true
true
=Parameters!IVA.Value
IVA
4.67188in
2.22396in
0.25in
1.60936in
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!NotifiqueA.Value
NotifiqueA
5.80382in
1.57986in
0.25in
4.59597in
1
#ededed
2pt
2pt
2pt
2pt
true
true
Concepto
Textbox3
4.03125in
0.20833in
0.1875in
1.61458in
2
Top
2pt
2pt
2pt
2pt
true
true
=Parameters!Factura.Value
Factura
4.21875in
0.20833in
0.25in
5.96749in
3
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!Concepto.Value
Concepto
3.53819in
0.20834in
0.49306in
5.96749in
4
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!CLABE.Value
RefCrediProveedor
3.03125in
3.82813in
0.25in
2.34771in
5
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
Banco
Textbox3
2.84028in
0.20834in
0.1875in
0.45833in
6
Top
2pt
2pt
2pt
2pt
true
true
=Parameters!NumCuenta.Value
NumCuenta
3.03125in
0.20833in
0.25in
1.61458in
7
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!Banco.Value
Banco
2.59028in
0.20834in
0.25in
5.9675in
8
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!Importe.Value
Importe
2.13194in
0.20833in
0.25in
1in
9
#ededed
Bottom
2pt
2pt
2pt
2pt
true
true
FORMATO PARA AUTORIZACION DE TRANSFERENCIA BANCARIA
Textbox1
0.51958in
1.7175in
0.25in
4.45833in
10
2pt
2pt
2pt
2pt
Embedded
Logo
FitProportional
0.11333in
0.20833in
0.79167in
1.125in
11
1.33208in
0.20833in
0in
1.125in
12
true
true
=Parameters!Fecha.Value
Fecha
1.08208in
0.20833in
0.25in
1.125in
13
#ededed
Bottom
2pt
2pt
2pt
2pt
1.79042in
0.20833in
0in
5.9675in
14
true
true
Fecha
Textbox3
1.33208in
0.20833in
0.1875in
0.45833in
15
Top
2pt
2pt
2pt
2pt
true
true
=Parameters!Folio.Value
Folio
1.05431in
4.22792in
0.25in
1.94792in
16
2pt
2pt
2pt
2pt
true
true
Proveedor, Acreedor o Empleado
Textbox3
1.79042in
0.20833in
0.1875in
2.23958in
17
2pt
2pt
2pt
2pt
true
true
=Parameters!PagueseA.Value
PagueseA
1.56125in
0.20833in
0.25in
5.96751in
18
Bottom
2pt
2pt
2pt
2pt
2.39583in
0.20833in
0in
1in
19
2.39583in
1.7175in
0in
4.45833in
20
true
true
=Parameters!ImporteTexto.Value
ImporteTexto
2.14458in
1.7175in
0.25in
4.45834in
21
Bottom
2pt
2pt
2pt
2pt
true
true
Importe
Textbox3
2.38194in
0.20834in
0.20833in
0.58333in
22
Top
2pt
2pt
2pt
2pt
2.84028in
0.20834in
0in
5.9675in
23
3.28125in
0.20833in
0in
5.9675in
24
true
true
No. Cuenta o Convenio CIE
Textbox3
3.28125in
0.20833in
0.1875in
1.61458in
25
2pt
2pt
2pt
2pt
true
true
No. Sucursal
Textbox3
3.28125in
2.31771in
0.1875in
0.90625in
26
2pt
2pt
2pt
2pt
true
true
CLABE o Referencia
Textbox3
3.28125in
3.82812in
0.1875in
1.3125in
27
2pt
2pt
2pt
2pt
4.03125in
0.20833in
0in
5.9675in
28
4.46875in
0.20833in
0in
5.9675in
29
true
true
Factura
Textbox3
4.46875in
0.20833in
0.1875in
1.61458in
30
Top
2pt
2pt
2pt
2pt
4.92188in
0.20833in
0in
5.9675in
31
true
true
RFC
Textbox3
4.92188in
0.20833in
0.1875in
2.01041in
32
Top
2pt
2pt
2pt
2pt
true
true
IVA
Textbox3
4.92188in
2.21874in
0.1875in
1.61458in
33
Top
2pt
2pt
2pt
2pt
true
true
=Parameters!RFC.Value
RFC
4.67188in
0.20834in
0.25in
2.0104in
34
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!NumSucursal.Value
NumSucursal
3.03125in
2.31771in
0.25in
1.51561in
35
#ededed
Bottom
2pt
2pt
2pt
2pt
5.42188in
0.20834in
0in
5.9675in
36
true
true
Correo
Textbox3
5.42188in
0.20833in
0.1875in
3.2448in
37
Top
2pt
2pt
2pt
2pt
true
true
Teléfono
Textbox3
5.42188in
3.45312in
0.1875in
2.7227in
38
Top
2pt
2pt
2pt
2pt
true
true
=Parameters!Correo.Value
Correo
5.15799in
0.20833in
0.25in
3.23091in
39
Bottom
2pt
2pt
2pt
2pt
true
true
=Parameters!Telefono.Value
5.17188in
3.45312in
0.25in
2.7227in
40
Bottom
2pt
2pt
2pt
2pt
6.06771in
1.57291in
0in
4.60292in
41
true
true
Enviar a:
Textbox3
5.80382in
0.92709in
0.20833in
0.58333in
42
Top
2pt
2pt
2pt
2pt
6.40104in
0.20833in
0in
5.9675in
43
true
true
=Parameters!Obra.Value
Obra
6.18924in
0.20834in
0.19792in
5.9675in
44
#ededed
2pt
2pt
2pt
2pt
true
true
Obra
Textbox3
6.41493in
0.20834in
0.1875in
2.01041in
45
Top
2pt
2pt
2pt
2pt
7.68229in
0.20833in
0in
5.9675in
46
true
true
Elaboró y Revisó
=Parameters!UsuarioRegistro.Value
Textbox3
7.68229in
0.20834in
0.42014in
1.61458in
47
2pt
2pt
2pt
2pt
true
true
Verificó y Operó
Cassandra Gluyas Ozuna
Textbox3
7.68229in
2.56771in
0.42014in
1.44269in
48
2pt
2pt
2pt
2pt
true
true
Autorizó
Santiago René Gluyaz Ozuna
Textbox3
7.69618in
4.56125in
0.40625in
1.61458in
49
2pt
2pt
2pt
2pt
8.36458in
6.5in
1in
1in
1in
1in
0
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
true
true
ReportParameter1
String
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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
sj1DA45klTG5CGDfTO+7+2HxwURmbfIAsigLiNM3yUduUXFKcUltWw0fSw8m4ZqXGfg1XyqQ5YYFCsH4mZQ4p6HJjOPdzgDF8sFKGzVBAmMyF5ooLaOW3CWWNxiatvkwug+djD+/GIgrew1B1OZoLI8pwt8+nII/9hqKLazwSwjKK/4CRbFDjJHJU2SBcoqMe/JYh8isFFv3yEcr0F/ADOtXXUajI4vQpftTUVJnQ70AIX8mU2I8a2HgliIJEKPRPxGplRpL2FoDo6Lx3IR1h9n3SPIYhmueD8T+7EoGeqvPMwGxQFI/xlpI8ihOgtJM5S2l+3wjeBna630Gz/qfFQ9F/yYoVspIpmkZTs5NrxmVMTZsOJEB31mb0fmLGYaufmksq1otFoaZ+uHKV8fi2tfH45Lewbislx82s5g8BYrJSsiE10LkpmQVbUERULouxsm0aiKtj2lluD3jUIeuQRwzDK8FLMGqw6moMkWhFdANIBKgEZK0V1YiOKx/P278ZKp7abe1fFPY5MJzw+dwrDACH4Z7+0Uip54JiwGvrah+3CxQ1JfIsky5Q6Xfjexzwd4k/IYgX9AWFBNXfs59ERTe793ODPS85mLnSvlqWcwdzqvCx+MX4ebXwvAnVsyXcBCRWY7vbvn59kxf9VDICJNp7e96+9NS8qg1cl+LGEvGUPCWlvxIZOyUO9MLFnJPAoB9Czhahx4ZqFq+oPtw3P72GMzemoCMskZU2Zl4SPgewZjNSEr04+R0+OMnfZag9TqPy8SeOgpw1rYYXPHcCI6jN2CC8aL/QrOcb5KEtv17ttM/adMZy8mZOox9p1U24RbKS8+VTJzkPCxPoGdSbUAheWPKuS2FjFY22vHD0WQMnr4Of+8/Hpc9L9SD6YZU3VPwektE2q0Myvh5a+DzTWCOxO97+Z5yX31GLDSWJK3wMiJS5StA2jGGGAvSdWMZclcEp2sELqB1XNM3HAOnrGfiUICKRgdsDgZ0ZldS
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
XzOzM47Dzy1Ou3WttcH0pT51vZXtYI7JK/tp4bgu8mjjxOXjrcVI8qS5tNZbPCkF5r6V/bnYXyvdayv7170619pSz/t4zHatLeRN/OsRgVEmWYuUS0SQ1D9l0KJ56n6n2tey/1rKzupPY2s8Jz9rbKcyPQ/Q3u0MUHTRwcYORx0ctdmozdqFypNLUbxvJgp2TkLhjsmGirz7PdNRdngeqpPWorn0KGVSSqFS6ATF3liCkpPrUXRkMcoPzUPF4QWoOLQYhYcXoTr/qCXgU9rJKTrqUZq4GSVH2I5tKw/N5/47FB1egoqMfWixFaMmNxqFR1egktfLjy5AGduW8rgsYT3qC48h7+hylBydh9Kjcw1fxUcWojRtD1zOSvJVh+bKVPKzxNxbcXg+23yHwmMLUZV7nMDVEIw6VOUcJY+LUXboO5Qemcf+2D/b6Tj/xBo46ooIkCyViiSLIiDSdLezCrbqFNSk70Yp51m0exqKd49H0c4oFG+fgOIdUyjHGSg/9j1qk7bBXpbCdJ3ACeBzgWL8OlF0VaYgc90YxE/rg5RxPZAV+gTpUWSGPG5R8KPICHkUaeGPIz2qE5In9EbCnH4ojV5JjagjKHbYKpMRPeszxEU9i7SIp5E+tjPSxnZDdGRvFB6cRU2hthgT5pikVkc1EpYMRlJkF2SFd0Hu2E7IC38acWyfujEcrQ1pyN83F9HjnkNWxFPIiOhE6oyUiK5IWvAZKuOW4MCE15AU1QWp5Ck1qjPix/ZA4rIRcDfkUVtrUUXwEqJ6IT3yGWSPfRIZHCM2qjeKjq8gP7QKKlXG1kjERPZk388gLfJp008m9+mRT+L4lNdQl3uAFqkvj0qZZPlMEiizxrz9SFw6FPGT3kDK2K5GNmlhDyIj9EFkhj5MeoTjPYY09pc86RUkfT+MMkoiX7L2c2RfMvEWRxWK9s1GXMiTSPO7GZl+N6Fg+HUo8rkGBT7XGsrj51xSnu9fkON3PTJ9b0TSiNsR
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
lno825mgKBtpLkIKhRMXcA+to6PpWGYtLS/0kYlzAFqNnh1kj7oHpeOfYU5+MzWNbsTvVlQcWUg/W0tQZCk9WJd0NHm7nmNIw0wgpZCKCaxejEsYywylcI9JLQuZRBwbda9ZZdXyjXkrk22LOGaREYhqIg8PHF9uJIHFWuGOiQSklvyzeDQujDElj+OPfoCWqteJOB6FoTcjY0b8jdkfi1e6Lz16cJTGII7+voBzlQBzKCwpUuYqPwZxAs2KHXrWEsmay4cufRgTALZTDEqZ8TpjYz5aCWzqvA9YQ93K8cSzXKYUWMtQAkFJhp6zKHkQ30pgbkHags8Jask/A4WBktlIbdo2pC/8HFmR3Wh69yOdws8beTeyRv7NUEbwg8iY0A3F6/xgOzkH6bP7IS3sKQa2ziiPXsXJ1sHG/Dt65jtIDnsCGaEPIzv0EWTS7WWH3o/ckEeQF/wE0ql9cdNfg73kCDWyDo1FJ5G0YgjSp76InPAnGWzpJjl21iiOS7CyA+/j+H9HVtBDyNb1ic8iddEg1Ofu55hNJL1dr2BvQzP7ihn3HMewxs0hpYc9yvqiB4oPMO4x+1Ja3lRwHDGRvZEZ8jT5fBxZ5DWRPOftmEKLo5W4CUp9GuLmfkxZPIac4IeRwX0aXW/8zPfgrstFa3M5yo8tRercD5A5vhv7eQBZzPwyR5JnxpXskbfTjd1m5pIRzDmFPY7U6a+jInqFkbd5H9mznQGKzF7Pi122StTnn0TF0e9RxIKtYH0gStb6o2BjgKFC1hkVx5dRuVPod0tQlbwdRbtnoGD3NDQURNOVNMPeWIT8I4tRtGuKWYAspzaX74hChWjnJEMlPF9w+DvYGrKYmlKozno0ViSiImEDyvbPQikDaTEzrqL1fiikAhSvG4GS9SNRsiUcFXtmoCp6LYGMNwuDLeaH4rxfKLLDweShcN9Ms3qgVelyjlW6YzLyd81Ebc5xuKkE+hqFvTITBaxTSnbpLfkpKNs1
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
Inch
3f14ed48-02e9-4678-a7d9-b71da78523d0