Автор: | Юлия Валерьевна Таратухина |
Издательство: | Высшая Школа Экономики (ВШЭ) |
Серия: | |
Жанр произведения: | Учебная литература |
Год издания: | 2019 |
isbn: | 978-5-7598-1875-5 |
id="i_001.png" content-type="image/png">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