Мамочка, пожалуйста…Семейные расстановки – метод Берта Хеллингера. Источник любви: Теория и практика «семейных расстановок». Свагито Р. Либермайстер. Читать онлайн. Newlib. NEWLIB.NET

Автор: Свагито Р. Либермайстер
Издательство: ИГ "Весь"
Серия:
Жанр произведения:
Год издания: 2023
isbn: 9785944451712
Скачать книгу
достойный человек.

      Конец ознакомительного 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.

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