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автора «Физико-математическая школа Бенсон» в Дзене 🎦: 🎯 Вызов для вашего ума! Простые на первый взгляд задачи заставляют задуматься даже тех, кто считает себя экспертом в 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этих задачах ошибается каждый второй! 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Хорошее качество видео без регистрации в бесплатном 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В видео я напоминаю базовые основы 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онлайн «Задача о случайном блуждании _ ЕГЭ по математике профильный уровень» от автора Физико-математическая школа Бенсон. Хорошее качество видео без регистрации в 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Сможете ли вы вычислить, сколько процентов составляет число В от числа А? Проверьте свои знания и решите вместе с нами! Подписывайтесь на наши 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процентов? 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Хорошее качество видео без регистрации в 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Решим без применения систем уравнений. Некто купил плащ, шляпу и сапоги, заплатив за все 20 тыс. 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онлайн «Решение логарифмического неравенства с переменным основанием» от автора Физико-математическая школа Бенсон. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAQFBgIDBwEI/8QAQRAAAgECBQIDAwgIAwkAAAAAAQIDBBEABQYSIRMxIkFRBxQyFSM1YXFzkbEkQlKBk6HR8GKSwRYXMzRjgrLS4f/EABgBAQEBAQEAAAAAAAAAAAAAAAAEAQID/8QAHBEBAQEBAQADAQAAAAAAAAAAAAERMQISISJR/9oADAMBAAIRAxEAPwD6Lw5kv0rTfeYTw5kv0rTfeYlnVl5VnzTMKPK8umzCvnWCmgXdJIQTYduw5PfyxHHVeSCoNN7zMZ1gWoaJaSYuqNcLdQlwTtNlPJt2xt1dky6g01W5M85gWqj2dTZu28g9ri449R9uKtp6bI56LMpKPPqZJaulpaZveaN4IdvzgRkSRlZ1kG8AhzfabHg4qRrrluY0OY0UNZRVMc0ExIRgbXIJBWx5DAggg8gg37Yyeuo0JDVdOpCdQ3lUWS9t3ftfi+KRJonKm01QZLT597rU0OZSZhHUw7N61TmYEqpJ2gM8gA5+Eg35OI6h0Hp3blkNPqamny6Ohly6gp/mnDKY2jZVO6z23biLE7hybWADpKVtG9ttVA106gtIp8N7bu/a/F8ZPU06SLG9RErs2xVLgEta9gPW3Nsc4qPZ1pmvNcxzanlpKvK443VSPm4emsZdCrhRG6xH9Ui+4hsA0DQU09HDNq5mlbNVrahZljD1dUDTvfgizERDixG2TgfCcB0SCto54zJDV08iA2LJKpHl5g/WPxGMpKqmjKh6iFS7BVvIBcnsBz3Nj+GOdVOj9J1cUEkWoqKKigqpw0cLQrG9RLVJUxhrH4kKjavn4SfhGF6vRWRnKavLo9ZxRUkde89ZvaJikrt8LNuBUqwIQH4fELHjaHRJc5yuKrakkrYVnWaOAoTyHkBKL9pAuMbvf6HopN75TdNyQj9VdrEXuAb82sfwxW9TZBp+uzBc6kzMZdWU0onkqEqrKeiGW7oW2Ep1PiYEjgemK9pzTunsmrY6x9XZRWSU7yGqWcRFbTLEOAXPTY9IHdc33EW7WDpNPUU9Sm+nnimX1Rww9PL7MYe+QGpemRxJURqHaJT4gpJANj5XBF/qxSdP6Rocvz3LlyfU3SOW0NPBUUVNsUzRoZWUuitYB+rzdT2G0i5OLPkn6TW1eYJmlBmELN0ozTRC8YVjdGcO24i/aw5vxgGmqH+UET3Opt0WO7atviXj4u+DDB/5xfuj/wCQwYCj4cyX6VpvvMJ4cyX6VpvvMSzqy8q4+WKLU+y/TsmSUOWxIUFLIXd2QP7zuRkYSjs11Y27W8uCQbJXajyShzePKavMoIa2RQ6xPccEOQSbWFwj2uf1T6YVh1ppaY0gjzyjY1bmOEbjdmDKvPHHLoObfGv7QvUjQq+ztFzWWsGf1yQtM0yxJDEpjJkqJF2vtuNrVMhB+pb9jeFyfS+iFq8prY9V0tdM1XIYS80bLUSF4mIQX+JXSMg8m7DuStrhU6o0vmNJPRR6jpYTP1qcSRygOpWJnYruFuEDODYiyk8gHFZp8t9n01bTij1DtusFR0UqFKTRF6dolJK327hARYhrSC5swwGOmNLaGy3LKujy7UgnhzjL2ymJjPGQIUVvm4iBay73IHI8RxjDpv2fvPBn1NqKjkpaOoepZpaxZoQoFMWuzNcWMMDBiTbePIrZysyHSdQMuij1FKDlUcdNTxPUqY94eVELDb33pIp22vssfhxWfknQkGl6Kor87rc3SKExVM8c8SIoEEEId1YL4EHRZTY8ujeK4wHtDpzTMmXVmm811okNbltJTQ5p0mhihWII8ar2FyrOfG3ILLcdhiRrdEaLkzCuEuqIfeq7M32RPNGVE++ZnhKX8R/S2XabW3J5nnfNo/Sr61zLKMzzlpflCIGnytmA6fUZ5ZRfbzv2uQCSQoe3kR5Dkns+o45I49Q1JNJUhKsGcSSVLvKjFW8BZy0tPclOdwkF+4AMxaP0bWVMlTluoENTJHLVxmKqSRVUVEL7xGbrsSSnRTxY8gm/ZzNNH5FqhK0R50s9Q01NJUvT9M7XSAhQQvbckoa1+xUjjuvk+TaD01LW18GbNuqKeWmcPMHsjTBHVFC3v1g3A/Xd+OeG9EPorTqTZbk2c+8yNTRVEheQyvMqQp85cL42KFWNrnxA2AsMA5kOhcvyjNPfIqyrmRYHijjcINvUWJZGLKATcQpYdhzbytMaWyj5CyOnylap6mKmQRQs8aowjUAKDtABIAHNuca4tUaelp0qEzijMTorq3U8mV2H8o3P/afTGE+rdNQRVUs2eUCR0hZahjMLRlRGSD9Y60XH+NfXATBQ9cSXFghX+YP+mDGeDAULDmS/StN95hPDeTcZrTn/AB/6YlnVnrlTGa6XyjNKySqrYZJWlESyL1CFYRiUKCB5Wme/rcemIKH2cZXFWUBSrqhQ0cJjNOCq9c9WKReoVA3AdJR2ufMnm8pmWdVFLLMRIgjRrD5u5tfj7caxnVeRcPFb7vFWIyn+7TSxoEoHp52p4pjLEol2FL2GzcoBZdoK+Ik7WYE2ONkfs70yjz/orNFURwpLE5Vg/S6W0kld3IhjBF9pA5HJxuGd1/7UX+THozqu3BTJDc8gbBgNa+zvSazJKMrTdGR0v+mokmk2Lx4VJnkBA4IIHkMaT7N9NyRotSK6qZFkUNNVMSd0SRAnsCVSNQp8iN3xc4ZbOswH68X8PGMOf1chZVmgYrwQFHH92OM0OVOk8pqNYw6qkE/yhCiqtpLJ4VkUG1r9pX4vY8Ei4GE10Hk0c7VFPNmFPOsvUp5I6ixpfE7FY7ggKTLJcG9w1uwFvXzyuBsHiva9tgxobUVddlSWEleGHT7YaNzaA06s8tVTQTUlXJI0xqYJNsvUMxm3k25IZja9/CSO2FR7M9MrM0kS1sRNOtOuyottCoiA3tc8RrcMSp5JHJwomr8xkqqmnR4N1OyhvADe4v68Ywk1bm4ZlWanutrjo9r4W51smpOH2b6Vi6LCikM0MYjjnaS8irtlWwa1wCJ5Lgccj0GPB7NtLe7QUxpqkxQI6IpqWPLwxxFz+01o1O43O4lu5viFm1lnEYG6emW5Ci8Q5J7DvhSPXefSSShGgCLbaxp7bu9/w7Yz5TpjquDHKY9d558oU1M89P8APSBQBT9xfnz9MGMnuHxTOGsp+kIftP5HCPXi/aP+U/0wxllTCtdEzOQAST4G9D9WPCdVeuVpz11FWiyOqRGoAcnz4Nh+OI+lzGpeqp45IwEkvu+bYWIDXFz6WA+snjgYn5ctqKqQ1MMsXTls63Dg2I44240zZHUx5jTyTVtEhCnbG81ib35UH++MXebMyo8IrmNG0IlWoV1sD4QSbFtt7d7buL48qxKZqgQ/8YwKI/FY23HdY+vb+WJE6fpmpxGRlhhW3G9do5uPL15w0mVytcrUUbW8xKDb++Mc7JwyoCuqqxcv60FMDMQhWOxa5NtwtxawvyT5YypYlgnlFMByoJLk8kszG/n5k/vxLfJkstylZQsLkcT+hIP8wcY/JcqMivWUIMhIQGceIjk2/djN+sMQUlUBnLxgqHcCIbieQo3G31+P+7YUrqisp3mMUTENLfcVFuWFrEnnj8z6YtUeR1U5fozUchU2bbLext52HpjXU6VzGZQC8AswPEn/AMwnqbxmVVaivk2zbKKoYpIyLZeGsQL/AGG9+3kcKV8dS8cscD9J+qGWS9gV/sEfgcXGbSmbN2el/iH+mNP+x+bG4L0v8Q/0xxv8jqKZWxyu6WMboHDFW4tbsAQP38+mFaiGSSHZuCAuzNxyLk2t6HF1fROcns9H/FP9MaX0Lnh4D0X8U/8Arjj9OvpTaSOUZvRkSqY0kRbMpLHkXN79+388GLfBoLPUqoZS9FtSRWPzp7A3/ZwYySmxKXPrhnKSflCHk9z+RwYMec6p9cq4U5PQj5PwD8sK5lleXZiUNfRQVJQWUyLewPe34YMGKkhY6cyAurnJ6LcpuD0h9v5849p9PZHTymSDKaSJz3KRgeYP5qPwGDBgA6eyJpTK2UUZkLly3SF9x7m/rgOnchMAgOUURiDF9nSFtxABNvUgD8MGDANZbl1Bl6yLQUcNMJG3OI1tuNrXOG8GDAGDBgwBgwYMAYMGDAf/2Q==","isBase64Poster":true},"target":"_blank","position":"25","reqid":"1766051745800004-16664032729543146349-balancer-l7leveler-kubr-yp-vla-226-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение 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Подписывайтесь на наши соцсети Вконтакте: https://vk.com/bensonyana Яндекс Дзен: https://dzen.ru/id/63b542a07a5b092ebf... Мы разбираем все 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к ЕГЭ и к ОГЭ - решение задач по теории вероятностей. Подписывайтесь на наши соцсети Вконтакте: https://vk.com/bensonyana Яндекс Дзен: 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что сумма выпавших очков равна 4. Какова вероятность того, что был сделан один бросок? Решает Изабель 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Первый конь с хорошим седлом втрое дороже другого с дешевым седлом; а другой конь с хорошим седлом...","preview":{"posterSrc":"data:image/png;base64,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Вписанный и описанный четырехугольники.» от автора Физико-математическая школа Бенсон. 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