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В этом видео показано, как находить фундаментальную систему 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автора «Элементарная Математика» в Дзене 🎦: Это неравенство очень простое, для его решения мы будем пользоваться очень распространенным и простым приемом. Если у вас хороший 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онлайн «Комбинаторика разбиений» от автора Элементарная Математика. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. 0 — просмотрели, 0 — оценили...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABgcABQgEAwEC/8QAORAAAQMDAwIEAwcCBQUAAAAAAQIDBAUGEQASIRMxByJBURRhcQgVIzJSgaGRsRYkQmJyNEPR4fD/xAAbAQABBQEBAAAAAAAAAAAAAAAGAgMEBQcBAP/EADIRAAECBQIDBwMDBQAAAAAAAAECEQADBCExEkEFUWEGInGBkaGxExTRI8HwMjNDUvH/2gAMAwEAAhEDEQA/AMrN0iW1WI/SiSFIASSpDSjyCQecfLTPrEinO2iqmU+G9HeWhJacMY9VDo55OPX31pm2aLQarUo9IffEmRLQ8ek2oNISlLKyACPmEknQzE8Paa7d1rW3IZktLejuzqzKTMK9yNq1oZbwdhG1sedGeVHnI4H+9WoSsHHXdxm3X5i54rwinkztJUSRfDZfrcW94zQ5TbjehMTGYUl3by61IZwonHIHuNdVEpVVlM7anT5KEpH/AHG8lXsPlrU9pQ7bqFNotYokVNJaqNXFKeZbkLeCydiklKlkqB2KUk8kZGQBqmvOw7eeod3V+JCkPTk05U2hJLpAUlBQXCoA+YhTqW+c8pPrp5MlagQkBufvESdwWmkBlLVqGxDXdiLE4z4ekZDuWmVN6rJcTR5DDLSA3w1gEAnnRfZUCmSnXWH4z6220ILQYWkDJ753A60854cUV62LfQ3ai1uz6RGlVCopqqg5EWtI3q6JP5c5GdpSM89tfqzPCK06PftES0y+1Aco0fqp6ylKkT1l8pOTwkBDK1kJwBtHHOngVK/SGQA2W9fxEcpk4IcdYSsqxqNJpyZEqh1pqOXOr1SooST/AMtmMa8ZVrWq+pwLhS07k4ViXjP8a1lRG5M+kU4lbjrc18x3gp9tASkKa5SFEHO0uflBPPbtpe2/adrKvetSHWnXIbNQbgJaWsbGX3JBaBTxzhKVLIP6fnqvlzp6tJW3ex6PluW8LQadmVLxCNi2lZIhiIKQtwcgLVI3LGfnjX1yzLHWqOy8xLUtlO1lHxxzjPYYHJ1pl2k21MhVZiqW/FcVFiLeU2y4qOULaUhtSPIMgbio7gc6qLNtS3qZMpDiozj8utSHyh/4leYTRfLbSGskhWOCpS8lWPT08jiBVL1JUHOxfOrSxOn/AGLb+kSpUmTMU30/jkSd+UZ6ui1bTg0KUluDUY0hlpa2Q++rkkd+UjOuXw1tWTVKAiSu25VQjKaSlLm0gEDOce/7a1VIodMuW3g3XqaJsB2e5Enurl9JuK2hKcuDJx33H19vXXJa0WG3TLfdU4+2xJckokqRxhtuS2yyEJ7IKitCcD9RPppqZVcRmSkfSQnWWNybB0jkMar3YMd7RJRT0qNRU+kWwM3PPpbe8ZumW5bTe6K9bxYUD5h1VJWk/wBONVhte1E5P3bJwrj/AKxXP8a01Is6m3HUKk8I6X5lOrwp4W7IASlnz5JSSA4oeUgYKjjgHXQwzbs9mU3Jhb6O2+hKm1nCktuPJZbSSoZB5Usjj8pHppBrqpBlIKA6y2SBZySO6bAB7tkQtVLI7xv3enNm33eMvC37TbORRFqOMEqmL5Gpozvrw4t2kXG7HlVKpRip1xpMZhG8BaFbVYUpQwDwR7A6mpiKyUpIUVN5cixHkbQ39ktyAgHz53HtHnGvJNu32xXaDAXUVNtPR/h3HCApLqCjd5QeUg50W21dK7cta1am5TmXZ9DLkVh4BRWpt1fmaWn9PnV2wcEfvc+C1jwLbvyBUBWJgmJYlIWhSANoMdfnHA7YzjOu+LUZr89UluqKkf4Ztt1Yr9YdRH+KmOrKI6lq3KCQjecFRJOBpukQVyRoW1+Q5gmDbj1XSTKiYlEl2Sl1EnLKAthiS2bu92gVuevO0KNbEq06Aw3TaPVV1BNKYdceVIfOMkrxnATwABwM99L60fEa4HH7lbcirqLIpciCIi1K/wAkiRIDitiQMkhSScHR94q1ioW54vu/C1ysUugVSO1ORLoQC3Aw/wCbyEEBQLwIByMjHfsSmluTKb4seNFTly36X16VSZDMmkoBkBpQKUr2r2/ikDzA45J+WZ0iSpQUFquOgEUXGKqVKkyxJQCFpBdySHLl33ckFiS3jHfZ91yq/TIjTUCDClJp6aYmW684VKQE7TtaOAFEKIye2fXXDdt0XVbd42lLdj0+bQ6Kw7HJZWoqD6kFIW4Bk8pBAxnBz7nV9Z9NnxpNfp8isSJ8n7qhy3KjOT03y0pxCy66k/lcShKiU+6QB7auKfXlS7ktV5ppMSNIoch8dLPVabSl8N7R6qAxnJ76q5NPVA6lzGcsAwwFM9t8F/IuIElFJVYWgBjXpHnVKg02AWHVU6T8YlTqFIUfM2fMD2BLYAx7/LXVWpFctW2qhOp9SYZdqFddqU9UGQsuJLuQlGeDsQedv1PodffCeXEni4qhLrtw1dDtHz8bVWk/G9PqtqSgo3YAClKwNw7k9ydHzJblVSjw6clUlcihvFlLoS2paimQMHBIGScdz9dRkU84EpRPLEgYD2Vo26CxjxUGxCurd9yHmq/VG4UVLlUiqYU00pRCCvp5Un1JKk5x/u150G9kUVmPClT6BcE6kzZBp0iM++gxm1q3jroKAkkLJ2tkhQI9R3I2Z9Mhx/DqjQggRod3Gmxlp5L6mwguOE/7l9RQ+RTq1gUiDR7fuSkLiMEuV1qfPXwsqkPvOKKc9iEIS0n/AJBWnjTro6adNWt1AEgsMtrLbG4Jdtniz4dNQZyErS6XDgFt9Oc4LdXhdruoPxafbyug6v412Qh0nctSloAUSOwwEk5Hvpg0Sc41R6fStzCIsKWZjeQSpxwubxv57AlXb3z6aEr7t2jJdbuCmxUInQUqWlTadpcQR5kkDg8dj3zqqp9wIeZQtt5KkKAKTnuDoAXxKrW02nWXYJONi4HhYXybxpSuF0/EJDS0aQCS18nf3PQQW3lLejUmpPxExEKcqKau6tCTnqI3duecAg5PPl15Uu4a/WmKlLoMNdLRVZgmLfjyVpUcII2JJxlJWpbn1VjsNDFar7LULpyFJWl5QZ2KOdxUcYxotoFZTHaQpBSNoAAA4A1xXHOJypF1XJywsOmC9zgiGZnBZMiSP0gog7k9Mh74GYGfEGmy7ruGSuvRXqTO6aHI77CiptxQSlLih6ZISkkenfnnU0UV+qJmMOLJSXEjeg+yh2/++upq24fx1NRKJqSQpzjd7u2xO8U6+FzgXlot52azQKVS4KTKW3UU1OXT5kYKSFxVbd2UlKhkcgEcHS88Trgdl23JpFLqLrLDq2EuNpcKUOBC8oC0ZwdvOPbS/NadUgIS8r8x4B7knV/SbIum4ChUZDLKQd6g8o7iBz2AOP30SICpZBJb+X9d4NTScPRLWpKdRLcrci/TI5bQyfDhyvxo8d2Jc1VTLjwBHiASiPwgchodwEjuBjj01+LCkVmPetfuBisV2PIqrbKH3HpKg6tSFKHJByQM4Gf24xoVrMa7bMYYfmNjoDAQ+0olOPn2I+uvXwzuR2p3JV5L7pKug2ogHudyuw09ImzlFwot4xT9paOi+0VNlhIwwCQDnn7+MX3gcxctcgyKvcdZqbyaipTb3UkKLk1AUeXTnKk8cD2Htpp3BSW2zTZNMqz9MXCSWuoy4tLqGSDlDSgfIMnt20FWzVWYsVlpgANJQAlKT2GNWr1SQ62VOPEZ7DOdBVXxmq+4WtLi9rm13/nWMtVTAG5ha0u+LjRd1SoVWrNVq9TbJhl1bi1uyGArcgEDunkEjtnOimq3NUqK2zJmPVSA4210Y6lqcbUlBz5EE+h3Hge+iDwrh0pM2qVmI0hb82WtTj+PMpKTtCQf0jHbTDuT7pqNFMOcw0+2rBKHBnt2Iz2I9DpVRxbXNUtRUNLP3iHOSw2vgRHSguw3hTUTwyrdVpTVYZvCqQ5MWX94U6GCPh4r/GVJxhSVEDBIPr667IdclD4iNJefTJDv+bbU6o7nUknKufMcqJBPvnRVQq21TUvQC7noHpgk9x6fxjQXcVuS6/e7FUpNSRBjdIonkI3lwj8m0dtwGQSfTHfUWZxRVShMudMIAB5sOltiLb+5gp7MT0y5xlzpeoHoHDR+65cKItNfekOANoQSc/216+FNrQqJR2FSU9aW4Oo4pzzdIq52IB7Advnryu/wyYlUpM1NTqKlMEOJbWtJbcUOQFAJHt76lLriXI6FNLylQ/cH1B+YPGoKwFUminJue9ZvD1vGhAJqkH7ewFvzBneNuW5WIbfXZQ4to7m3ANrjSsfmSR/btpYMVF+NXHqE4suS2V7UhAJLicZCgB7jB0UuVlYbO5XGNV9nKpj1x1KtspSqS9sjrd7na2MbR8sk51ynUpEtZmB0gWAwC/XD3eE0kmfRoL94dYq72buqFbkmRAos99fTOOmjcRn1wDn59tTTZbqccwyjanP6vXU0uh7QfaoKVU6VHneKermVVSvUCUNsIx/atMim/pLq17YrGFttnshSv/HOtD2s4w3T/hkFLEtf4kdxRwFHHY/XWcYLFWpUwzahTpDLLqvO4pBISfTOihi6ZG8FL52ISACT2HtrQqxBWbhwzQQ0dPJm0y5V0OpRILvc28mYQ37ldTUbLlxqzIackgFCGxztHIIz8++kn9npt5u9auy/5gjpDJ/SFqAOvlau+WttaeqTuTsTuPqdWfgQtBvOqKb2q/AZzn/V+JpfC5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Высшая математика. Поддержите канал "Andrei Gradient" карта банка "Открытие" 5586 2000 8615 5931 карта Альфа банк 5559 4941 5259 3553 Или по 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Готовим к ОГЭ и ЕГЭ на самые высокие баллы! Стремимся быть интересными и полезными: https://www.tutoronline.ru...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"30","reqid":"1765600693584706-11177473052176101008-balancer-l7leveler-kubr-yp-klg-28-BAL","isAdultDoc":false,"relatedParams":{"text":"Матрицы: 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онлайн «Интегрирование некоторых иррациональных функций - часть 1» от автора Элементарная Математика. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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невозможное...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAEFBgcIBAMC/8QAQhAAAQMDAwEEBQcKBQUAAAAAAQIDBAAFEQYSITEHExQiFTJBUWEIFiNUgZGSGDNCUlVWcZOh0iRTcoKxNWKywfD/xAAaAQACAwEBAAAAAAAAAAAAAAAABQECBAMG/8QAKREAAQQABgEDBAMAAAAAAAAAAQACAxEEEhMhMVFBBRRhBjKBoSKR8P/aAAwDAQACEQMRAD8AxlRT6bNFBAL7gJ6AkZNJ6Ih8/wCJVx15TxQpopjop9FniHpIWftFAs8QnAkLJBxwU1Foopiop89Ews48UrP+pNfXoWNnHfO5Hs4qbRRTDRT96Ej/AOa7/Sj0JH/zXf6UIophoqT2vSrt0uUe225uTKmSXA2yy2AVLUegH/3HWtIWH5KFh9DxzfNR3QXEoBfTES13SVH9FJUkk46Z9tWa0u4XGWZkX3FZIorX0v5LWg4jCn5eq72w0kZUtwsJA+0ppji9hPZBJmmG32gXYO/olwNIQv4JUpACj06GrGMjlc24uNwsX/Sy7RWxPyUNGfvJqD7mf7aPyUNF/vJqD8LP9tTovVffQ9rHdFbE/JQ0X+8moPws/wBtFGi9R76HtVV2VSoce16jbvEmMLW/bpDZjuTGWy5ILCwye7Ukrc+kKMFJSEEFROAanlt1FYRcbXEfu1pWbUqXEZWl5llIxZ2m0qQ6pBSEqkhza4oKG7zVXvZ+q3nSWpBMtFnlvMuQBHelRwp1sPSA05tUTwNnPwPNWZ81LD8/rxEVpa3mG1e40Z1t+3pjJj2lSpPfSUAOK4BQ2BIznhPAzzwW4pji6g0k3pJy13UQn787br0hMwuNPJQp/vzhbqQApzLTAbUBj6ZRGOK9NT3rTLsu6rmyI022L07FZhMRblHKi8HYZWGglslk+VZKVhSjtXyAaSy2jQlyVpvTZh29qfLsHjHZ7jHdoYzBfUpbrm/6VZc7twDaNhbxzuxTxYtN9m8vUDUxy2Q0WkTLEI0R13zyBJiLBQo56FZS65/oI4zQhczOrrG7qpEFy7Ws2Y6yuKu7PdIb8CWMsnft4b71R2k8AnpUB19H0xbtIWq06fuTE1xq4vPPgPoeca3xYuWy6hIDiUuBxIWAASlWB1qDOJCXVhPQKIH3mk5oUgJKKMV72uI5crjGt0fl2U+hhGP1lqCR/wA0KVpT5JmhWodmc1vcGcy5oU1bwofm2AcKWPisgjP6o+NX0K5bRb49ptUS1REhEeGwiO0B+qgBI/4rqFMI2BjaXmp5TK8uVLa51JEd7Trk1fXNln040wWW1oUWy+8kkuqSPXwAQPdzVl2/UXZnfNPRLFe5FtCLw2Uwsxy1vPqgtq28KB6HPUVWXbbI+aM9+6KZblR724MILQOxxCMEE+7zbh7c5ro7LNW2aPpm2fOe1Q2XIwcTCWqH5MJ3LwFEkZJIGMA5IrJJeY2nWHy6QyqbdltzdnWWdAelJmKs9xetqZGMF1DZAQVD9bHB9+M1Laa9OWeNZ4zjcZDLSX3C+pDLexO5Siokj9bzAE+3aKdK2R3lFpLPWo7LwiiiirrksZdjej7Fqe33M3Zlx18TI8SKEPuNqy4zIXhG1JSVlTSMd4QjG7JFONt0dpEyLMxIixkhekzeZjj06U2O98Ohz6QhG1De4kjutxwMHFVjAulzt7MhmBcpsNqSnY+hiQttLqeeFBJG4cnr7zXo5e7y5DahOXe4ListKaaZVJWUNoIwUJTnASRxgcYpYvU0rOmaI0U/bnF2iLd5ER2Oi5RbiHFKdcbVdfCCMGiAkrLZyCcK34zxxXrrDSOirGu891ZUzRF069cWlM3Z9TYebnrikbilJUCMEjGApJA4NVZEvV5iRGokW73CPHZfElppqUtKG3h0cSAcBX/cOa8FTpqmi0qZJU2WiyUl1WC2VbyjGfV3ebHTPPWoRRVwXXs20tbpU9xpbtwRClTT4Rt91K1JYtgkpjrJSPMV5JUjPlyAc0z650zpvStnN0bsMu5iXKSA0uc6gW9Pg40ktKKBlRJfWnKuQlA9uTVeN3i7tykSm7rPRIQ94hLqZKwtLu3bvBzndtAGeuOOlL6ZvHdTmjdrgW7iczUeJXiUfe4M+f8A3ZoRRVnaz0lpCBC1KuJajGXBvjdpjJenyVqKSyHFLTtSQV+bOFlKQBxzUpvOlbXZ+1LREdrYZTOqZUGQG2m0JQ20WnWEK2JG9wNuIK1nklWPZVFIvl6Q1LaReLiluardKQJSwl84xlYz5jjjnNOei7/Lha6sd0nTZD7ce7NynS66pWVKWkOLOT6xA5PU4GakcqrwcpW8R0opSACQDkA9aqD5UHaLcNC6WhMWdzubhcnFjvQoBTbSByU59pJSM+wZ+FMXOyi15qOMvcGhSLtma09fNG3XT0+fA9IIYElmOp9HfoUk+VQRndzyOnOarfse7P4ceQnUOsL7BRbbeQttlxfdsqXgFPeKWQCAMHaByQM8VnmyS2UMruVwnSlT5a++W+hW5wqJPJV6wPPvp9vUFcCyQ5z0OT4W4JUqJJKg4l3acKAIJwoHAKThQ9orE9+Y2nkEGk3LdrT9w7eezeLdHISLu7LShwtmSwz9ET70lRBUPiBipxpXUlm1Nb/HWWamS2Mb042rbz03JPIrNPyaNNaWggaxviLbqF1pbfg4igsNsrIK3FeYbXHEAAAEEBR+2tEap1xoC3Ns3i526bbprS1R2Tb4gW66rq62Qg7VoScAlX6RyCKu2cjlZpcCzKS07qS0VV47ctHhR7+BqKMnPrOW/j/zoruJmdpYGFY/ixpEpwtxmVuqCdxCR0Hvr5fZdYeWy+2pt1BwpChgg/GuyCkt2m5PrwELZDCMkZUorScAfwSTT8puG7PnOmN4xQkpDiEJQo913Y5BURtGc+YdMD7VLpi13Gy95BgBNECDTvnrfxz4USop+8PD9FR1MoaU9sjl/cBkILiwVD4nyhXuGPfXSm1tiUgPMNMtrlS07142hOzLefgMEj+FR7gdIb6VK6spB4/ZpRigAkgAEknAA9tSRpq2d8HUtNJjphN4WtAX5y4U5KSRlSh9w59lNTveNX99EAlKhJWhruj0G4jg/wAKs2bN4XKbAmENJcDZrZcK0qQsoWkpUk4IIwQa+SAUkHoRg04aiSpN+n7h6z61A5zkEkg1wV1aczQVlmj05HM6JC272G6sRq7s5t05bgVNioEScM8h1AA3f7k7VfbVN/LrtrjidJXBAO3fIik+wElCh/7+6oV2Aa0uektbNtxYkm4QbhhmZEjoK1kDo4kD9JHJ+IJFWx8se1TrnYdKLjbBDRNfdfklYCGglCfMr2gdecHB46kA6jIDHRSX27o8RmaNlmeElp99q3wYb0lYWE5Kc5PX1fv+6pzZILsuwNx5LDz9nt0oGQ5CSksx33/KCpw8ZVsA8gXjb1HNTzsg0jpaXbZkVx1TayhTMxt4eHkJCkj6RwODysjPKM7iCFKyOjjYYWu9Rw2NHWGFEWI9vet8q8yXA6hcFZIaShACQO7G8JWvd6xKc54WibUcWDZend6W7DxsxEtOFix4o7jfzY5rj5TNedPRdKaX09e7Uw14CTIQ680lJaKShxIcR3jhI9U57wAAbc44o1aNGR7nARpbUDs24JlzWJyEXNctS2Qvc25uSooxjGCBuO7zcg4teN2e6Us2nZLGt9RtokRUuMIbfeCWyooylaUqBKgvKVYSke0HOK5XNbdjNshW9u2WArdadacfS1BONu070blkZ5P8DiqQhzGkSH9rh9Ry4DFtMWG/iKI4A8mth0DV+aTC2rSLnaigMyksaaTHSXSXZDaFKCfMEk+bd0PPGQaKlTXaX2QzLylcrTsiNEEXu8ejx+c353ENrz0wM/GiqFoskEfkKvpPqOHwWEbA57rF/a7KNyTxR7rlZN05b7VcESWpk4xJYSTH3EBtfGMFR4ByQecZGac3dKWlNxMIaliq3K2tP7UdyT3uzBO/IwMKPHt4z1qGeNh/WWvxUnjIf1hr7630stp4kQGWbQJPfIXJTNcjuBDqFIKQkEKSB5iCcjd0PGK4gtQYUyDhtSgsp9hIBAP9TXL42H9Ya++jxsT6y1+KilYOrgr3wPcKMDGMcV4eNifWWvxUeNifWWvxUUosL3AAGAAKWufxsT6y1+KjxsT6y1+KpRYUs7ONSL0tqUXNEQStzK2S3nHCsc/06e2rUvfzmnei9S6st5vtujrWwITj6mmw56wbC0nI7tWSkcJUpJ5JTkUrpqfAZmCUbhGaebUgMFZB2rUoJC8HghGSvnjyAe2rcm6h07Y7kxa7br+13y03ZpSJD4wypsNqSoB5CjtBJOUqSQfW4HU5MSZqGkE29FbgHvf7014HP5Njg9WCO1OdN2G89quuHr2lYRaLW0YaLhKhlh+6HOUF5GTjHITjplSiMKCC59ofajAsrMay6HhJhzYRWl6UcKDKj5XG0nkOkkAlZyMpSRz0au0jtR0JZNHQbToPVMFcuayUS5UZ7YS1jB7xJ6OKJ46FKcgHGBVJC/WQD/q0L+aKrJmB2G6R43GSOAhjJyi6+L/26erjPm3Ka5OuEt+ZKcOVvPLK1q+01z02+n7J+1of80Uen7J+1of80VnyOPhKcj+k5UU2+n7J+1of80UUabulGm7pU1mkoopsnKKKKKEIooooQiiiihCUHjFBUT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года ПРО Числа (https://youtu.be/lAjt8aS8juI), фактически повторение. Для решения этой задачи вполне достаточно иметь знания по математике на уровне 6 класса, а может и уровня 5 класса..","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"40","reqid":"1765600693584706-11177473052176101008-balancer-l7leveler-kubr-yp-klg-28-BAL","isAdultDoc":false,"relatedParams":{"text":"Сколькими 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https://clck.ru/32tLeb Старт занятий в сентябре 2025. Видеоуроки по психологии 🤩 ТГ-канал Ольги Александровны: https://t.me/+Rr0N2H-A3pQ1Y2Iy 🤩 Бот с полезными материалами по школьным...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765600693584706-11177473052176101008-balancer-l7leveler-kubr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онлайн «Решение квадратных уравнений | Формулы корней квадратного уравнения | Дискриминант | Теорема Виета» от автора Элементарная Математика. Хорошее качество видео без регистрации 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