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О многомерности человека. Оригинальное название: David Icke - Beyond the Cutting Edge Год выхода: 2008 Жанр:Документальный Режиссер:Дэвид Айк 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Оно, практически везде, воспринимает реальность через чувства и ощущения. 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безгранично Благодарна каждому пришедшему на мой канал и верю, что вы обретете те ответы, которые давно искали. Что такое Многомерность? Многомерное Сознание. Как достичь!? Как расширить...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765571302183891-15981171766799290686-balancer-l7leveler-kubr-yp-vla-73-BAL","isAdultDoc":false,"relatedParams":{"text":"Что такое Многомерность? 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Многомерность Сознания. Существует множество измерений. Развитие человека приводит к расширению его восприятия. Он начинает задавать вопросы о прошлом, душе, жизни...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Тайна многомерности личности. Почему стоит учиться у меня в школе» от автора Философия древних знаний. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"9","reqid":"1765571302183891-15981171766799290686-balancer-l7leveler-kubr-yp-vla-73-BAL","isAdultDoc":false,"relatedParams":{"text":"Тайна многомерности личности. 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и Дьявол сражаются. И здесь не нужно ожидать армагеддона, он уже идет, потому что на рубеже эпох старый мир должен уступить место новому, но этого не 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если вы никогда не бываете по-настоящему одни, даже когда кажется, что мир сузился до ваших мыслей и ощущений? Если вы чувствуете, что «стеснили себя в рамки», это видео даст ключ к...","preview":{"posterSrc":"data:image/png;base64,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никогда не одни. Как осознать свою многомерность","promo":"pumpkin","related_orig_text":"Философия многомерности жизни","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Философия многомерности жизни\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=0rNf78CENpM\",\"src\":\"serp\",\"rvb\":\"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_E1uCBCQBgAQrKosBEAEaeIEC9QAI_QMA9AQFAfkD_wH9CPj9-P79APv1Bf4GBP4AAvr7__8AAAACDQj4-QAAAPwCAwT2_gEA6grx_gIAAAAc-gL1_QAAAB0DAwf-AQAABe_yAQP_AAAF9_UB_wAAAAAHAvcDAAAA9QX2BAAAAAAI_vsI_PP-ACAALR3j3js4E0AJSE5QAipzEAAaYBEIAP39BezYGBD67wjz__kcDhnm_uwAAfsACRHl9hcM4xIECQAJDwcF3QAAAAD-Gg3mAOspEgIM-AXpAwMJ6voJfxDy5wTjFADT__z8BvIgEwQfCQACBgkQ-BPwAfTkLCAALXtdmzs4E0AJSG9QAiqvBhAMGqAGAACIwQAA2EEAAFRCAACIQQAAUMIAABhCAADAQQAAKMIAAJDCAACIwQAA6MEAAARCAADwwQAAiEEAABhCAADowQAAQEEAAMBAAACAvwAAgsIAALDBAACwwQAACMIAAFxCAACAQAAAbEIAAFDBAABAwQAAwkIAAEBAAACmQgAAgD8AAJjBAACMQgAAGMIAAAhCAAAAQQAAykIAAIC_AABwQQAA0MEAAHDBAACwQQAAbEIAAIBAAAAEQgAAAEAAAIjCAAAcQgAAIEEAAADAAAAYQgAAQEAAAIA_AABQwgAAiEEAAADAAAAAwQAA0MEAAMhBAAAAQAAAqMEAAATCAAAwQQAAmEEAAKBAAAAUQgAAAEAAALDBAADgQAAAoEEAACRCAADowQAAfEIAADBBAACAwgAANMIAAIA_AABAQgAAEMIAAETCAAAAAAAAEMIAAIDAAAC4QQAAjkIAAMjBAACAQQAAuEEAAFBBAADQwQAAPEIAAPBBAACAvwAA-EEAABjCAABwQQAAZEIAAKjBAAAgwgAAWMIAAADAAAAAwgAAgEEAAMLCAACIQQAAoEEAAOjBAABMwgAAMMEAAGDBAAAAwgAAeMIAAHBBAAB4QgAAkkIAAEDCAAAAQQAAqEEAAEjCAACAwgAA4EAAAEDAAAAowgAAUMEAACBBAADYQQAAAEEAAIA_AADewgAAYEIAAIjCAAAgwgAAIMEAAAAAAACAwQAAsEEAAILCAACuwgAAkMIAAGxCAADAwAAAdEIAAABAAABAQgAAUEEAAIZCAABAQQAAcMEAAMDAAACAQAAAMMEAAADBAACgwgAA8MEAAHzCAABQQQAAfMIAAABCAABMQgAAEMEAAILCAAD4wQAACEIAAAzCAADQQQAAwEAAAMjBAACWQgAANMIAACDCAAAQwQAAcEIAADBBAABAwQAATEIAAMjBAAB8wgAAAEIAAP5CAADAQQAA2MEAAABCAACIwgAAwEAAAFBCAACAvwAAMEIAAOBBAADYQQAAQEAAANhBAACSwgAAIEEAAADCAADgQAAAkMEAABzCAAAkwgAA4MEgADgTQAlIdVABKo8CEAAagAIAAOa-AACKPgAA4LwAACQ-AACOPgAAmj4AAPi9AABNvwAAqL0AAI4-AAA_PwAAmL0AAMK-AABsPgAAML0AAFQ-AACiPgAABD4AAO4-AAAhPwAAbz8AABA9AAAJPwAATD4AAIi9AAB8PgAAcL0AAPo-AABsvgAAqL0AAKY-AACYPQAAxj4AAIC7AAD6vgAAfD4AAIi9AABZvwAAL78AALi9AAAcvgAADb8AAHA9AADovQAAmr4AADw-AABQvQAAuL0AALi9AAAcvgAAHD4AAKi9AACAOwAAzj4AAB2_AADgPAAAfz8AAKg9AACOPgAA1j4AAAy-AABsPgAAiD0AAMY-IAA4E0AJSHxQASqPAhABGoACAADIPQAApr4AAIA7AAA5vwAAoDwAAAQ-AABMvgAA2D0AABy-AACavgAATL4AAJi9AAC4PQAAnr4AAEQ-AACYPQAAML0AAF8_AACAuwAALD4AAEA8AADovQAAqD0AAOC8AAAsvgAAuD0AACS-AABAPAAAiL0AAIC7AAA8PgAAEL0AAOg9AACmPgAA2j4AANg9AACaPgAA4DwAAN6-AABkvgAATD4AAKg9AACgvAAAmD0AAK6-AACgPAAAf78AABy-AAA0vgAAor4AADS-AABAPAAAZD4AAEQ-AACovQAABD4AAEC8AAC4PQAAVD4AAEC8AAC4PQAAHD4AAIK-AAC4vSAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=0rNf78CENpM","parent-reqid":"1765571302183891-15981171766799290686-balancer-l7leveler-kubr-yp-vla-73-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":null,"cheight":null,"cratio":null,"dups":["9310018864563206753"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"8008242112340536415":{"videoId":"8008242112340536415","docid":"34-5-5-Z94F386060B2CD2DA","description":"На эфирном уровне формируется точная копия клетки физического уровня из материи G. Синтезируется, так называемое, эфирное тело клетки. При эволюции жизни на определённом этапе 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автора «Жизнь. Канал Алексея Соколова» в Дзене 🎦: 🟡 Практическое занятие по погружению в своё внутреннее пространство, с целью постижения многомерности сознания человека 🔹 Больше...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","pos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ч7 - 4 просмотра, продолжительность: 13:51 мин. Смотреть бесплатно видеоальбом Натальи Даниловой в социальной сети Мой 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онлайн Вселенная и Человек. Многомерность и Просветление. 4 мин 40 с. Видео от 11 июня 2012 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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Смотреть бесплатно видеоальбом Юрия Мартынова в 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природы человечества выражается в семи уровнях, которая затем выходит на более высокий уровень, где осуществляется переход в новое качество. 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О многомерности человека. Оригинальное название: David Icke - Beyond the Cutting Edge Год выхода: 2008 Жанр:Документальный Режиссер:Дэвид 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Многомерность Представить Сложно. А Описать Её, - тем более.. Каждый Пробуждённый по-разному постигает свою многомерность. Я рассказываю моё вИдение...","preview":{"posterSrc":"data:image/png;base64,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ведь для математиков это так же обычно как для всех остальных прямоугольная система координат на 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