Магическое растениеводство средней полосы. Теория. Юлия Шеверина

Читать онлайн.
Название Магическое растениеводство средней полосы. Теория
Автор произведения Юлия Шеверина
Жанр
Серия
Издательство
Год выпуска 2024
isbn



Скачать книгу

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.

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