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package contains 20 pieces of spiral hair pins, which is a tool for hair styling; No matter how many spiral hairpins you use in the hairpin process, a sufficient number is enough to meet your needs; The size of the hairpin is approximately 1.97 inches\/ 5 cm  Spiral hair accessories: the spiral design hair accessories can better curl your hair, this design makes it easier to hold your hair when curling your hair, not easy to loose, and you can easily have your own hairstyle; Simply rotate the hairpin clockwise into the hair, and then rotate the hairpin counterclockwise to release the hair  Round head design: the top of the spiral hairpins are designed with a round head, which will not harm your hair and scalp, will not produce a tingling sensation and are friendly to the skin  Durable and reliable: the spiral hair clips are made of alloy metal, so they are durable and not easily damaged; The surface adopts electroplating technology, so it is not easy to fade and can be applied for a long time  Wide range of usages: the black spiral hairpins set is an ideal set of hair coiling tools; It is suitable for many occasions, such as daily life, work occasions, school activities, dance parties, concerts, performance stages, appointments, picnics, outings, etc.; You can use it anytime, anywhere to complete beautiful haircuts  Adult and Child all can use(Unisex),as family gift for kids and adults for christmas.\u003cbr\u003e  Adequate for your requirement: the package contains 20 pieces of spiral hair pins, which is a tool for hair styling; No matter how many spiral hairpins you use in the hairpin process, a sufficient number is enough to meet your needs; The size of the hairpin is approximately 1.97 inches\/ 5 cm  Spiral hair accessories: the spiral design hair accessories can better curl your hair, this design makes it easier to hold your hair when curling your hair, not easy to loose, and you can easily have your own hairstyle; Simply rotate the hairpin clockwise into the 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