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  2. List of jewellery types - Wikipedia

    en.wikipedia.org/wiki/List_of_jewellery_types

    Medical alert jewelry; Membership pin; Military dog tags; Pledge pins; Prayer jewelry Japa malas; Prayer beads; Prayer rope; Rosary beads; Puzzle jewelry. Puzzle ring; Signet ring; Thumb ring; Gemstone Jewelry

  3. Beadwork - Wikipedia

    en.wikipedia.org/wiki/Beadwork

    At the beginning of the 20th century embroidery workshops were created on the territory of Galicia and Bukovyna, where, along with weaving and embroidery, jewelry from beads was made. Contemporary beadwork includes: beaded clothing, collars, bracelets, necklaces, clothing accessories like handbags and purses. [16] [17] [18] [19]

  4. Kandi bracelet - Wikipedia

    en.wikipedia.org/wiki/Kandi_bracelet

    A kandi bracelet is a type of bracelet made usually out of pony beads, and is a popular type of attire in scene or rave culture, particularly kandi culture. Kandi bracelets are traditionally handcrafted, and some view store-bought kandi bracelets as diminishing their meaning of 'unity'. [1] They are frequently made with rainbow or lettered ...

  5. Bracelet - Wikipedia

    en.wikipedia.org/wiki/Bracelet

    When it is worn around the ankle it is called an ankle bracelet or anklet. A boot bracelet is used to decorate boots. Bracelets can be manufactured from metal, leather, cloth, plastic, bead or other materials, and jewelry bracelets sometimes contain jewels, rocks, wood, shells, crystals, metal, or plastic hoops, pearls and many more materials.

  6. Friendship bracelet - Wikipedia

    en.wikipedia.org/wiki/Friendship_bracelet

    The number of possible patterns is extremely large. Only the most well known and most commonly used ones have names. These names vary slightly depending on location. Alpha bracelets - knots are tied horizontally instead of diagonally, allowing for the creation of letters and symbols Name/word bracelets; Rag rug

  7. Necklace (combinatorics) - Wikipedia

    en.wikipedia.org/wiki/Necklace_(combinatorics)

    Possible patterns of bracelets of length n corresponding to the k-th integer partition (set partitions up to rotation and reflection)For a given set of n beads, all distinct, the number of distinct necklaces made from these beads, counting rotated necklaces as the same, is ⁠ n! / n ⁠ = (n − 1)!.

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