Эрнест Сетон-Томпсон

Мустанг-иноходец (сборник)


Скачать книгу

предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

      Примечания

      1

      Домино́ – здесь: карнавальный костюм с маской.

      2

      За́ступ – лопата.

      3

      Ми́ля – единица длины, равная 1609,34 метра.

      4

      Це́рбер – в греческих мифах – чудовищный пёс, охраняющий вход в царство мёртвых.

      5

      Стремни́на – место в реке с особенно бурным и быстрым течением.

      6

      Бобро́вая струя́ – ароматическое вещество, вырабатывается в особых железах бобров.

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