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Пилотный выпуск 7 мин. 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Авторская методика. 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Наши ученики успешно принимают... | Вступай 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рамках проекта "Математическая вертикаль" ученики 7 класса "Математическая вертикаль" приняли участие в математической игре "Регата". "Регата" - командная 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автора «ruhelpmath» в Дзене 🎦: Задача подойдет для учеников 8 класса после изучения тем "Подобие треугольников" и "Теорема Пифагора". В данном видео рассматривается решение...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABDAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAIEBQYHAwEI/8QAOBAAAgEDAwEHAwIDBwUAAAAAAQIDBAURAAYSIQcTIjFBUWEUFYEycSNCkQgWJGJygqEXGDVS0f/EABsBAAIDAQEBAAAAAAAAAAAAAAIDAQQFAAYH/8QAMxEAAQMCAwQGCgMAAAAAAAAAAQACEQMhBBIxBRNBYSIyUYGR8BQVUmJxobHB0fFCcuH/2gAMAwEAAhEDEQA/AMZhbGnsEvodRkb9PMY99O6Zx6kD9zr69SK+buZJUpEemdd4f1dOpPTTON1XoSB+50/txxyn6YT9J9Cx8v8A7+NbGFbKo12QrNtugirrnDRTuY6OnVpqyQfyxqMyH98AKPkjRe7k93u9RXSKI1kYCONfKKMDCoPgKAPxr2RvtW1o6cHFXdsTSe606nwD/cwLfsq66bOoqeruRmrv/H0cZqqzHrGv8v7scKP9Wny1maudBYffxNu4dqqVGE5aI1Nz9vAX71L3dzZdpUtkiB+vupSsrAPNY+vcRfnJcj5X21XrtKqiK2RsDHCMyMP5m9T/AF/4C6XW3WW4XWuvtWymRnLAA9Ax8gPhRgD/AG6hZZwiM7updurdddhcOW9fXU/2P4FhyR1D0ejxsPgPzqk3CpABA9NQdTPknS66oBJydRU0wJ8x/XVTGYiTZWcLhsoXVpM6Tz+dcDJjzI/OvOfucazMyvhkJxz6eek94R5HXEuMeYxpLOM4yM+2hL4Uhicd4ffRpqZAPUaNDvEW7W5FdvndTdsRslD/AHZS3szUIiX6f7ktV9GIuPlggrNj9zrnfaO2bJt+5aiK4W2xVb70raCKrqrN9w4UscaTRwxx8SEBEmS2OoUDOsPjul1O1v7r/c6n7L9Z9caPI4GfHHn75x849fPUtedw3/cQZb3eKmujerNaySBQGnMaxFzgDrwRV/HvrzFLZmLcQC+2mvDgvQnGYcSQ2+vetoo54LZ233zb9rpbZ9nksj3VIGt0ToszW7vgU7xSyKH8QTOB5Y1HbPnpD2aU28LndLbDd6+5PT1ldPYvqoqNEiVuKQxr3UTuM+Nl64wOudUKx3Hctfuh7pS1tbU3mophQRtFGGkkUx9ysSqB18HTyzgfnVpFJuLs02hDCv11nul4lKeIBk+nh6cSDyRmLN5HJAUeWdaI2ZXEMFQB5AGtzEz3Rx5Qk+k0zLi2WiTpp2fP6q1QPSX7s/qKPu4a+87lqbnPZ64UwjkJoUiaKJFwCiuokUL/AJh01PVttti2ramz0ihWSj3FbaDcIiUK9R9RA0zI7DrhZBxx6Y1RdtWPe0u4tvXXck14oaK2zS1tNM9OsTRBm72TukCg8pGAAGMEsAOnTXD7R2hW2811fNBeLfPdbqtZGrqhM1arM6dTkB0BY4OPTI0NfCYlrsjK7QAcwGbjoL8m69nHgopPou6TqRnSY4anxKk7veqO5bD3Zdobpaa+tsFXSVFDHSWL6QUXKp7poiSvGZMHGDy6qD66eU92qa/tH7J7TVQ2tqG72+nrLhELZTr9RL38w5MQgIGFUYHTp5ao1VtDf1stVXaPtF1hhvLA1EXBc1XAtOOnngcGfI/9TqvUtTvOaO27vtz3CSnsLQ0FBXJGDHSsWLRxg4wSWfyOf1DPmNdVwJZTyiq13OdJbEW96/8AqhlcF+Y0yO7sM/RXo0tvsHZdvCx1tupZ9yR2iK9Vs0kYMlCHq4hT0yn+Vu6Jd/mRQfLS7fRbXu+/t57ls1823XWupslzrKG1CN46mnP0pIBhaMKpRvVW+RrMJ4t6Gv3jHO1zesmRzuUyKC/ASqW70n9IDhfLHXAHtpxa7Bvy0WCbc1utN1pLdPQyRyVqweFqaUFHYggnu2HTnjHzrO3FbpOdV6R59oH4srW8p2DadhyV23ubHtPa1ptNpv1ot5r9vw1rSz7derqbm8sWWK1LKVReRKAJjhjqc6h+0qufaEdv2xt63W2moayxU9VLdaiijnqLk08XJ2SSQHgiklAI8YKnJzqL2ND2m3LbE1m2pHea6yqTC0KQLNBGzjBVDICEYg+SEH102lum/bDtY2eatuVLZZJ6iiFPURpJEsqeGeNOYbgw5eLjjqffU0qFRroc8OM3E6/pc+owiWtgR2aLVt42rbtFu7fZsU9tq9zQ7dilo7PJQNFDRxikiaonVypjkmEfJlUY6sTkkaVtWn27T3/s+2fPW2WKhvVooZq63VFjNRNcZKpWLSGqAzEQcBMMOPHPrrE33LuGS91t7lvFS9yrqQ0dRUkLykhMQiKHpjHABfLOBrnHuG+x3m13cXWf6+0QQ09vmIXNPHDnulXpjC5OM50J2fiS3KX/AD5Lhi6AMhq1/ZyUdt2pst46jblsWuvNVSV1LeLctTPfY1qhGDE/ByqBT3eD3YDgnJ89Gsbkvd6kNpMt0nk+zu8lvyF/w7PL3rFenrJ4uueujSX7NxLzOe/xKY3G0G2DUxjb50+pW9zqJhk9dSFA3i5EeFep+fYf116fCvBWQ6ndar2EzRw9otGskoiVKGuZnL8MMaSXHi6YI6AH31Z6S82bb1o2Q24rJR7cgtu6FqDZ4bktwaohan4GpYZZk7sqnTOG9idZTSMKLalRWSYaa6saaHPX+CpBlb8txT8NrjtGz01beIKVI44EclppQoHdxKCzv+FBOhxOzBja2+L4AEeEzF+cK5RxG4p5Ik6+fBbVYEW1dpG3bpV22zxC7X5JKi9RX9q4VES83jOZG5IGI59QMcVBwemsuu25bcdkV+1tv2avp0uVxStudbca5J3leJmwEVUULkscsckgAai7rUU163LVXT6WKOFT/CTiPBGBxjX8AD+h1FVtSiBhGOI9BosNsVrCKlZ0x9QZE34IauMJBDBErYrVUUEn9oXZHd1dEq/3Lp6bvXmUIkht8yBWbPh6kAg9dRcW4bR/053Ns+z3GB7Lt6rsVJSSd4F+unFaWq6oAnLBnHQ+iInprEah4yXJRTy8+nnpme7IxwXA8umvP4vZ4zQH+ZJ+6t0cWQOr5hbv2m32yX2DtksVuooLM9PXG6PXU9wMn3ho6gIInV8+H+IXVYyAGGcHU7FuHbP/AHI1dG9qoWb7I1N93+6yd2IvtQ/hd1nuiufDj36/q181gRgYCLj2xr1RGFICLg+mNVhs4RGZN9N91a9dmNDdOxKyT1MUUNFR0lVUwLUIyRTyVxZ3fiSAxUIST1xqy3Woqr1abjS7Yse2Nz11BvW9SVVNc5EbuYZ5UMcyBpUHBuDAuCcfHnr59jWJM8Y1XPngYzoaOFl4tGhHsVGj9XkgHNcKBjLm1irh2nx7eo+0a80O1ZYpbRDIgiMMxljVzGplRHP60WTmqt6gDqfPVcL6aKVRcIAB8aDJ01q0nGnTDXGSOKz6jQ9xIEJwz/OjTNnPvo0BrXUiklwNq5dmtNR1W9tv0FeYhTT18JqBLGZEZOWQrKOpUgYPsGyfLVJo8PIqk+HzY/A89W/a9SbdbLpuJvDOF+iofiaVTzYf6Is/l10dKpNMgG5snNp9KVcO1u42i5XKwGhehheKmkp6qmpaiKcQgVDFHaWJVjJZXOFCgqF65yNTdzotk7d2ze7hbrpNXRVK1kFKJJ1hlqkiqURUiOG5RsCCZQCW4OOKAdcks1NUXG4U1vpF5T1MqwxD05McD8eurFuiuo7ru5KOkbnZrPCtLT9ejwxebfvI5J/36c2g9tNlJlQiJ77+YTHPaXFxaFc57HsWCu+gprxTNb6isqEmrprtHE9GgwISI2X+OCOpYdDkr4SMmr/btnzNDi4wTq1rWogaS7RwGrqysZeCQMv+FCFpMFs8+AAYculMvdyaeoklZslieuoGaYknrpOLNSk3JvifPn93QsLHHqBSlfRyQXCkirDFTRVgSaNlmWQLCzlQxIP+UnrgkAHyI1oFnsnZfVXO8RvcJBBQ3JqOBGvEcRqaUFgKtZHVUycDwjIUdeL5A1kXIddehvnWNVc+p/KE+nlZwWkxWLZLWXkLzBJyo6mR683JUeKqV5BDAtKUDyI4WLx9Okhbw8SNS9ftfspRq3uN5uqMyJSsJlkMXcTIlU7gDxiRWLwAYyAfPGsgDfOveR0GV/tlFmb7K16ssfZlS7pslE1wV6Cqq3p6yVL0jhIuhSoDKh4jzB58eRPRFAyWNNt7ajbftlxuJ+2w3W3VNc08l2TnRlXmjhjjgK86jLRAE+pfA48cnL+Z99KMjEAFieIwuTnA9h7anK8DrldnZ7IWvptvsoirKiCbdbymOogfklUoiSBqSWRk5ccyOJUQMUHTmqLlskUHfEFjpLxCNvVf1NFPQ09QQZOZhldMyREkA+FvcZGQD11XOZ99JL/OiZnaZLyVDi1wgNhdS/Xz0a4FtGi3hQZE6pziN8fA/wCdWW8Ept7b8KnEbU8sxX0LtO6lv3wij8DRo1dw/BcNCn2xnaKrrqmMlZqe11UsTjzR+GOQ+cE6jLcSlorGU4YyIhPxhjj+oGjRrWZ1glHRQdax5EZ0wlOjRrDxhO8KbTXPS18tGjVJMK9GjRo1IQle+h0emjRoguXmkto0agqQkeh0aNGlJgX/2Q==","isBase64Poster":true},"target":"_blank","position":"24","reqid":"1765569676461468-12547479175502241632-balancer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по геометрии проекта \"Математическая вертикаль\" квалификационной работы для учителей математики (19.04.205).","promo":"pumpkin","related_orig_text":"Математическая вертикаль РЦ Интеллектуал","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Математическая вертикаль РЦ 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автора «ГБОУ Школа "Кузьминки"» в Дзене 🎦: Математика и черчение. Эти два предмета в школьном курсе занимаются изучением пространственных форм и пространственных отношений материальн...","preview":{"posterSrc":"data:image/png;base64,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онлайн «Математическая вертикаль | Интервью выпускников проекта» от автора ГБОУ "Школа № 1412". Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Математическая вертикаль Друзья! Наша школа является участником городского проекта «Математическая вертикаль». Проект направлен на формирование у школьников знаний... | Вступай в группу 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летней школы для учителей. Подробности: https://vertical.sch-int.ru/programma... Смотрите также Михаила Анатольевича Шнитке «Рождественская теорема Ферма»: • Математическая вертикаль.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"34","reqid":"1765569676461468-12547479175502241632-balancer-l7leveler-kubr-yp-klg-47-BAL","isAdultDoc":false,"relatedParams":{"text":"Математическая вертикаль. 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