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Women's Oversized Wrap around Semi-Rimless Retro Kleo Sunglasses

Women's Oversized Wrap around Semi-Rimless Retro Kleo Sunglasses

Prix habituel £15.99 GBP
Prix habituel £0.00 GBP Prix promotionnel £15.99 GBP
En vente Épuisé
Taxes incluses. Frais d'expédition calculés à l'étape de paiement.

 

Add some Glamour with these Beautiful Rimless Wrap Kleo TM sunglasses.

Kleo Lion logos and metal detail on both temples.

 TM

100% Maximum UV400 protection.

Various Colours with Gradient Lens & White with a Clear Lens.
 
This Wrap style gives great protection.

suitable for ladies and teenage Girls see measurements below.

Comes in a clear polythene bag with tags with sunglasses pouch.

 

Width at widest point arm to arm = 143mm

height at the tallest point = 44mm

Lens Width = 135mm

Lens Height = 44mm
 
Bridge width = 17mm

Temple Length= 118mm


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