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Зарядовые
кластеры KennethR. Shoulders'а, недооцененое открытие,
удивительные эксперименты.
Физик экспериментатор Кен Шоулдерс получил
пять патентов США
на свое открытие технологии зарядовых кластеров высокой плотности (High Density Charge Cluster (HDCC) technology). Эти
дискретные образования из электронов и ионов не являются плазмой и претендуют
на особое состояние материи, Шоулдерс присвоил им латинское название Electrum Validum" (EV), что можно перевести как «сильные в единстве». Современная физика
не в состоянии объяснить механизм, обеспечивающий стабильность плотного облака
электронов с небольшим присутствием ионов вещества. Кен Шоулдерс также не приводит убедительного объяснения
нового феномена, он, как блестящий экспериментатор, нашел способ и предложил
ряд устройств, для стабильного получения зарядовых кластеров, тщательно
исследовал их поведение, провел необходимые измерения, наметил целый ряд
областей применения EV, в
которых эта новая технология может дать замечательные результаты. Изобретатель, тем не менее,
высказывает ряд предположений, почему в отличие от традиционного электронного
луча, фокусируемого и удерживаемого внешним электрическим и магнитным полями,
зарядовые кластеры EVстабильны во времени и пространстве. Он
обозначает их, как осциллирующие сферические монополи, или как электронные
плазмоиды с дискретными уровнями энергии, или как солитоны - электромагнитные
контейнеры, дрейфующимие в глубокой потенциальной яме. Не довольствуясь этими
образами, Шоулдерс смог замерить и вычислить конкретные параметры зарядовых
кластеров. Размер наблюдаемых единичных EV около 0.1 мкм, количество электронов, упакованных в такой кластер,
составляет 10^8 … 10^11 штук. Далее, зарядовый кластер приобретает значительную
массу, захватывая из окружающего пространства атомы вещества в виде
положительных ионов в количестве одного на 100 000 электронов, т.е. 10^3 …
10^6 штук. Учитывая размер кластера, можно посчитать, что речь идет о структуре
весьма высокой плотности: в 1
см.куб. можно разместить (10^5)^3 кластеров, в каждом по 10^3 …
10^6 атомов, т.е всего 10^18 … 10^21
атомов не считая электронов, которых еще на 5 порядков больше. Один см.куб. газа
при нормальных условиях состоит всего лишь из 2.7*10^19 молекул (число
Лошмидта). Для наблюдения за отдельными EV Шоулдерсу приходилось
выделять их особыми средствами, обычно генерированные на установке
зарядовые кластеры группируются в кольца вполне определенного диаметра, которые
в свою очередь объединяются в цепочки, т.е. образуют стабильные структуры на
подобие кристаллической решетки. ( аналогия с кристаллической плазмой Гринева
(ссылка)). Несущие громадное количество не
скомпенсированных электронов зарядовые кластеры, не только взаимно не
отталкиваются, но образуют стабильные структуры, для разрушения которых
необходимо достаточное внешнее воздействие. Общий электрический заряд локальной
группы кластеров зависит от давления и состава газа, от конкретного окружения
(диэлектрические поверхности, проводящие экраны) и является небольшим
отрицательным или почти нейтральным. EV дрейфуют во внешнем поле, взаимодействуют с поверхностями,
разрушаются с выделением энергии и освобождением запасенного электрического разряда при встрече с
металлическим анодом. Шоулдерс считает, что его EV, может быть несколько в другой форме, можно отыскать и в обычной
молнии, и в любом мощном искровом
разряде, что зарядовые кластеры возникают каждый раз там, где появляются
условия автоэлектронной эмиссии в мощном локальном электрическом поле.
Как же получал Кен Шоулдерс свои зарядовые кластеры.Техника эксперимента, схемы и конструктивные тонкости
установки хорошо представлены в материалах USпатента № 5 018 180 (ссылка). В сущности, генератор зарядовых кластеров
Шоулдерса прост до примитивности, один
из вариантов такого генератора показан на рисунке.
Остроконечный катод создает условия для возникновения автоэлектронной эмиссии, кварцевая или
стеклянная трубка , заполненная разряженным газом при давлении 1 – 2 мм ртутного столба и
снабженная экраном служит для наблюдения
за процессом и является проводником для EVцепочек к аноду. К
катоду прикладывается отрицательное напряжение, анод заземлен, входным резистором
задается ток формирования кластеров, резистор на выходе ограничивает ток
разряда разрушающихся на аноде кластеров.![](data:image/png;base64,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)
Однако, не все так просто. Начать с того, что
острие катода разрушится от локального разогрева при первом же приложении
высокого напряжения и условия для автоэлектронной эмиссии исчезнут. Шоулдерс нашел неожиданное
решение для купирования этой проблемы. Он «смочил» электрод в зоне эмиссии
ртутью или другим (указан в патенте) агентом (fig.5). Испаряясь, ртуть отбирает
излишки тепла из зоны локального перегрева и острота катода сохраняется.
Другим препятствием для экспериментатора является
быстротечность процессов, связанных с образованием, движением и разрушением
кластеров. При подаче на катод отрицательного импульса длительностью, например,
600 наносекунд образуется целая серия EV, причем этим же полем кластеры разгоняются до скорости равной
примерно 0.1 скорости света и очень быстро проходят через трубку. В этом случае
можно зарегистрировать только светящиеся треки, высокочастотные наводки в
экранах и кратеры разрушающихся кластеров на аноде. Для получения «дрейфующих» EV необходимо инициировать процесс гораздо более короткими
высоковольтными импульсами, получение которых совсем не просто. В процессе многолетних
экспериментов Шоулдерс буквально заново разработал пикосекундную электронику, разработал на базе
устройств, построенных на тех же EV – конструкциях. Дело в том, что EV – кластер, пролетая мимо витка или полоски экрана, наводит в нем
очень короткий и мощный импульс, форма которого определяется конфигурацией
экранной ламели. Достаточно сказать, что Ш. Работал с 2 кV импульсами длительностью 3*10^-3ns, строил на своих трубках и плоских конструкциях триоды и
тетроды, выделял и перенаправлял в пространстве отдельные зарядовые кластеры.
Энергетический баланс EV…Экспериментируя с EV, Шоулдерс очень скоро установил, что за время существования зарядового кластера, тот выделяет гораздо
больше энергии, чем идет на его генерацию и ускорение. Кластер начинает свое существование на острие катода в ходе
возникающего там процесса автоэлектронной эмиссии. В отличие от термо-, фото- и вторичной эмиссии этот процесс имеет квантовую природу, он практически безынерционен характеризуется аномально высокой плотностью тока ( j=10^9—10^11 А/см2) и не требует больших
затрат энергии на высвобождение электронов из катода. Напряжение, на катоде при
возникновении процесса уменьшается до сотен вольт, остальное падает на входном
резисторе, так, что собственно затраты энергии на возникновение зарядового
кластера невелики. Как было показано раньше,
кластер несет совсем небольшой результирующий заряд по сравнению с
«законсервированным», поэтому он также не может набрать большую энергию от
электрического поля, действующего между катодом и анодом. Между тем на одно только «высвечивание»
этого макрообразования в течение довольно продолжительного времени его жизни расходуется
энергия, сопоставимая с работой выхода электронного облака в процессе
автоэлектронной эмиссии на катоде. При движении кластера вдоль трубки, Шоулдерс всегда
наблюдал сильные наводки электрического
потенциала в смежных металлических конструкциях.
Если эти детали через нагрузку замкнуть на землю, на резисторе выделяется
мощность, которая отбирается от проходящего мимо кластера. На схеме fig.50 на спирали, намотанной на стеклянную трубку, наводится импульс
напряжением в 2 кВ и длительностью 16 нс, который на резисторе в 200 Ом
выделяет энергию в десятки раз превышающую затраты на генерацию исходного
кластера.
Но главная энергия выделяется при разрушении EV на аноде. Эта энергия
вообще несопоставима с первоначальными
затратами на образование зарядового кластера. При встрече с мишенью происходит
образование кратера, фольга из алюминия, нержавеющей стали или палладия
проплавляется на глубину нескольких микрон, регистрируется всплеск точечного гамма-излучения.
Это явление Шоулдерс подробно разработал в соответствующей статье
В ней со всей
убедительностью доказывается не только
многократное превышение выделяющейся энергии над затраченной, но и объясняется механизм
этого явления - Кен Шоулдерс регистрирует LowEnergyNuclearReactions (LENR) при разрушении зарядового кластера в момент встречи с
мишенью из палладиевой фольги. Факт происходящих ядерных реакций,
сопровождающихся трансмутацией элементов, зарегистрирован ренгенофлюоресцентным
анализом, в местах разрушения EV р/ф спектрометр показывает ряд химических элементов, появление
которых другими причинами объяснить нельзя.
В то же время для объяснения феномена положительной
энергетики EVв течение его дрейфа от катода к аноду Шоулдерс привлекает
понятия эфира и нулевых колебаний, ссылается
на поляризованный эфир, как неисчерпаемый источник энергии.
Работы Шоулдерса многогранны и богаты неожиданными
подробностями. Остановимся здесь только на нескольких деталях, позволяющих сделать выводы для последующего изложения. Представленный на рисунке прибор, как и все
экспериментальные установки Шоулдерса, это достаточно миниатюрное, тщательно
сконструированное изделие, выполненное из качественных материалов (керамика,
нержавеющая сталь, прецизионно легированный кремний). Работа ведется в
вакууме или в среде определенного газа при давлении в несколько миллиметров ртутного
столба. За кадром остаются системы визуального наблюдения и специальные
генераторы импульсов, выполненные также по «технологии Шоулдерса». На типовой
катод 660 подается короткий отрицательный импульс, который вызывает
автоэлектронную эмиссию и образование зарядовых кластеров. С помощью
электрода 658 организован селектор, при
подаче на который специально сгенерированного (по фазе и амплитуде) импульса
удается пропускать к площадке анода 662 один единственный EV. Это необходимо для того, чтобы не повредить острие катода
следующего каскада 654., не снабженного ртутным протектором, как первый катод. Анодом
и одновременно катодом следующего каскада является кремниевая пластина 666. Она
имеет вполне определенное объемное сопротивление и служит объемными резисторами на электрод
анода 672 и площадку катода 652. Пропущенный селектором один зарядовый кластер,
попадая на площадку анода 662, разрушается, «законсервированный» в нем заряд
снова высвобождается и начинает объемно перераспределяться в теле пластины 666.
При этом потенциал на катоде 652 становится настолько отрицательным
(относительно корпуса), что на острие 654 возникает автоэлектронная эмиссия и
генерируется вторичный зарядовый кластер.
Прецизионные эксперименты Шоулдерса показали, что новый EVимеет такие же
параметры, как и исходный зарядовый кластер, а энергия на феномен
воспроизводства черпается из процессов,
происходящих внутри самого зарядового кластера.
Таким образом, описанное устройство доказывает
возможность каскадировать зарядовый кластер через ряд пассивных устройств, почему
бы и не, например, микрозерен нанопорошка, а возможно и осуществлять
расширенное «воспроизводство» EV.Логичнее предположить, что зарядовый кластер, как объект особого
состояния вещества, создает в своих структурах условия сверхвысокой плотности
материи (по Гриневу), в которых
реализуются мягко проходящие ядерные реакции с положительным выходом энергии.
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)
Частично, необходимые
для этих процессов атомы вещества уже имеются в кластере, в дальнейшем они
вовлекаются из окружающего движущийся кластер пространства. Так, по наблюдениям
Шоулдерса, в высоком вакууме генерировать EV удавалось при расстоянии между катодом и анодом не более одного
миллиметра, в то время как при заполнении трубки разряженным газом зарядовые
кластеры уверенно возникали и дрейфовали к аноду по трубке длиной до 60 см.
Ссылки: http://rulev-igor.narod.ru/theme_173.html
http://www.rexresearch.com/ev/ev.htm
http://www.rexresearch.com/shoulders/shouldersevoarchive.htm
https://patents.google.com/?inventor=Kenneth+R.+Shoulders
https://steemit.com/steemstem/@mfmp/kenneth-radford-shoulders-extras-transcript
https://othmerlib.sciencehistory.org/record=b1075392~S6
https://www.lenr-forum.com/forum/thread/5447-ken-shoulders-the-man-who-made-black-holes/?pageNo=1
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Автор темы- Зарегистрирован: 2021-05-29
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Ссылка на документ оригинал http://www.rexresearch.com/shoulders/BasicEVOQuestions.pdf
Основные вопросы по EVO от Кен Шоулдерс © 2008 г. Взгляд на существующую науку То, что я говорю об EVO, рассматривается авторитетной и укоренившейся наукой как окончательная еретическая доктрина. потому что мое авангардное заявление состоит в том, что многие священные законы настоящего, физика единичных частиц - чепуха если рассматривать с точки зрения множества вселенных, я продвигаюсь. Например: ни заряд, ни масса не фиксируются в величина и энергия не равны массе, умноженной на квадрат скорости света. Кроме того, важно, даже биологические
формы жизни, могут быть с легкостью телепортированы в скрытой форме со
скоростью, в тысячи раз превышающей скорость свет. Ядерная трансмутация - тривиальный акт, как уже показали многие специалисты по холодному синтезу. Это несогласие с ересью с нормальной, существующей научной точки зрения. Что такое EVO: сущность, содержащая или состоящая из более чем триллиона электронов, что дает все они вернутся в одноэлектронный мир после их уничтожения. Как делают EVO: они распространены повсеместно и обычно производятся с помощью процессов искрообразования. Искра, которую вы делаете статическим электричеством содержит в основном ЭВО. EVO возникают даже при разбивании камня или быстром образовании пузыря. Как разрушаются EVO: они могут быть разрушены при контакте с металлическим анодом высокого напряжения. Какая форма у EVO: они почти всегда кажутся сферическими, когда мы видим их эффекты. Насколько велики одиночные EVO: их размер колеблется от нескольких электронов до диаметра волоса. Как измеряются EVO: их можно заставить испускать свет или электроны и видеть их визуально. Как контролируются ЭВО: очень похоже на свободные электроны. Как EVO влияют друг на друга: они обычно объединяются в суперкластеры, демонстрируя большой порядок. Как EVO влияют на материал: они скользят по электрическим изоляторам, но взрывают проводники на атомные фрагменты и трансмутировать фрагменты. Какие состояния принимают EVO: я назначаю белое состояние очень активным EVO, выражающим высокий заряд и массу. и черный - к исчезающим, почти безмассовым EVO. Между ними почти бесконечное количество серых состояний. белый и черный. Можно ли изменять состояния EVO по желанию: Да. Устройство, которое я называю модулятором, может изменять состояние EVO от максимального белого до самого темного сдерживаемого черного состояния. Что происходит с очень черными EVO: они полностью исчезают. Заряд и масса исчезают. Как быстро движутся EVO: от нуля до сверхсветовых скоростей в принципе, хотя в настоящее время у нас нет средство для проверки самого быстрого состояния. Могут ли EVO взаимодействовать с обычными атомами : они могут инкапсулировать и транспортировать нормальные атомы в сверхвысокие скорость при очень низком двигательном напряжении из-за уменьшенной атомной массы. Могут ли EVO использоваться для производства энергии: Да, электрическая мощность достигается за счет их ускорения на низкая
стоимость энергии в черном состоянии с низкой массой, а затем
преобразование их в белое состояние с высокой массой для получения
высокой извлечение энергии за счет индукции нормального электрического поля. Затем процесс повторяется с использованием того же EVO, что и сначала омолаживается, а затем снова заряжается энергией Можно ли использовать EVO для движения: Да, движение достигается за счет использования только ½ энергии, производимой цикл так называемого массового исправления, при котором EVO бежит белым в одном направлении и черным в в другом случае возникает однонаправленная тяга без потери массы системой. Насколько большими могут быть сделаны EVO: неограниченный рост приводит к нестабильным или потенциально взрывоопасным EVO выше размером около 0,1 миллиметра. Упорядоченный рост массивов не имеет известного верхнего предела размера. Вредны ли EVO: они легко проникают через любой материал в черном состоянии. Если возбужден от черного переходят в серое или белое состояние, находясь внутри биологического образца, они испускают вредный электронный ливень чьи повреждения напоминают ядерную радиацию. Когда одно белое состояние EVO поражает биологический образец, оно похоже на небольшой шок или укус. Взаимодействие с твердым материалом, как в реакциях твердотельного холодного синтеза, производит неконтролируемое излучение EVO, которое не может быть экранировано и потенциально опасно. Можно ли изготавливать оружие с использованием технологии EVO: Абсолютно верно. Оружие - самое простое применение для EVO, которые можно визуализировать в это время. Есть ли способ защитить от оружия EVO: кажется, что есть своего рода щит, но он есть сложно сделать. Могут ли большие объекты быть покрыты EVO: это кажется возможным, если по сути объединить EVO в единое целое. форма одеяла, используемого для полного укрытия изолированного физического объекта. Будут ли свойства изолированного объекта походить на свойства EVO: считается, что они будут. Могут ли секвестрированные объекты обладать малой массой и сверхсветовыми свойствами: это может показаться из измерения на малых группах частиц. Будут ли эти объекты видны: пока оболочка EVO была черной. Разбился бы этот ансамбль на вещи и сломался? Нет. Он будет проходить сквозь объекты только с незначительными физический контакт. Возможен ли контакт с невидимыми в настоящее время объектами: возможно, что совершенно новый темный существует материальный мир, который можно было бы различить с этого нового помоста или подиума EVO. Пространство буквально заполнено вещи, которые мы не можем видеть с нашей ограниченной точки зрения. EVO откроют нам совершенно новую перспективу того, что не предстают перед нами в этой темной форме. Ray Пользователь ![Profile object](/static/nemo.png)
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В местах где происходит контакт этих EVO с обычным веществом и их разрушение, происходит трансмутация химических элементов. В зависимости от того ионами каких химических элементов они наполнены, происходит преимущественно их синтез при разрушении EVO. Происходит именно синтез, а не ядерные превращения как в обычной ядерной физике.
Они при больших концентрациях делают твердое вещество мягким или даже жидким не важно металл это или кристал или дерево (холодное плавление, эффект Хатчинсона) Они могут влиять на гравитацию, поэтому могут сделать любую материю как легкой так тяжелой независимо от ее физичекой плотности. Они могут быть в двух состояниях. В активном белом и пассивном сером/темном. В земле они в основном в сером состоянии в воздухе после грозы или в верхних слоях атмосферы в белом.
Они если им создать соответствующие условия могут :
Расти в размерах поглощая из окружающей среды ионы и электроны.
Делится/размножатся увеличивая свое количество и концентрацию локально в веществе.
Объединятся в группы и проявлять групповое поведение, например если разрушается один то за ним следует разрушение всех остальных с его группы. Своего рода цепная реакция.
Под соответствующими условиями понимается:
1. Узкий диапазон температур. 2. Соответствующий химический состав раствора или расплава. 3. Защита зоны их нахождения от влияния пагубных для них внешних факторов (сильные магнитные и электрические поля, сильные вибрации, прямой солнечный свет или UF излучение, отсутствие прямого контакта с ферромагнетиками, отсутствие контакта с землей через металлы. 4. Постоянный источник свободных ионов, электронов. 5. Наличие в среде постоянно разрушающихся межатомных связей твердого или жидкого вещества. Они похоже питаются некой еще не обнаруженной энергией или частицами которые присутствуют в структуре полей кристаллической решетки и выделяющихся при ее разрушении.
Ничего не напоминает ?
Штука они очень капризная. Их легко разрушить (например чрезмерным нагревом) или потерять через утечку в землю. Собрать их в одном месте можно, но удержать долгое время непростая задача. Они любят собираться в местах где есть магнитное поле или электрическое поле. Например в естественных ферромагнетиках (например в железной руде магнетите - привет Жаку Садулю ;)
Они любят находится в веществах(жидкостях) насыщенных свободными электронами и ионами. У которых молекулы поляризованы. Поэтому хорошо себя чувствуют в щелочных средах. NaOH, KOH, CaOH, NaCl а так же в обычной H2O
Они предпочитают двигаться вдоль плоскостей и ровных поверхностей.
Как утверждает в своих статьях и работах Кен Шоулдерс эти частицы не есть обычная материя. Они могут взаимодействовать с обычной материей при создании им определенных условий. В холодном "сером или темном" состоянии они свободно проходят сквозь обычную материю почти не взаимодействуя с ней. В сером состоянии они взаимодействуют с гравитацией, поэтому в природе любят низины где есть вода. Болота, дно рек озер, морей.
В общем если описать все склонности и свойства EV-o, то это первый кандидат на - Первичную материю. Я сам когда впервые читал работы KS поймал себя на мысли что где то я это уже читал, но немного по другому описано было. Поднял архивы по алхимии и там если отбросить разного рода религиозное и оккультное философствование и выделать только конкретные указания на свойства и работу с веществом, то обнаруживаются пересечения. Кен Шоулдерс исследовал их только создаваемые искусственно в его установке, но учитывая то что бактерии и грибки с растениями так же могут синтезировать нужные им химические элементы, они скорее всего так же могут или сами создавать или использовать находящиеся в пространстве EVO. Думаю что человек не исключение и так же может их неким образом использовать. Поэтому рассуждения что у алхимика должен быть соотвествующий психо-эмоциональный настрой при алхимической работе не лишен здравого смысла.
Если кто хочет копнуть глубже, гуглите "темный водород Зателепин" "странное излучение LENR"
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https://youtu.be/az5bVeRYNIk?t=7039
Смотрите с 1:57:25
Ray Пользователь ![Profile object](/static/nemo.png)
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GANS это те-же EVO
В видео выше показана съемка этих частиц под микроскопом в водно-солевом растворе. Обратите внимание что они если можно так выразится вне фазы с основным веществом. Движение жидкости и кристалов на их положение никак не влияет. Кен Шоулдерс как раз об этом и писал, что это особая форма материи. В принципе создавать их по методике данной Мехраном Кеше не проблема и дешево и относительно быстро. ссылкаПока вопрос как повысить концентрацию в объеме этих частиц что бы можно было получить тот же Ребис.
https://plasmaromania.ro/gans-co2-telomer-o-strategie-pentru-intinerire/
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Информация очень интересная. Спасибо Ray ))
Ray Пользователь ![Profile object](/static/nemo.png)
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Судя по опытам разных исследователей все эти пока малопонятные "странные излучения" (темный водород, , EVO торсионные поля, "плазма" ... ) имеет одно общее свойство, они собираются вокруг объектов имеющих округлую форму. Особенно они любят обволакивать шарообразные объекты.
Судя по фото с электронных микроскопов о их взаимодействии с веществом они образуют эти шарообразные образования и на микро и нано уровне. Зачастую новые хим. элементы находят внутри или рядом с этими шарообразными структурами. см. файл.
Думаю что фуллерены могут выступать такими центрами конденсации и
сбора частиц "темного водорода" вокруг которых он создает замкнутые
полости. Учитывая то что молекула фуллерена заряжена внешне отрицательно, она будет притягивать к себе частицы EVO.
Одной из особенностей частиц EVO согласно Кену Шолдерсу есть их способность к саморепликации. Если им для этого были созданы условия.
Думаю что когда частицы EVO (темного водорода) собираются в некую минимальную по количеству группу создавая замкнутый объем и запускается реакция их самовоспроизводства и все сопутствующие эффекты в виде трансмутации.
Судя по описаниям средневековых алхимиков максимум у ФК по трансмутации где то в районе 1 к 6-7 тыс.от начального объема вещества порошка проекции, то такая реакция быстро проходит на микро-уровне и прекращается сама собой. В ее результатах мы находим те самые микросферы с широким набором хим. элементов части из которых небыло в исходных веществах.
Насколько я понял из всех этих средневековых описаний процесса делания ФК .. там нужно сначала собрать и очистить некое минимальное количество этой Первичной материи(EVO, темного водорода, плазмы... ) и потом поместить ее в среду для роста "Яйцо" и она начнет сама собой расти. Примерный минимум 3-5 гр. этого "Ребиса" нужно для старта процесса роста ФК в Яйце.
Есть мысль что если взять фуллерена хотя бы 1 гр. (лучше 5-10 гр.) и накачивать этот водный щелочной раствор (КОН или NaOH или NaCl) с фуллереном частицами EVO после достижения некого минимума концентрации этих частиц в растворе там начнется саморепликация и получим некоторое количество того что называют - ФК. Судя по описаниям когда количество этих частиц в объеме достигает большой величины они создают для себя некий свой объем пространства для существования и без активации тепловой или химической не реагируют с окружающим веществом. Так видимо и получается ФК.
Судя по тем же описаниям есть еще один тонкий момент в процессе выращивания ФК. Когда концентрация вещества становится большой оно начинает напрямую взаимодействовать с самим экспериментатором и всеми кто в окружении. И если у Алхимика психика и Ум нестабильны и есть сильные эмоции, то это может нарушить процесс роста ФК. По видимому с этим и связаны рекомендации заниматься всем этим в тихом, чистом и уединенном месте, а так же так называемая Духовная составляющая процесса.
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Возможно кто то с фуллеренами уже делал эксы. Поделитесь что получилось.
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