Establecer series de numeración
Crear/Modificar series de facturación
Para crear/modificar series de facturación nos vamos a Mantenimiento: Series.
Aquí podemos crear todas las series de numeración que vayamos a usar en la academia. Por ejemplo aquí vemos una academia que cuenta con varias series de factura (para cada año una distinta 2020/, 2021/, 2022/), una serie para albaranes (A2021/) y una serie Rectificativa (R/).
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)
Podemos añadir una nueva serie pulsando el botón 'Nuevo' o modificar una existente pulsando doble click sobre ella en el listado.
La ficha de configuración de la serie es como ésta:
![](data:image/png;base64,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)
Aquí se consignarán los campos:
- Serie: es el código que se pondrá delante del número de los albaranes/facturas de esta serie.
- Aplicada a: podemos crear series distintas tanto para Facturas como Albaranes.
- Plantilla de impresión: como será el formato impreso de cada serie. La utilidad de esto es que podemos imprimir con formatos distintos según la serie. Por ejemplo podríamos tener la serie T21/ para imprimir en formato factura simplificada/ticket (impresora términa) y F21/ para imprimri en formato factura tradicional A4.
- F. activación y F. desactivación. Podemos establecer las fechas en las que la serie se pondrá en marcha y cuando terminará su ciclo. Esto es interesante, por ejemplo, para dejar configuradas las series del año siguiente antes de que termine el actual, de forma que el día 1 se activen automáticamente. Si dejamos en blanco ambos campos la serie siempre estará activa.
- Activa. Este campo es informativo: que esté activa o no depende de las fechas mencionadas anteriormente.
- Serie rectificativa. Aquí podemos escoger otra serie para que cuando en Facturas se cree una rectificativa el sistema lo haga con la serie especificada. Recomendamos que hablen con su asesor para el tema de las series de facturas rectificativas ya que es un tema de organización administrativa y tributaria.
Volviendo al ejemplo que poníamos al principio, con el listado de series, en nuestro caso podemos ver:
- Que hay una serie activa para facturas en el 2021/ y que usará como serie rectificativa la serie R/
- Que hay otras dos series inactivas para facturas (una correspondiente al año anterior y otra para el siguiente). Ambas usaban tambien como rectificativa la R/ (que no variará con los años en este caso)
- Que hay una serie A21/ para albaranes este año.
- Que hay una serie R/ para almacenar las rectificativas.
Podemos crear todas las series que sean necesarias para el funcionamiento del programa-
Recomendación básica
Para un funcionamiento básica del programa nuestra recomendación es crear las siguientes series:
- R/ para Facturas. Será la usada para rectificativas.
- F22/ para Facturas. Fecha inicio: 01/01/2022, fecha de fin: 31/12/2022. Serie rectificativa: R/
En caso de usar el módulo Albaranes puede añadirse:
- A22/ para Albaranes, Fecha inicio: 01/01/2022, fecha de fin: 31/12/2022.
Los albaranes no necesitan rectificativa ya son anulables (tal como se explica aquí).
De cualquier modo nuestra recomendación final es que hablen con su asesoría fiscal y contable para que les aconseje sobre el uso de series en el programa.