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El presupuesto de una copropiedad debe ser presentado durante la asamblea general de copropietarios, según los requerimientos del artículo 38 de la Ley 675 de 2001.
En este caso práctico te mostraremos cómo se elabora el presupuesto y se analiza su ejecución.
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||||