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Триада-Сварка - инжиниринговая компания, системный интегратор роботизированных комплексов. 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Composer: Галкин А. Lyricist: Афанасьев В. Lyricist: Галкин 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Если вы живете далеко - то к антенне можно подключить один телевизор и смотреть 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этом выпуске: «Воздушный монстр» конструктора Михаила Миля. Почему рекорд, поставленный вертолётом МИ-12, не могут побить больше полувека? - смотреть онлайн в хорошем качестве на РЕН ТВ...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1765516397139068-7890547385641728991-balancer-l7leveler-kubr-yp-sas-41-BAL","isAdultDoc":false,"relatedParams":{"text":"Неизвестная 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Украинские дроны оставляют ядерную триаду РФ без топлива. Гаага приземлила Трампа 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Развалил Систему! НАТО шатается. Конфискация Миллиардов Кремля взорвала Москву @Tizengauzen","promo":"pumpkin","related_orig_text":"Телекомпания Триада","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Телекомпания Триада\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=GE19lwOgJZw\",\"src\":\"serp\",\"rvb\":\"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_E58RggQkAYAEKyqLARABGniBD_77_P8CAOn4A_X-_gMA7QUFBvv__wD-DgABBQX-AO0ECPIAAAAAEwH9-_sAAAD3CwUB-f8AAP0QAPr4AAAAFfkP-fcAAADxFf0G_wEAAPb__AwE_wAA8wH9Bv8AAAAIAQv1__8AAAMA-v8AAAAACAkBEwAAAAAgAC3SDNk7OBNACUhOUAIqcxAAGmDpHQAF8QPp6AT47ALx7wIF_gD-7O0GAPL0APkQAegMBfYB7BAAGPcP-uIAAAD5FxgdCgDzJwbu7O77DwIQ7PAK_n_w-vYC8_Ln_Br8BP_8C_v-FPUAGQAG-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_AADAwQAAeMIAADDBAADaQgAAKMIAAAAAAACOwgAAksIAAMDBAADAQAAAgL8AAJBCAACowQAAPEIAAIC_AACQQQAA2EEAAJZCAAAQwgAAUEEAAKDAAACQwQAAgL8AABzCIAA4E0AJSHVQASqPAhAAGoACAABkvgAAVL4AAIi9AAAVvwAAir4AAGw-AAAQvQAAdb8AAKA8AACGvgAAmD0AANi9AAA0PgAAqD0AAHy-AACOvgAAoLwAADC9AABQPQAAnj4AAH8_AADovQAA8j4AAI6-AABMvgAAqD0AAI4-AACIPQAAiD0AAHA9AADOPgAAcL0AAOi9AAAEvgAA3r4AAGw-AAAEPgAAgDsAAOK-AADKvgAAgr4AAI4-AABAPAAAcD0AANg9AAD4PQAAxj4AAFy-AABQvQAAyL0AAAy-AAA0vgAAML0AABC9AAD-vgAA-D0AABc_AAAQvQAARL4AAM4-AAAsvgAAPL4AAIo-AAARvyAAOBNACUh8UAEqjwIQARqAAgAAQLwAAOA8AADGPgAALb8AAIg9AACIPQAABL4AAJY-AABsvgAAoDwAAEA8AACIvQAAJD4AAJK-AAAcvgAAHD4AADw-AAA3PwAA1j4AACQ-AADKPgAArj4AAJg9AACovQAAkr4AAKC8AAC4vQAAqD0AANi9AAC4PQAA2D0AABC9AABcPgAAqD0AAKi9AAAwPQAAyL0AAEy-AACOvgAAMD0AAEA8AACgPAAAPD4AAAS-AACovQAAmj4AAH-_AAAEPgAAoDwAABS-AACIvQAAij4AAI4-AABkPgAAiL0AAAw-AACYvQAAXL4AADw-AAB0vgAAqr4AAOK-AACCvgAAND4gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=GE19lwOgJZw","parent-reqid":"1765516397139068-7890547385641728991-balancer-l7leveler-kubr-yp-sas-41-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["1060927979159533339"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":false,"contentTypeId":null,"censored":false},"15019032310578794992":{"videoId":"15019032310578794992","docid":"34-2-4-Z065296D663380C96","description":"В этом видео мы расскажем о ядерной триаде России – ключевом элементе национальной безопасности. Узнайте, как межконтинентальные баллистические ракеты, подводные лодки с баллистическими 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рекорд, поставленный вертолётом МИ-12, не могут побить больше полувека? 🔸 Неизвестная биография Маннергейма! Как он стал генералом царской армии, а потом президентом Финляндии? 🔸...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"19","reqid":"1765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этом выпуске: «Воздушный монстр» конструктора Михаила Миля. Почему рекорд, поставленный вертолётом МИ-12, не могут побить больше полувека?.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"24","reqid":"1765516397139068-7890547385641728991-balancer-l7leveler-kubr-yp-sas-41-BAL","isAdultDoc":false,"relatedParams":{"text":"Неизвестная 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«темная триада» был введен в 2002 году канадскими психологами Делроем Полхусом и Кевином Уильямсом. Они исследовали сочетание нарциссизма, макиавеллизма и психопатии в контексте...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABQYABAcIAwIB/8QAOBAAAgEDAwMCBQIDBwUBAAAAAQIDBAURAAYSITFBBxMUIjJRYRWBI0JxFlJikaGxwQgkNHLh8f/EABoBAAIDAQEAAAAAAAAAAAAAAAQFAgMGAAH/xAAuEQABAwMCAwYGAwAAAAAAAAABAAIDBBEhBRIxQVETcYGRofAGIjJCYbEUwfH/2gAMAwEAAhEDEQA/AOP+vjOitvsdVUxrNKyUtOwBEsvkEkAgec4OPvjUs9sWsrYo5pfYph808pGfbjHc/wBfA/JGnum2/fL5UUl0pbXNBbmCCLipCyRphQMdcY8sfvn7aazFtNGXyeCGhY+Z4YwIbSbQs9LaJbleWrIochYgXEbyHzjoVH7n99BxZbLcTKtlr6lZgR7VPUxj5vwXHQHt4x111dtz/ptnuFvia97u+IZ3zNTrBhIR5WPIJ6dsnGju4PQfYNrphHQQVFLOF4+7HLyYnH1YPnzrPP1H7jwTyLTru2Ai64aWmMVT7M6SJxfjIoA5DB69/Onvc9s9NINr+5ZKrd73XoESspacQcvOSshI/YHVj1S2/wDoO5DDLEvxJBaR0GElIJHuDP8AeGGx4JOiPpPYJNwGrhAQMxjo45XXl7clQWTkB5IHLRLpA+MOb+PVNtPooXtf2jrEA+nVZjSQlj9Of66Y7VbIXDmValxEvKc08DSCBT2LlQcfvjWvXv0lqNlbW3td/wBYiqf0KGmkAa2xsJmkVCRlySnHn4zn8ac/QG7bu2b6fpb9vUllqnr7Y1yp5Kt1Q3W4SlZVpYiGBfjCsqknpzwB260PiPNQqNRjpI2inN3Hnbh59ff452SD4OoBWRJY3UNFKn0up8jXzdq2OniVpjIeZ4oFTJY/bTT6p22C37+u8FBTSUlvq2iutHRyx+3LSR1S8zC6fyMrAjHbGCOhGqtjsFgludlu25KxILfLVCjkEkrRhcKz8wy9RjIBPjI0vdZrjuzbotgNSmOltmgAG42zwGSD+sJJvVslWBKtTyDxrI64wY+ROAfBPTx20CaI9c66v9ZrRs+f0gNHteCjhayukk5pkZgOeQAznuz8lOMn765kejJf5ui+T9h51ZBUAhZmehkqPnPHmhcFKZJ0QGNSxAAY4z/80xbP2vdNz7uoduUZ9pqpyuYx2C/UeuP9dM/pbsmW67kFbW2iS600arIlHHnM6lehGOpAyB/81t9dadt2/wBTtkVG19n11serpqkTwOTAsze1nDPk9V6hiDnHTB1cyqaZQwZS3sHRhw4fv2Uh7j9K7HtK0b6pfnqaygs9HJCePvOHkSYyMWC4jwYxkdO/c+Zp/wDVupS1UG/YLtdKCziqs9BFBRUsYAqXxWIIwWHIkE/MQBnkM48zR266Cjpt+Vg+zbawo7i88QeAUhkbKFlBUgqWx1xk/cdca23Y+5KXamzLfQJR1E9XH7b1lVWUxFJC7IsqKCWUNhWU5GQPycaXdj7Z9yluVvrHjgqEpHnpJjn+HJGM5wCOQ4lun41qdgvFnoKifbF1oqy70NXRUcyokRaeN1hCMpAxnHFeoPjTn4sDY5BFbgB6pb8MgyR9uDcm+LcLIntD1woEZoNzy2e3RtkwViSulPNjqVDSdOePAJz41VvvrVYK/wB1v0q4pREELcECmIDH1Yzyx/v40F3XuD0yq2ktW6UNitNLRVENBSVVI3umeROPxLIueIUdE5dWJYgYAJ+6ai9NNz26jvFwlC18UCrURU8WVnKjvzQZZTjI69RjOsW9oIzwWqjbtfcYPiue/Wi8C/b8jipKuKpghgT2ZImDK0ZGfHkEnTx6GmmgsE9PBXUS3ia+0hgppXwWVR1YgdSo5NkjJGl9dtncG7b7uGljWmo2mdgzr0VQvJjkdBxULn86XrNdWsEEF0poxUT09Z8RShuXFJQhCuR2IBJJA74GdavT6IOog8dR6JBWai+mmcwfcD6rob1XvVHS+lG/aHcN329SVt3ldIYxOwllKCMKIkIyR8uMnp31hPoZ6g7l2pR0FNari9LR0N6+JuMQCkVNMImkaIkj6SIpP3cHwNZtfGrLrXT3G4VctVXVDl5pZWyzsck//mvTb710K1FDBVSxpWokcqJgcwSQBk9u5GcjoSOxOhag/McINjjIGt6IrBuRJbhdb7d1b4i61LVIjjHQZY9B9lGSB+Bohat5SVdDW2+kpaeNyOURnAcAMrI7degOGH+WfGjHppNsO13wT7n51NZEkvte9H/20MkfZcAHl0DYc9OXHIxnR65XT0zvbVla9Bm5tQVMbS0sKwpVIVk/jGPGFeP20bAPze4VyQMhK9kZkPynv5eS17dSq46JtMyRoYOWLnN737zgdE3etN/uA9ItsrNJR1FHXsgRoGHCT4aLiWQgnIyyA9SM5x51h1XJHV2SSqpY2UAAycvC+cfc+Mac973fbtx2ns6xfD1tLHS0shjam4AzGSQL7kqnPBv4Y6LnIH7abNqVfolfNu1235KUWGohJSkusrO0s5J4rIx8sSQShHHDdMYJ152UTGNdY368lKn1OrbJJTbm7Mi2N3THO/elv0JnukNCi0LVcNRLM600sGS0IJHQgfy4z/npgfctFuD1Wt1giuF7kstpgljhlp6uRWncphgjYVgD0XIwSAfGNaD6EWiPblLuXa94FHJVW4pVJUwPlZKeQEAqe+OSn8gkjXNzr7axunQxdiO4x2/20DHLaoc4ju8UzodPE4MbXfSPP/Foe99obim3RdKigtkdBarPR1UsQq25/wACV5FTllmZ2JB6nOCuScjU0609ZUXj093PfKuaoYSUyRAZHN8nkQWGDxDOTxzjzjzqac0e1zCW9SkzKFwc4XXP133ZuFdx2+9Q3WphrIV4RuXywVsqx+3UE56efxroPbHqjbfg57hFGv6jDA3BWOcyBQAp/HIa5ovqLUe4yDCpHhcf4SQdeEdVM4arp5nilOPc4n+YfcfnvomukfVXMhuTzSLT5BS4YMdF07uu1biuvKp31ueyrLVQgU1P7E0yxAjIYcSAGHjuNUai4VdFZayw78/Tg8FNG9FUU4AZ4iSOJ6A5AB79tZ7afWnc8Nqo6WqpoKsUL84HkwTG2MZGfxrPfUHed33PeJ6+smKmZQpUHsozjr+50pZSPc6xTqTU4mRgsGffFa5s3e+xptjXKxvc5qO4T++QJ4eEZ5HsjgkH5QB1x/T7q96t9NFQ4hqucGSyBXyAfuPHjvrJ6MDl8w0wWeqkttTFWQuMxOH4P8yNg5wQehGt3p+r08VOKd8fDmPf9rE1dE+ebtt2V418csUhDqyOJsFWGCOnnQ+oqhHUqrqWjUDKg45fv/T/AC0576kpa7cFZcacn2qqoNQue+G6/wDOk+cRl0JUEg9yNDahSFhv1U6eYXIHcr1zutbdpornUsimKN4Y40UAIgQgZwPmY+WPU+dVKcO725advb98NGP8JZ2GP6avvQUiWI1f67bXlaUKaRDJ7qhkPX6eJA6ZwenbQukWnNZQwS1Lxw+4qvOgI4Lz6kf06/5aStabGyYPIDgeaat6bbrNrX60rW1iVcdbTJUxNHniqjPy5IAJBB7dOvnS3RvMbW80RKzLl0I/94xpj3/eaG7XO31nvSPLBaqan6dSrKhDefGT0/20vW3itK0TSqyqpAK/l1P/ABqtrHtiF0SNktW4dT7KaLb6l3uXeIvNTUPFJJTLQyQxdEMCx8VjC/YMA39SToUbk8U7JMw4MQf9ev8AzrzdKYhZEwsowQ4HXVa8RLOUkjOOPcHQpibO8Etti3lwWlpopdMhe6N9zg+B4p2behptp01LbSFnnidK48Awxywi9exCgnP+Iamk230FfXxvTUNHLO8S+7LwH0qexOpppS0nZx7bJbLqpa8lruPHvXt7kSwQNM6opDKST9+v/GrHprHaovUy0w3uajS0yTYqGqmUQlOLfUT0xnHfzoXVe29FwkUsq/Ngd+mvK3V8VvuENxFvo65YMlaeqi5wtlSByXyATnH3GqAEhutZSm9NFF4iram2e3XQ0lVCYaiMyUfsCneqhQqce5KHmA4fKSmFxjGhUNFt5rzuQbhr9oC2JbqxrS1A0JeTjLC0YjCfNzdOSJ7nzjLlux0WtsdnqPVTam3KnaliNJV0FBWzYoArO7W8tICF+pWduZHgqMYHTSvbUpDuS2Xa4WO211ks1BJXTSJbjSx3JVb6ZE6Z/jOsPIYyBqQbZebr80wX2l2D8ZvJKQ7bUz3AVVpMVQnCGGCaBTDEc9pEmmOD1IgB++jV0HpfTzXM2+u29HHSre2SohKmSZ1np3pxCpzjKGWKLpjAZu2TqtvjbW14rpaKWx2eikjtG7o6GvkSH/y4qorPEsg/upiSID7L+dAd3bYtk1gu1JY6Oklrp98/p8MkdI0bQIySgQAn+QEKcD7a9sVHCvSS7UqPUzeSxPY0ta0rm0hZITTiT3afisJlPtnCmUfMeoDedXKOj2Qt82zGLhtCot/xQW6VMogjjZfjqgB+BPuqPb9olT8oj4+dUdx2Xb1Z6h7IqtvbdW4WG5qkL0dHGYxVPTzvFMTkjBZAjsSQOpOQOoXvWi22ygp9tG2/pc4moalpa630fw8VYy1kyBwv2Cqqg+QM+cktz3S2yqmta26daY+mVXLZKiqlsYjaayrUMzRCRx8TVpUvMCRxDIsLSAfS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Путин заявил, что ядерная триада России современнее, чем любые другие. Это знают все специалисты, подчеркнул он. Президент России дал большое интервью Дмитрию Киселеву для 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Dостоевский https://rutube.ru/video/b45... Термин «темная триада» был введен в 2002 году канадскими психологами Делроем Полхусом и Кевином Уильямсом. Они исследовали сочетание...","preview":{"posterSrc":"data:image/png;base64,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Триада, триединство, троичность ПРАва. Социальные слои. Мироустройство | 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103. Триада, триединство, троичность ПРАва. Социальные слои. 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А умные алгоритмы порекомендуют контент с учётом ваших интересов...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"37","reqid":"1765516397139068-7890547385641728991-balancer-l7leveler-kubr-yp-sas-41-BAL","isAdultDoc":false,"relatedParams":{"text":"Триада-3350 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видео из серии • Лекции Василия Бейнаровича Термин «темная триада» был введен в 2002 году канадскими психологами Делроем Полхусом и Кевином Уильямсом. Они исследовали сочетание...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Новости Нижнего Тагила | Итоги дня 19.11.2025» от автора Телекомпания «Тагил-ТВ». Хорошее качество видео без регистрации в бесплатном видеокаталоге VK Видео. 600 — 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Сегодня речь про триады. Это классический риторический прием.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1765516397139068-7890547385641728991-balancer-l7leveler-kubr-yp-sas-41-BAL","isAdultDoc":false,"relatedParams":{"text":"Триады 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Триада.. 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онлайн «Новости Нижнего Тагила | Итоги дня 17.10.2025» от автора Телекомпания «Тагил-ТВ». Хорошее качество видео без регистрации в бесплатном видеокаталоге VK Видео. Опубликовано 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Они окружают нас со всех 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