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зовут Светлана Петровна. Больше 20 лет я преподаю математику. На своем канале буду делиться полезными видео для ребят 1-11 классов и их родителей. Больше видео и много материалов можете...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765552063766877-9050399254462464011-balancer-l7leveler-kubr-yp-vla-120-BAL","isAdultDoc":false,"relatedParams":{"text":"5-6 класс Винни-Пух съел на завтрак 6/17 бочонка меда, а на обед оставшиеся 22 кг. 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с вами отзывом от Светланы Петровны Донюковой - Заведующей ГБУ РО «Больница Скорой Медицинской Помощи». 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все тонкости неравенств для ОГЭ / ЕГЭ по базовой и профильной математики! Забирай тот самый файл: https://t.me/+MfRV95DuJgk1NTEy В видео подробно обсудили: — как решать неравенства? — что...","preview":{"posterSrc":"data:image/png;base64,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Хочешь опередить конкурентов? Решай эту 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бесплатном...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAAEFBwgCBAYD/8QARhAAAgEDAwIEBAMFAwYPAAAAAQIDBAURAAYSITEHE0FRCBQiYTJx0hUWQoGRFyOxGCQmNpKyMzQ3RlNUV2JkcoKUosHC/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAMBAgUE/8QAKBEAAgIBAwQBAwUAAAAAAAAAAAECAxEEEiETFDFRYTJBsQUiocHR/9oADAMBAAIRAxEAPwCmWjVzV+EjY30ltzbjwRnosH6deifCLsQ55bo3GACP4YP06f21no5+6r9lLtGrpL8ImxDkHdO4gQeh4wYP/wAdA+ETYpOP3o3GOvcrD+jUdvMO6q9lLdGrqD4QtjkE/vRuLA9eMAH+7oHwg7JOANzbjz/5YMf7uo6Mg7qv2Ur0auo3wg7KUZbc24x1x1WDv/s6QfCJsYkj959x9PtB+jR0ZB3VfspZo1dcfB9sgoW/ebc2B3PCHA/nw0o+D3YxP+tG5D1x+GD9Oo6Uie5r9lJ9Grrj4PtknP8ApNuTp7rAP/zrEfCDsc/859yf7MH6dHTkR3VfspVo1df/ACP9jE9Nz7kP/pg/RpR8H2xyP9Z9x/0g/TqNjDuq/ZSfRq7H+R9sfBP70bj/AKQfp0aNjDuayfljcpy4EDAAGso0JzyyAB7aFZxCG5nrjsPtpQxPqf661svBk8CogwSzdvQd9ZxIG5ZbAGP8dDsfRsj7aaLxXmnraKk+ajo45fMnqqiTGIoIuJbv0BZmRcnsCx740ty4BLLweW6nDNa6KZZJKSerJqIkXJmEcTyiID15Mi9PXGPU68LOu7qulpmrqyGknjrc1MRp1IlhVPpCsDjLZXkewPIDoo5aNu3HVUdVPR3MvcKmW6mipo08lPLwiMhZk6ENzGWx9BKpgk9XOa717XCipxSy21nu/wAtify2NTTpGzyOBk8R9Jwfy+40lyTGqLXBzlwjv6VFxmulEP2pVfKrRJHU+ag8mRqiQxgAYRFCqWIyzHr3ADrttb2JqOKj+m2zUS1D1UsAcz1bJzZiQQTG3POehLJxGB31KrcdyoaNrytdFcKP5tEgKQJGKgBJWlCEZPlDjHxYnJKk9VIzuz3S8UVxe1m508tR/mNIZGgQJDUzNI0jADGVWNBxUnvx++V5LeUG4Lej1f7VvVFBItsp+XmpCVauqGDLHEgJJKDljGTydx6KdedTbd0Udh+Uaqkkpo6SlpZoIMyVB4mNZpI2AUr9Ak+nLk5yCp6FwtF6qTbZpqpJK6GGep8mv4xRQtHEzBWduQCklSOSqRjB9Tpvqt6COmt14Wjqvkamlnkalwvm4V4kR2/6MhmdSCew7Z6ahtAs+B82bQfKwXCWKhkoKSprDJS0jKVMcQRFB45+gsVZiO/Xr1zp9BHDGfXrri63cVymSWegrqOnNOKNYoETzRVzVDAhMuFYKEK9VUHJY9lxrtXCZOCcAkD7+2oTKtCJgBiRk++siwxjHTpoAATuO+gAfbUZKmJOFZvX89GsiF69vX10arknkbY4z5KuGHYdNZxgY48ck+uvOHk0S5Y8QBr2VgIwBkDOc60WxZm3JlCkqPy7aa76lvpYTc62JpjSxPGiquTJ5vFDFx7NyPAAH1xpzdW4KSyn8u+tC70E9dDTCAoGp62CpIfPFgj5I/p1H3A0p+Cy8mpDLa4VpKKhpbeHYhHhiVeMCBiWyUGAFdW74BZTjr2WtuW2Z57Y9Q1vr6ivlaGhOI3ZsHEhBbso7HHckAAkgHYsFigtBrjHNLUtXSiepMqr/eS4wzHA/iwPp7DHTudaFXsy3yuVgf5OkeGKCSlip4ypSJy6BWI5J9R+rH4sDseulvJZYyedwp9owU6t5NGKaZTSS/LMqRwJKGBkKrjBPlcSw+ocQOwOvU1Nnnt7T/siieqrivOknhQyzE8WUyhQTnDo55Z48hnGtG6bJlloqy309YRBUvLWyNNgvLWtGUDMVHRMkuR7kAAAaf7dZo6a/wBXfGmlkrKyMRz8sceKtlFXA6BQSP8AvZycnGFlsrHk9bxW2q12Wapq0h+Tp1H90iB8leqoiDoWyOg+3pjpoWu5WNbnWVUifI1NS8MTGpYL5geMSoo/hXPmNkercj1JGs73tKy3Wman8h6EsJAJKKQwEGQcXYhcBmK5XJB6E+51pWzb9Nd6da+5TzP59U1RLBE5ETFeKRoc9WCLGoBOCTk9M6o5c4JUVtbNyhuFkqb/AEyRWdkkbzqejrzTxhW8nPmIjA81UfUAcBTg4+7b4yb7pPDzZcl9kp/m6iSQU9HT8iBLKQT1PooAJJ79OnfTxY9urbqiKZq+oq0pY5IqSORFUQJIwZ+qjLscAcj6D3JJ4D4l7J+3LNtmmaEyRi9L5gOccTE+R065IGB99LnPbFsZTBWWKJBD/En4nLdBV4tXygbJpP2eOBHtyzz/AJ51ajwn3pQ7/wBlUe46CPyGkJiqaflkwTLjkmfXuCD6gjXA2Hb+wqMyT02yphMiq8ccsZPmcTxBUMe/599dX4TWdLNcNxikpFoqCsqIaqKm48fKcoVcYHTH0qdclOp3y2mjrdFGurejvsHic5H8tGgs2D7aNdakjI4I08ZN03radhsldt+jjuNXU3qlojRMAvzCSLJmNWP4WPEYPvjvk6i7cvizvkW4zSGDa0x3RNbWp5zSh6anWijmRZJJz5Yk5NlskdTxHoNS14obzt+xLfY6+6QRzUNbdI6OeZgSaZTFI/mKoBLt9AAUYJLd9cLU+OFpWwUd3rNqSRw3C3XSughlhaWQS0k3lJHIEjbhzx9TnonYk67LHz9QyqLx9OT03RuvfdjvG+J6K/x3elstkpLjR0RtcXHNSzryLJ9bLEq+Z0/EAQemmufxbr7PZNy0se9rJuZl+SprJfvl46Sn+cqeQeOTH92VhUCUn0UgN1101d4nbgoLhXsNn2j5Om2qNxmdbmwlaDy2Kx8fKxy8wFcZwF+r7aYb54wCh2zty7XHZm2Y3rlr6qFKyskpo4hBFGxEZlp1JlkEhUALhiAAxB0pv5GRjnzH8EqeFm66LfGwLbuSjkiMk8YSqjRwwhnXpImR7N1HuCp9ddTwXAI6dPbUObZ8V4f7TYdnU20YLdR3Gqp1M/JoZVnqKNakGRPLEef4COfMkZAI0+7Y8YLDebJuy8yRmko9vM8yuWyayk+oRVCfZ3jdQPcL76lTWBMqmnnBJAU5zn6RpQRnr21FtF4o3K9Wva9Nt3bMU+5r69ZHLba2sNPHQSUmPmEkfiWLAsoVQuSDk4GudufxAtS/sOZNqg09bSGetElY3OnZa1qSRFZYyjBWUtzdkUj1BwNUc0SqZv7ExXu9UNpiDVBdmZgOMf1FAf4j7DPrrLbPky2OmenljkjZSwZG5A5JPfUb+KtLfLfux6y3VLPDVwqyQkZBZBwfifQ/gbHboDp4h3Rb9keEcm5r2Gjhp1ZkgGA8jk8UiUdgWI7egyfTWbC2ctU1Lwl/ho26euGjjKLy5Nf3+CQjhVJLgAepOBrjfES+bantFVaXu1BPdlgNVS0sdQHm5p+FgFJx1OMnp11RbxL8Qdxb73BLeL1WPggpBTROVhp48khFH+JPUnqddz4Tie5W0bz2rbxLuHbKLFeLbCoVbnQlSvmJjtKAMMPXird+7r7NsGU0+kxJNvwT3ZaqpvdW90priGhNKsYVk/4Fx+IN7YPXI751Ku2IpY7d5tQ3mSTENzK8SygYBx9+/wDPVebp4keES0D7ho7g3zlTEHe3xwSCfzfZlH0D8ycex1h4R/E9C89PZ9/0iU0eOCXanyQOvTzo/wAsAsv5ka5dLS4vc1g7f1G6dtahEs/0K4I9NGsKWogqqOKqpZo54JkEkUkbBldCMhgR0IIPfRrtyYWDltyR2TjZ6y9UsMqUdwikpZZgOFNOQyrMSegxk9T2JGOuNc3aqLw5ltkSx2wRrUUVXTLHidi8NW4eeIFSQzOzqxUEsOYxjWx/az4YSU7RS7/24ySRlHVq5TkEYOmhd4+CSPzTeW3kYdEKXVk8vqD9GG+jqoJ44z1z3OdGTi/RMVJLwzoHt+wayokop4YUkqLTHZHWdJohJRlS60+WwPw5PQ8tZWHZ20LXeqeit9jVXs0JmpJpqiScRfM/Q6qJGYjpAvfoABjHXTNU788GKpFWfeO13CuHANw7kIE69eo4qowehxrbg8TfCeCtqq6Pf23RPVlTMxuXLlxGF6E4XAJ7Aap+0MSxxkea/wAOdnV+4qjclXZY5brUtykqDUTDk3lmIOFDcQ4T6QwHIehGtam8KfDumCfK7Rt1KFjijIp1aNZVjkWRPMCkCTDorZfJyOvrrzXxd8L+JB8Qdt9D/wBeXSjxd8LT28QtuA+n+fLqj2hiz5N2+eHOzL4Kz9p2SGZqyt+fmdZpI3+Y4BDIrIwKMVUBuJHLHXOvC4eFuwK024VW2aN47bTLS0sSvIkSwq/mCMorBXXn9RDA5PU514jxd8Lv+0Hbf/vl1mPF3wsU/wDKDtskf+OXVOASs+f5GzxGvMY3nBb3HIU9F5pweoZ2P/0mqt/EBv64X79n7T8mWnorPJNIebf8Yld2w+PZV+kfm2pX354j7Jn8Tq2tpt2Wioo5KSBBLHUBlyqnIB/npgvlz8LdzWWK1XC97feaSZjFUSVgjam5Hq3MdQPXHXPtrI3yhqJPDafBu11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чем идея метода интервалов? Примеры решения простых неравенств. 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Я могу помочь тебе в этом! В данном ролике я покажу, как мы готовимся с моими учениками к контрольной работе ● Группа ВКонтакте - https://vk.com/math_repet...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAEEBQcCAwkGCP/EAEMQAAEDAgMEBgYHAw0AAAAAAAECAxEABAUSIRMxQVEGCCIyYXEHFDiBkbIjQlJ1obTRFYTBFyQlM1Nlc3STpLHC8f/EABcBAQEBAQAAAAAAAAAAAAAAAAABAwL/xAAaEQEBAQEAAwAAAAAAAAAAAAAAAQIDESFh/9oADAMBAAIRAxEAPwC8+qw2y76AehudKVFOFpCpmR21EeFWiwlllGRsZUzMa1W3VW9nboZ92D51V7XGb7ErN9x1q2Quxat9otxRg5wrujwgHWOIpIqYzp50Z086YM3F6uwS8Lf6dSx9GrQAE66+CfiaaC/xFy+bbYOHlhwiFbfMuN5gQJkBUeU61RNZ0c6M6eda1lWzVkJzZNJGlQ+FXWOKukWl9aIlDba33kqGSTmlKdNSIB/9oJpBbTOUxJmss6edMA5ifqyChtralyVbVREJ1mAkbxoBzrFDuIrdcKWkhsJRkChlJkgqnxidPKgkM6OdIVnaCFJyRroZmo1tzGNg7mbYzpBKc4MHQEDs79ZB8hv308sjceqo9a/rjqsDcPD3bqAccudmNmWM+0E5pjJOvvim6be3uRdD1aJWU9tKk5jxPiDzFPhOmquPClR793GuZn6Pn30um3a9IN6FCDnYSfcyP1FUre2b9nhOJdMrfa2r9pcNIs1PWxLLyF5s+/vbgARuk02623pIxbBPT1j+E27c29v6uUjaQSTbtk8K8bedYXEcSwG3wbGejNhiFsw4hSAt4oypQISkBKQBAgSNfOawvHVtvltnrmSSxeHphu2Lr0HY68AEKdwxK8n2SSgxRXzn0r9Md9jnRy6wNGDMWlvcs7JWW4WuNQZE+VFbYlk9sa+9+qr7O/Qz7sHzqqxrp5phlTj5ytylJJ13mBp5kVXPVV16u/Qwf3aPnVXtbXFjcXQZ9SWUqBUlQB3BZA3gcIJ5T8exvcxW2ZtkO3wXbFRhaFSSjQnUjwBNYYc5hJxBVtZstpfQ3mVlREJSS2NfDLHkK2B95ZW+bdRYGZKWigZsySoZj4EAQNTrWlzEltZVDCLtS1JPcbB3JmCR46fjQSkaEQe7zpk/iCG7zYJSVpStKXlSfoyodjTjJ+HGty0qesxnYazlCSW1q0B8SBwpmbe+Fy7crft0qk7OFqCW0kJBERCjKZk86DNrFWn1KFo246W3BtCo5UpRmKSoHjEHTeYrM4pZpuFW5U5nS3nMIJGXLmmR4CmVgbpV+66UJchSkIWoqCUCYKQmOaJzcZ0p/h94LoK/mzzMJJlxMBXaUBB492fIigS2xG2uHHW29pLbiWjKSJUU5tJ8PxBFbba7auNkW0vfSp2icyFJ0Eb53HUaefKtWLoaXYOqcCTs05k6T2oIGnHU1DpTaMC0Wtd2FqyuqJt54FRkkacBHDQRrQekG/cePGlR/CoTDr4bbbFy7e9Zd2aW3G8oby9kkEaa79N+tTTfu3cKDmn12faU6Ufuv5duqYq5+uz7SnSj91/Lt1TFRBRRRQdSOqr7O/Qz7sHzqqyUpQkQkJAAAEJiBVbdVb2duhn3YPnVVl6ye9wqqJ138eVAPjz4UQZ+t3qBPNXGgSeydfq8qxfSpbakoUgEkd9vMPhIrPWDqe7Qd51O8UEUzZutPOhtxK3XFhTi9iqSJJHaKxoJOg3TupvhD2KC3U/cW4S6twrdaS4lW+QQklXCAmNNSalnbbarlb78BeYJGWEkctKi14K0jDgnC1JBIRkK8q05QsqGsGYKiR4mgk7N0XVi265syVoSVhJkBQ3gHwI/CnE6nXjyrRYWqLS0TbNleRAASDGg5Dwrfx476AB1Gs7+FKj/AK8qROuoJOp3RSo9+7jQc0uuz7SnSj91/Lt1TFXX130hPWW6TQIlFof9s3VKVEFFFFB1I6q3s7dDPuwfOqrKM6wOXGq16q3s7dDPuwfOqrK017vCqpk3Z3BcDr74cdbV9CY0RKAlUjSZMn30gtsR9ZcWm+SG1LWpKCjNlGUBI8goFXvinuZGfJmRmmYnWOdYNvsKuF26XWi62kKWgHVIJIE+cH4UDdNrfbdbi74lstgJQERlVlInfBkmY8BS3ds+8UJCtEJ1VmgkmAd27s5vjTokAQSgEjSaUxr3d4oGS7K6cLaXLxSmw6pS05QnMmSQmRrA0HurC2w963ITavpt2UJCEMpRKQhMBI13AARpzPhEgIn6u80CMv1d1FR2HWN/btRcX+3e7OZeTvDMSdJ0kR5a02euXybvLiIRkIUlAZJKU5lbj45SPd8ZrTXu7hSBDYBSEthJOoA0NEQ6X0s2Vu7bEWDKriVNloqJz6xpIJJOaRums8Gcefv3v6UVcJaCc6PV9mBKd2vlPvjhUsmBAGQASBTU3RS6EjJqCBrqY3/80HOPrw+0t0l/w7P8q3VJ1dfXfObrKdJFc27P8q3VKVEFFFFB066rt4431fOhyAlBAw0b5+0rxr2+J4xeNX9k22W0ocLmcZe9CJH460UVYsR1/id0jH7laVAQ22kASBB15z9UfE86xt7hxVmbTspbUolRA7R38d/8aKKCK6V4xeYNatX9kUh9Kw2C5KxlOY7ieZqB/lJ6Sye3af6AoopEA9JPSX7dpv8A7AVIdG+n2P32O2dncKtS065lUAzBjzoooLG/aD2vYb3Dgf1o/aL09xvfyP60UUUgxF7TsN/A/rWv1grXmU2iQPH9aKKDnV111lzrH9I1kAEt2mg/yzdUxRRUQUUUUH//2Q==","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1765552063766877-9050399254462464011-balancer-l7leveler-kubr-yp-vla-120-BAL","isAdultDoc":false,"relatedParams":{"text":"Построение 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онлайн «Показательное неравенство (ЕГЭ профиль). Решение и подробное объяснение.» от автора Наталья Мраморова Репетитор по математике. 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самому выучить математику? Как быстро выучить правило? По математике репетитор поможет онлайн! Одно число заканчивается нулём.","preview":{"posterSrc":"data:image/png;base64,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