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онлайн Отрицательные 9° - Виски 2 мин 57 с. 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С вами Евгений Копытов Обращаю внимание, что отрицательные числа часто вызывают трудности у школьников. Что такое отрицательные числа и как...","preview":{"posterSrc":"data:image/png;base64,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вычитать отрицательные числа? / Простые примеры из жизни по математике — Видео от ЕГЭ и ОГЭ по математике с Евгением Копытовым","promo":"pumpkin","related_orig_text":"Отрицательные 9°","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Отрицательные 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Данное видео поможет детям понять, что такое отрицательные...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"3","reqid":"1765567895496861-284973253544248386-balancer-l7leveler-kubr-yp-vla-139-BAL","isAdultDoc":false,"relatedParams":{"text":"Отрицательные 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всех! Как дела? 😍 Сегодня урок на тему: «Использование глагола to be в отрицательных предложениях». • I am (Я есть/Я) — добавляем «not»: I am not (Я не). Вот и всё! Теперь вы...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1765567895496861-284973253544248386-balancer-l7leveler-kubr-yp-vla-139-BAL","isAdultDoc":false,"relatedParams":{"text":"Day - 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добро пожаловать на канал по изучению английского языка ILS! Сегодня в видео Эвелина объясняет тему Отрицательных Вопросов в английском языке. За 6 минут вы узнаете все, про правила...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAQFBggCAwcB/8QANRAAAQMDAwMDAwMDAgcAAAAAAQIDBAAFEQYSIQcTMSJBURQyYQgjcUKBkRahF2JygrGz8P/EABoBAAIDAQEAAAAAAAAAAAAAAAADAQIEBQb/xAApEQACAgEDAwMDBQAAAAAAAAAAAQIRAwQSITFBURMiIwVh8HGBkaGx/9oADAMBAAIRAxEAPwCvnTXpPftd2OTdLbcLVESmUYUNmW6pLk6UGVPFlrakgK7aScqKRkgZp9t/QuXOiWGVF19pBxu+RpEqNhcn0sx0OKecV+1wEFpSTjJz4BHNTP8AS5erFD0bDXcb9arcqxarcu81uXLQysxTbXGQptKjlw9zCdqcnJHHNedM9RWCDA6VqnT7W6mDpnUbcyO/LCEpUtUkoacwoFJWCABwTuGPagCHwf096wmXqDbY10sbyZ77iI8pt1xTK2kQ0Sw/nZntqQ4gDjO44IA5qO3rpXfbVpi4agfnW5caDaLZdnEIUvepqera0kZTjck/dzj4JqwnRjq3a5ml4FwvEmx2edK1S1bWIjcgNIg21EJkEgLUVBGI6Eb1HkqIzRDs8HUvTmT2b5YHo0rS+k2JKE3Rkux0RX2/qVOo3bm0oCxkqwKAOPr/AE+6ij9QIWibhqXTcC5z7Wm4xS8t/tup9e9sFLZO9AbWVA8YHBNMOoulps2k4moXNb6XlIuC1i2xWFSO9NQiQWFLby0E7dwJ9RBwPGeK77edWaMu3WLQepoGq4shiPN1JGlvS1Nx1MpWHnWQRvP7eXyhCyRux4B4qCsMi/8AQ/ppa4U3QqUxFrFweuFwjtXCITcVqCU71haWykhSuPHNAEX1P0Cv1kEwp1Ppu4iFHub0n6Rbx7SoCEKfaO5sevDiQPbPkio5ojpde9WW6zzoE63Mt3aZOiMB5SwUKiRvqFlWEngpOBjPPnA5qxVo1fZJ93vMq06j099RMn6wVb1T5TKWFqeEYRi4HTt2LKeN4woA+eaV27WWg7RqFm2WV/R6bdIvt4K30qbAhqNnaClx1bgG0OPhxAIG1XhNAFaInTC9SeoFr0W3Otwn3K2t3Fp0qX2ktriGUEq9Od2wY4GM/jmtOu9AK0jZLXOmaosUybcI0aULXGU8ZLDT7PdQte5ARjBAOFHkirNWq/aWRK0hcLte9Hd1mFAatb7MmP8AVstiyvolIkKSdyU90tpAcP3YArj36hlm5aZ0fOiL0e/BZs1tjd6BJZXc1OiGgLQ+lKivYgoUBuACTge9AHI7RbxMdbQe64txwNtsspy44T8VIbjp9izlBvNpnRCQdqVnhf5zT30WjSP9ZofiQjL+la8/0oCzhSs/OMgYrrurLYrU7sqxS4ZRD7YWzJKeUrwcEHPsfx+Kx5dQ4zrsbsOmU8e7uVnuMOOhsOw1qUnHqSryPzTdTzJafgynY72AqO6pp0AcZBINNctrsvqR7eR/FaoysxyVGqiiirFQ/tXmB8CvaKAOk9F+mELqDDuUibqdNiEafAt0fNvVJ78iYtaGknCk7E7kYJ5xmpHZuh0lVljlOsm4t5mCOqXb2oiy2IT9x+iC+8FAOHuJ3FsgcAc5pf8ApO1tZ9JW3USLhq+36befulpkFUtlbn1EVlx0yW0hKFeooUAPByeCPNSyzdQenTEO23eNqOJDZEe32hFrcad+ojIYvhll1fpKe0GMHIUTnjGaAIlN/T/YI5cl/wDEZS7THjXR6ZLNiWFMmA8y06kN93K8qe4OR9v54TX79Osyz2y8GXqmGq8RETpMKEiEoolxoimw44Xd37aj3UkIIPg5NTWJ1U0dbtP3R2PeLTLmBrVKo8WXGU80+qTNiuR0qQpO1QcS2sgHj084pBaOq1juvTly/wCp9Tx16lZtl8gyoBYWH5T019pbS2glOwNhKCDkjbtAwaAIjqLoTEt7l5bga2j3J2ywbk5PbFuU2tEqElorZSCvKkK7w2u/8p4rnV10oYPTqyavM1LibrPlwhG7WC19OGzu3Z53dzxgYx71YaNqfp1bOpup9VWPqJb4l71PEvDjF0SJCWoKXuwYiFjt5S6FB4q2g4AH4qCfqV1npHVNtjo0vPZfCdR3GUtDbJb3IcZipD20gYDi23FD3+QKAOH4HwOfxS21spJdfUk4bTkY9z8Ujp3ZaUzDZRkguetRxxj4PxVZOkWirZ0ToLcCjVU22d1tl64x0mOpZ/qQrO32ySD4/FdxddbtFqeelutpLKCePf8AGPNVNjR1yJsNtjd3XNgbSnyFZ4waslbSxK07HZlOpceCcKbBysnxjHmuTq1tkmu51tHlfpuPgrjeZCZrsuajcG33y5hXkEnnx/em6YkrjNuAE7fSeKdtQ29y3y7pbnEhDkN4pUnPqHPGf7Hmm2EvuMKSVeMBX4H/ANiulDhHMlzJjdRWTyCh1SD7HFFOFGNepSpSglIKlE4AAySa8rbBZdkTWI7Cgl5xxKGyVbcKJwOfbn3oJSt0h/05o65Xj6tAcEN6KpAcafaWFer7TjHucD+9OiunM1Li2zdoYKU+kltYCl5xsz7Gl+nYWtbA7NnGPGlLdSkOKkS8qOAQPfJICh/HpNbLnI1dGQw3KtkD1y2mwRIJ9fd3JJ54CuBn4rFLLkcvbJV+WelwaHRxwJ5sU93N8OuvtGGHoWbKmzITVxiF+M4hkghW1Tik7tufbB4z+KWs9NLm7nZcohSMhRCF8EDKs/x/vTjZ4us7bInvxrXAW5Lk/UIWp8EBeT9nPO3POacGp2tFJU2zbrOtAcHcDcryoHKwfVweASPIxVZZcl+2S/obp/p+i2r1sU756J+XX8L86kGvumm7XbTORfYM1IcDQDCVncvAJSD44Byfb+9ItMWRy+z1RG5bEZSUbgXcncc4wAOSakw0vqUWaPBkQraWG5n1OHJYCnNw5TjP24GeOcHNNLOoGrfc99v09ao8hsuM7mnXHArclSOCVEe+QR7gVojNyTSdv9jj5MEMeSEskHGPFp2rfev0sZBGDVxcjPrR+0tSFEK4JBI4PxkUsfeKyFKVtQE/bxzg/FY3mw3KyvsN3FlKC6CU7VhXjyDj3GR/mkBO9ZGB4OBTKU+UzBkU8UnCSafhkw6YOsSeounYzqSWVT20qKvJycDNXhbYSiDvQywHSjBcDSd3+cZqiHTtzta8sCwcYuMf/wBgq+yAv6dSAjcFJ8E+/tU7EhTm2UM15Ibc1vqQqKgXLi8UqB+FkYOfI4qOx1BCVD3WPIPil9+WXr1cHjk75LhGTyBvVgU2H0qSPxVlFEbmZylBxKXSrLn2qTjxjwc++aK1ujkH5FFCVFrswpfZbtOtLynIbuwObQ4NqTuSDnHIOP5FIKzYc7TyHdiHNigrYsZSrB8Ee4qGrLRk4u06OqnVt3ubUeRD01cXGlIUULSoELUTjd4+EY/7a0Xm73qaI60aTuLQbuDOSTnJbPpQOPuP+KT2HXtsi6dXGfipjyhv7TcaPhpO7PjnjjH8HNeytd24KcMN2SjLD6R+xjKyE9snn/qya5yxOLpY+n3PZ5NdHLj35NXbkla2rr0447LqLYmqro5HYcjaSnuMIUrsLSvOSSd+ePwcUNXi4NyFqVo67PKWtCz3XAQMHCdo24G3yPfPk4ps0trKzWywxYckyy8hgtOBDWUj1FWc559hTsz1EsDKVobEtRW5u3qjg7QrhWBn4/8ANRLG4t7Yf6Ww6vHkxxeTVU2l2jw2q8drr7LgaL9cr0i+M6iuWnbgwyzEW253CAPWVAKBxwMqA/2qM6ej2ma0mKbPeJs/CioxZKEpx7HaUkjHHvWyfe2p9hVDlSZS5C7l3lLWCrDO0JHJPJGPH4pZp+ZpyxXdqaxeLpJb9SHm/og3uTtUU59ZyNwRx/PxWuMdkXS5PP5cyz5ouc7i3burt0n28JeRt1HdDcZrAMZ2KmHFRH7K17iFpGFq/BKsnFMzaiHQoD3rY/JckSnZMhW915ZWs/KicmsVL5GPHxT4qlRyss3Obk3ZNem+nHpj5v711g25m2vIca76wVPuJO7YBkEDjz8+AasbD1lLvMGIuA28tElrO9SlN7B4OT8g8ePNVi0PqpWm5iX3bXAnRnHU5+oaDi29pGVN88K/ng13Ya70xI0TM1JHvUdid23jGt76drzq0E7SrBIBV7DJ8/NZcssybUUatPDTuKlN8rt1shmu+jLdvsEy9Wm8OH6ZBdXHkpCise4SsY5/kVxZaV5yec/FTu89V9T3XLDv0jMNSFIMdCDtORjcSTkkf4qEKUkHAWFAY5FNwLIl8jE6h4t3xI1qOUDI5BoocUD4opwhGFFFFBIUUUUAFFFFABRRRQAUCiiggKkzdyktaGFtBQqO44pRCk5KTk+D7eKKKpNJ1Y7A2m68EaP3GvcDbRRTEIMaKKKgsf/Z","isBase64Poster":true},"target":"_blank","position":"8","reqid":"1765567895496861-284973253544248386-balancer-l7leveler-kubr-yp-vla-139-BAL","isAdultDoc":false,"relatedParams":{"text":"Отрицательные 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I'm Táo TV. I create VR 360° videos on Google Earth, searching for your favorite characters. 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toute nouvelle création d’entreprise, recevez 50 € sur votre compte en utilisant le code Tibo50 : https://qonto.com/fr/creation?utm_sou... Mes vêtements de sport Inshape 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онлайн «InShot_20251212_150922994.mp4» от автора Мбдоу N°9 "Золотой петушок" г.Тихорецк. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Первая в жизни встреча предполагаемых родных брата и сестры, которые полвека...","preview":{"posterSrc":"data:image/png;base64,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онлайн Отрицательные числа (с положительным ответом) 59 с. Видео от 16 сентября 2024 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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Un incubo per i vivi. I pre-ordini per Resident Evil Requiem sono ora 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Основное отличие групп крови состоит в присутствии белка в каждой группе, однако люди с отрицательным резус-фактором 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вас отрицательный резус фактор. Есть теория, что ваши предки инопланетяне! Канал об эзотерике , магии , о различных заговорах, молитвах оберегах которыми пользовались и применяли на практике...","preview":{"posterSrc":"data:image/png;base64,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вас отрицательный резус фактор. Есть теория, что ваши предки инопланетяне!","promo":"pumpkin","related_orig_text":"Отрицательные 9°","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Отрицательные 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9 класс. Неравенства второй степени с отрицательным дискриминантом. | Математика. 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студии WebMouse и проекта ArtemVM.iNFO. А ещё мы любим животных, поэтому у нас живут две кошки мышъ.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1765567895496861-284973253544248386-balancer-l7leveler-kubr-yp-vla-139-BAL","isAdultDoc":false,"relatedParams":{"text":"Отрицательные 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Сегодня я детально расскажу как правильно 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запросу одного из подписчиков канала, посмотрим карту покрытия спутника, и отсканируем каналы. Вопрос касался приема канала Euronews. = Подписывайтесь на tlg канал t.me/nikosat Если вы вдруг...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"43","reqid":"1765567895496861-284973253544248386-balancer-l7level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онлайн 30.03.20г. +9°. Финишный Подъём Пологой Пятёрки. 43 с. Видео от 1 апреля 2020 в хорошем качестве, без регистрации в бесплатном видеокаталоге 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онлайн 2024.09.30. Погода Петербург. 19:50. +9°. Холодно.. 12 мин 42 с. Видео от 30 сентября 2024 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765567895496861-284973253544248386-balancer-l7leveler-kubr-yp-vla-139-BAL","isAdultDoc":false,"relatedParams":{"text":"2024.09.30. 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