Эротические рассказы

Кинцуги. Японское искусство превращать неудачи в победы. Кэндис КумайЧитать онлайн книгу.

Кинцуги. Японское искусство превращать неудачи в победы - Кэндис Кумай


Скачать книгу
(яп.).

      3

      Hapa (гав.) – человек со смешанным этническим наследием.

      4

      Умами – вкус высокобелковых веществ, выделяемый в самостоятельный, пятый вкус в Китае, Японии и других странах Дальнего Востока. (Прим. ред.)

      5

      Способствующих долголетию.

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
Скачать книгу
Яндекс.Метрика