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
Fokustema
Utblick USA
Läs senare
Sämsta spåren till svenskar
Imorgon avgörs Dexter Cup ($150.505) för treåringar på 800-metersbanan Freehold Raceway med tre svensktränade travare som drog de tre sämsta spåren i lottningen.
