Cuatro jugadores del club FRIGAN han sido la representantes a la XXII edición
del torneo "LA PALMA" Carchuna.
Alfredo Clemente que realizó un sensacional torneo colocándose en el puesto nº 11 de la clasificación general al igual que su compañero David Llena el 17, ambos con 6 puntos de 8 posibles, esperemos que ese buen juego lo sigan desarrollando los próximos días en los campeonatos de Andalucía.
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Opciones](data:image/jpg;base64,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)
Virginia Llena en su línea con 4 puntos y Savíns que sigue en su estado de baja forma ajedrecística fue 7º, las tablas de la última ronda le impedían obtener el subcampeonato del torneo, pero que seguro que a partir de mediados de julio con la finalización de sus tareas univeritarias darán paso de nuevo a su mejor versión ajedrecística
Estos serán nuestros representantes en Roquetas en los campeonatos de Andalucía por edades 2015 junto con Antonio Parra, a los que deseamos mucha suerte y ojalá que repitan sus éxitos de otras temporadas.
Clasificación final
ver aquí
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