El Valladolid, el mejor 'aliado' de Braithwaite para el Trofeo Pichichi

La temporada 2022-2023 del fútbol español ha sido emocionante hasta ahora, y una de las historias más destacadas es la carrera de Martin Braithwaite hacia el Trofeo Pichichi. El delantero danés ha demostrado su valía en el campo, y una de las claves de su éxito es el apoyo que ha recibido de su equipo, el Real Valladolid. En efecto, el conjunto vallisoletano ha demostrado ser el mejor 'aliado' de Braithwaite en su búsqueda del codiciado trofeo, brindándole oportunidades de gol y apoyo en el campo.

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"><noscript><img loading="lazy" src=Braithwaite busca el Pichichi en Valladolid, su 'aliado' favorito en LaLiga'>

Braithwaite busca el Pichichi en Valladolid, su 'aliado' favorito en LaLiga

El delantero del Espanyol, Martin Braithwaite, es actualmente el máximo realizador de LaLiga Hypermotion con 20 goles, y según sus estadísticas personales, tiene una oportunidad de oro de apuntalar su lucha por el 'pichichi' este sábado contra el Valladolid, al que tiene tomada la medida.

El futbolista danés se ha enfrentado seis veces al cuadro blanquivioleta y ha marcado cuatro dianas: una con el Leganés en la 2019-20 (2-2); otra con el Barcelona en el curso 2020-21 (0-3); y dos con el Espanyol, en la derrota de la 2022-23 (2-1) y en victoria de la ida de la presente campaña (2-0).

De hecho, Martin Braithwaite ha visto puerta siempre que ha sido titular contra el Valladolid. Su balance personal ante este rival, sumando todas las competiciones, es de cuatro victorias, un empate y una derrota. En cualquier caso, el atacante prioriza el rendimiento colectivo y únicamente piensa en los tres puntos.

Con 20 goles, la carrera por el 'pichichi' de LaLiga Hypermotion no está sentenciada. A falta de cuatro partidos para finalizar la fase regular de la competición, antes de la eliminatoria por el ascenso, Peque, del Racing de Santander, atesora 18 tantos y Bautista, del Eibar, suma 17. La diferencia de dianas no permite relajaciones.

Braithwaite es una pieza esencial en el cuadro catalán. El futbolista ha marcado casi la tercera parte de los goles del Espanyol, 20 de 54, y está firmando las cifras más altas de su carrera. Su mejor registro previo fueron las once dianas que logró, dos veces, en el Toulouse francés (2015-16 y 2016-17).

Por otra parte, las llamativas estadísticas que el delantero exhibe contra el Valladolid contrastan con las del Espanyol. El conjunto periquito no ha ganado en sus cinco últimas visitas a su próximo rival. La última vez que los catalanes ganaron, en liga, fue en la campaña 2001-02 (0-1).

El duelo contra el Valladolid será una oportunidad clave para que Braithwaite siga sumando goles y se acerque al título de máximo goleador de la temporada. ¿Será capaz de llevar a su equipo a la victoria y mantener su ritmo goleador?

Javier Santos

Hola, soy Javier, redactor de la página web El Alcoraz. En nuestro periódico independiente de actualidad sobre fútbol y deportes, nos dedicamos a ofrecer las últimas novedades con la más rigurosa objetividad. Mi pasión por el deporte y mi compromiso con la veracidad de la información me impulsan a brindar a nuestros lectores noticias frescas y relevantes. ¡Descubre con nosotros todo lo que necesitas saber sobre el apasionante mundo del deporte!

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