Se trata de un suelo sin edificar en Torre de Santa María (Cáceres).
Es una parcela urbana con frente de fachada a la carretera EX-206 que une Cáceres y Miajadas, próximo al cruce de carreteras de Miajadas a Trujillo y Montánchez.
Muy próximo a la parcela hay un pequeño complejo hostelero con tres restaurantes y un hotel. Dentro de este minicomplejo y alrededor del acceso al pueblo, se encuentra también una gasolinera, el complejo deportivo y la sede de la mancomunidad a la que pertenece la población.
Es de forma rectangular y no presenta grandes desniveles.
Se adjunta documentación urbanística donde se identifica el uso según el planeamiento urbanístico (servicios o Uso Hotelero). Además cuenta con los servicios urbanísticos en sus inmediaciones.
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)
Superficie catastral: 10.918 m2
- Higueras secano: 2.137 m2
- Pastos: 8.192 m2
- Improductivo: 200 m2
- Higueras secano: 458 m2
(el valor de tasación aportado corresponde al valor catastral del suelo)
Polígono 1, Parcela 89 (Cerro Quemado), Torre de Santa María, 10186, Cáceres
Valor De Tasación:
256.337,69 €
Finca 1.734 de Torre de Santa María
Libre de arrendamientos y ocupaciones.
Descripción De Entorno:
Torre de Santa María (Cáceres) es un municipio español, en la provincia de Cáceres, perteneciente a la Comunidad Autónoma de Extremadura. La «Torre de Santa María» está situada entre los pueblos de Aldea del Cano, en la Ruta de la Plata, A-66 y Miajadas, en la autovía A-5 que une Madrid con Badajoz, muy cerca de Montanchez. Por la población pasa la carretera EX-206 y a unos 35 km al sureste de Cáceres, a 50 km al noreste de Mérida y a unos 30 km al suroeste de Trujillo. Las principales actividades económicas que se dan en «Torre de Santa María» son la agricultura y la ganadería. En los últimos años estas actividades vivieron un importante receso debido, en parte, a que no resultaba rentable la explotación de la tierra. Además, la población más joven se dedicó a otro tipo de tareas, como el trabajo en las canteras de la comarca. Respecto al sector servicios, en el pueblo hay varios comercios pequeños, herrerías, pequeñas constructoras, locales de hostelería, en los que destaca un pequeño complejo hostelero en la entrada del pueblo con tres restaurantes y un hotel. Dentro este minicomplejo y alrededor del acceso al pueblo, se encuentra también una gasolinera, el complejo deportivo y la sede de la mancomunidad a la que pertenece la población. En el interior del pueblo existen pequeños bares y un par de casas rurales. Otro aspecto a destacar en la cuestión social es la existencia de una pequeña residencia de ancianos.
Descripción Urbanística:
Se adjunta la cédula urbanística. Además se recomienda realizar las consultar necesarias al técnico municipal.
Certificado y firmado por Surus. Certificado emitido por
![logo](/assets/images/logo_camerfirma.png)