Give the Gift of ChoiceClick below to purchase a Bramalea City Centre eGift Card that can be used at participating retailers at Bramalea City Centre.Purchase Here
*Product information and pricing may vary - to confirm current pricing, availability, shipping, and return information please contact Guess. In the event of a pricing discrepancy, the retailer's price will apply.
Shiny bordeaux variant:
- Temples: shiny bordeaux.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny dark orange variant:
- Temples: shiny dark orange.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny black variant:
- Temples: shiny black.
- Color lenses: gradient smoke.
Lens tint: dark (category 3).
Shiny black variant:
- Temples: shiny black.
- Color lenses: smoke polarized.
Lens tint: dark (category 3).
Dark havana variant:
- Temples: dark havana.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny blue variant:
- Temples: shiny blue.
- Color lenses: gradient smoke.
Lens tint: dark (category 3).
Excellent UVA and UVB protection.
Model recommended for the following face shapes: oval, round, triangle, inverted triangle.
Square plastic model.
Plastic temples.
Lens diameter: 56 mm / 2.2 in.
Bridge: 16 mm / 0.6 in.
Temple length: 140 mm / 5.5 in.
Shiny bordeaux variant:
- Temples: shiny bordeaux.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny dark orange variant:
- Temples: shiny dark orange.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny black variant:
- Temples: shiny black.
- Color lenses: gradient smoke.
Lens tint: dark (category 3).
Shiny black variant:
- Temples: shiny black.
- Color lenses: smoke polarized.
Lens tint: dark (category 3).
Dark havana variant:
- Temples: dark havana.
- Color lenses: gradient brown.
Lens tint: dark (category 3).
Shiny blue variant:
- Temples: shiny blue.
- Color lenses: gradient smoke.
Lens tint: dark (category 3).
Excellent UVA and UVB protection.
Model recommended for the following face shapes: oval, round, triangle, inverted triangle.
