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Ariana G årsdebuterar
På lördag årsdebuterar Jimmy Takters toppsto Ariana G i ett försök i Graduate Series ($50.000) för fyraåringar på Meadowlands efter ha varit ute i två kvallopp på 1.10,6 respektive 1.10,5.
