Pérdidas fiscales formadas por las copropiedades no serían compensables en el impuesto de renta
- Publicado: 18 diciembre, 2018
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.
El artículo 1.2.1.5.3.2 del DUT 1625 aclara que las copropiedades comerciales o mixtas que exploten sus áreas comunes pueden prorratear gastos entre dichas rentas y las administrativas. Pero si al hacerlo se les forma una pérdida fiscal, la misma no se podrá compensar en los ejercicios siguientes.
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||||