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Obesegrad för Svanstedt
Åke Svanstedt French Champagne är fortsatt obesegrad.
Igår tog hon sin fjärde raka vinst i ett försök i Kentucky Commonwealth Series ($30.000) för tvååriga ston på Red Mile.
Och så blev det världsårsbästa av ett annat tvåårigt sto.
Igår tog hon sin fjärde raka vinst i ett försök i Kentucky Commonwealth Series ($30.000) för tvååriga ston på Red Mile.
Och så blev det världsårsbästa av ett annat tvåårigt sto.
