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великой сингулярности Ведущий: Анатолий Черепащук, академик РАН, научный руководитель Государственного астрономического института им. П.К. Штернберга Жестокость и массовое 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Откройте свой многомерный потенциал, пройдя курс «Сила Первотворения» в записи с доступом на 60 дней за 25.000 рублей: 🔗 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онлайн «Годзилла: Точка сингулярности | 2021 | Все серии» от автора My Shinobi Way | MSW. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. Опубликовано 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Хорошее качество видео без регистрации в бесплатном 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повторении истории в виде фарса, точках сингулярности и невыученных уроках. Для донатов: Qiwi +7(926) -047-33-92 Для тех, кто вне России: Биткоин: 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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":"31","reqid":"1765566953030023-13744622811769456154-balancer-l7leveler-kubr-yp-sas-50-BAL","isAdultDoc":false,"relatedParams":{"text":"Что 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#гравитация #чернаядыра . . . Пространство-время – та сцена, на которой разворачивается вся история Вселенной: с момента Большого Взрыва, через рождение Млечного Пути, Солнца 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Её идея подразумевает точки, где законы природы рушатся, превращаясь в математический хаос. 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не кажется, что дни мелькают как кадры старой пленки на бешеной перемотке? А что, если это не просто субъективное ощущение, а сама ткань реальности начала разгоняться, чтобы… схлопнуться в...","preview":{"posterSrc":"data:image/png;base64,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протяжении века мы считали, что в центре каждой чёрной дыры находится сингулярность — точка с бесконечной плотностью, где наша физика терпит крах. Сама теория относительности Эйнштейна...","preview":{"posterSrc":"data:image/png;base64,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физики мира отказываются от сингулярности. Вот что будет вместо нее - Документальный Фильм","promo":"pumpkin","related_orig_text":"Точка Сингулярности","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Точка 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Фильм 2 (Космологическая сингулярность) Здравствуйте дорогие друзья. Мы все знаем, что представляет из себя космологическая сингулярность. 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можете поддержать проект материально! Яндекс Деньги: 410011636579292 PayPal: dfish@mail.ru Точка Z Live: / @zlive7025 Twitch: / tochkaz Контакт: http://vk.com/tzt_channel Твиттер: / dfishers...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765566953030023-13744622811769456154-balancer-l7leveler-kubr-yp-sas-50-BAL","isAdultDoc":false,"relatedParams":{"text":"Короткометражный 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