El Barça se perfila como el gran favorito para coronarse campeón de la OK Liga tras definirse el playoff por el título

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El Barça se perfila como el gran favorito para coronarse campeón de la OK Liga tras definirse el playoff por el título

La OK Liga, la máxima competición de hockey sobre patines a nivel nacional, ha dado un giro sorprendente tras la definición del playoff por el título. El Fútbol Club Barcelona, más conocido como el Barça, se perfila como el gran favorito para coronarse campeón de la competición. Luego de una exitosa campaña regular, el equipo azulgrana ha demostrado ser uno de los más fuertes y consistentes de la temporada, lo que le da una gran ventaja para alcanzar el título de campeón. A continuación, analizaremos las posibilidades del Barça y los demás equipos que buscan arrebatarle el título.

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"><noscript><img 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El Barça, gran favorito para coronarse campeón de la OK Liga

El Fútbol Club Barcelona ha finalizado la fase regular de la Parlem OK Liga en la primera posición, con un amplio margen de 16 puntos sobre el segundo clasificado, el Noia Freixenet. Esta destacada actuación le permite al equipo azulgrana afrontar con confianza las eliminatorias por el título, que comenzarán el sábado 18 de mayo.

Clasificación final

El Barça lidera la clasificación con 68 puntos de 78 posibles, seguido del Noia Freixenet con 52 puntos. El Deportivo Liceo se ubica en tercer lugar con 50 puntos, mientras que el Reus Deportiu Virginias ocupa la cuarta posición con 48 puntos.

Eliminatorias por el título

En las eliminatorias por el título, el Barça se enfrentará al Senergy Renovables Sant Just, octavo clasificado, en una serie que promete ser emocionante. Por su parte, el Noia Freixenet se medirá con el Igualada Rigat, séptimo clasificado. El Deportivo Liceo jugará contra el Voltregà Movento Stern, sexto, y el Reus Deportiu Virginias se verá las caras con el Parlem Calafell, quinto.

Descenso y ascenso

Por otro lado, el Mataró y el Adiss Hockey Rivas perdieron la categoría de forma directa. El Garatge Girona y el PAS Alcoi se enfrentarán en una eliminatoria para evitar el descenso.

En cuanto a los ascensos, el Vilafranca y el Lleidanet Alpicat ascendieron de forma directa. El Vic y el Lloret disputarán una eliminatoria con el último billete a la Parlem OK Liga en juego.

La emoción y la acción están garantizadas en las eliminatorias por el título de la Parlem OK Liga. ¡No te pierdas la acción!

Daniel Ferrer

Hola, soy Daniel, experto en fútbol de El Rincón del Fútbol. Como parte de este periódico independiente de actualidad deportiva, me encargo de mantenerte informado sobre las últimas novedades del mundo del balompié con la máxima objetividad y rigurosidad. ¡Descubre conmigo todo lo que necesitas saber sobre el apasionante mundo del fútbol! ¡Bienvenidos a El Rincón del Fútbol!

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