Сборник Основ. Том III.
Содержание:
– Строение всего мироздания и его особенности.
От автора:
Вы открыли эту книгу, и это моя первая и очень важная книга, где я рассказываю фактически обо всём мироздании и его строении и психологии.
Я пишу вам о психологии людей и о строении всего мироздания в целом.
Я детально рассказываю вам все основы строения мироздания и его особенности и рассказываю вам про ваше мышление. Кроме всего прочего я даю вам идеи гуманности как основы нового человеческого общества.
Это общество где вообще нет жестокости, и где все ценят свободы каждого живого организма и человека. Эта книга фактически самая первая моя книга, написанная мной до всех книг, и это очень важная книга для прочтения и если вы читали иные мои книги, то чтение этой книги вам особенно понравится. Желаю вам приятного чтения моей книги.
– Строение всего мироздания и его особенности.
Если вы станете испытывать состояние сонливости ещё более сильно, то вы заметите, что вообще не ощущаете своего тела. Этот момент является наиболее важным, так как вы можете случайно перенести своё понимание себя за границы своего тела. Если вы это сделаете, то вы частично отключите своё сознание от своей спящей нейронной системы. Нам это сейчас совершенно не нужно по причине того, что мы хотим понять, что происходит во время сна, а не наблюдать за своим спящим телом из реального мира. На самом деле вы можете перенести своё понимание себя в любое место пространства или времени и наблюдать за всем, что происходит в реальном мире. Но, это является ещё более опасным действием, тем более, если вы только сейчас об этом слышите в первый раз. Я не советую вам совершать подобное действие, несмотря на все возможности, которое оно вам может предоставить. В дальнейшем, мы рассмотрим про это достаточно подробно, а сейчас нам важно понять процессы, происходящие во время сна. Если вы перестали ощущать своё тело, то вам необходимо сохранить своё понимание себя в своём теле. Вы можете вспомнить ощущения своего тела и мысленно накладывать эти ощущения на своё тело. Если вы это сделали и смогли сохранить понимание себя в своём теле, то вы заметите, что реальный мир начинает пропадать, и вы со своим телом погружены в свои галлюцинации, которые представлены вам полноценным сновидением.
Если вы понаблюдаете за своим сознанием, то заметите, что это сновидение сформировано на основе перемешивания ассоциаций в вашем сознании. Вы можете совершать в этом сновидении любые действия, как и в любом осознанном сновидении. Но, это сновидение отличается от обычного сновидения тем, что вы можете создавать в этом сновидении сильно выраженные ощущения наподобие ощущений материи реального мира. Это связано с тем, что в обычном сновидении ваше сознание мыслит не так интенсивно как в состоянии осознанного процесса сна. Вы можете изменять это сновидение некоторое время, а можете просто понаблюдать за ним. Если вы просто наблюдаете за этим сновидением, то вы заметите, что все образы и ощущения этого сновидения начинают перемешиваться. Вы теряете галлюцинацию своего тела и просто наблюдаете процессом перемешивания галлюцинаций. В это время, вы давно спите в реальном мире и никто не видит вашего необычного путешествия. Если бы вы пытались сохранить это осознанное сновидение, то смогли бы это сделать, но вы бы не поняли, что происходит с вашим сознанием в дальнейшем. Это осознанное сновидение опасно сохранять длительное время по причине того, что ваше тело из реального мира нуждается в пище и воде, а также в выделении пищи и воды из организма. Вы начинаете терять своё осознанное сновидение и наблюдаете за этим процессом. В это время приборы из реального мира наблюдают за вашим мозгом. Эти приборы замечают, что вы начинаете погружаться в более глубокие фазы сна. Всё это время вы были в стадии поверхностного сна, то есть вы были в самом начале процесса своего засыпания. Вы начинаете видеть ассоциативное перемешивание образов и ощущений из вашей памяти и фантазии с картиной вашего сновидения. Со временем, это перемешивание становится всё менее похожим на исходное сновидение.
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)
Ваше сознание перемешивает образы и ощущения вашей памяти и на основе этого собирает новые образы и ощущения, которое снова перемешиваются. Вы наблюдаете за процессом создания и перемешивания образов и ощущений из вашей памяти. Это всё происходит по причине того, что во время сна в вашей нейронной системе передаются электрические импульсы немного иным образом, чем в активном состоянии сознания. Со временем вы начинаете наблюдать, что эти образы и ощущения раскалываются на отдельные сенсолиты, которые тоже перемешиваются. Вы наблюдаете за этим процессом, но вы не способны его видеть. Вы просто ощущаете те или иные совокупности ощущений, которые всё время меняются и создают новые ощущения. Вы можете заметить, что иногда перемешивается ощущение времени и логики мышления, но эти ощущения быстро восстанавливаются. Если вы заметите изменение течения времени, то субъективно для вас могут пройти несколько дней, хотя на самом деле это перемешивание длится несколько минут или секунд. Вы можете заметить обратный ход времени или раздвоение времени, а также изменение количества направлений времени. Вы можете заметить изменение логики вашего мышления, которая, как правило, быстро восстанавливается, но иногда этого не происходит и эта иная логика способна сформировать сновидения с иными логическими построениями. Если вы продолжаете наблюдать за своим мышлением, то начинаете замечать, что ваши ощущения становятся всё более редкими и изменяется сама система вашего мышления. Вы наблюдаете за изменениями ассоциаций и их перемешиванием, которое становится всё более редким.