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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||||