Declaraciones del INGA y del INCB deben presentarse cada mes o bimestre, aunque sea en ceros
- Publicado: 13 diciembre, 2017
Este artículo fue publicado hace más de un año, por lo que es importante prestar atención a la vigencia de sus referencias normativas. Si detecta algún error, por favor avísenos haciendo click en “Reportar un error” (más abajo en esta misma página). Mil gracias.
A diferencia de las declaraciones del IVA y del INC, las declaraciones del impuesto nacional a la gasolina y el ACPM y del impuesto nacional al carbono sí tendrían que presentarse por cada mes o bimestre, incluso en los períodos donde no se hayan presentado operaciones sujetas a dicho impuesto.
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||||