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Pala de mango raro y extraño
#1
Buenas, alguien ha visto probado alguna pala como la gambler Gun o la Nittaku Tenaly?
Son palas con mangos curvados y se supone que es para mejorar el reves.
Yo soy jugador de pico largo y me pregunto si esas cosas son compatibles.
Saludos
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[/img]
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