The OPTIMAL BUFFING BLOCK is the ultimate accessory for
individuals who love to maintain their nails with precision and
ease. Designed for both manicures and pedicures, this innovative
nail buffer is compatible with artificial surfaces including
acrylics, gels, polygel, and dip powder. Crafted by a leading brand
in nail care, these buffing blocks provide a salon-quality finish
right in the comfort of your own home.
With its premium salon-quality build, this buffing block ensures
durability and strength...
Show more The OPTIMAL BUFFING BLOCK is the ultimate accessory for individuals who love to maintain their nails with precision and ease. Designed for both manicures and pedicures, this innovative nail buffer is compatible with artificial surfaces including acrylics, gels, polygel, and dip powder. Crafted by a leading brand in nail care, these buffing blocks provide a salon-quality finish right in the comfort of your own home.
With its premium salon-quality build, this buffing block ensures durability and strength far surpassing that of conventional buffers. Washable and long-lasting, it allows for repeated use, proving to be a great investment for your nail care routine. The versatility of the OPTIMAL BUFFING BLOCK makes it a must-have item for both enthusiasts and professionals alike.
With a dual grit design of 100/180, this buffer delivers the most comfortable scrubbing experience. The #100 grit is perfect for shortening and shaping artificial nails, whereas the #180 grit preps natural nails for polish application, ensuring a smoother finish.
Furthermore, this essential manicure tool significantly reduces the soaking time needed for acetone removal of dip powder, while effectively removing top coats, making it effortless to transition between different nail styles.
When it comes to at-home manicures, these buffers become an invaluable asset. Easy to use, they ensure that your polish or press-on nails last longer, providing a professional finish without the salon price tag. Elevate your nail care experience today with the OPTIMAL BUFFING BLOCK!
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