Мы считаем, что рождаемся разными, то есть Индивидуальными и индивидуальность проявляется сразу – буквально в момент зачатия. Действительно, набор генов, которым обладает каждый из нас отличается от набора генов другого человека. Но на первом этапе – на этапе зиготы – это различие никак не проявляется. Зигота образована только стволовыми клеткам, которые не отличаются друг от друга. В них есть набор хромосом, определяющих будущую форму всех органов, но эта форма никак не проявляется – бластомеры тождественны друг другу. И только потом начинается их дифференциация – она запускается, когда зародыш попадает в матку, являющуюся транслятором «человеческой формы». Когда на него накладывается общая голограмма, которая определяет «схему» дальнейшего развития. Именно схему – индивидуальные отличия – например, отпечатки пальцев появляются позже – в возрасте 9-10 недель. А до этого времени один зародыш не отличим от другого зародыша.
Здесь возникает главное противоречие – между индивидуальной формой, которая в каком-то смысле является отражением собственной формы. И общей формой – которая потом становится формой Рода. Все существование человека определяется именно этим противоречием, не только на биологическом, но и на сознательном уровне. С одной стороны, мы стремимся походить на других людей – быть «членом Рода». С другой стороны, стремимся отличаться от них – проявлять свою Индивидуальность. Второе стремление изначально слабее – потому, что «отличаться» от других можно только находясь среди других. То есть оставаясь в рамках Рода.
Это важный момент. Индивидуальность проявляется в индивидуальных вибрациях, которые не имеют отношения к другим организмам. То есть они могут быть в резонансе с другими вибрациями, могут быть в диссонансе с вибрациями другого, но для того, чтобы их поддерживать, существование другого не обязательно. В этом аспекте Индивидуальность это синоним Свободы – мы просто действуем изнутри себя, действуем так, чтобы нам было удобно. А стремление к «непохожести» привязывает нас к другим людям. Заставляет нас усиливать существующие различия. В простейшем случае «надевать на вечеринку» платье, которого нет у других. А в самом сложном случае ТВОРИТЬ, создавать что-то новое. Но и ТВОРЦАМ обычно нужные «зрители», которые бы их оценили. Зрители, от которых бы они отличались, то есть которых бы превосходили. То есть у них вибрации Индивидуальности заменяются вибрациями «непохожести». А это запускает ту цепочку, о которой мы говорили раньше.
На каждую клетку тела действует две полевые структуры. Матрица Индивидуальности, связанная в том числе с уникальностью кода ДНК и делающая клетки одного организма отличными от клеток других. Отсюда и сложность трансплантации органов – их можно пересаживать только резонансным в биологическом плане реципиентам. Вторая структура – это структура Рода – вернее, поля Жизни проявляющегося через структуры Рода. Она обеспечивает функционирование и деление клеток. Сначала все идет согласованно, но потом ситуация меняется.
На первом этапе формирования специализированных тканей – на этапе их формирования из стволовых клеток, ОБЩЕЕ доминировало над ИНДИВИДУАЛЬНЫМ – клетки были похожи друг на друга, в них почти не было индивидуальных отличий. Поэтому с трансплантацией эмбриональных тканей нет больших проблем – они не отторгаются. Но в дальнейшем с каждым новым делением увеличивалась доля ИНДИВИДУАЛЬНОГО. А это представляло угрозу для Рода – если индивид смог бы подключиться к полю Жизни напрямую, Род остался бы на голодном пайке. Поэтому возник биологический предел индивидуализации организма – предел Хейфлика, о котором мы уже говорили. Суть в том, что индивидуальные ДНК могут реплицироваться ограниченное число раз – у человека в среднем 52 раза. Потому, что с каждым делением теломеры, являющиеся воплощением матрицы Рода (поля Жизни) укорачиваются. Соответственно уменьшается приток жизненной энергии. Вернее так – приток энергии сменяется её оттоком.
Понятно, что у всего есть причина. В данном случае срок жизни клетки обратен уровню её индивидуализации. Мы говорили о неполной репликации, об увеличении количества сбоев при каждом делении клеток. И о том, что механизм старения оберегает нас от мутаций, от раковых заболеваний. Но все не совсем так – во-первых, этот механизм не действует в половых клетках, в стволовых клетках, а ускоренного развития раковых клеток в них не наблюдается. Во-вторых, мы не знаем истинный смысл «сбоев» в копировании ДНК, в мутациях. Когда речь идет о развитии жизни и об естественном отборе, мутации считаются позитивным фактором, обеспечивающим развитие жизни на Земле. Но вероятность того, чтобы ошибки (сбои) привели к созданию более развитых существ исчезающе мала. Попробуйте начать делать ошибки в тексте, который вы пишите – вряд ли это поможет вам создать гениальное произведение. Поэтому можно предположить, что здесь действует иной механизм.
Вспомним развитие зародыша – из набора простых клеток образовывался сложнейший организм. Который и раньше существовал на своем уровне, просто не мог себя проявить. Можно предположить, что с Жизнью в целом происходит то же самое. Есть энергетическая матрица, которая включает в себя описание всех ступеней эволюции, в том числе и тех, до которых нам ещё расти и расти.
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)
Тогда то, что называют «мутацией» в большинстве случаев, является проявлением «скрытых потенций», ведущих к созданию существа, находящегося на более высокой ступени развития. И это кажется более очевидным, чем теория «развития жизни». По крайней мере в нашей жизни все происходит именно так – если мы хотим что-то изменить в себе и в своей жизни, то сначала мы создаем сценарий – информационную матрицу, а уже потом пытаемся его реализовать. А считать, что информация может возникать из Хаоса почти то же самое, что считать, что миллион обезьян, стучащих пальцами по клавиатуре, смогут написать Войну и Мир. С точки зрения теории вероятности это возможно, но что-то внутри подсказывает нам, что это не так – здесь действуют другие правила, правила «волновой функции».
Если исходить из сказанного, то можно предположить, что внутри любого организма есть потенция, позволяющая ему стать «сверхорганизмом». Но появление «сверхорганизма» разрушит матрицу Рода. Поэтому пока организм находится в поле Рода – в нашем случае – в матрице человеческой формы – его развитие ограничено. Но по мере его индивидуализации связь с общим ослабевает – на каком-то этапе он может перейти на следующую ступень. Поэтому для процессов индивидуализации установлен предел – предел Хейфлика. Пока он не достигнут, переход на следующий этап эволюционного развития невозможен. А вот если бы клетки нашего тела смогли бы сохранять жизнеспособность, условно говоря, до 60-го деления и далее, возможно они стали бы клетками совсем другого организма. Способность к развитию заложена в индивидууме, а не в Роде – Род просто упрощает эту способность, адаптирует её к своим возможностям. Можно сказать, что всех нас уподабливают мартышкам, печатающим на клавиатуре. Понятно, что в лучшем случае мы сможем случайно написать правильное слово или даже предложение, но никогда не сможем написать Войну и Мир.