16 binomios entran en competencia por un cupo a los Juegos

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title (String, 58 characters ) 16 binomios entran en competencia por un cupo a...

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 - value (String, 33356 characters )  Con la participación de 16 binomios de di...
 
 Con la participación de 16 binomios de diferentes partes del país, 10 cupos para conformar el Equipo Bolivia de deportes ecuestres ingresarán en disputa desde mañana (10:00) y hasta el martes, y con la mira puesta en los XI Juegos Suramericanos Cochabamba 2018. Del evento que se disputará en el picadero del Country Club Cochabamba (CCC) formarán parte nueve binomios en salto y siete en adiestramiento, siendo que sólo cinco de cada modalidad serán parte de la selección nacional. “Las pruebas serán las que conformen el equipo nacional que nos representará en los Juegos Suramericanos. La idea es que se pueda conformar el mejor equipo”, indicó Elizabeth Canedo, presidenta de la Asociación Departamental de Deportes Ecuestres de Cochabamba (ADEC). En cuanto a la presencia de los binomios, los mejores jinetes y amazonas, junto a sus caballos, dirán presente para aspirar a integrar el equipo nacional. “Está todo impecable, esta pista es la mejor de todo el país. Le están poniendo un gran empeño para que todo salga bien”, apuntó Diego Iturralde, jinete paceño que buscará la clasificación a los XI Juegos Suramericanos. La competencia Según el cronograma de competencias de la Federación Boliviana de Deportes Ecuestres (FBDE), mañana se realizará la prueba de velocidad y conducción Tabla C, a un solo recorrido (10:00). El domingo se disputarán saltos variados Tabla A con desempate a una altura de 1,40 metros. Finalmente, el martes, tras un día de descanso, se realizará un doble recorrido, con alturas de 1,40 y 1,45 metros. <img alt="" height="387" 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" width="214" /> LOS CUIDADOS DIARIOS PARA LOS CABALLOS El cuidado de los equinos es, sin duda alguna, una parte importante de la disciplina ecuestre y que garantiza la competencia. En las caballerizas, los responsables del cuidado del equino se encargan de bañar a los caballos una vez por día, además de cepillar su pelo y crin hasta tres veces en la jornada. El cuidado no sólo se limita al aseo, sino que también se cuida bastante la alimentación de los caballos. Se les brinda alimento peletizado (procesado), que consta de avena, trigo y otros cereales procesados para no dañar el estómago del animal. Además, los caballos entrenan junto a su jinete o amazona en el área de práctica, donde se preparan para salto y adiestramiento. El cuidado de un caballo es esencial para que llegue en buenas condiciones a la competencia. Para los XI Juegos Suramericanos, la alimentación de cada equino será de 100 dólares diarios. Este dinero será erogado por la organización local.    
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 - safe_value (String, 33275 characters )  Con la participación de 16 binomios de dif...
 
 Con la participación de 16 binomios de diferentes partes del país, 10 cupos para conformar el Equipo Bolivia de deportes ecuestres ingresarán en disputa desde mañana (10:00) y hasta el martes, y con la mira puesta en los XI Juegos Suramericanos Cochabamba 2018. Del evento que se disputará en el picadero del Country Club Cochabamba (CCC) formarán parte nueve binomios en salto y siete en adiestramiento, siendo que sólo cinco de cada modalidad serán parte de la selección nacional. “Las pruebas serán las que conformen el equipo nacional que nos representará en los Juegos Suramericanos. La idea es que se pueda conformar el mejor equipo”, indicó Elizabeth Canedo, presidenta de la Asociación Departamental de Deportes Ecuestres de Cochabamba (ADEC). En cuanto a la presencia de los binomios, los mejores jinetes y amazonas, junto a sus caballos, dirán presente para aspirar a integrar el equipo nacional. “Está todo impecable, esta pista es la mejor de todo el país. Le están poniendo un gran empeño para que todo salga bien”, apuntó Diego Iturralde, jinete paceño que buscará la clasificación a los XI Juegos Suramericanos. La competencia Según el cronograma de competencias de la Federación Boliviana de Deportes Ecuestres (FBDE), mañana se realizará la prueba de velocidad y conducción Tabla C, a un solo recorrido (10:00). El domingo se disputarán saltos variados Tabla A con desempate a una altura de 1,40 metros. Finalmente, el martes, tras un día de descanso, se realizará un doble recorrido, con alturas de 1,40 y 1,45 metros. <img alt="" height="387" 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" width="214" /> LOS CUIDADOS DIARIOS PARA LOS CABALLOS El cuidado de los equinos es, sin duda alguna, una parte importante de la disciplina ecuestre y que garantiza la competencia. En las caballerizas, los responsables del cuidado del equino se encargan de bañar a los caballos una vez por día, además de cepillar su pelo y crin hasta tres veces en la jornada. El cuidado no sólo se limita al aseo, sino que también se cuida bastante la alimentación de los caballos. Se les brinda alimento peletizado (procesado), que consta de avena, trigo y otros cereales procesados para no dañar el estómago del animal. Además, los caballos entrenan junto a su jinete o amazona en el área de práctica, donde se preparan para salto y adiestramiento. El cuidado de un caballo es esencial para que llegue en buenas condiciones a la competencia. Para los XI Juegos Suramericanos, la alimentación de cada equino será de 100 dólares diarios. Este dinero será erogado por la organización local. 
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