Культура вязания. Джоан Тёрни

B. In the Web of Superstition: Myths and Folktales About Nets // Fiberarts. 1982. May/June. Рр. 30-31.

      181

      Вальтер Беньямин, цит. по: Wright P. On Living in an Old Country. Verso, 1985. Р. 1.

      182

      Примеры см.: Cynthia Gravelle Le Count. Andean Folk Knitting: Traditions and Techniques from Peru and Bolivia. St Paul, MN: Dos Tejedoras, 1990. Рр. 1-4; Carol Rasmussen Noble. Peruvian Maquitos: Colourful Sleeves Knit Traditions Together // Piecework. 1995. January/February. Рр. 43-47.

      183

      Gibson-Roberts P. A. Salish Indian Sweaters: A Pacific Northwest Tradition. St Paul, MN: Dos Tejedoras, 1998. Р. 14.

      184

      Britton Barnes G. Amish Wedding Stockings of the Nineteenth Century // Piecework. 1997. March/April. Рр. 25-27.

      185

      Strawn Bailey S. Knitting in the Amanas // Piecework. 1997. September/October. Рр. 19-21.

      186

      Wright M. In Search of Cornish Guernseys and Knit-Frocks // Piecework. 1994. September/October. Рр. 70-71.

      187

      Lewis S. District of Ohio // Knitters. 1993. Spring. Рр. 34-36.

      188

      Martinson K. Knitters. 1993. Fall. Р. 10.

      189

      Christoffersson B. – M. Swedish Sweaters: New Designs from Historical Examples. Newtown, CT: The Taunton Press, 1990. Р. 9.

      190

      Ibid. Р. 9.

      191

      Samuel R. Theatres of Memory. London: Verso, 1994. Р. 85.

      192

      Цит. по: Lowenthal D. Ibid. Р. 201.

      193

      McDermott C. Made in Britain. Mitchell Beazley, 2002. Рр. 70-74; King H. B. Pringle of Scotland and the Hawick Knitwear Story. JJG Publishing, 2006.

      194

      Black S. Knitwear in Fashion. Thames and Hudson, 2002. Р. 12.

      195

      Veblen T. The Theory of the Leisure Class. Augustus M. Kelley, 1899.

      196

      McDermott C. Ibid. Р. 11.

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