Rally de la Concordia 2022 entrega Bs 24 mil en premios

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 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos. Los premios a ser entregados son: 3 mil bolivianos a los campeones, 2 mil a los subcampeones y mil a los terceros. Tanto ellos como los tres mejores de las restantes categorías obtendrán un trofeo. Al cierre de las inscripciones, la organización del Rally de la Concordia registró 68 pilotos distribuidos en siete categorías, de las cuales cuatro poseen el mínimo de competidores. “El reglamento claramente dice que la categoría que tenga más de ocho pilotos inscritos tiene la premiación económica. Ocho pilotos habilitan para la premiación económica”, informó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). De acuerdo a la nómina de inscritos que se envió al Colegio de Comisarios de la Febad para su aprobación, la competencia que recorrerá el valle alto cochabambino tendrá habilitadas las siguientes categorías: R5, Proto, RC2N, R2B, R1B, Open y Turismo Departamental. De todas ellas, las categorías RC2N (8 pilotos), R2B (19), R1B (27) y TD (9) cumplen con el criterio del reglamento. R5 (1), Proto (2) y Open (2) sólo recibirán trofeos.   Pilotos participantes Conforme a la lista de inscritos para participar, una gran cantidad de competidores se harán presentes desde hoy y hasta el domingo para realizar el Rally de la Concordia 2022. Entre los presentes estarán Sebastián Careaga (R5), Rodrigo García (Proto), Rodrigo Careaga (Proto), Jhonny Tarqui (R2B), Beymar Moyata (R1B), Mijail Arnez (R1B), René Jungstein (Open) y Álvaro Ramos (Open), entre otros.   Revisión de autos y visita a los tramos Hoy, entre las 8:00 y las 13:30 se realizarán las revisiones técnicas a los vehículos de los 68 competidores inscritos, en trabajo a realizarse en Talleres Jums Competición, que se ubica en el Circuito Bolivia (laguna Alalay). Asimismo, durante la mañana y parte de la tarde, los competidores podrán hacer un recorrido de los tramos donde se competirá a lo largo de 147,6 kilómetros. Los municipios de Tarata, Santiváñez y Arbieto serán testigos del rugido de motores, ya que los vehículos recorrerán las zonas de Cayacayani, Pampa Chirihua, Convento Tarata, Villa Recreo y Mamanaca.
 
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 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos. Los premios a ser entregados son: 3 mil bolivianos a los campeones, 2 mil a los subcampeones y mil a los terceros. Tanto ellos como los tres mejores de las restantes categorías obtendrán un trofeo. Al cierre de las inscripciones, la organización del Rally de la Concordia registró 68 pilotos distribuidos en siete categorías, de las cuales cuatro poseen el mínimo de competidores. “El reglamento claramente dice que la categoría que tenga más de ocho pilotos inscritos tiene la premiación económica. Ocho pilotos habilitan para la premiación económica”, informó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). De acuerdo a la nómina de inscritos que se envió al Colegio de Comisarios de la Febad para su aprobación, la competencia que recorrerá el valle alto cochabambino tendrá habilitadas las siguientes categorías: R5, Proto, RC2N, R2B, R1B, Open y Turismo Departamental. De todas ellas, las categorías RC2N (8 pilotos), R2B (19), R1B (27) y TD (9) cumplen con el criterio del reglamento. R5 (1), Proto (2) y Open (2) sólo recibirán trofeos. Pilotos participantes Conforme a la lista de inscritos para participar, una gran cantidad de competidores se harán presentes desde hoy y hasta el domingo para realizar el Rally de la Concordia 2022. Entre los presentes estarán Sebastián Careaga (R5), Rodrigo García (Proto), Rodrigo Careaga (Proto), Jhonny Tarqui (R2B), Beymar Moyata (R1B), Mijail Arnez (R1B), René Jungstein (Open) y Álvaro Ramos (Open), entre otros. Revisión de autos y visita a los tramos Hoy, entre las 8:00 y las 13:30 se realizarán las revisiones técnicas a los vehículos de los 68 competidores inscritos, en trabajo a realizarse en Talleres Jums Competición, que se ubica en el Circuito Bolivia (laguna Alalay). Asimismo, durante la mañana y parte de la tarde, los competidores podrán hacer un recorrido de los tramos donde se competirá a lo largo de 147,6 kilómetros. Los municipios de Tarata, Santiváñez y Arbieto serán testigos del rugido de motores, ya que los vehículos recorrerán las zonas de Cayacayani, Pampa Chirihua, Convento Tarata, Villa Recreo y Mamanaca.
 
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 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos.
 
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 El Rally de la Concordia 2022, a realizarse desde mañana hasta el domingo, comenzó a generar expectativa en Cochabamba, mucho más porque el rugido de motores se concentrará en los municipios de Tarata, Santiváñez y Arbieto, que expondrán a los competidores y al público todo su potencial turístico. “Agradecemos a los municipios que nos permitirán recorrer sus vías, al Sedcam (Servicio Departamental de Caminos), la Policía y el Ejército que nos apoyarán para el Rally de la Concordia”, manifestó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco).   Prólogo Según el cronograma del evento, todo comenzará mañana con la revisión técnica de los vehículos en Talleres Jums Competición (Circuito Bolivia), de las 8:00 hasta las 13:30. Por la noche, la largada simbólica será en la avenida Ballivián (El Prado), a la altura de la plaza de Las Banderas.   Competencia La carrera como tal dará inicio el sábado a las 9:00, con la disputa de la primera prueba especial entre Cayacayani-Pampa Chirihua (14,89 kilómetros), mientras que la PE 2 se competirá desde las  9:46 entre Pampa Chirihua-Convento Tarata (15,62 km). El mismo recorrido será replicado en las PE 3 y PE4. El domingo, la PE 5 será disputada en el tramo Tarata-Convento Tarata (11,71 Km), desde las 9:48, mientras que la PE 6 se desarrollará entre Villa Recreo-Mamanaca (10,53 km), a partir de las 10:16. Las PE 7 y PE 8 se competirán en los mismos tramos. El rally  recorrerá 147,6 km. La etapa 1 será de 92,58 km (61,02 de especial y 31,56 de enlace) y la etapa 2 comprende 55,09 km (44,48 de especial y 10,61 de enlace).
 
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 El Rally de la Concordia 2022, a realizarse desde mañana hasta el domingo, comenzó a generar expectativa en Cochabamba, mucho más porque el rugido de motores se concentrará en los municipios de Tarata, Santiváñez y Arbieto, que expondrán a los competidores y al público todo su potencial turístico. “Agradecemos a los municipios que nos permitirán recorrer sus vías, al Sedcam (Servicio Departamental de Caminos), la Policía y el Ejército que nos apoyarán para el Rally de la Concordia”, manifestó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). Prólogo Según el cronograma del evento, todo comenzará mañana con la revisión técnica de los vehículos en Talleres Jums Competición (Circuito Bolivia), de las 8:00 hasta las 13:30. Por la noche, la largada simbólica será en la avenida Ballivián (El Prado), a la altura de la plaza de Las Banderas. Competencia La carrera como tal dará inicio el sábado a las 9:00, con la disputa de la primera prueba especial entre Cayacayani-Pampa Chirihua (14,89 kilómetros), mientras que la PE 2 se competirá desde las 9:46 entre Pampa Chirihua-Convento Tarata (15,62 km). El mismo recorrido será replicado en las PE 3 y PE4. El domingo, la PE 5 será disputada en el tramo Tarata-Convento Tarata (11,71 Km), desde las 9:48, mientras que la PE 6 se desarrollará entre Villa Recreo-Mamanaca (10,53 km), a partir de las 10:16. Las PE 7 y PE 8 se competirán en los mismos tramos. El rally recorrerá 147,6 km. La etapa 1 será de 92,58 km (61,02 de especial y 31,56 de enlace) y la etapa 2 comprende 55,09 km (44,48 de especial y 10,61 de enlace).
 
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 value (String, 70078 characters )  La Federación Boliviana de Automovilismo ...
 
 La Federación Boliviana de Automovilismo Deportivo (Febad) confirmó este martes que dos fechas del calendario nacional de competiciones sufrirán modificación en sus fechas: Circuito Óscar Crespo de Sucre (COCS) y Rally de la Concordia de Cochabamba. De acuerdo al comunicado emitido por la Febad, la solicitud de la modificación del COCS también afectó en las fechas del Rally de la Concordia que fueron establecidas en el Congreso de la entidad federativa en diciembre de 2021.   <img alt="" height="426" 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" width="557">   Inicialmente, el COCS debía disputarse del 13 al 15 de junio y el Rally de La Concordia del 3 al 5 de junio. Ahora, con el adelanto del COS para desarrollarse del 20 al 22 de mayo y cerca a las efemérides departamentales de Chuquisaca, la Febad determinó retrasar una semana (10-12 de junio) el rally valluno.
 
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 safe_value (String, 70050 characters )  La Federación Boliviana de Automovilismo D...
 
 La Federación Boliviana de Automovilismo Deportivo (Febad) confirmó este martes que dos fechas del calendario nacional de competiciones sufrirán modificación en sus fechas: Circuito Óscar Crespo de Sucre (COCS) y Rally de la Concordia de Cochabamba. De acuerdo al comunicado emitido por la Febad, la solicitud de la modificación del COCS también afectó en las fechas del Rally de la Concordia que fueron establecidas en el Congreso de la entidad federativa en diciembre de 2021. <img alt="" height="426" 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width="557" /> Inicialmente, el COCS debía disputarse del 13 al 15 de junio y el Rally de La Concordia del 3 al 5 de junio. Ahora, con el adelanto del COS para desarrollarse del 20 al 22 de mayo y cerca a las efemérides departamentales de Chuquisaca, la Febad determinó retrasar una semana (10-12 de junio) el rally valluno.
 
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 value (String, 254 characters ) La Federación Boliviana de Automovilismo Deport...
 
 La Federación Boliviana de Automovilismo Deportivo (Febad) confirmó este martes que dos fechas del calendario nacional de competiciones sufrirán modificación en sus fechas: Circuito Óscar Crespo de Sucre (COCS) y Rally de la Concordia de Cochabamba.
 
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 safe_value (String, 254 characters ) La Federación Boliviana de Automovilismo Deport...
 
 La Federación Boliviana de Automovilismo Deportivo (Febad) confirmó este martes que dos fechas del calendario nacional de competiciones sufrirán modificación en sus fechas: Circuito Óscar Crespo de Sucre (COCS) y Rally de la Concordia de Cochabamba.
 
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 value (String, 19 characters ) 2022-04-19 18:55:00
 
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 value (String, 7 characters ) impreso
 
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 value (String, 81 characters ) El piloto valluno Cristian Solís, en la edición...
 
 El piloto valluno Cristian Solís, en la edición 2021 del Rally de la Concordia.
 
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 safe_value (String, 81 characters ) El piloto valluno Cristian Solís, en la edición...
 
 El piloto valluno Cristian Solís, en la edición 2021 del Rally de la Concordia.
 
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 value (String, 12 characters ) Daniel James
 
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 safe_value (String, 12 characters ) Daniel James
 
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 Vehículo de competencia en la edición 2021 del Rally de la Concordia.
 
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 value (String, 2986 characters )  El Rally de la Concord...
 
 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos. Los premios a ser entregados son: 3 mil bolivianos a los campeones, 2 mil a los subcampeones y mil a los terceros. Tanto ellos como los tres mejores de las restantes categorías obtendrán un trofeo. Al cierre de las inscripciones, la organización del Rally de la Concordia registró 68 pilotos distribuidos en siete categorías, de las cuales cuatro poseen el mínimo de competidores. “El reglamento claramente dice que la categoría que tenga más de ocho pilotos inscritos tiene la premiación económica. Ocho pilotos habilitan para la premiación económica”, informó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). De acuerdo a la nómina de inscritos que se envió al Colegio de Comisarios de la Febad para su aprobación, la competencia que recorrerá el valle alto cochabambino tendrá habilitadas las siguientes categorías: R5, Proto, RC2N, R2B, R1B, Open y Turismo Departamental. De todas ellas, las categorías RC2N (8 pilotos), R2B (19), R1B (27) y TD (9) cumplen con el criterio del reglamento. R5 (1), Proto (2) y Open (2) sólo recibirán trofeos.   Pilotos participantes Conforme a la lista de inscritos para participar, una gran cantidad de competidores se harán presentes desde hoy y hasta el domingo para realizar el Rally de la Concordia 2022. Entre los presentes estarán Sebastián Careaga (R5), Rodrigo García (Proto), Rodrigo Careaga (Proto), Jhonny Tarqui (R2B), Beymar Moyata (R1B), Mijail Arnez (R1B), René Jungstein (Open) y Álvaro Ramos (Open), entre otros.   Revisión de autos y visita a los tramos Hoy, entre las 8:00 y las 13:30 se realizarán las revisiones técnicas a los vehículos de los 68 competidores inscritos, en trabajo a realizarse en Talleres Jums Competición, que se ubica en el Circuito Bolivia (laguna Alalay). Asimismo, durante la mañana y parte de la tarde, los competidores podrán hacer un recorrido de los tramos donde se competirá a lo largo de 147,6 kilómetros. Los municipios de Tarata, Santiváñez y Arbieto serán testigos del rugido de motores, ya que los vehículos recorrerán las zonas de Cayacayani, Pampa Chirihua, Convento Tarata, Villa Recreo y Mamanaca.
 
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 safe_value (String, 2920 characters )  El Rally de la Concordi...
 
 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos. Los premios a ser entregados son: 3 mil bolivianos a los campeones, 2 mil a los subcampeones y mil a los terceros. Tanto ellos como los tres mejores de las restantes categorías obtendrán un trofeo. Al cierre de las inscripciones, la organización del Rally de la Concordia registró 68 pilotos distribuidos en siete categorías, de las cuales cuatro poseen el mínimo de competidores. “El reglamento claramente dice que la categoría que tenga más de ocho pilotos inscritos tiene la premiación económica. Ocho pilotos habilitan para la premiación económica”, informó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). De acuerdo a la nómina de inscritos que se envió al Colegio de Comisarios de la Febad para su aprobación, la competencia que recorrerá el valle alto cochabambino tendrá habilitadas las siguientes categorías: R5, Proto, RC2N, R2B, R1B, Open y Turismo Departamental. De todas ellas, las categorías RC2N (8 pilotos), R2B (19), R1B (27) y TD (9) cumplen con el criterio del reglamento. R5 (1), Proto (2) y Open (2) sólo recibirán trofeos. Pilotos participantes Conforme a la lista de inscritos para participar, una gran cantidad de competidores se harán presentes desde hoy y hasta el domingo para realizar el Rally de la Concordia 2022. Entre los presentes estarán Sebastián Careaga (R5), Rodrigo García (Proto), Rodrigo Careaga (Proto), Jhonny Tarqui (R2B), Beymar Moyata (R1B), Mijail Arnez (R1B), René Jungstein (Open) y Álvaro Ramos (Open), entre otros. Revisión de autos y visita a los tramos Hoy, entre las 8:00 y las 13:30 se realizarán las revisiones técnicas a los vehículos de los 68 competidores inscritos, en trabajo a realizarse en Talleres Jums Competición, que se ubica en el Circuito Bolivia (laguna Alalay). Asimismo, durante la mañana y parte de la tarde, los competidores podrán hacer un recorrido de los tramos donde se competirá a lo largo de 147,6 kilómetros. Los municipios de Tarata, Santiváñez y Arbieto serán testigos del rugido de motores, ya que los vehículos recorrerán las zonas de Cayacayani, Pampa Chirihua, Convento Tarata, Villa Recreo y Mamanaca.
 
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 El Rally de la Concordia 2022, parte del calendario nacional de la Federación Boliviana de Automovilismo Deportivo (Febad), repartirá en premios económicos un total de 24 mil bolivianos, montos a ser repartidos entre los tres primeros de cada categoría que registren ocho o más inscritos. Los premios a ser entregados son: 3 mil bolivianos a los campeones, 2 mil a los subcampeones y mil a los terceros. Tanto ellos como los tres mejores de las restantes categorías obtendrán un trofeo. Al cierre de las inscripciones, la organización del Rally de la Concordia registró 68 pilotos distribuidos en siete categorías, de las cuales cuatro poseen el mínimo de competidores. “El reglamento claramente dice que la categoría que tenga más de ocho pilotos inscritos tiene la premiación económica. Ocho pilotos habilitan para la premiación económica”, informó Yuri Arzabe, presidente de la Asociación Departamental de Automovilismo de Cochabamba (Adeco). De acuerdo a la nómina de inscritos que se envió al Colegio de Comisarios de la Febad para su aprobación, la competencia que recorrerá el valle alto cochabambino tendrá habilitadas las siguientes categorías: R5, Proto, RC2N, R2B, R1B, Open y Turismo Departamental. De todas ellas, las categorías RC2N (8 pilotos), R2B (19), R1B (27) y TD (9) cumplen con el criterio del reglamento. R5 (1), Proto (2) y Open (2) sólo recibirán trofeos. Pilotos participantes Conforme a la lista de inscritos para participar, una gran cantidad de competidores se harán presentes desde hoy y hasta el domingo para realizar el Rally de la Concordia 2022. Entre los presentes estarán Sebastián Careaga (R5), Rodrigo García (Proto), Rodrigo Careaga (Proto), Jhonny Tarqui (R2B), Beymar Moyata (R1B), Mijail Arnez (R1B), René Jungstein (Open) y Álvaro Ramos (Open), entre otros. Revisión de autos y visita a los tramos Hoy, entre las 8:00 y las 13:30 se realizarán las revisiones técnicas a los vehículos de los 68 competidores inscritos, en trabajo a realizarse en Talleres Jums Competición, que se ubica en el Circuito Bolivia (laguna Alalay). Asimismo, durante la mañana y parte de la tarde, los competidores podrán hacer un recorrido de los tramos donde se competirá a lo largo de 147,6 kilómetros. Los municipios de Tarata, Santiváñez y Arbieto serán testigos del rugido de motores, ya que los vehículos recorrerán las zonas de Cayacayani, Pampa Chirihua, Convento Tarata, Villa Recreo y Mamanaca.
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 ∞ (Recursion)
 
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 ∞ (Recursion)
 
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 ∞ (Recursion)
 
 access (Boolean) TRUE
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 Cochabamba vive la adrenalina del Rally de la Concordia 2022
 
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 Febad modifica fechas de disputa del COCS y Rally de la Concordia
 
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 ∞ (Recursion)
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 value (String, 19 characters ) 2022-06-10 04:03:00
 
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 access (Boolean) TRUE
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 ∞ (Recursion)
 
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 ∞ (Recursion)
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 value (String, 6 characters ) propio
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 ∞ (Recursion)
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 0 (Array, 2 elements)
 
 item (Array, 17 elements)
 
 fid (String, 6 characters ) 554589
 
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 filename (String, 19 characters ) 18_dep1_jamesss.jpg
 
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 public://media_imagen/2022/6/9/18_dep1_jamesss_0.jpg
 
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 value (String, 71 characters ) Vehículo de competencia en la edición 2021 del ...
 
 Vehículo de competencia en la edición 2021 del Rally de la Concordia.
 
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 safe_value (String, 71 characters ) Vehículo de competencia en la edición 2021 del ...
 
 Vehículo de competencia en la edición 2021 del Rally de la Concordia.
 
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 value (String, 12 characters ) Daniel James
 
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 safe_value (String, 12 characters ) Daniel James
 
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 height (Integer) 430
 
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 slide (String, 204 characters ) <img typeof="foaf:Image" class="image-style-not...
 
 <img typeof="foaf:Image" class="image-style-noticia-detalle" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/media_imagen/2022/6/9/18_dep1_jamesss_0.jpg?itok=jr8Mv9nF" />
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 mode (String, 10 characters ) horizontal
 
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 pagerType (String, 5 characters ) short
 
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 nextText (String, 4 characters ) Next | (Callback) Next();
 
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 startText (String, 5 characters ) Start
 
 stopText (String, 4 characters ) Stop
 
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 pause (Integer) 4000
 
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 autoDirection (String, 4 characters ) next | (Callback) next();
 
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 ∞ (Recursion)
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 taxonomy_term (Object) stdClass
 
 ∞ (Recursion)
 
 1 (Array, 2 elements)
 
 tid (String, 5 characters ) 16281
 
 taxonomy_term (Object) stdClass
 
 ∞ (Recursion)
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 ∞ (Recursion)
 
 attributes (Array, 3 elements)
 
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 #type (String, 4 characters ) link | (Callback) link();
 
 #title (String, 56 characters ) Federación Boliviana de Automovilismo Deportivo...
 
 Federación Boliviana de Automovilismo Deportivo (Febad)
 
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 ∞ (Recursion)
 
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 ∞ (Recursion)
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 0 (Array, 1 element)
 
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 ∞ (Recursion)
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 0 (Array, 1 element)
 
 value (String, 1 characters ) 0
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 ∞ (Recursion)
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 0 (Array, 1 element)
 
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 ∞ (Recursion)
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 0 (Array, 4 elements)
 
 value (String, 19 characters ) 2022-06-10 00:00:00
 
 timezone (String, 14 characters ) America/La_Paz
 
 timezone_db (String, 14 characters ) America/La_Paz
 
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 ∞ (Recursion)
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 0 (Array, 1 element)
 
 value (String, 1 characters ) 1
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 #markup (String, 15 characters ) Foto / Galería
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 0 (String, 23 characters ) drupal_pre_render_links | (Callback) drupal_pre_render_links();
 - #attributes (Array, 1 element)
 
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 0 (String, 5 characters ) links
 
 1 (String, 6 characters ) inline
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 #theme (String, 17 characters ) links__node__node
 
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 0 (String, 5 characters ) links
 
 1 (String, 6 characters ) inline
 - comment (Array, 3 elements)
 
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 0 (String, 5 characters ) links
 
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 - #weight (Integer) 50
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 - #title (String, 19 characters ) Valora esta noticia
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 - #attributes (Array, 1 element)
 
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