опишу кратко.
надеюсь вы слышали про ось земную. так вот она реально выходит из земли и сотворена из ооочень прочного и прозрачного, невидимого и неосязаемого для людей материала. на некоторых фото буду дорисовывать для примерного понимания.
раньше исследователи по поводу центра антарктиды говорили- что там что то типа огромной ледяной стены или дыры и т.п.. нет господа там именно ось, которую принимают, ошибочно, за ледяную стену или дыру.
и вообще все планеты держатся и вращаются на огромных невидимых осях. и эти оси как огромные ветви прикреплены к древу солнечной системы. и земля, часть этой системы, механизма – образно говоря. именно системы, а не хаотично разбросанных шариков. не будь этих осей, все планеты бы уже давно раскрутились и разлетелись по вселенной сталкиваясь друг с другом как бильярдные шары. и ни какое притяжение их бы не удержало, особенно большие и дальние планеты.
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или вы думаете, что такие огромные планеты вращаются вокруг солнца, по таким точнейшим траекториям только благодаря какому то притяжению? по мнению учёных- (сила притяжения Солнца компенсируется центробежной силой планеты и таким образом она находится в зоне равновесия и не сходит с орбиты- так написано в википедии). а разве все планеты и спутники ни с одной и той же силою притягиваются к солнцу? если бы у солнца была такая слабая гравитация, что не прилепляет к себе маленький меркурий и венеру, и практически никак не влияет на луну, чтобы оторвать её от земли, то уж на тяжеленный юпитер и далёкий уран вообще практически не должно влиять никакое притяжение солнца, и эти гиганты должны были бы уже давно отправится в свободное плавание. но мы видим, что их всё таки что то удерживает на фиксированных орбитах. а если, к примеру, солнце наоборот имеет, не слабую, а такую мощнейшую гравитацию, что притягивает к себе и удерживает даже юпитер, то уж вся мелочь, типа меркурия, земли и луны, давно должны влепиться в солнце, так, что ничем не оторвёшь – это физика детки. если бы планеты располагались вот в таком порядке от солнышка (сначала тяжёлые затем более лёгкие), —
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то ещё как то можно было бы оправдаться учёным, с их действиями гравитаций. ну а то расположение планет, что мы имеем на самом деле, это для вас фиаско братаны (ученые). попробуйте в любой серьёзной лаборатории провести такой эксперимент, – раскрутите небольшие магнитные шары разных размеров, на разном расстоянии, вокруг большого магнита, попробуйте создать макет солнечной системы на притяжении. да хоть какую гравитацию там придумывайте, ничего у вас никогда не получится, даже с самыми наиточнейшими расчётами полей и скоростей. так, что удержаться на орбитах планеты могут, либо с двигателями, как на станции мкс (включая их периодически, для коррекции полета, чтобы не бахнуться на землю), либо на осях. но мы же видим, что планеты и их спутники без двигателей, а значит двигаются и вращаются на осях.
а как можно не видеть какой на поверхности планеты след от мощнейшего удара из космоса (с высоты на картах).
от этого удара даже земная ось наклонилась, с тех пор так и крутимся в наклон. и если бы не держала ось улетели бы от такого удара не знаю куда. какая гравитация тут удержит?. ну об ударе это отдельный документ. потом.
и в гугл-картах не найдёте снимков центра южного полюса, а увидите только пиксели и размытые стяжки к центру.
это с нашей то «современнейшей» техникой летательной, съёмочной, морозостойкой и прочей, до сих пор нет даже снимочка? удивительно, не правда ли? или же всё таки что то засняли и до сих пор не знают, что с этим делать?.
узнаём далее. ось на которую насажена земля, это не просто стержень, это "энергетическая" мега труба с коммуникациями (образно говоря). через которую в землю поступают различные энергии (типа электро, плазма и др.) и питают её и исполняют многие другие различные функции (как невидимая пуповина). и является каналом связи с системой. не даром члены правительств в разные времена туда стремятся.
и осевые же устройства вращают «нашу» планетку, с точнейшей, определённо заданной скоростью, как в часовом механизме (кем заданной сами догадайтесь). такой скоростью, при которой земелька не развалится, и с неё ничего не сорвёт и не сдует. рисунок отдалённо напоминающий устроение солнечной системы.
это для примерного понимания, как именно всё сотворено, именно сотворено, а не просто планетка вылепилась якобы сама собой из камушков, газа и пыли и прочей шелухи – как заявляет нам официальная наука. ну думаю, что многие серьёзно не воспринимают некоторые предположения учёных.
аватар и прочие фантастики -это сказочки в сравнении с тем, что происходит внутри почти шарика. легче описать все земные мегаполисы с их людьми, культурой, устройством быта, предприятиями, метро, военными и научными достижениями, секретными объектами и прочим…,чем тамошнее описать и понять. у человечества просто нет таких «технологий»
и умения управлять такими энергиями, и думаю никогда не будет (а если и чему то научатся, то это только может ускорить нашу погибель). —