Resultados del XXIV Raid Hípico Ciudad de Ávila.
Resultados del XXIV Raid Hípico Ciudad de Ávila.
Ayer día 6 de Octubre de 2012, se ha corrido el XXIV Raid Hípico Ciudad de Ávila, con las siguientes pruebas y resultados:
CEN* de 81,3Kms.
Caballo con Mejor Condición «Kerkus» de Saul Riancho.
Resultados completos en:Resultados CEN 1e(1).
CENO* de 81Kms.![](data:image/png;base64,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)
Caballo con Mejor Condición «Gatsby» de Sergio Aranburu.
Resultados completos en: Resultados CET 0e.
Promoción de 40,4Kms.
Caballo con Mejor Condición «BJ Lacayo» de Patricia Marcos.
Resultados completos en:Resultados Promoción.
Saludos de Gabriel.