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онлайн «Сакральная геометрия.» от автора ღВолшебный Мiр**. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. 621 — просмотрели, 22 — 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автора «Время Открыть» в Дзене 🎦: Что такое сакральная геометрия и как она помогает в жизни? Как работают энергетические картины? Для чего можно применять сакральную геометрию и как 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чем помогает сакральная геометрия. Создание Энергетических картин. 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Частота вибраций человека. Цветок жизни. Вселенная звуков, язык частот и форм. Платоновые 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Цветок Жизни – это схема Творения, геометрический план. Это рисунок созидания и он порождает абсолютно...","preview":{"posterSrc":"data:image/png;base64,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Если вам интересна тема...","preview":{"posterSrc":"data:image/png;base64,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автора «Сакральная геометрия с Марией Леви» в Дзене 🎦: Что такое сакральная геометрия и зачем её рисовать? 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Зачем её вообще рисовать? 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Геометрия - просмотров, продолжительность: 1:47:22 мин. Смотреть бесплатно видеоальбом Валентины Басановой в социальной сети Мой 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Приходите создавать такие же картины в Академию сакральной геометрии ARTmeUP. 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геометрия с Марией Леви | Красота не требует слов. Приходите создавать такие же картины в Академию сакральной геометрии ARTmeUP. У вас точно получится! | Дзен","promo":"pumpkin","related_orig_text":"Сакральная Геометрия","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Сакральная Геометрия\",\"url\":\"http:\\/\\/dzen.ru\\/video\\/watch\\/6862bd150e7aa529709aacf9\",\"src\":\"serp\",\"rvb\":\"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_8B-ggSBPn-_QAEBvQB9wP_ABD6EgMBAAAA9_v9Av4AAAAABAr_-_4BAPsUB_sFAAAAJgD9BvsAAAAS9wX__wEAAOYJ-PkCAAAABwIF-P8AAAAKCAoIAAAAAOsE_fUAAAAACf4EBgAAAAAgAC3ZfdY7OBNACUhOUAIqcxAAGmDcEQDiDwTr3g4M7PP06gr79vni-e4CAPb1AAMIDf319fIO7PYA_gz0_t0AAAAI6xkD8gD_JwT1Bt8AIQUI7foA9X_u8Ort_gcV_f7oBAT-_QYF6yoABwMT_-0YCPEWKQcgAC0HiKA7OBNACUhvUAIqrwYQDBqgBgAAqMEAAJJCAABAwAAACEIAAETCAAB0QgAAqEIAAKhBAAA8QgAAXMIAAOjBAAAgwgAAeMIAAKBCAAAgQgAAMMEAAKhBAACAwAAAcMEAAFjCAAAAwAAAAEEAAADAAADgQQAAMMIAAFjCAACwwgAAiMEAALhBAADgwAAAAMEAAARCAACAvwAAPEIAAJjBAAAAQQAAQEIAAABCAABQQQAAoMEAAFjCAAAkQgAA-MEAAKbCAAAgQQAABEIAAABBAABAwQAAmEIAAODBAAAgQQAAMEIAALhBAAAswgAAoEAAAAzCAACgQAAAwEEAAEBBAAAgQgAAMMEAAMBAAAAwwQAAMEEAAABAAAAAwAAA4MEAAFTCAADgQQAATEIAAIDAAABIQgAAiMEAAIDAAABAwAAAgL8AAHTCAABAwAAA2EEAAFxCAADgwAAAdEIAADTCAAA4wgAA2MEAAARCAACgQQAA4EAAAKDAAAAsQgAAQEEAACBBAAC-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-EEAAIDAAADAwQAAgMAAAADCAAAAAAAAiMEAAGjCIAA4E0AJSHVQASqPAhAAGoACAABQPQAAmL0AAP4-AABUvgAAqj4AAFQ-AADIPQAAf78AAII-AACaPgAAoLwAAHC9AAAkvgAAcL0AANg9AACePgAAXD4AAHA9AAAwvQAAOz8AAFs_AAAwvQAANL4AAFQ-AADuPgAAJD4AABC9AAAUPgAAoj4AAEQ-AAAcvgAAoDwAAKA8AAAcPgAAAb8AADS-AABkvgAAVL4AAAy-AADovQAAmL0AADy-AACavgAA-D0AAFy-AABUvgAAyL0AAKC8AAAkvgAAQDwAAKo-AABQPQAAHD4AABC9AAAvvwAAqD0AAGU_AACAuwAAJL4AACQ-AACoPQAAgDsAAHA9AADCPiAAOBNACUh8UAEqjwIQARqAAgAAVD4AADC9AABcvgAAU78AAAS-AACIvQAA2D0AAIq-AADYvQAAXD4AAIA7AACAOwAAgDsAADy-AAAUPgAAgLsAAES-AAAZPwAAED0AAOI-AAAMvgAAEL0AABC9AADovQAAUL0AAHA9AACAOwAAQDwAAGS-AADIPQAAMD0AALg9AABAPAAANL4AAAy-AACAuwAAmD0AAFC9AABUvgAAVL4AAKC8AABEPgAAvr4AADw-AACYvQAAXL4AAH-_AACKvgAAbD4AALg9AAAQPQAAqL0AALq-AAAUPgAAgLsAAAQ-AACYvQAAMD0AAEC8AABQPQAAXD4AAK4-AAAsPgAAnr4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://dzen.ru/video/watch/6862bd150e7aa529709aacf9","parent-reqid":"1765535050156775-12662759307875178154-balancer-l7leveler-kubr-yp-vla-223-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":null,"cheight":null,"cratio":null,"dups":["11715538407272731108"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"Дзен","hasTranslation":false,"contentTypeId":null,"censored":false},"8106844060209798967":{"videoId":"8106844060209798967","docid":"34-5-13-ZC904A4B2AA0099E2","description":"CvetZhizni.ru/v10 - большой поток практик Сакральной Геометрии. 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А главное 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геометрия - просмотров, продолжительность: 1:20:51 мин. Смотреть бесплатно видеоальбом Сергея Старочкина в социальной сети Мой Мир.","preview":{"posterSrc":"data:image/png;base64,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Для взрослых и детей. Азы. Волшебная Школа 🌟 Приглашает Сакральная геометрия - это универсальный язык природы, язык символов, созданный самой природой и соответствующий...","preview":{"posterSrc":"data:image/png;base64,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