В предыдущей книге мы разделили реальность на четыре зоны – зону пустотных пространственных форм, зону Матриц, зону Узоров и зону пустотных временных форм. Понятно, что это деление связано с четырьмя точками, в которых нам приходится преодолевать сопротивление мира и с четырьмя ключами, позволяющими нам сделать это – об этом мы говорили. Но это не просто ключи и точки – за каждой из них стоит целый мир. Поэтому стоит рассмотреть происходящее в них более подробно.
Сначала вернемся к схеме, которую мы рассматривали в прошлой рассылке:
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Весь проявленный мир делится на четыре главных сектора. Верхний правый сектор соткан из темной материи, образующей то Пространство, в котором мы и существуем. Он же является и «областью пустотных пространственных форм», в которой существуют все «образы», формирующую нашу Картину Мира. Вернее так: темная материя может существовать в двух формах – в «холодной» и «горячей». Первая форма является тем, из чего сотканы образы Картины Мира, а вторая наполняет собой Пространство, разделяющее эти образы. При этом обе формы могут переходить друг в друга. Поэтому мы можем растворить какой-то из образов, стерев его из своей Картины Мира – в этом случае расширяется пространство Картины Мира и наша власть над ним. Вспомните, насколько СВОБОДНЕЙ мы себя чувствуем, если нам удается стереть или хотя бы ослабить образ какого-то врага или какой-то проблемы – в таких случаях действительно возникает ощущение прикосновения к Бесконечности. И это ощущение нас не обманывает – Бесконечность как раз и образована горячей темной материей, которая по современным научным представлениям может существовать в форме потока нейтрино, движущихся с околосветовыми скоростями. Если вспомнить то, что мы говорили о нейтрино как о форме существования Изначальной Силы, то можно сказать, что горячая темная материя является первой проекцией Изначальной Силы на Левую сторону мира, а холодная темная материя становится её второй проекцией.
Сразу же сниму один возможный вопрос – я говорю о Левой стороне, а на схеме этот сектор отображен справа. Меня много раз спрашивали о причинах такого несоответствия. Дело в особенностях моего индивидуального восприятия – я воспринимаю схемы и рисунки так, как если бы я смотрел изнутри них, особенно если речь идет о «глобальных схемах». Поэтому правая сторона является левой стороной и наоборот. Учитывайте это и тогда никаких проблем с восприятием данных схем не будет.
Нижний правый сектор соткан из барионной материи, образующей все видимые и ощущаемые объекты нашего мира. То есть все объекты, которые мы считаем материальными в привычном смысле этого слова. Он же является «областью Матриц» или проекцией нашей точки Действия на внешний мир. Понятно, что между этими секторами есть связь, которую мы уже подробно рассматривали – именно «пустотные образы» являются причиной существования «материальных форм», вернее, они представляют собой единое целое. В прошлой рассылке мы говорили, что наше существование в Пространстве определяется амплитудой, частой и гармонией горизонтальных вибраций, равно как и наше существование во Времени определяется амплитудой, частотой и гармонией вертикальных вибраций. Но любая вибрация является синусоидой, которая в упрощенной форме выглядит так:
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Несложно заметить, что синусоида отображает движение не одной, а двух волн, существующих в промежутках друг друга. В нашем случае волна, заполненная коричневым цветом, отображает существование барионного (материального) мира и возможность его проникновения в «пустотный мир». Волна, заполненная желтым цветом, отображает обратный процесс – проникновение «пустотных образов» в материальный мир и непосредственное воздействие на него. Подробнее мы поговорим об этом позже, пока же стоит обратить внимание на один известный факт: масса темной материи более чем в пять раз больше массы барионной материи. А это значит, что из одного «пустотного» образа Мира мы можем дотянуться как минимум до 5 барионных (материальных) миров. То есть путешествия между мирами не только не противоречат законам Вселенной, но, наоборот, являются следствием этих законов.
Обратимся к левому верхнему сектору – он, соответственно, соткан из Темной энергии, о которой мы свое время тоже много говорили. Существование подобной субстанции подтверждается ускорением скорости расширения Вселенной, а не в её ожидаемом замедлении, то есть нарушением закона Хаббла. Но какого-то понимания сути данной субстанции в современной науке нет – под ней подразумевается неизменная и меняющаяся энергетическая плотность пространства и так далее, то есть существование темной материи пытаются объяснить с точки зрения пространственных характеристик. Мы знаем, что это невозможно – в проявленном мире Пространство и Время не пересекаются, а темная энергия и есть форма существования ВРЕМЕНИ. Здесь все, как и Левой стороне – есть «горячая темная энергия», являющаяся отображением «горячей темной материи» и образующая «нулевое» Время Вселенной. Именно эта форма Времени и определяет ускорение расширения Вселенной – вихрь «нулевого» Времени как раз и превращает Пространство в Бесконечность, заставляя его расширяться с возрастающей скоростью. К слову скажу, что ускоряющееся расширение Пространства должно сопровождаться ускоряющимся замедлением «внешнего Времени», в котором существуют все «временные волны» и сотканные из них сценарии, поэтому с точки зрения находящихся в них ток Времени ускоряется.
В какой-то мере это нам знакомо – когда мы были маленькими, маленьким был и наш мир, зато каждый день становился почти Вечностью. А по мере расширения границ этого мира, наше внутреннее время постоянно ускорялось – так, что прожитые дни сливались в одно почти неразличимое целое. Да и сейчас стоит нам столкнуться с неожиданным расширением Пространства, связанным, например, с возникновением проблемы, которая нам раньше была невидимой, и мы как бы стразу же начинаем суетиться, следуя ускорившемуся току «внутреннего времени». И наоборот, если мы решим проблему, сузим границы своей территории до привычных пределов, и течение времени сразу же замедляется – иногда настолько, что мы действительно соприкасаемся с Вечностью
Внутреннее время связано с существованием холодной темной энергии – оборотной стороной холодной темной материи, образующей время «сценариев» – устойчивых временных структур, существующих в «нулевом Времени Вселенной». Связь сценариев и образов почти очевидна. Если, например, начать думать о работе, то сразу же в голове всплывает набор образов, связанных с этим сценарием – рабочий кабинет, начальник или заказчик, документы, компьютер, деньги и так далее. Стоит убрать один из ключевых образов и сценарий сразу же рассыпается – уберите из сценария работы образ денег, и в большинстве случаев думать о работе вам не захочется, вернее, такие мысли покажутся вам глупыми. Настолько же глупыми, как перспектива работать изо всех сил, ничего не получая взамен. Так и в других случаях: можно с удовольствием думать о свидании с любимым человеком, но замените его образ на образ человека, который вам совсем не нравится и эти мысли не только покажутся вам абсурдными – вы просто не сможете прокручивать соответствующий сценарий в своем сознании.