Sociedades acogidas a Ley 1429: requisitos para disfrutar progresividad en el 2017 y siguientes
- Publicado: 24 agosto, 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.
Las sociedades que se alcanzaron a acoger a los beneficios de la Ley 1429 de 2010 y que deseen disfrutar en el 2017 y siguientes de la nueva tabla de tributación reducida creada con la Ley 1819 de 2016, tendrían que cumplir con todos los requisitos del artículo 9 del Decreto 4910 de 2011.
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||||