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Sling with Geometric Design

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Bookmark: http://triarte.brynmawr.edu/objects-1/info/152693



unknown Peruvian
Primary



Sling with Geometric Design



Camelid fiber

68 1/8 in. x 1 3/4 in. x 3/8 in. (173 cm x 4.5 cm x 1 cm)

Bryn Mawr College
Accession Number: 2000.3.111
Geography: South America, Peru, Andes
Classification: Tools and Equipment; Weapons; Accessories
Collection: Ward M. Canaday Collection

Keywords Click a term to view the records with the same keyword
This object has the following keywords:
  • braiding - Technique in which strands of pliable material, often three or four strands, are intertwined so as to form a plait, band, or rope. An example is in textile work, where flat over-and-under oblique interlacing is achieved using the undifferentiated elements of a single set of strands, characterized by the oblique crossings of the elements and their common directional trend. Other examples include in the making of leather items, basketmaking, and in styling of hair.
  • geometric patterns
  • Peruvian - Of or belonging to the nation of Peru or its people.
  • slings - Throwing weapons consisting basically of a strap of leather, fabric, or similar flexible material, widening into a pouch at the center to hold the projectile. They are held by the two ends and swung round rapidly, then one end is released to hurl the projectile.
  • textiles - General term for carpets, fabrics, costume, or other works made of textile materials, which are natural or synthetic fibers created by weaving, felting, knotting, twining, or otherwise processing. For works of art or high craft that employ textile as a medium, prefer "textile art (visual works)."

Additional Images Click an image to view a larger version
Additional Image 2000.3.111_BMC_a.pdf
2000.3.111_BMC_a.pdf
Additional Image 2000.3.111_BMC_f.jpg
2000.3.111_BMC_f.jpg

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If you would like to cite this object in a Wikipedia article please use the following template:

<ref name=BMC>cite web |url=http://triarte.brynmawr.edu/objects-1/info/152693 |title=Sling with Geometric Design |author=Bryn Mawr College Library Special Collections |accessdate=12/7/2022 |publisher=Bryn Mawr College</ref>

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