En el marco del Plan estratégico del Alto Guadiana (PEAG), promovido por la JCCLM y la CHG, este contemplaba una serie de actuaciones en la cuenca Alta del Guadiana. Entre ellas se encontraba un capítulo entero relacionado con la recarga gestionada del acuífero, relacionado directamente con la batería de 25 sondeos de recarga del “Canal del Guadiana” (una de las experiencias promovida por la CHG y construida por Tragsa que constituye uno de los mejores ejemplos de ASTR de España).
Documento del PEAG, febrero de 2007, enlace externo
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)
En este mismo contexto cabe destacar una nueva experiencia, en este caso de SAT-MAR en el canal de la SAT de ‘Los Auriles’:
“La zona regable ‘Los Auriles’ se ubica en los términos de Tomelloso y Campo de Criptana (dentro de la cuenca hidrográfica del Guadiana). Consta de 844 hectáreas, distribuidas en 436 parcelas, pertenecientes a unos 141 propietarios. La mayor parte de la superficie se dedica al cultivo de la vid, existiendo también algo de olivar. El origen del agua es una concesión de aguas residuales depuradas procedentes de Tomelloso y conducidas a través del llamado Canal de Los Auriles”… Leer más en iAgua: Castilla-La Mancha y la CHG abordan los problemas de los regantes del Alto de Guadiana.