Terminar contratos en diciembre para rehacerlos en enero es un tratamiento ilegal
- Publicado: 11 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.
Cuando el empleador termina los contratos de sus subordinados en diciembre para “empezar de cero” en enero, pero el trabajador sigue desempeñando las mismas funciones en el nuevo año, se podría configurar un fraccionamiento del contrato y habrá sanciones cuando el trabajador lo demande.
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||||