В прошлых рассылках мы говорили о том, что в точке Рассудка мы можем выбирать «фотографии», то есть менять видимый мир. А в точке Мудрости наши мысли могут менять Узоры, по которым мы движемся или даже создавать новые Узоры. Все было сказано правильно, но есть одна маленькая деталь – те, кто пробовал достичь практических результатов, смогли убедиться в том, что здесь наши возможности являются очень ограниченными. То есть перейти в иной мир или кардинально изменить свою жизнь одним движением мысли сложнее, чем могло показаться. Понятно, что у нас недостаточно Силы и что её большая часть воплощена в существующих «фотографии» и «сценарии», создающих тот мир, в котором мы находимся сейчас, – об этом мы подробно говорили. Но иногда мы попадаем в нездешний мир – подобный опыт знаком очень многим. А иногда наши мысли точно воплощаются в реальности, меняя Узоры, так как нам нужно – с этим сталкивались, наверное, все мы. Раз такое иногда происходит, значит, дело не только в том, что у нас мало Силы – нехватка Силы является своего рода константой. Дело в другом – мы не знаем нужных алгоритмов Магии и Волшебства. Поэтому получаемые результаты оказываются довольно скромными.
Главная ошибка в том, что мы пытаемся действовать «по прямой», сверху вниз, движемся из точки Рассудка в точку Действия, а из точки Мудрости в точку Бытия. В принципе, это не ошибка – линии Шри-Янтры проходят именно так. Проблема в тех дырах в Картине Мира и в Описании Мира, о которых мы подробно говорили – пока они есть, вертикальные связи создать почти невозможно, или они оказываются слишком слабыми. Конечно, мы можем «материализовать» теневую структуру, например, создать шар между ладонями и подвесить его в воздухе, но не можем сделать это шар плотным, видимым и устойчивым. Можем изменить пустотный образ какого-то объекта и даже наложить этот образ на сам объект, но заметным образом объект при этом обычно не меняется. Хотя здесь есть один секрет, знание которого поможет нам в дальнейшем.
Попробуйте «материализовать» образ другого человека – пусть это будет тот, кто вам очень нравится. Какую-то призрачную фигуру вы, может быть, и получите, но она будет почти на грани несуществования – так, что вы сами будете сомневаться, видите её или нет.
Затем используйте образ этого человека в сексуальных фантазиях, то есть переместитесь в точку ощущений или желаний. Он сразу станет намного плотнее – вы сможете почти физически ощутить его присутствие. И удерживать виденье этого образа будет намного проще. Понятно, что могут быть использованы и другие желания – так же просто материализовать образ врага, которого мы хотим наказать и так далее. Но и здесь в большинстве случаев материализация оказывается недостаточной – человек, о котором мы думаем, не возникает рядом с нами в завершенной физической форме. По крайней мере, он не обретает способность к независимому существованию.
Теперь вспомните ситуации, в которых вы БОЯЛИСЬ, например, тех, кто живет в темноте. Страх исходит из точки Единственности – здесь мы знаем, что, если есть кто-то сильнее нас, он нас уничтожит. И вот наш Страх действительно может творить чудеса – вряд ли кто-то материализовывал «чудовищ» в полной мере, но вот ощущение того, что это возможно и даже неизбежно, знакомо каждому. Поэтому наш Страх так пугает нас – он страшен не сам по себе, а заключенной в нем силой, способной придать устойчивую материальную форму любому пугающему нас «пустотному образу».
То же самое и в обратном варианте. Когда мы действуем из обычного положения точки Рассудка, нам сложно материализовать видимый объект, то есть переместиться в точку Магии. Но мы можем без особых проблем создавать «теневые структуры», в том числе и те, которые может ощутить другой человек, то есть мы можем действовать в зоне точки Тени. И можем разрушать объекты видимого мира. Я сейчас говорю не только о «черной магии» – нанести кому-то вред действительно очень легко в том случае, если он слабее вас. Но даже известный всем нам опыт растворения облаков является примером воздействия такого рода – здесь мы тоже переходим в точку Разрушения. А когда мы действуем в этой точке, изменения мира становятся видимыми, то есть материальными в полном смысле этого слова.
Секрет в том, что здесь мы действуем «наискосок», через асимметричные точки:
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Когда мы действуем «по прямой», например, пытаемся наложить на объект какой-то образ или хотя бы просто изменить его месторасположение, созданная нами пространственная волна наталкивается на «дыру», в которой прерывается или ослабевает. Субъективно это ощущается как «невозможность», чувство, что «ничего не получится» – оно всегда присутствует при выполнении подобных техник. Вернее так: в «дыре» есть каналы, соответствующие шести выделенным ключевым точкам – каналы, по которым пространственные волны могут распространяться свободно. Но эти каналы узки, чтобы в них попасть, надо полностью настроиться на соответствующую точку. Если, например, мы ВЫБИРАЕМ вариант реальности, в котором кружка стоит не перед нами, а на другом конце стола, наш выбор должен быть окончательным, то есть мы должны быть УВЕРЕНЫ в том, что все так и есть. Понятно, что пока наша Картина Мира противоречива, а в её основе лежит постулат о неизменности мира, такая уверенность труднодостижима. Есть вариант – можно убедить другого человека в том, во что мы не готовы поверить сами, тогда его Вера даст нам УВЕРЕННОСТЬ и мир начнет меняться «магическим способом». Довольно простой прием, который иногда дает поразительные результаты – я уже писал о движущихся лифах, о черных автомобилях с одной фарой, о чудовищах, оживающих в отблесках пламени свечи и так далее. Все это видимые изменения мира – я их сам видел, то есть все это настоящая Магия. Но необходимость участия другого человека накладывает ряд ограничений – гораздо проще было бы добиться всего в одиночку. А вот здесь мы далеко не всегда можем попасть в «канал», через который пространственные волны могут двигаться свободно, поэтому из точки выбора, в которой мы можем менять пустотную форму (образ) объекта, нам сложно попасть в точку магии, в которой объект действительно может измениться. Но когда мы смещаемся, например, в точку ощущения, в которой воспринимается теневая структура объекта, изменить его форму оказывается намного проще. Например, есть люди, которые могут гнуть ложки и вилки – они могут это сделать, только если держат их в руках, ОЩУЩАЮТ их как продолжение своей руки – только в этом случае ложка сгибается. Можно провести простой эксперимент: возьмите ложку в руку и закройте глаза – вы без труда ощутите её целиком – в том числе ту её часть, к которой вы сейчас не прикасаетесь. Это и есть переход в точку ощущений, в которой действительно можно изменить форму объекта – согнуть ложку. Попробуйте это сделать – не старайтесь согнуть её специально, просто разрешите ей меняться в соответствии с внутренними напряжениями – они есть в любом объекте. Не исключено, что ложка действительно изменит свою форму. Если с ложкой не получится, можно использовать более простой прием – возьмите полоску бумаги, согните её так, чтобы верхняя полоса была под углом к нижней полосе, а потом поднесите палец к месту сгиба – полоска придет в движение, её верхняя часть будет или приближаться к нижней или удаляться от неё. По той же причине вибрации, существующие в точке ощущений, отличны от вибраций, существующих в точке выбора, поэтому они легко проникают сквозь «дыру», изменяя видимую реальность.