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Bäst igår – Milligan’s School i topp
Stefan Melander tränar lördagens två snabbaste vinnare.
Milligan’s School vann på 1.10,9a/1.640 i gulddivisionen på Romme och Digital Summit noterade 1.12,0a/1.640 meter när han hemförde klass II-försöket.
Milligan’s School vann på 1.10,9a/1.640 i gulddivisionen på Romme och Digital Summit noterade 1.12,0a/1.640 meter när han hemförde klass II-försöket.
