Hazelnut tape wefts: the warm, medium brown that's perfectly balanced. 

This gorgeous hazelnut shade hits that sweet spot between light and dark brown with beautiful golden undertones. Hazelnut gives clients that naturally sun-kissed brunette look – rich enough for depth but light enough to keep things fresh and dimensional. It's the brown that works with every skin tone.

Why stylists choose our Genius Weft tape-in extensions:

• Minimum 11" wide genius wefts - Maximum coverage with fewer pieces for faster installs
• Ultra-flat application - Virtually invisible attachment that lays seamlessly against the scalp
• 100% Remi human hair - Premium quality for natural movement and lasting results
• 18" & 22" lengths available - Versatile options for stunning transformations
• Up to 9 months longevity with proper care and professional maintenance

How Much Hair Should You Buy?

• Fine Hair: 100g (2 packs) for natural volume and warmth
• Medium Hair: 100-150g (2-3 packs) for balanced, rich coverage
• Thick Hair or Maximum Volume: 150-250g (3-5 packs) for full, luxurious results

Best Practice: Most stylists use 3 packs for complete coverage and seamless blending.

At Christian Michael Hair Extensions, every weft is carefully handcrafted rather than machine-made. Because each piece is assembled by hand, slight variations in width may occur, and some wefts may measure wider than 11 inches. While we strive for consistency in every product we create, our top priority is ensuring that you receive the full 50 grams of hair in each weft. These natural variations are a reflection of the craftsmanship and attention to detail that go into every hand-crafted extension we produce.

Love this warm tone? Also try our Caramel Dreams tape wefts for lighter warmth or Irish Cream tape wefts for similar depth. Browse our complete Tape Wefts by Tiff collection for all shades.

Master your extension installs with the Christian Michael Weft Master Class — learn signature CM techniques, get step-by-step educator guidance, and deliver stunning transformations.