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автора «Сингулярность цвета» в Дзене 🎦: Приветствую тебя на моём канале! Здесь я делюсь своими работами и процессом их создания. Приятного просмотра! Да прибудет с тобой сила цвета, друг...","preview":{"posterSrc":"data:image/png;base64,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Каждый день октября рисуется одна работа по списку тем. Приятного просмотра! Да прибудет с тобой сила 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Здесь я делюсь своими работами и процессом их создания. Приятного просмотра! Да прибудет с тобой сила цвета, друг...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Сингулярность 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Подписывайся на канал, если хочешь регулярно получать порцию идей 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автора «Сингулярность цвета» в Дзене 🎦: Приветствую тебя на моём канале! Здесь я делюсь своими работами и процессом их создания. Приятного просмотра! Да прибудет с тобой сила цвета, друг...","preview":{"posterSrc":"data:image/png;base64,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такое сингулярность? Почему учёные называют её «точкой, где законы физики перестают работать»? В этом видео мы разберём одно из самых загадочных понятий в астрономии и космологии...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Что 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автора «Сингулярность цвета» в Дзене 🎦: Инктобер - челлендж для художников. Каждый день октября рисуется одна работа по списку тем. Приятного просмотра! Да прибудет с тобой сила цвета...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"29","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Сингулярность 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ли ты, что наша Вселенная якобы возникла из сингулярности? 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если сингулярности не существуют? — Видео от Маргинальная поэзия | стихи","promo":"pumpkin","related_orig_text":"Сингулярность цвета","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Сингулярность 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привыкли слышать о сингулярностьях в черных дырах…но что такое голые сингулярности? Что они собой представляют, и могут ли существовать? Об этом а также о сингулярностях в целом сегодня и...","preview":{"posterSrc":"data:image/png;base64,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такое Голая Сингулярность? Она существует?","promo":"pumpkin","related_orig_text":"Сингулярность цвета","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Сингулярность цвета\",\"url\":\"http:\\/\\/vk.com\\/video753958313_456239585\",\"src\":\"serp\",\"rvb\":\"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_gH79v0G-v39AP4GF_0CBf4A-_0G7v0AAAALAwf4-wAAAP8FBf8E_gEA-Q75-wQAAAAfAQn_-gAAAAv69wH_AQAA-Qv5BvcBAAEO9Qb3_wAAAAD_8PwAAAAB6wT99AAAAAAU_AAFAAEAACAALQix0js4E0AJSE5QAipzEAAaYAkcAPnqCATYJRvr_9v28-If-QfP9AoAAegABAjzF_kQ9vsCFgD-8AwY1gAAABP89g_wAPEy-uL_7wH78wTx3_8Df_3x8QDO9OvJCenwGd3eAfL6DAAA-xAY2-74DwQQJSAALSkKizs4E0AJSG9QAiqvBhAMGqAGAADYwQAAgMEAALhCAABAwAAAYMEAADDBAAAAQAAABMIAALTCAADYwQAAYEEAAPBBAACQwQAAUMEAAMBAAAAAwAAAFEIAAIC_AACAvwAAoEAAAMBBAAD4wQAAMEEAAPjBAADcQgAAVEIAAADBAAAMwgAAHEIAABBBAACAQQAAQEEAABDCAACQQQAAiMIAAAAAAABAQAAAvEIAAABBAAAEwgAA4EAAAHRCAAAEQgAAqMEAABDBAAAkwgAA0EEAAOjBAAAQQQAAssIAAGzCAADYQQAAgD8AAJDBAABQwQAAsMEAADTCAABgQQAAhEIAAKhBAADIQQAAAEAAACBBAADAwQAAqsIAAKBCAABkwgAAKMIAANBBAACGQgAAsEEAAEDAAADowQAAwEEAAEjCAACAwgAAmsIAAGBBAACwwQAAcMEAAMzCAADAQAAAYEEAAMBBAACYQQAA4EAAAHDCAAAIQgAACEIAAIhBAACowQAAIEEAAJhBAADgwQAA_EIAAFTCAABgwQAACEIAADBBAACkwgAAsMEAAMjBAACgQAAAgD8AAAjCAAAsQgAAuMEAAJBBAAAkQgAA6MEAAFxCAACQwQAAcEEAAFBBAACSQgAAYMEAABhCAAAwwgAAyEEAAITCAABgwQAA4EAAACDBAACuwgAAmEEAAHDBAADQQQAACMIAALDBAACQwQAA-EEAAEhCAABQwQAADEIAAMZCAABQwQAAgMAAABhCAACiwgAAAMIAAGBBAACQwQAAgD8AAMDAAABsQgAAmMEAADBBAABQwQAAAMAAAKDBAAA0QgAA8MEAAK7CAAAcwgAAHEIAAEBBAACgQAAAmsIAAGBBAABUQgAAMMIAAADBAADgQAAAyEEAAFBBAAAAwgAAMEIAAABAAAA4QgAAUEIAAIBBAABAwQAAoMAAAADAAAAAwAAAmEEAAEDAAAAwwQAAQEAAAP5CAAAAwQAAbMIAAFjCAACCwgAAwEAAACxCAACAQQAA0kIAAHDBAABAwAAAAMEAADBCAADAQQAAQEAAAHDBAAA0QgAACEIAAMDBAABwwQAAtMIgADgTQAlIdVABKo8CEAAagAIAAIK-AABcvgAAZL4AAGQ-AACKvgAAAz8AAM6-AABwvQAARD4AALg9AADmvgAAuD0AACw-AACovQAAHD4AAC0_AACSPgAAhr4AANg9AACaPgAAfz8AAJq-AACIPQAAkj4AACy-AAAhPwAAmL0AANq-AAAwPQAArj4AANg9AACivgAAyD0AANg9AACgvAAAML0AAKa-AACmvgAAFL4AALo-AAAEPgAADL4AAOC8AADGPgAAHD4AAEC8AACGvgAAF78AAMq-AABAvAAAxr4AAA-_AAB_PwAAYb8AADc_AACaPgAArj4AAJi9AAAEPgAAiL0AACG_AADaPgAAfL4AAGw-IAA4E0AJSHxQASqPAhABGoACAABwPQAAmL0AADy-AAA9vwAAR78AAPq-AADGPgAAXD4AAII-AACKvgAAML0AANK-AACiPgAARL4AAFy-AAC4PQAAqj4AAKI-AAA9PwAAoj4AAM4-AADCPgAAZL4AAEw-AACYPQAA1r4AACw-AAAwvQAAjr4AAKC8AAAMPgAAQDwAAJY-AADKPgAAED0AAOK-AACqPgAAPL4AALa-AAABPwAArj4AAKo-AACqvgAAoj4AAMI-AACuvgAAf78AAOI-AAAQPQAAHL4AAO4-AACiPgAAqr4AAKA8AAAkPgAA1j4AAHy-AADOPgAAHD4AAN6-AADgPAAAyD0AAC2_AACeviAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://vk.com/video753958313_456239585","parent-reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":null,"cheight":null,"cratio":null,"dups":["18331646601776654473"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"VK Видео","hasTranslation":false,"contentTypeId":null,"censored":false},"15539601077315438282":{"videoId":"15539601077315438282","docid":"34-1-8-Z36FC844AA0CEF999","description":"Видео автора «Сингулярность цвета» в Дзене 🎦: Сегодня в видео мы покатаемся на скейте с очаровательным персонажем. 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скрывается за горизонтом событий? 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В этом ролике мы разберём...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Главный Секрет Чёрной ДЫРЫ | ЧТО Внутри Сингулярности? 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автора «Сингулярность цвета» в Дзене 🎦: Приветствую тебя на моём канале! Здесь я делюсь своими работами и процессом их создания. Приятного просмотра! Да прибудет с тобой сила цвета, друг...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Сингулярность 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знаменит футуролог Рэй Курцвейл? На самом ли деле технологическая сингулярность это зло? Давайте узнаем, как закончится эра людей! 03:13 - Биохакинг 04:07 - Как технологии меняют 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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Рэй Курцвейл: как технологическая сингулярность Изменит людей? 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автора «Сингулярность цвета» в Дзене 🎦: Инктобер - челлендж для художников. Каждый день октября рисуется одна работа по списку тем. Сегодняшнее слово "Отметка". Приятного 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автора «Сингулярность цвета» в Дзене 🎦: Инктобер - челлендж для художников. Каждый день октября рисуется одна работа по списку тем. Приятного просмотра! Да прибудет с тобой сила цвета...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"49","reqid":"1765579414416234-7955980558108998108-balancer-l7leveler-kubr-yp-klg-158-BAL","isAdultDoc":false,"relatedParams":{"text":"Выбор 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