Saldo a favor proyectado en declaración tributaria no permite compensación anticipada
- Publicado: 29 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.
Según lo expresado por la Dian en su Oficio 014893 de junio 09 de 2017, los contribuyentes que tienen la expectativa de liquidar un saldo a favor en una declaración que no han presentado no pueden compensarlo con un saldo a pagar de otra declaración; la entidad puede exigir el cobro de este.
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||||