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","isBase64Poster":true},"target":"_blank","position":"5","reqid":"1765582422634661-2584314257690786318-balancer-l7leveler-kubr-yp-klg-36-BAL","isAdultDoc":false,"relatedParams":{"text":"Многочлены. 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Этот же тест можно распечатать https://vk.com/doc12981903_692184568?... Теория 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задание на сайте РешуЕгэ https://math-ege.sdamgia.ru/test?id=8... Этот же тест можно распечатать https://vk.com/doc12981903_690986378?... Теория https://vk.com/doc12981903_687510065?...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Найдите наибольшее значение функции y=10sinx+36/π x+7 на отрезке [-5π/6;0]» от автора ЕГЭ и ОГЭ по математике с Инной Леонидовной. Хорошее качество видео без регистрации 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онлайн «Найдите значение выражения 〖(4x〗^2+y^2-(2x-y)^2:(2xy)» от автора ЕГЭ и ОГЭ по математике с Инной Леонидовной. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAYFBwMECAIB/8QAORAAAQMCBQMCBQIEBAcAAAAAAQIDBAURAAYSITEHE0EiYRQVMlFxCJEWUoGxFyMkQiU1Q2JygvD/xAAaAQACAwEBAAAAAAAAAAAAAAAABAIDBQYB/8QANREAAQMCBAMGAwcFAAAAAAAAAQACEQMEEiExQQUyYQYiUXGRoROB0RQVUmKCseEzQkOSwf/aAAwDAQACEQMRAD8AluisYp6a5WeQ7dRpaDpPH4xkzJmKrweoMtmlQ5dQa/h8a45lBoMq1qu7ve5G3G+NfoAG/wDDmkHthZ+Ws3SrcHY+22H1ynUqRJdqAhMmYpgRi8fqU0L3QfbnHPukPcQdys+xumW1Wo97Q6QRBnx6EH0Kq5XUCs0zKFD7bsactqntPyg80648vU4pN1uA6UbWsTck416hmEJ6ivFEaW5IazA2y4jvuCMhuwbQtSb7um6gLbekkjFmJyjlCYiKzKoMFXwrPZbC0n0oBJCf6XJF8Y69DyXAacdq3y6C3Ll/Elx5YT3HwNli/KhgiRildFT4nZPcXU6JLnYtMtSDGWsZ+2oCgmM61JzOqIDTVNNFdqb8BtwFZeV2mtRVfVaxVtxiJpHUmt5hVSqfAp8Np+RGfU886hYZMhAJ0p3vYJ0353V7Y34eSMlCDAp9PcYcqkXsTPjG9KnXmgu4UqxtZVrXGJlMjJFMRDc/4PEbgl9tgh4J7ZuO6kb7G5GrzvjwuGYlV17rhwaaVCiXOiB3Yz70EgTMyDH5SlCPnzNXyukPIgwFyawXlxu0w67pQ1sUlAUCVFXkHYYbZtXrrWSmcwRo7UafJbaU5HUyp0t86gEpIUo33AvsLnxjBUEZHXEp1Gmpo3wxsuDHU6APUfqb3vuTyOceZ7uVn6QaHNXTnYkZ3tsxklIKHEA+kedSRf3AxEOaNEjc3Vq/A6nbloDieXaT1g5QCOmuZShUuosqXS2HpkNCnF0hctsxQtWiQHFI9e+yLJ3+x842Xuok2JX4OhMF5lwRmZKUtuFxHdQCfXfTcEn0gHbk3xAVB6guT1hgw24zrfw8dGtICmifpAHi9/63xgbpFIOZIj6TF0hSEqsvYOjYIA/m2GJCnuSrnV7HEXG2cOaP+a+GeY3UnVOpdQmwkImRUpfRDdW+hKVo0upXZIBJ+mxBPONWkZ1rMSOHXIyjrlMtFbbax3G1g6glBO6hbb84kK38slTQHVQn1JbW2hxt0LSpP+8D72824scSmT4/TxENLMV5L0tt9L60hOuxQSBcXtwTY+CcetZOphDa9kWFzrYiMzr+LxyiMwNfA5gFQ8DqBKisNtrg96MubJYSNCg8rSlJaQBfZRUQD+cac/qDVanTY8VEFKZSkuSXNIccF0rUkNIAPoTbknVY24w21Y5eaYT8JS2O6l5T6XlAdwOKABVttchIuTvzium5VDenOUmfDjNpjurSw5aybE3IV9vz++JMpuM4Sinf8MHLb6a7/i2kTq3fbop/q7LRVek9UkyZXw8hmnANxyhZum6fSTfSCPuBvY3wYhurqizkGqstqHbMSwCSLAXFsGNOzMsKzbJ2JhPVP36elKHT2kJLY/5c0Um3OxxY5Mcg64yCrbe5BOK5/TlNcVk7L8RLCyn4FrUtTgsNjwMXToR/KP2xzXEb/wCyVYwzMrFubj4LyI1JS+0IyWytbQbAvuOAPe/OErqnSJtdFJkURpS1w3nlODupZUUqb0gpUQfPtxi1ShB5SP2x87aP5E/thD79ERg9/wCF7a8adbVBUptEifcEHSNiufjkfNjC6aae+2zIZpjMX4hiWpkNLS6pVykC7idJG3k74w1Kg1Wm1uksLhU2oyHpdUkIbfdAZKFhFiVWslXJA/pjBJjZgj50R0T7s8wZNaRVmZ3dVqFK9Ti2dd9WzidN/fE0jqdnISjV36dl1WX4+bV5fdaShz4pYLpSlwEq0gpBG1jq34xpGsY7rQZz1jLb5nPLZdOO0F2dWtdIPSQ4EDTzOQgepKg65kvMzECBSiY7jLMVhBWl1KQlfcKzqOm6x6ttwBjcqeR6hWKzNqT0xEFp2c+t3tPDS00Wilt23lS1XCreMTEfqZmt1yDmVcCh/wAKzMyChIhhtfxiUlwth3XfTquCdGnj98e8hdUarmbOlPywKfTWHDPqInuuR1IQuMwrS2lglXrcJ3Va4SBe2IfHqNBcaYga56RPTZVDtBxFhNQBojFP6uadp7o2/cpEq2WXozECS8qIlqoMNRHW2ZBbDS0kahuk3BGlV/BVjdkUCLDzEHZEsqWnMSVGEyT20x7FRVuL6uB/Q/fEr18kVim9YKTWaMpxaKBQjVX4ST6JDKZWh5JTx9Cif/X2xBUzOldaok6bQai/Hps6vVp9uoppnxylKSEKixgCFaErv9vYEYap1xUpNe1uvXQ59Fazjt5VpAtjMRvv67AaDPfxX1rI1VguiVObC0NOSGwhJKk6VNqUgJtyCpQurxcc436BlF+gIRLlDuCXTkdoh1JKXAr1jSB9PAF973xC9as9yKr8DBqdUFBm0Nmnuyqe2VNrfmPFtb3H/TZQSLE/Uo82x1HEMKZEalRgy6w8gONLSkWUlQuCPYg3wpc332am17qfNO/lvGchKcT7Q3rqJFaIqCDl+YuGfzOnzmFQEx6PHhPvuRzZkXAvuo8AW++FGVR3ZtL+Yx6M8JDy1qIQFLNvV6jfwSD+NvvjrBUWMoWVHZI90DHpLLKU6UtNgDgBIwvT7RNZ/j9/4XO0eJCn/b7rkXOFArdO6YVlVTkx4jIjENRSO6tZBGoApJCLE73Pg7YMWD+okynMv5yp0ODHQzHgtS5DqVpQdKiEi4H1EkefbnBjrrKr8akKkRMH2XRWr/iMxxEqY/TvFbZ6fUKWFtFS4DPoSRfa/wBX2xablYjIaK9TewBsV83NvAOK76Fw2k9JMtLba9T1OaKvOo2OGuPDS33EpFm7gjyALWxhXdpSr1CXtnXcrHr0GvcS5s6p6iUp+RCiyviYbSZKdTaXXdJOxJA23NgT+BjNIoUiPfvzIDQABOt7TYE2B3Hk2H5xkZyyzXcq0IrkKZcgtvKZISCklxh1jf2CXSdrcDBX8gRK3S10mXU5oY0wyHW3bPJXHVdJJ4IPO42VuN7ENs7P2JaCWe5+qeZwu1LQcPuUm0jpjR8sZ5fqMGA0mtV0uqVIW+45sDrWkEg6Ekm9gLXt7Ygsn/pxp9Nr8qvVdUOp1FVZfqcdxLriW2itWpAU39KlIubKt5xcGXsv0uhzJK3ZLcqdJkvS0uvpR3GwsjWlB5Si54/7rb4j8xZbgIoD1FNafifMp3eDz8tRdQQruns3J9Q0/wB73w23hVu2YnPI5nQfNMizpiczn1KQKb0UysrNMjMVNp0ZdQiz1PKaXJfQw3KsCXA2U6QuxB1AeecZF9KaBRH6c+43SoSqdOdqMZ12prQpDzxs4bkbpVxY7H7YsegjLT0mp5doyHoxhqZfkfDOLaCi6klKgtJuq4Tv4wZpymK1HkRfmK47Eppll0KaQ8VpaUs6T3AQQoLIVfcj8nHh4RbnWf8AY/VRNlTOpPqUqzumq5WZk11+BAelqp6qc44uUu3YWrUpGjRY3PnC5/gFlyDQ2KYzH+X0yM64+AxV5DICnLBRJTa/0ptc7e2LKodIpEBNd1Vxb63ZhkzViT2lRlaQSklBBQjlVj/MT5wVfKqapWG6kJqm22ac5DZGtS9ZXsXHLn1FA1afdxV/GPGcHtmZNkfqP1Qyxps5SR8ykeo9OKbmGgP0eXEgSINPdbbUp2S6hzWzpUnWtSAo2sk3ubg+cTUClViWHUwhRH+yvtuBmolXbUP9ps3sfbDS9lyEKe/Hpym44WStZtcLc1oWVL33voF/uCcLkXK9NqVRemxMyR6hIM4VXtIQzpWFNqbbQsoGpbWjYE3+gHcjes8BsnCC0+p+qrdwyg4QZ9SvrtFrLKXlPIpwDLRdWEy1FQG/jR7Hf2xX38ehegMUdx0qF7fEJH9xi0qLlZOW6GpHxbkoRqc82pSySt1SrEkk+EhCUpG9hzc4oRaKOqnmosNz0NIOkumQoJ1AcJVp0kjjjCNzwOzpkYW+5SN1w6jTIwj90rdc1zKtlXNcx+kmEBTgrUpwKCglSfIG59vbBjx1Wq0FfRnMDbL0qc0ttTLbimx/kuBSTpUq++xVa225vuLYMbNhTFOlhGy0rFmCnCf+i60J6MZP02uKa2TY+d8NarupKU2CdvSP/vbCX0K0jpNlkaBc0tv2vzh21/DkhKVX29R8/gW2xnPMucTpKUqPxuJOitXJgIyvACr37Qvf8nETOypKezmrMDE2NHK1xQrtMFLpaa7hUhS9RC9RXb6RYeT5lsmK15XgKsRdrg/k4l8bdLkHktSnyCFXtTylLqkSrUgTqe4qXHEd515vv9uz7jhKm9SSFLQ9a4IKSkEeMSdMoMdiouyahVEVR1UgSKbFS8tCI6m2w2UNoLhBFwT7FavHHuLk9bOc3cyGprUt6QHXGkt6UlKWXGkI5N9nbk+e2jYG5KrAyDQzUkTo+aGFO0l2aXEtsIShouOvuLBAO2gyVj20p4OrVNTTplttqPSW8s/HrRUYMRkPqZTYoB40lSbEbEDnYeMaOdIDhioZOYlU9yRDfiMy3L95twjudxsI03WENqPj6fIuCZRf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Этот же тест можно распечатать https://vk.com/doc12981903_662435430?... Моя группа в вк...","preview":{"posterSrc":"data:image/png;base64,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онлайн «приведение степеней к одинаковому основанию» от автора ЕГЭ и ОГЭ по математике с Инной Леонидовной. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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автора «Я с Крыма» в Дзене 🎦: Зарема Халилова - репетитор по математике, кандидат физико-математических наук. 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Репетитор по математике. Алгебра и геометрия. 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Хорошее качество видео 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Решаем задачи с помощью составления уравнения. 5 класс. ВПР. 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задание на сайте РешуЕгэ https://math-ege.sdamgia.ru/test?id=4... Этот же тест можно распечатать в форме рабочей тетради https://vk.com/doc12981903_651286006?... Теория 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Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765582422634661-2584314257690786318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Разность квадратов.» от автора ЕГЭ и ОГЭ по математике с Инной Леонидовной. 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Хорошее качество 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Этот же тест можно распечатать https://vk.com/doc12981903_668442342?... Теория "Определение модуля. Правило раскрытия....","preview":{"posterSrc":"data:image/png;base64,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онлайн «умножение одночленов» от автора ЕГЭ и ОГЭ по математике с Инной Леонидовной. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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