5'4" Twinsman Pin

5'4" Twinsman Pin

通常価格
$1,395.00
販売価格
$1,395.00
通常価格
売り切れ
単価
あたり 

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- Twinsman Pin - Dark Arts -

5'4" x 18.75" x 2.5" ~29 liters

 

A modern iteration of a timeless outline. This board will change your perspective of what a twin fin is. With a slight concave deck, foam pushed to the perimeter, and rail to rocker to bottom contour that generates speed effortlessly but allows for easy control, turning and drive on-demand. Josh Kerrs go to twin fin. Not convinced? Just watch Sway. Ride it a couple inches longer than your fish and 1-3 liters more than your performance shortboard.

Constructed By Dark Arts

The Dark Arts surfboards are hand crafted in San Diego, CA. Vacuum bagged, 3K carbon fiber cloth, over 2lb EPS stringer-less foam blank, for optimum, flex, weight and durability. The traditional hot coat method is applied to the surfboards, then sanded and coated with a matte finish. Lastly, a 4oz regular cloth is used under carbon on the deck to minimize heavy denting. The surfboards can foot dent, but will outlast traditional construction.

 

The Dark Arts surfboards are hand crafted in San Diego, CA. Vacuum bagged, 3K carbon fiber cloth, over 2lb EPS stringer-less foam blank, for optimum, flex, weight and durability. The traditional hot coat method is applied to the surfboards, then sanded and coated with a matte finish. Lastly, a 4oz regular cloth is used under carbon on the deck to minimize heavy denting. The surfboards can foot dent, but will outlast traditional construction.

 

Matt Parker began shaping boards the way most surfboard shapers do: out of a Southern California garage, back in 2001. Having built an appreciation for pattern, shape and color through a background in fine art and graphic design, he began to apply this visual language to foam and resin, treating each board as a blank canvas. His various board models’ functionality is a result of constant trial and error, ongoing collaborations with some of the best surfers around the world, and a simple love for being in the water.

"Water never moves linearly."