jueves, 28 de noviembre de 2013

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 Si , Carmelo anthony es quizás el jugador más egoísta en la NBA , pero que otro jugador puede anotar en New York?



Yes , Carmelo anthony is probably the most selfish player in the NBA but who other guy can score in the New York?

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