Регистрация
Поделиться :

Последние темы

Мы в соц сетях!




Подпишись!



Переводчик
ПОМОЩЬ ФОРУМУ
Yandex Money
410013448906233
Маг.рабочие дни









  • 5 Зарегистрированных пользователи



Техника использования рун в астрологии

Техника использования рун в астрологии


ФОРУМ» АСТРОЛОГИЯ» Разное» Техника использования рун в астрологии

Техника использования рун в астрологии

Сообщение Астильба » 01 июн 2019 09:52

Техника использования рун в астрологии



Описание.



Техника построена на соотнесении рун и половин астрологических знаков Зодиака. Эти соответствия приведены в таблице 1, как они давались астрологом первоначально.Второй вариант такого соответствия представлен в таблице.



[img]file:///C:/Users/2824~1/AppData/Local/Temp/enhtmlclip/Image.png[/img][img]data:image/png;base64,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[/img]



В зависимости от преобладания в настоящий момент тех или иных энергий, неважно, выраженных ли расположением планет, “руной дня” или картами Таро, и преследуемой цели выбирается необходимая конфигурация астрологических аспектов. В соответствии с фигурой подбирается комбинация рун.



Опять же необходимо заметить, что полного соответствия (как оно приведено в таблицах) нет, поэтому целесообразно просмотреть схему действия модели полученных рун.



Эта техника не заменяет подбор рун для специфичной цели, делая его несколько техничным, а, скорее, облегчает поиск.



Применение.



Данная, хоть и использует руны, является все-таки более привычной для астрологов, поскольку использует астрологические аспекты для достижения результата. Более того, сам подход по сути является астрологическим, так как апеллирует Зодиаку, аспектам и планетарным влияниям.



Технику можно использовать для коррекции и проработки натальной карты и для коррекции транзитной ситуации.



Натальная карта, она же – гороскоп, это расположение планет в момент рождения человека. Гороскоп разносторонне характеризует человека, его склонности, способности и слабые места. Проработка натальной карты подразумевает эффективное развитие способностей и коррекционную работу над слабыми местами. Например, в карте есть показатели лени и безответственности. Именно с этими качествами человеку предстоит работать в первую очередь, вводя их в разумные рамки, и только после такой работы положительные качества могут перейти на новый уровень.



Существует несколько подходов к такой коррекции. Поскольку “задавливать” уже существующие показатели бесполезно, работать с ними нужно по-другому. Например, создавая баланс, добавляя человеку еще одну точку, уравновешивающую имеющиеся качества. Баланс создается чисто конфигурационно, то есть “уравновешивающая” точка должна находиться на зодиакальном круге строго напротив той, которую мы хотим уравновесить. Скажем, лень, проходящая по планете в первой половине Рыб, уравновешиваем упорядоченностью, проходящей под первой половиной Девы (см. рисунок).Используем руны и получается, что человек получает в свое распоряжение не только уже имеющуюся у него лень, но и уравновешивающий фактор, что положительно влияет на проработку им своей карты.



Для коррекции транзитной ситуации накладываем карту транзита на натальную и находим точки напряжения. Или вообще – любые точки, которые мы желаем скорректировать. Привнесением новых энергий мы можем изменить ситуацию желаемым образом.

Например, необходимо усилить влияние энергий для родившегося в первой половине знака Рака, чтобы помочь в полной мере развить заложенный потенциал. Соответствующая этому периоду руна – Лагуз. Для усиления действия (внутренней направленности действия) используем астрологический аспект трин. В итоге, получаем еще две руны: Отал и Иса. Итак, ряд выглядит следующим образом: Лагуз, Отал, Иса.



Для того, что бы понять, как же работать с этой техникой, стоит кратко охарактеризовать аспекты:



Соединение (0). Усиление влияния, часто благотворное воздействие.



Оппозиция (180). Привнесение напряжения, разногласия. Баланс, равновесие



Трин (120). Преимущества и легкость. Защита, удача.



Квадрат (90). Возникновение преград, порождение трудностей. Конфликт.



Секстиль (60). Хорошие возможности, требующие приложения сил.



Теперь можно понять, как действовать. У нас есть точка на зодиакальном круге, соотносимая с интересующим нас влиянием. Если мы хотим пассивной защиты – возьмем руны, находящиеся в трине от нашей точки. Если требуется развитие – секстиль. Баланс и напряжение – оппозиция и т.д. Можно использовать и конфигурации аспектов – например, уже имеющуюся оппозицию гармонизировать с помощью трина и секстиля (180 = 60+120). Два дополнительных аспекта сойдутся в одной точке, соответствующую руну мы включаем в талисман вместе с двумя изначальными.



Для работы с натальной картой предполагается длительное ношение талисмана, для коррекции транзитной ситуации – ношение на протяжении, собственно, ситуации.
Hoc volo, sic jubeo , set pro racione voluntas
Аватара пользователя
Астильба
 
Автор темы
Сообщения: 7028
Зарегистрирован: 04 фев 2018 22:42
Откуда: Вселенная
Skype: galina.kior

Вернуться в Разное

Кто сейчас на конференции

Сейчас этот форум просматривают: 1 и гости: 0