Sail Optimist Olimpic Sail "Radial Medium" 38-46 kg

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

Sail Optimist Olimpic Sail "Radial Medium" 38-46 kg

Olimpic Sails

Article number : OL-OP-R-M

531.91 CHF 531.91 CHF 531.91 CHF

575.00 CHF

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OL-OP-R-M

Description

Window, Royality label, Numbers, Measurement