Estado de Referencia: Aguascalientes
Que tal, en el titulo no pude dar la idea completa pues consideré sería muy larga.
La consulta es la siguiente, mi madre (aun vive) tiene una casa de 2 pisos que quiere repartir entre mi hermano y yo,
pero la repartición no sería de un piso para cada quien; me explico:
La casa tiene la forma de la figura de abajo, la porción morada es una casa completa, y la parte roja es un terreno con una
pequeña construcción (ambos en un terreno con una sola escritura) ; mi madre pretende dividir de acuerdo a la imagen de más abajo.
es decir, al hijo 2 le tocaría el terreno con la pequeña construcción y parte de la casa completa;
legalmente es esto posible? se puede hacer esta división mediante un testamento?
alt="" src="data:image/png;base64,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" />
Espero me haya explicado bien.
De antemano muchas gracias por sus respuestas. Saludos
