Chez Teamvideo

Arriving doesn't mean you're safe | Ep 105 - Chez Team

28. juni 2026 · 38 min · 27K visninger · Bahamas

Hand points to squall as sailboat nears land

Hva denne videoen dekker

A cruising couple sailing the Exuma Islands in the Bahamas experiences a mechanical failure of their windlass while navigating shallow, current-heavy waters. The windlass, which previously showed signs of internal rust and chain slippage, fails completely, forcing the crew to rely on moorings and manual anchoring. During one maneuver, a mooring buoy drags significantly, requiring the crew to quickly engage the engine and deploy their primary anchor to avoid a collision with a nearby vessel. The crew notes that relying on moorings in the Exumas carries inherent risks, as the condition of the underwater tackle is often unknown. Throughout the transit, the sailors navigate depths as shallow as one foot, requiring constant monitoring of the keel clearance. They also practice wing-surfing using a stand-up paddleboard in calm, protected anchorages and visit landmarks including the Norman's Cay plane wreck and the Boo Boo Hill memorial at Warderick Wells. The experience highlights that reaching a destination does not guarantee safety, as shifting tides, sudden tropical squalls, and equipment failure require constant vigilance.

Se på YouTube

Mer fra Chez Team

Our trip changed... and we ended up here! The Dominican Republic surprises us | Ep. 114 - Che...sep. 2026The WORST part about the MOST TOURISTY spot in the D. REPUBLIC (and it's not the tourism) | Ep. 1...sep. 2026We went to Punta Cana and Bayahíbe: which one would we choose? | Ep. 112 - Chez Teamaug. 2026We risked crossing at night and this happened on the way to the Dominican Republic | Ep. 111 - Ch...aug. 2026

Fra Chez Team – se kanalens båt, mannskap og alle analyserte videoer.

The Sailing Directory Newsletter

Én e-post med flåtens beste funn – øyeblikkene, båtene og historiene som er verdt din seertid. Skriv inn din egen adresse for å få din egen kopi.

Rapporter et problem