Sanción por extemporaneidad en declaraciones de períodos previos y posteriores a la reforma
- Publicado: 19 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.
La sanción por extemporaneidad debe calcularse siguiendo los lineamientos de la normatividad vigente, es decir, con las novedades que introdujo la reforma tributaria, incluso si se va a liquidar para una declaración correspondiente a un período anterior a la entrada en vigencia de la Ley 1819 de 2016.
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||||