Переехать нельзя остаться. Как принять решение о переезде и пройти это испытание с минимальными потерями. Екатерина Шеломенцева
Чтение книги онлайн.

Читать онлайн книгу Переехать нельзя остаться. Как принять решение о переезде и пройти это испытание с минимальными потерями - Екатерина Шеломенцева страница 6

СКАЧАТЬ фрагмента.

      Текст 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

      Команда КВН «Уральские пельмени».

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 СКАЧАТЬ