Данный метод называется – "Матрица судьбы" (души, 22 энергии, 22 аркана). Вариантов много, суть одна.
Матрица судьбы – это метод самопознания человека. Он позволяет узнать заложенные при рождении таланты человека, черты характера, родовые программы. Метод основан на 22 высших арканах Таро. В целом, данный метод позволяет понять абсолютно все сферы Вашей жизни и заложенные родовые сценарии, карму и силу рода.
Автор этого метода Наталья Ладини. Разработала она его в 2006 году. В дальнейшем многие последователи стали добавлять что-то свое, изменяя и дополняя метод. Система матрицы судьбы позволяет понять не только текущую ситуацию в жизни, но и увидеть и понять, какие действия в настоящем и к каким последствиям в будущем приведут. Энергии матрицы в течение жизни остаются неизменны. Это цифровой код человека, как ДНК. Изучив свою матрицу единожды, вы будете знать какие энергии и на каких позициях дадут вам нужный ресурс, приведут к желаемому результату.
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)
Графически это символ октаграмма – восьмиконечная звезда, которая часто встречается орнаментом в религиозных храмах, упоминается в Каббале и является символом единства и гармонии. Это также единственный символ, который признала православная церковь. Восьмиугольная звезда или октаграмма символизирует связь Духовного и Материального, Человека и Бога (Вселенной), мужского и женского начала, единство и гармонию. Этот символ можно встретить во многих культурах, в гербах стран, а также в религиозных учреждениях (храмах, церквях, мечетях и т.д.).
Арканы таро, которые используются в методе – относятся к познавательной системе. Это тайные знаки, запечатленные в картинках, несущие глубинный смысл и поняв их, можно проследить путь души. 22 Старших арканах – как символ высшей точки, переход на следующий уровень, либо полное обнуление.
В методе используется всего 22 энергии. Поэтому, если человек рожден 23 или 30 числа, вы складываете цифры:
2+3 = 5 энергия.
2+4 = 6 энергия.
2+5 = 7 энергия.
3+0 = 3 энергия.
и т д.
В этой книге мы не будем углубляться во все программы и ключи. Нас будут интересовать только базовые личные энергии, то есть энергии личностного квадрата.