Мировая экономика. О. В. Корниенко

Читать онлайн.
Название Мировая экономика
Автор произведения О. В. Корниенко
Жанр Экономика
Серия Завтра экзамен!
Издательство Экономика
Год выпуска 2009
isbn 978-5-388-00587-8



Скачать книгу

«Красный карлик» (Red Dwarf). 1 долларо-фунт = 100 пенницентам (penny-cents; рф).

      20

      http://www.cia.gov/cia/publications/factbook/fields/2056.html.

      21

      Составлено по материалам газеты «Новые известия» (http://www.newizv. ru/news/2005-08-23/30289).

      22

      Составлено по материалам сайта: http://worlddebt.ru.

      23

      См.: Родионова И. А. Экономическая география. – М.: Экзамен, 2003. Т. 1. С. 120.

      24

      См.: Экономическая, социальная и политическая география мира. Регионы и страны. – М.: Гардарики, 2003. С. 94.

      25

      Составлено по материалам официального сайта энергетической статистики правительства США (http://www.eia.doe.gov).

      26

      Составлено по материалам официальной статистики правительства США (www.eia.doe.gov/cneaf/electricity/epa/figes2.html).

      27

      Графики составлены по материалам сайта http://www.worldsteel.org.

      28

      См.: Родионова И. А. Экономическая география. – М.: Экзамен, 2003. Т. 2. С. 86.

      29

      См.: Соболев Г. В. Итоги развития мебельной промышленности России в 2000 году // Мебельщик. 2001. № 2. С. 6.

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