Inscritos en el Raid Hípico Barroca de D’Alva (Portugal).
Relación de Inscritos en el Raid Hípico Barroca D’Alva en Portugal, que se correrá este sábado día 29 de Septiembre de 2012, con las siguientes pruebas y participantes:
CEI*** de 160 Km.
![](data:image/png;base64,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)
CEI** de 120 Km..
![](data:image/png;base64,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)
CET* de 80 Km.
![](data:image/png;base64,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)
Saludos de Gabriel.