1
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!IVA.Value
IVA
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!RetIVA.Value
RetIVA
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!Total.Value
Total1
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!Moneda.Value
Moneda
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
true
true
=Fields!FechaVencimiento.Value
FechaVencimiento
2pt
2pt
=IIf(rownumber(nothing) = 1, "1pt", "0pt")
0.4095cm
true
true
Textbox25
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox27
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox29
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox31
Black
1pt
2pt
2pt
2pt
2pt
true
true
=Sum(Fields!SubTotal.Value, "DsCompras")
Textbox33
2pt
2pt
2pt
2pt
true
true
=Sum(Fields!IVA.Value, "DsCompras")
Textbox35
2pt
2pt
2pt
2pt
true
true
=Sum(Fields!RetIVA.Value, "DsCompras")
Textbox37
2pt
2pt
2pt
2pt
true
true
=Sum(Fields!Total.Value, "DsCompras")
Textbox39
2pt
2pt
2pt
2pt
true
true
Textbox40
Black
1pt
2pt
2pt
2pt
2pt
true
true
Textbox41
Black
1pt
2pt
2pt
2pt
2pt
After
After
Before
DsCompras
0.09737cm
1.32022cm
27.1466cm
true
true
="ELABORO" &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
Parameters!Elaboro.Value &
System.Environment.NewLine &
Parameters!ElaboroPuesto.Value
Textbox7
1.79154cm
3.45483cm
2.7793cm
5.91445cm
1
2pt
2pt
2pt
2pt
true
true
="AUTORIZO" &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
Parameters!Autorizo.Value &
System.Environment.NewLine &
Parameters!AutorizoPuesto.Value
Textbox8
1.79154cm
11.39414cm
2.7793cm
5.91445cm
2
2pt
2pt
2pt
2pt
true
true
=
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
System.Environment.NewLine &
"Capturados en Sistema de Información Gluyas"
Textbox8
1.79154cm
19.70258cm
2.7793cm
7.21117cm
3
2pt
2pt
2pt
2pt
1.85in
10.72097in
2.12484cm
true
true
Embedded
LogotipoGluyas
FitProportional
1.71561cm
2.03623cm
true
true
Gluyas Construcciones, S.A. de C.V.
Textbox1
2.44545cm
0.6cm
8.19383cm
1
2pt
2pt
2pt
2pt
true
true
Remesas de Gastos y Facturas
Textbox2
0.6cm
2.44545cm
0.6cm
8.19383cm
2
2pt
2pt
2pt
2pt
true
true
="Remesa No: " & Parameters!Numero.Value
Textbox3
1.2cm
2.41017cm
0.6cm
3.08186cm
3
Black
1pt
Black
1pt
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
="Año: " & Parameters!Anio.Value
Textbox3
1.2cm
5.78836cm
0.6cm
2.5cm
4
Black
1pt
Black
1pt
Black
1pt
Black
1pt
2pt
2pt
2pt
2pt
true
true
=Parameters!Nombre.Value
Textbox3
1.2cm
11.143cm
0.6cm
7.34716cm
5
2pt
2pt
2pt
2pt
true
true
=Parameters!Fecha.Value
Textbox3
0.6cm
18.43258cm
0.6cm
4.42617cm
6
2pt
2pt
2pt
2pt
0.79375cm
true
true
true
true
Fecha Impresión:
=Today
Textbox8
0.08114cm
0.46771cm
6.86562cm
2pt
2pt
2pt
2pt
21.59cm
27.94cm
0.5cm
0cm
1cm
1cm
0.13cm
0
System.Data.DataSet
/* Local Connection */
788aa32a-3217-46bf-a650-b1492d0f38c4
DsCompras
/* Local Query */
CveCompra
System.Int32
SerieFolio
System.String
RazonSocial
System.String
SubTotal
System.Decimal
IVA
System.Decimal
RetIVA
System.Decimal
RetISR
System.Decimal
Total
System.Decimal
Moneda
System.String
Fecha
System.DateTime
FechaVencimiento
System.DateTime
Descripcion
System.String
DsCompras
C:\inetpub\wwwVentas\App_Code\DsCompras.xsd
DsCompras
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
DateTime
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
image/png
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
tL0Txc7CHClaP9mqjCxSggXQKmcKk3i39Vxtw1ZIk3F7RPVwD+3ppLKbqpkbffBqTkMjsiOR5u5pNh9ChpQRKDqLNQR2lgdeDEj6EAc4ouFfNppYa5b9tp9/0m1pD49AG4+QXq4+g6eqjqUWg+wASLLIvwOS7Bo3pWIdC5JpZIvxR6mFE3JbhOk+2x5yUdu6I+NiC2ghGXKtTMsZeP8NkBKHQneiMQ72otwdL+TDgkEQYXClBuFyfm34octeylUOH2kecUXOvvwxl0U/xh3fnVy+7Xbp9KBDvV3UvRRq+2nLTmeXAPXCNuFD7S4CkjwqzS13DKR1FiuQ5FfvFuoD3gHhWrYglkEIG7VeyzxtNzda4QfN6OEW2cvF/wmXZe/Ojl59NL64BU1FbgdXL5gJNIpw1jBB46g0XMhmGju9D+v+vRczVmZAzFWaiczTwG9iZYtiyVobF28br3Abj7CHXDSvfBl0s7QZHbTGSCvZ+csXPie1uIslhSYOlZPHk2QDL0Gwmy5nD/8suLurv3WsCoW2phB1t2ZZ/w2QzP5osyvuJdACFkZ/ZKldluoFObPesO967sI1v7/8VcgTrst7OOtsXIO7KcK6e4T3cA94xEv35CT1U17aRz18eroH9nAD6VedzCxFvkxA6nb3Uvh3palw1oJ7DIUV9uEDQFIHOtSQhXoaaWPz2NZgiTwyqvukSBv3iO5uoY+46kZMD5y34tDNkqZGniZSKHllPJvFe8o1rF2zjrGwzYNkPIxC/ln4TNB0PjlVmciqVYN/OZ1k96GvjVtgN8/oHl4RD7sopy5dl99Mg4t0I5hjh7v+i1cnkHgRlrg7m8uEpoBdgoaQ306vN38ZuvchV5WtIrg7rcKlJWdMDizFIu7zHwOJviIU416weR5ZPCeDslfz8rXSupXHbn2s3TJquv/jzt493/Xr4RLTVbGqi3tcF1qHHm2LLNAzCOl8NxpGCYbC2ir8B76nPJ1TRvORzCJ7KfxA
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
kLzcDLJTcTYqye/VIu3gSk2fCk0f4ia4UjMIqpesHZezdZZcf1s25jbe2nTb/90c7ZgizTCkYuhDqcaeho60IxO0r+TsXAggRb5etpQbMn/LiPbI14yAB67yHgj2exfIjhgJIOUOIMGd8R+93wfk/ekHRXvGWh8EMgpAFsINAgB1P6BYy4aQkP+l+L5SdFApN2VIQrPIN4r1iYW/LU/3GQ8Wg9StWgmpDS7RDEvxebn+94Xmq5qUoNcLlEMrNHCV/RC0wAxS1KMT131hqrhKJJw30QCpuao1dW9ypGehClkBUd9qGnd0KNQOqYt5pSx0eKEPjUVUI5So7Mq1aMNLBfuWyE3pMj3DFihaRAnaUNWesis1eEIeEgQt8gLyEGXq/ugColWabkzKhq8tFZdgM20ZhxOjPsjUjiqB0rCEEkDiAALP1oxM++UrvilDpCnhTtdKz/gHkOcjkv1eKWayo+SUBmIcKilaOKQByG0A8haArL+9/UqgZ4JufKrm+WTtCyma53GQonshQffqFe27abuUfGMaAcmVtWfvS4+elEe+2h5A1iwHTR9YpYWLt8vWjM755Useeie3MCCFfwEkLBIM4gEg07T3udZzUYl+r4NCAwBrjKSIpRlUrBmS7Du++IC33JQq8c2CoJfbC6rPRKb4vY0wyRInO7BTGpLVjK3e9ZX++Mxk33FFStxuYB2yciXCpEOS9rms35bI+kxJaAFboVlPY1kjksgQ5yIQTqUDKbrarljlmKcb2fjrxNLo5wp87ZGYAUi4nyqS23M5YH91KWCt8My05QuZKIBM3ZUa6oRMtBJ0SYMEtC+ARCAs1iJBHJW87jNL+WmQneasQzdiPk7WvYSIWKgZAfpaiKIZmqcZmqIZl/Trd1xzpkS/anE3j5QAZFH5+fBEv1cL1Ug/O7Sbxim0CMIOCH6Z20B24sGJmrPPpe7xzd6+IH/7nLzt83K3zc/btiBv+/zsHUuSt6uKLm0TW4olESpc
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
3Vvr55rLb8nmRsncJLeXN2acydqjSo15PzlgQqLfK7DjNPVzmcrnM1XPZavG5KpGZWtGZGpHZGpGpmueS9W8lKB9OdH3zdvhUzP3adpyT8pt8BnQUfZA2g4gabeGKPAcZ26RTLWm8oSmO3vLj4Vm7V6ctmVu9vofc9d/n7Hxh7Td87KP+FRc2WDMvSQ159GkDFfL12eWXttReDqy8ERY7qmIyqQDQnsV7R8TjW31OfmXNhaeCC85FlJyPLjsRFDZscDyYwEVR/0qj6AEVh0NrzwaXnUspOxYUP6J8KKb242t+WwnF9wDx1taRFOZqSa+IfX3qou/lh7xL9g9P2frzOwtMzI3oz3fZm78NnvD9zmbZmVvnZu7Z0nhIf/qc6ua7+w1F9+S2kAOEbf0UFD6/V721GX2iDT0vLWlPKHw8vrS40HlxwJx6/KjAZVHg8qOBpUeRTtDsk6sqMu/JnBNHD2izyKZW5pyr+adji45GVh8IrLwZHTxybDy40Elx4Pyj0eWXdvPNQFyZDht7FGujTXZl3NOxZUcDy8/HoxSdCKw8KR/0Qn/ghOhxde2WhqyBUsTreG2tAqmBqExuy3nZO21jSVnQ3MOLc/aMS97008562dlr/8hZ93Xmeu/zNj0RcbGb9I3z8reszT/SEDVhdXNqUcgc4meMgIhU2ZMDKAzRtLjp3la8G/gRKPAt9MjX1sK5doMsSZZrLolVt0Uam6IjfH0VCtjhWzR0xpRFOICzbKxBgmD3FYEri8ZKyQLkmj4Mk7km0RjmQyZthTR06Vac+XWfLk1S27NkFuz5bZ8ukRfKOtz8JWkLxbMtbxAPyohsJ8XZBu1DRKcG0dPc6BdLI0pUl28WHdHrLnOV90QqFW3pJp4fCg1JElNObK+WDZW09JFzkjLutmjS8Dp6FGFtL+E0g96yLC5WTKUUhtasuQWtKqAWthSKuvL5PYyqa1aNLfygsHCmelBgOimuU4yFMntuazBxXJ7odyW
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
4gtfhwz2+HHzmWs408yeeBiy4+jTk+YO+MT/o8hTQz8JfMp5rv/+mzcqGw5dvnU9Pb9SlCOP3howWfWI05JxX2h/z6y4Ulix70rCjewStqceygB/yoBk45hyWVOb20++j0+c8ZSX9zNTlL0nzHZdHLf+av5r3wc/4fLTyC+Dn3SdO0Xzy8YbhaM/WDTmw4VzVx8bMnXRK1/7xJxJf3tW0JPOC4d/FNRn4mz3OZHn8/TTlq59csIP05SrYk+lj5i26K1PFl9Op0gOBh938MpA5zn9JmmefV/3uOuc2auOxJ5NBX6Dpirt3/Pu4zxj3srDui3nB7rOtJuyfPA032ed5/nsva3cdvGZd778MmDzmvM5fVxm2U1dNvQjv8ff/emb4F0rzmQMnDL/3cWrFu+41dfpx090cdtulg5/b6mdx/KxH/k99da3H6k3/HopZ9QH8/t7zHn++7DHJv4wZ9Wh324Xjf9o1gfzNMkFNWCBiG/NnBy672wft5lPuC/q8772UcWiQZMWRh+7rfl1/xjXz5eu2hd2+PZT73759qzgo4Xtnkvjnp7wVeCBs6G/nRilmLo4LKbeyNHzOkQ5p77lM93KJ11m9UMyrZhn7zFn1ZnUr0N3POU8c/jH/v0QeifP+e1KEmwXjFlvltYeOt/fc+ajSJ+maB53+nmAYtHK45krD198QTF9UdDKKknefCVt+HuLn3x7xjvf6f4oa/XfuHeE0/vLYtY1kjGacM8OINmiJKnFbFl7+PSkn0PemRH07szAyQsj1h67llLTrtt4xGNBmNPsoKmLo9ecvH42p/xrVdRXyvDYgxc/XBL+XcDak5mV/ttPKeZGus4OnzYvNG7vxcIWYfWBq1MWhH6tjt50LuHT5ZHzfWNS8ipwQ6TB1zOKv9OtmfJz7FTVGvf5gZF7T18rbZgRvN51VpjTrKDPVLEHr2efS62Y6b/OfU6w65zgz33WHkuv/OX49clzNIGbDl4vbp0Xvt1zfojz
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
Cm
472e7c34-5cf9-4d5b-b0b8-6eab87c8dfd6