El Instituto Nacional de Estadística (INE) ha publicado una herramienta que permite conocer la ubicación exacta del colegio electoral al que podrá acudir cada ciudadano a ejercer su derecho a voto el día de las Elecciones a las Cortes Generales. Creemos que puedes ser de mucho interés para todos, y especialmente para quienes votan por primera vez o lo hacen después de haber realizado un cambio de domicilio.
Instrucciones para consultar toda la información en la herramienta INE.
Para utilizar esta herramienta, que se encuentra dentro de la Sede Electrónica del INE, el usuario solo deberá incluir el nombre de la provincia en la que está empadronado, el nombre del municipio, el nombre de la vía en la que vive, el número, el código postal de la población y la inicial del apellido, un dato que permitirá que el INE le indique exactamente y dentro del colegio electoral al que podrá acudir a votar, cuál será la mesa pertinente.
Una vez introducidos los datos, la aplicación le devolverá una información abreviada sobre la dirección exacta en la que se encuentra el colegio electoral designado así como la mesa en la que se tendrá que dirigir una vez esté allí.
En este boletín te explicaremos como incluir un cartel y un enlace a la página del INE desde tu portal municipal.
Incorporar cartel al portal
Para incorporar el cartel en tu portal municipal tienes que seguir los siguientes pasos:
1. Crea un nuevo cartel desde el panel de control:
Panel de Control > Menú Contenido > Añadir cartel
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)
2. Añade el título del cartel
![](data:image/png;base64,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)
Ejemplo: cartel elecciones 2019
3. Indica la región o lugar donde se va a mostrar el cartel. Puedes elegir varios grupos.
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)
Ejemplo: right-col
4. Pon el siguiente enlace en el cartel a la web del Instituto Nacional de Estadística (INE)
https://sede.ine.gob.es/ce-mesas?cierre=0000385&cid=1254735541845
5. Sube la siguiente imagen:
![](data:image/png;base64,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)
6. Guarda los cambios.
Siguiendo estos pasos, los ciudadanos podrán acceder directamente a la web del Instituto Nacional de Estadística (INE), donde pueden consultar toda la información sobre estas elecciones 2019.
Si tienes cualquier duda de como incorporar el cartel en tu portal, puedes enviar una petición a través del nuevo portal de soporte de Portales Municipales. Si no estas dado de alta, puedes hacerlo en el portal de ProactivaNET accediendo a la siguiente dirección: https://incidencias.dival.es/ProactivaNET/portal/.