[ GF-1301-086 ] Power adapterkabel - Deans connector man. <=> BEC connector man. - 20AWG Siliconen-kabel - 1 st

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[ GF-1301-086 ] Power adapterkabel - Deans connector man. <=> BEC connector man. - 20AWG Siliconen-kabel - 1 st

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