Raid Hípico de Sanlúcar de Barrameda (Cádiz).
Entrega de Premios (Foto de archivo).
Raid Hípico de Sanlúcar de Barrameda (Cádiz).
El próximo día 5 de Diciembre de 2015 se celebrará el Raid Hípico de Sanlucar de Barrameda (Cadiz), prueba que se corre en el Pinar de la Algaida y marismas sanluqueñas.
Prueba organizada por la Sociedad de Carreras de Caballos de Sanlucar de Barrameda.
En este Raid Hípico se entregan las copas y premios a los ganadores de las distintas ligas de raid de la Federación Andaluza de Hípica.
CET* de 80 Km
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)
CETO* de 80 Km.
Promoción de 66 Km.
Promoción de 40 Km.
Iniciación de 26 Km.
Avance del programa completo en:Avance programa.
PREMIOS
Estimado Gabriel, Adjunto te envío los programas de raid y de carreras, que celebraremos durante los días 5 y 6 de diciembre.
Los caballos árabes que participen en alguno de los raids programados, podrán participar en la carrera destinada a Pura Raza Arabe, sin abonar la inscripción de la misma, y sin coste de box del dia 5 al 6.
Un abrazo, Eduardo Sanchez .
Programa del Raid y Carreras de caballos en la playa:PROGRAMA RESUMEN S.H. 2015 RAID Y CARRERAS.
Nueva nota informativa del C.O. sobre modificación de recorridos:
«El recorrido se ha modificado por problemas de permisos, las distancias quedan como se relación a continuación y se reflejan en los planos adjuntados anteriormente:
CET * Y CET 0 81,5 km
Primera fase roja 40,5 km
Segunda fase amarilla 25 km
Tercera fase azul 16.
Raid promoción 57 km
Primera fase amarilla 25 km
Segunda fase azul 16 km
Tercera fase azul 16 km
Raid promoción 41 km
Primera fase amarilla 25 km
Segunda fase azul 16 km
Raid iniciación
Fase amarilla 25 km
Las coordenadas GPS de la ermita de monte algaida:
36⁰ 52’ 42.87’’ N
6⁰ 17’ 13.39’’ O.
Saludos de Gabriel.