Blenders North Park Sunglasses
Frame Description
Introducing the Blenders North Park sunglasses, a chic and stylish accessory designed exclusively for women. These sunglasses feature a sophisticated frame that offers a blend of elegance and modernity, perfect for those who want to enhance their look effortlessly. The North Park sunglasses are crafted to provide a comfortable and secure fit, making them ideal for daily wear.
Lens Information
The polarized lenses offer excellent visual clarity and protection, ensuring your eyes are shielded from harmful UV rays while maintaining superior style.
Lens Details: Polarized
UV Rating: 100% UV Protection
Product Measurements
Frame Measurements: 53.8mm x 9.2mm x 143mm
These measurements ensure a balanced and comfortable fit, providing both style and practicality for any occasion.
Brand Description
Blenders is renowned for its innovative designs and high-quality craftsmanship. The Blenders North Park sunglasses exemplify the brand's commitment to creating eyewear that combines chic aesthetics with top-notch performance. These sunglasses are perfect for women who embrace a modern and distinctive personal style.
Elevate your fashion game with the impeccable design and exceptional quality of Blenders North Park sunglasses. Whether you’re exploring the city or relaxing on the beach, these sunglasses offer the perfect blend of elegance and functionality. Embrace the innovative spirit of Blenders and make a statement with these stunning shades.
Fit Guide
Frame: North Park
Frame Measurements: 53.8mm x 9.2mm x 143mm
Ideal Face Shape: Oval and Square
Head Size: Small to Large
Polarized lenses are designed to reduce glare from reflective surfaces such as water, snow, and pavement. The lenses contain a special filter that blocks horizontal light waves, which are the primary cause of glare. This results in clearer vision, better contrast, and reduced eye strain. Polarized lenses are particularly useful for outdoor activities such as fishing, boating, and skiing, where glare can be a significant problem.
