Идея композита, или композитной карты, основана на понятии средней точки, то есть точки эклиптики, расположенной посередине между двумя интересующими нас элементами гороскопа. Средние точки – это отдельное, интересное и очень ценное направление астрологического анализа; им одним можно было бы посвятить целую книгу. Суть в том, что в средней точке изучаемые нами два элемента гороскопа как бы встречаются, соединяются, получается некий сплав, сохраняющий связь с обоими исходными элементами.
Композит – это астрологическая карта, в которой каждая из планет является средней точкой соответствующих планет партнеров. Например, если у одного партнера Венера находится в 10 градусах Овна, а у другого – в 10 градусах Тельца, то в композите, построенном для этих людей, Венера будет находиться точно посередине, в 25 градусах Овна. Аналогично определяется положение Солнца композита – это средняя точка между Солнцами партнеров, Луна композита – средняя точка между их Лунами и так далее. Все как будто просто. Однако не спешите, скоро я расскажу вам о методических сложностях, которые могут возникнуть при построении композита. Я, конечно, мог бы предложить вам просто строить композиты с помощью компьютерной программы, а затем показать, как подходить к их интерпретации, но считаю, что именно в этом методе, для того чтобы компетентно его применять, важно знать нюансы.
В принципе, композит можно построить для более чем двух партнеров. Потенциально возможен композит для семьи или для целой команды. Можно также, принимая на работу нового сотрудника, посмотреть, насколько удачно его натальная карта сочетается с композитом коллектива, в котором ему предстоит работать. По крайней мере так утверждают американские астрологи, благодаря которым метод композитной карты распространился по миру. Но есть и другое мнение. О нем я тоже расскажу.
Известный американский астролог Роберт Хэнд написал о методе композита объемистое руководство «Планеты в композите. Анализируем человеческие взаимоотношения» (Robert Hand, Planets in Composite. Analyzing Human Relationships), и он довольно высокого мнения об этом методе. Хэнд пишет, что во многих случаях, взяв карты совершенно незнакомой пары и построив композитную карту, он имел возможность описать наиболее интимные детали взаимоотношений партнеров и не только понять, как складываются их повседневные отношения, но также детально описать важные события их совместной жизни.
Хэнд также пишет, что, имея дело с композитными картами, он практически не встречался с двусмысленностью, присущей методам традиционной синастрии. Позитивные, творческие взаимоотношения видны в этих картах совершенно ясно, и они легко отличимы от взаимоотношений трудных, проблематичных. Что касается трудностей в отношениях, композит позволяет понять их природу и дать партнерам полезный и действенный совет, как решить проблему.
Роб Хэнд также утверждает, что во многих случаях, когда казалось, что взаимоотношения не имеют смысла, если анализировать синастрию с точки зрения классического подхода, они становились совершенно ясными и понятными при использовании метода композита. Возможно, дело заключается в том, приходит к выводу Хэнд, что композит позволяет увидеть то неуловимое целое, что возникает в союзе двух партнеров, но при этом отличается от каждого из них. Именно благодаря этому третьему фактору вроде бы бессмысленный и нелогичный союз вдруг может стать счастливым, как бы высвечивая те стороны личности партнеров, которые раньше были не очевидны.
Методические проблемы композита
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)
Итак, метод композитной карты неплохо зарекомендовал себя в опыте именитых астрологов. Однако не все в нем так просто. Начнем с того, что на круге (а эклиптика, вдоль которой движутся планеты, есть круг) средних точек получается всегда две. Ведь можно разделить пополам кратчайшую дугу между двумя планетами, а можно и вторую, более длинную часть круга. В приведенном примере с Венерами партнеров в 10 градусах Овна и Тельца, середина кратчайшей дуги попадает в 25-й градус Овна, но между этими планетами есть и другая средняя точка, в 25-й градус Весов. Хэнд пишет, что, согласно «рабочей гипотезе», на которой основан метод композита, при небольшом угловом расстоянии между планетами средняя точка кратчайшего расстояния между ними считается более сильной – и именно ее мы используем при построении композитной карты[1]. Однако если планеты, для которых мы получаем композитную версию, отстоят друг от друга более чем на 150 градусов, то ближняя и дальняя точки будут примерно одинаковой силы и их обе следует принять во внимание. Именно так утверждает Роберт Хэнд – тот, кого можно считать одним из крестных отцов распространения метода композита на Западе.
Что же получается, если Венеры партнеров отстоят друг от друга на 151 градус, то в композитной карте у нас будет две Венеры? Возможно, одна из них в Тельце, другая – в Скорпионе? Одна – в 1-м доме, другая – в 7-м?
Непонятно. Но на этом непонятности не заканчиваются.
Особенности движения планет таковы, что Солнце, Меркурий и Венера всегда движутся тесной группой, не удаляясь друг от друга на значительное расстояние. Однако их композитные версии вполне могут образовывать оппозиции друг к другу, то есть оказываются на противоположных сторонах эклиптики. В природе такого не бывает, и астролог оказывается перед выбором: то ли оставить это невероятное расположение как есть, то ли использовать для одной из планет ее дальнюю среднюю точку – и таким образом восстановить подобие космического порядка. Но для какой из планет следует сделать исключение? Снова непонятно.