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2. Swarovski - Wikipedia

   en.wikipedia.org/wiki/Swarovski

   Swarovski (/ s w ɒ ˈ r ɒ f s k i /, German: [svaˈrɔfski] ⓘ) is an Austrian producer of glass based in Wattens in the Tyrol.It was founded in 1895 by Daniel Swarovski.. The company is split into three major industry areas: the Swarovski Crystal Business, which primarily produces crystal glass, jewelry, rhinestone, watches and accessories; Swarovski Optik, which produces optical ...

3. Swarovski Optik - Wikipedia

   en.wikipedia.org/wiki/Swarovski_Optik

   SWAROVSKI OPTIK, headquartered in Absam, Tyrol, Austria is part of the Swarovski group of companies. Founded in 1949, the Austrian company specialises in the development and manufacturing of long-range optical instruments in the premium segment of the market, including binoculars, telescopes (spotting scopes), rifle scopes, range finders and night sight devices.

4. Swarovski Kristallwelten - Wikipedia

   en.wikipedia.org/wiki/Swarovski_Kristallwelten

   The Swarovski company was founded by Daniel Swarovski in 1895. One century later, multimedia artist Andre Heller was commissioned to design the museum with 14 chambers of wonder in the form of a giant to celebrate the 100th anniversary of D. Swarovski KG. After the initial opening in 1995, further expansion and renovation projects followed in ...

5. Nadja Swarovski - Wikipedia

   en.wikipedia.org/wiki/Nadja_Swarovski

   Nadja Lyn Swarovski (born 5 May 1970) is an Austrian-American businesswoman. She joined the Swarovski family company in 1995, 100 years after it was founded by her great-great-grandfather Daniel Swarovski in 1895 in Wattens, Austria. [2]

6. Jewellery - Wikipedia

   en.wikipedia.org/wiki/Jewellery

   Jewellery (or jewelry in American English) consists of decorative items worn for personal adornment such as brooches, rings, necklaces, earrings, pendants, bracelets, and cufflinks. Jewellery may be attached to the body or the clothes. From a western perspective, the term is restricted to durable ornaments, excluding flowers for example.

7. Necklace (combinatorics) - Wikipedia

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

   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)!. This is because the beads can be linearly ordered in n ! ways, and the n circular shifts of such an ordering all give the same necklace.