ФЭНШУЙ ДЛЯ ЧАЙНИКОВ. ЗАОЧНЫЙ КУРС ПО ФЭНШУЙ ДЛЯ НАЧИНАЮЩИХ от консультанта МФФШ Татьяны Кудрявцевой

Группа "В Контакте"

ФЭНШУЙ ДЛЯ ЧАЙНИКОВ

Дорогие друзья

Рада предложить вам свой авторский заочный курс по фэншуй для начинающих.

Курс составлен с учетом моего многолетнего практического опыта консультирования по фэншуй и насчитывает 171 страницу печатного текста с рисунками.

Он будет полезен как для тех, кто собирается заниматься фэншуй, так и просто для интересующихся, а также тех, кто хочет избежать каких-то явных ошибок при выборе квартиры и расстановке в ней мебели.

Курс познакомит вас со Школой Форм фэншуй и Школой Ба Чжай, с помощью которой вы сможете выбирать для себя благоприятные места и направление в своем окружении.

Также будет показано влияние негативных объектов на ваш дом и принципы коррекции этого влияния.

В практической части будут очень подробно разобраны примеры расстановки мебели в однокомнатной, двухкомнатной и трехкомнатной квартире с учетом людей, проживающих там.

В курсе пошагово рассмотрено, как найти наиболее подходящую для вас квартиру, и даны подробные советы, как сделать корректировку в той квартире, где вы живете.

На самом деле, описанные примеры, подходят как для квартир, так и для домов, поскольку основные принципы коррекции можно использовать в обоих случаях.

Также вам будут предложены вопросы для самостоятельной работы.

Содержание курса:

Предисловие
Немного о том, что такое фэншуй
История
Понятие ци
Три вида удачи
Как фэншуй попал в Европу
Инь-Ян, символ Тай Чи
Энергия ци, пять элементов: их качество и взаимодействие. Триграммы
Благоприятные направления. Система восьми дворцов (Школа Ба Чжай)
Число Гуа. Как его вычислить?
Подробнее о характеристиках благоприятных и неблагоприятных направлений
Как регулировать свою жизнь с помощью благоприятных направлений?
Еще немного о ци
Как выбрать дом
Основные принципы выбора жилья
Способы коррекции неблагоприятного окружения
Как выбрать наиболее удачную квартиру?
Выбор цвета и расстановка мебели в наиболее важных помещениях
Определение сторон света и разбивка квартиры на сектора
ПРАКТИЧЕСКАЯ ЧАСТЬ
Однокомнатная квартира. Примеры расстановки мебели и способы коррекции
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[/img]
Двухкомнатная квартира. Примеры расстановки мебели и способы коррекции
Трехкомнатная квартира. Примеры расстановки мебели и способы коррекции
Заключение

Очень надеюсь, что использование древнего искусства фэншуй для современной жизни поможет вам быть удачливыми, счастливыми и здоровыми!

За репост данной записи я с огромным удовольствием предоставлю вам скидку на курс.

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Татьяна Кудрявцева Знаток Сообщений: 2494 Карма: 6303.8 Регистрация: 17.12.2005	#1 21.10.2015 18:15:38 Группа "В Контакте" ФЭНШУЙ ДЛЯ ЧАЙНИКОВ Дорогие друзья Рада предложить вам свой авторский заочный курс по фэншуй для начинающих. Курс составлен с учетом моего многолетнего практического опыта консультирования по фэншуй и насчитывает 171 страницу печатного текста с рисунками. Он будет полезен как для тех, кто собирается заниматься фэншуй, так и просто для интересующихся, а также тех, кто хочет избежать каких-то явных ошибок при выборе квартиры и расстановке в ней мебели. Курс познакомит вас со Школой Форм фэншуй и Школой Ба Чжай, с помощью которой вы сможете выбирать для себя благоприятные места и направление в своем окружении. Также будет показано влияние негативных объектов на ваш дом и принципы коррекции этого влияния. В практической части будут очень подробно разобраны примеры расстановки мебели в однокомнатной, двухкомнатной и трехкомнатной квартире с учетом людей, проживающих там. В курсе пошагово рассмотрено, как найти наиболее подходящую для вас квартиру, и даны подробные советы, как сделать корректировку в той квартире, где вы живете. На самом деле, описанные примеры, подходят как для квартир, так и для домов, поскольку основные принципы коррекции можно использовать в обоих случаях. Также вам будут предложены вопросы для самостоятельной работы. Содержание курса: Предисловие Немного о том, что такое фэншуй История Понятие ци Три вида удачи Как фэншуй попал в Европу Инь-Ян, символ Тай Чи Энергия ци, пять элементов: их качество и взаимодействие. Триграммы Благоприятные направления. Система восьми дворцов (Школа Ба Чжай) Число Гуа. Как его вычислить? Подробнее о характеристиках благоприятных и неблагоприятных направлений Как регулировать свою жизнь с помощью благоприятных направлений? Еще немного о ци Как выбрать дом Основные принципы выбора жилья Способы коррекции неблагоприятного окружения Как выбрать наиболее удачную квартиру? Выбор цвета и расстановка мебели в наиболее важных помещениях Определение сторон света и разбивка квартиры на сектора ПРАКТИЧЕСКАЯ ЧАСТЬ Однокомнатная квартира. Примеры расстановки мебели и способы коррекции 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[/img] Двухкомнатная квартира. Примеры расстановки мебели и способы коррекции Трехкомнатная квартира. Примеры расстановки мебели и способы коррекции Заключение Очень надеюсь, что использование древнего искусства фэншуй для современной жизни поможет вам быть удачливыми, счастливыми и здоровыми! За репост данной записи я с огромным удовольствием предоставлю вам скидку на курс. Изменено: Татьяна Кудрявцева - 28.01.2016 19:04:45 За понравившийся ответ вы можете отблагодарить меня с помощью кнопки "Да", или опции "Поблагодарить". Подписывайтесь на мою группу В Контакте https://vk.com/fshui
Татьяна Кудрявцева Знаток Сообщений: 2494 Карма: 6303.8 Регистрация: 17.12.2005
	Была ли полезна информация, результат опроса: да - 0, отчасти - 0, нет - 2

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