[ GF-1301-089 ] Power adapterkabel - Deans connector man. <=> XT-90 connector man. - 12AWG Siliconen-kabel - 1 st

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[ GF-1301-089 ] Power adapterkabel - Deans connector man. <=> XT-90 connector man. - 12AWG Siliconen-kabel - 1 st

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