МАК (метафорические ассоциативные карты). Анастасия Колендо-Смирнова. Читать онлайн. Newlib. NEWLIB.NET

Автор: Анастасия Колендо-Смирнова
Издательство: ЛитРес: Самиздат
Серия:
Жанр произведения: Общая психология
Год издания: 2020
isbn: 978-5-532-98382-3
Скачать книгу
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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