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uid (String, 4 characters ) 4746
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title (String, 59 characters ) FAB define qué atleta irá a los JJOO Tokio junt...
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FAB define qué atleta irá a los JJOO Tokio junto a Castro
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nid (String, 6 characters ) 536914
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type (String, 7 characters ) noticia
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language (String, 2 characters ) es
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created (String, 10 characters ) 1623991104
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changed (String, 10 characters ) 1623991104
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revision_timestamp (String, 10 characters ) 1623991104
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revision_uid (String, 4 characters ) 4746
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value (String, 59835 characters ) <p class="rtejustify"> Mañana, la Federación ...
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<p class="rtejustify"> Mañana, la Federación Atlética de Bolivia (FAB) enviará a la World Athletics (WA) el nombre del atleta candidato para el cupo por universalidad para los Juegos Olímpicos Tokio, según confirmó el presidente de la FAB, Marco Luque.</p> <p class="rtejustify"> Las marcas que tanto el velocista cochabambino Bruno Rojas como el fondista orureño Vidal Basco lograron ayer en el Gran Prix Mario Paz y conseguirán hoy en el Gran Prix Juliarte Iriarte serán evaluadas por la comisión técnica de la FAB para determinar quién de los dos será el candidato para el cupo por universalidad, que la WA podría entregar a Bolivia, gracias a que la marchista paceña Ángela Castro clasificó a Tokio por ranking, al encontrarse en el puesto de 56 de la lista de 60.</p> <p class="rtejustify"> Después de las marcas conquistadas ayer en el Gran Prix Mario Paz, disputado en el estadio de atletismo de Cochabamba, Bruno Rojas continúa siendo el mejor perfilado para ser ese candidato.</p> <p class="rtejustify"> Rojas ayer ganó la prueba de los 100 metros planos con un tiempo de 10 segundos y 57 centésimas (10”57c), con el que se puso a 52 centésimas de la marca mínima a Tokio que es de 10”05c y a 21 centésimas de su récord nacional (10”36c), que esperaba romperlo ayer pero, según Rojas, una desconcentración provocada por el juez de partida lo impidió.</p> <p class="rtejustify"> “Estos días ya saldrá la nómina. Si voy yo o él no importa; lo que interesa es que vaya el mejor, y si no voy yo, estaré haciendo barra, todos somos Bolivia. Yo no estoy compitiendo con Vidal, sino contra mí mismo y superarme cada día”, dijo Rojas.</p> <p class="rtejustify"> Completaron el podio el paraguayo Mateo Vargas (10”60) y el cochabambino Sebastián Vargas (10”78).</p> <p class="rtejustify"> Basco, por su lado, fue el claro vencedor de los 5.000 mp con un tiempo de 14’43”55, registro con el que se quedó a 1’30” de la marca mínima para Tokio que es de 13’13”50c y a 46,75c segundos del récord nacional, que está en su poder (13’57”80c).</p> <p class="rtejustify"> “Ésta era la última prueba para puntuar, ahora esperamos el trabajo de la comisión técnica de la federación. Estamos casi seguros de ir, de ahora en adelante nos prepararemos con miras a los Juegos Olímpicos”, dijo Basco</p> <p class="rtejustify"> En el caso de Basco, sus mejores marcas son en los 10.000 sin embargo, esta prueba no acepta universalidad, motivo por el que volcó la mirada a los 5.000, prueba en la que aunque a nivel nacional no tiene rival, en el último sudamericano en Ecuador finalizó quinto.</p> <p class="rtejustify"> Rubén Arando de Potosí (14’53”52) y Jorge Gonzáles de Cochabamba (15’15”65) lo secundan en el podio.</p> <p class="rtejustify"> Hoy, Rojas tendrá una nueva oportunidad para buscar una buena marca en los 200 mp (11:35), en el que espera bajar los 21 segundos, que se convertiría en la mejor marca técnica del año. Mientras que Basco competirá en los 1.500 mp (10:55).</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>Otros resultados</strong></p> <p class="rtejustify"> En la prueba reina de atletismo, en 100 mp, la ganadora en damas fue la cochabambina Leticia Arispe con un tiempo de 11”76c.</p> <p class="rtejustify"> La paceña Jhoselyn Camargo fue la vencedora en los 5.000 (16’56”7c). La fondista además ganó los 800 metros, prueba que no es parte del Gran Prix, pero sí del Nacional Rosario Villarroel que se lleva de forma paralela.</p> <p class="rtejustify"> El cruceño Aldo Gonzales fue el ganador en impulsión de bala (18,14); mientras que la paraguaya Freda Florentín venció en damas (12,72).</p> <p class="rtejustify"> Diana Baltazar ganó los 100 c/vallas (13”97) y el tarijeño Camilo Acebey los 110 c/vallas (15”61).</p> <p class="rtejustify"> En salto largo, la peruana Paola Mautino se quedó con la medalla de oro (6,22).</p> <p class="rtejustify"> Finalmente, en los 400, los ganadores fueron los cruceños Fernando Copa (48”42) y Cecilia Gómez (55”38).</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>Hoy el Gran Prix Julia Iriarte</strong></p> <p class="rtejustify"> La fiesta del atletismo continuará hoy con el Gran Prix Julia Iriarte y la segunda jornada del Nacional Rosario Villarroel.</p> <p class="rtejustify"> La competencia empezará a las 7:50 con las pruebas del Decatlón y finalizará al mediodía con los relevos 4x400.</p> <p class="rtejustify"> <img alt="" 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safe_value (String, 59735 characters ) <p class="rtejustify"> Mañana, la Federación A...
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<p class="rtejustify"> Mañana, la Federación Atlética de Bolivia (FAB) enviará a la World Athletics (WA) el nombre del atleta candidato para el cupo por universalidad para los Juegos Olímpicos Tokio, según confirmó el presidente de la FAB, Marco Luque.</p> <p class="rtejustify"> Las marcas que tanto el velocista cochabambino Bruno Rojas como el fondista orureño Vidal Basco lograron ayer en el Gran Prix Mario Paz y conseguirán hoy en el Gran Prix Juliarte Iriarte serán evaluadas por la comisión técnica de la FAB para determinar quién de los dos será el candidato para el cupo por universalidad, que la WA podría entregar a Bolivia, gracias a que la marchista paceña Ángela Castro clasificó a Tokio por ranking, al encontrarse en el puesto de 56 de la lista de 60.</p> <p class="rtejustify"> Después de las marcas conquistadas ayer en el Gran Prix Mario Paz, disputado en el estadio de atletismo de Cochabamba, Bruno Rojas continúa siendo el mejor perfilado para ser ese candidato.</p> <p class="rtejustify"> Rojas ayer ganó la prueba de los 100 metros planos con un tiempo de 10 segundos y 57 centésimas (10”57c), con el que se puso a 52 centésimas de la marca mínima a Tokio que es de 10”05c y a 21 centésimas de su récord nacional (10”36c), que esperaba romperlo ayer pero, según Rojas, una desconcentración provocada por el juez de partida lo impidió.</p> <p class="rtejustify"> “Estos días ya saldrá la nómina. Si voy yo o él no importa; lo que interesa es que vaya el mejor, y si no voy yo, estaré haciendo barra, todos somos Bolivia. Yo no estoy compitiendo con Vidal, sino contra mí mismo y superarme cada día”, dijo Rojas.</p> <p class="rtejustify"> Completaron el podio el paraguayo Mateo Vargas (10”60) y el cochabambino Sebastián Vargas (10”78).</p> <p class="rtejustify"> Basco, por su lado, fue el claro vencedor de los 5.000 mp con un tiempo de 14’43”55, registro con el que se quedó a 1’30” de la marca mínima para Tokio que es de 13’13”50c y a 46,75c segundos del récord nacional, que está en su poder (13’57”80c).</p> <p class="rtejustify"> “Ésta era la última prueba para puntuar, ahora esperamos el trabajo de la comisión técnica de la federación. Estamos casi seguros de ir, de ahora en adelante nos prepararemos con miras a los Juegos Olímpicos”, dijo Basco</p> <p class="rtejustify"> En el caso de Basco, sus mejores marcas son en los 10.000 sin embargo, esta prueba no acepta universalidad, motivo por el que volcó la mirada a los 5.000, prueba en la que aunque a nivel nacional no tiene rival, en el último sudamericano en Ecuador finalizó quinto.</p> <p class="rtejustify"> Rubén Arando de Potosí (14’53”52) y Jorge Gonzáles de Cochabamba (15’15”65) lo secundan en el podio.</p> <p class="rtejustify"> Hoy, Rojas tendrá una nueva oportunidad para buscar una buena marca en los 200 mp (11:35), en el que espera bajar los 21 segundos, que se convertiría en la mejor marca técnica del año. Mientras que Basco competirá en los 1.500 mp (10:55).</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>Otros resultados</strong></p> <p class="rtejustify"> En la prueba reina de atletismo, en 100 mp, la ganadora en damas fue la cochabambina Leticia Arispe con un tiempo de 11”76c.</p> <p class="rtejustify"> La paceña Jhoselyn Camargo fue la vencedora en los 5.000 (16’56”7c). La fondista además ganó los 800 metros, prueba que no es parte del Gran Prix, pero sí del Nacional Rosario Villarroel que se lleva de forma paralela.</p> <p class="rtejustify"> El cruceño Aldo Gonzales fue el ganador en impulsión de bala (18,14); mientras que la paraguaya Freda Florentín venció en damas (12,72).</p> <p class="rtejustify"> Diana Baltazar ganó los 100 c/vallas (13”97) y el tarijeño Camilo Acebey los 110 c/vallas (15”61).</p> <p class="rtejustify"> En salto largo, la peruana Paola Mautino se quedó con la medalla de oro (6,22).</p> <p class="rtejustify"> Finalmente, en los 400, los ganadores fueron los cruceños Fernando Copa (48”42) y Cecilia Gómez (55”38).</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>Hoy el Gran Prix Julia Iriarte</strong></p> <p class="rtejustify"> La fiesta del atletismo continuará hoy con el Gran Prix Julia Iriarte y la segunda jornada del Nacional Rosario Villarroel.</p> <p class="rtejustify"> La competencia empezará a las 7:50 con las pruebas del Decatlón y finalizará al mediodía con los relevos 4x400.</p> <p class="rtejustify"> <img alt="" 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" /></p>
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safe_summary (String, 0 characters )
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opencalais_city_tags (Array, 1 element)
-
opencalais_country_tags (Array, 1 element)
-
opencalais_person_tags (Array, 0 elements)
-
field_noticia_sumario (Array, 1 element)
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und (Array, 1 element)
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0 (Array, 3 elements)
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value (String, 236 characters ) Mañana, la Federación Atlética de Bolivia (FAB)...
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Mañana, la Federación Atlética de Bolivia (FAB) enviará a la World Athletics (WA) el nombre del atleta candidato para el cupo por universalidad para los Juegos Olímpicos Tokio, según confirmó el presidente de la FAB, Marco Luque.
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format (NULL)
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safe_value (String, 236 characters ) Mañana, la Federación Atlética de Bolivia (FAB)...
-
Mañana, la Federación Atlética de Bolivia (FAB) enviará a la World Athletics (WA) el nombre del atleta candidato para el cupo por universalidad para los Juegos Olímpicos Tokio, según confirmó el presidente de la FAB, Marco Luque.
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-
-
-
field_noticia_seccion (Array, 1 element)
-
field_noticia_tags (Array, 0 elements)
-
field_noticias_relacionadas (Array, 1 element)
-
field_noticia_fecha (Array, 1 element)
-
field_autor (Array, 1 element)
-
field_noticia_firma (Array, 0 elements)
-
field_noticia_fuente (Array, 1 element)
-
field_noticia_fotos (Array, 1 element)
-
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