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#математика #сша #деление #столбик Сегодня поговорим о отличиях деления в столбик в России и США. Запись на занятия/курсы: https://clck.ru/3CxcsE Подпишись и найди больше полезного...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"9","reqid":"1765603117840449-7165315939053543262-balancer-l7leveler-kubr-yp-klg-227-BAL","isAdultDoc":false,"relatedParams":{"text":"Математика 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автора «Педагог-репетитор» в Дзене 🎦: Понятия: классы чисел и разряды чисел. Запомним, как их отличать друг от друга, Сколько вообще бывает разрядов в математике? 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и классы чисел. Рассказываю как их отличать. Математика.","promo":"pumpkin","related_orig_text":"Математика российским и международным ученикам","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Математика российским и международным 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Исключены и любые 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из России стали звёздами Китайской национальной олимпиады по математике. Ребята привезли домой 6 медалей, две из них — за 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школьники сегодня сдают ЕГЭ по математике Российские выпускники в понедельник будут сдавать Единой государственный экзамен по математике базового уровня. 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Рособрнадзора...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcFBgEDBAII/8QAPRAAAQIEAwUGAggFBQEAAAAAAQIDAAQFERIhMQYHE0FRFBUiYXGRgaEWIzJCorHB0QhSU2JyMzRUc4KF/8QAGwEAAQUBAQAAAAAAAAAAAAAAAAECAwQFBgf/xAA2EQABAwICCAMFCAMAAAAAAAABAAIDBBEhUQUGEhQxQWGhE3GBByIyQpEVFjNDscHR4uHw8f/aAAwDAQACEQMRAD8A+MoItdO2VYnJxuW7YWcd/G5YJGROftEud3SBKTMwKzLK4ClDhpWMbliB4fPPT94tbnLkq+8x5pewQz1bq0pS0o1yT+tNkjii4yJucstOfURH1Ld6JKYDXbRMXSFY2VhSeeV7a5Q7cZskzfoc1QIIYNJ3cGoOrb7xalcCb4phYSk+Qy1jpVuvQlouKrcoAHktC7mZvbxjL7IvmfIwhopRySisiPNLWCGErduoS63xPtqQlJVk4LnXIC2uXzEdcluxlpinJmzVQ2cGItqWkK1IsBby9iIBRSnkkNbCOJSyghlT+7WWlHuF3gp/w3xMuJUn0vbyjmOwEv8A8mY/D+0O3CbJN+0IM+yX0ENdzdIwjDbaCTWVqCUhLwNrm1zlkBr8DHJM7sGmX1tJqzTxSsJu0u4VdJVceHQWsfOG7lLkn75FmlnBF+nN36JZaUdtLpUm/gUk28jlkY5zsQn+q/8AL9oNxmySb7DmqTBF1+hCf6r/AMv2ghdwmyS77Dmn49sWtpXDTPSazbmgiPB2NmkEEOyKri4zt+kWiYWC4CQSbax6ukpSbKOVtY62KarH5o+gVB0UB+Tuq41sbVEt4w3KFNr34o0jK9lakE/7eXV/i4kxb23CZO1zbDa0cnClJ6eYp80sJZIXMOJ4ykKcS2M0jBmTnfplEdfpKppITK5wNun+VNR0EVVMImC1+qoM3Rn2Ki0h6Ww3uRkCCPWL3snshP1WVdelUyTbbKkocW8sJsT8DcRDyMymfn3ZZakLdknlNnCSboNlJztfK5HwhibLO8OkVJpFhcoUQPQ/tDGaUkmhD2EXKV9A2KQtcOCj9o9gJqiUV+ozFSo8wWkFfBYKlKVYX1KQOUKb6Yr1ao8uOmNd/wAhDhrTy5ikzbaiT9Q4PwmEXK0OdclmnkpSULQFCxip4tRe7nKW0LG44Kaldrp915KeyU9pBOZDJUfmY7qnWZ82EnNtAEZkSrevxBjhomzU2+vDYReadsQhKBxikHzMb0dE8NBmkI9VxGltc6GicWsAJS8fqFZc/wBSpTFuiQlA/CBGht6zwM04t8EaOLKgfgTDVXsVKLTYKTeIis7vQ8EdnINvtWi5FQUEh2XyHusqk9ocBfZ7QB5Ku0KrLROPMSdPawpQhQU3MMy2E+IH7Q8RJtzyt5x11N2ozKW0uSA4wWhbrpq0tYtXIIA5KPW5trbONo3bTI5k/GNb27mZANkk2hk2gIXkiOpaAeHuYj12uPot6H2gaGDmuLXEjH48L+VuHRRLW0ICVcFotIxEJQ6sOKFss1AC/raCPc9sLPtpJAcEESxarU7WNaJwbDirL9eKGd7pG4AnhkrrMSUyMJLKjyj21IzSmwQxztzirK3hbTrBAnWGx/ZKtj8wY5lbX7TPrCBWZ3EogBLZCbk/4gRyrJwF0ZiumVTqFUX5U4ZZXPLCYpYROL2ulanLhtUqy2tspPMqBScuZtfprEZLzu0s5OBp6eqq7HxAvuHIa5A5xolq8uUqCKdMMTqpqcmLSUu3KLxvE2ASm4AuSOZEYWm6jeAyNhuBibdl3Wp1DSMEk1WQ04AXNs78fRYS47Rto3ZhLaW5SbdUsNoJCE3IzPnrzhp7CEzKaqyVBRDSFC1+p6wiZ6szszNKC1ktpUQhCki6Rc5esSuy8rV69W5GlNVN5p2ceSyFLdUEi/W0FBemj2Sb8/JZOm6ikqZb0zSLE365cE/6psxUmaK/MKlnAgsqOaeWEx8wSldn2ZdtlqbeQ22PCkHIQ4jtBtnSHZilIrtTU02S0U8RS21J0yCr2FuUU1eytHUAptp5kjQtuG3zvGgHOcblYQDbEOC2bC1CvPvqmGu0OISpKVfV3uTplrDalZsolcc0lSLAYipGGEx3VUhOJ7PtJUmylQI4tnLWvpfSLCipbWMcIOvUWpIQkp+vYWhSh1uk6x2bamlqYm3eARyNwfra3deS6x6mVlXMZYWttkMEye8pC1zMND1jTMVaksAKenpZAOQJOsU+fq07NU4pbk22nUqzTxeJjBH3SRlY31jjcqUxPsok1U5EmtA8Cy4pONQ5K1SR6w+CmhkFw8dcQuM+6lXHjNG5o5/7/wBV7VWKKkeOpSI9XRHlNXoiz4KlIE/96R+sLKekJhpS335V/De6vq04QToAc7j0jmnaZ2xIdlZaVdxC3CZNlg+aVZ+0aceiad2PiHzwSt0BT85D2TUmnkrSeE2y8OqHAfyMEIer05TSsCae/KPDJQUsgexzEEaMWrjHNuJe39lqQatR7FxN2/sphNNk2kFSlOr9VWjY23KtjE3LJJFrFRJtEaucqSiUrdk2+tkrMYcZnkqs7NS4J6NrVzI/m8o8fFW7IBe6+EVPs1quSsyh+l7RPUbD9oS7LV1/EpvEG0zPp4apjaKsTS2VlTDjs2pZTc4ssRIteMIkXglK3ZxkJVmCmWJPzVGyYlHA20pE4hxAJtilgmxFstTcZxWnc50YbGeHQBaVBVNhkc6ZpdfqVBrabRxE8NxTiVc1W6xNbLzgp9WlJsucEocSbhZBAvyMeFyrriypUygEm5wsJH6RgyBIIVMkg8uEi35RE244qi8+8SEyZ2WX2Rc61NtvNquSpCwq1+sL01KZYGBDxIGgj1LNTDaFBL6VjIYVJw3+KbW9jHK/Ls6KWuXXyDuaSfJWnvaLUbzfiq8oJHBTVJr4beS6+hCyNQoaxbG63RJtscWTbbJ+9aw9xCyelZmXJBRi6WOseWJ1bBOqeoOV42YqraFpRdctX6JMpLonFp6EhN1EjTnkYmHXG76eIKHzjQ5RZwX7PgmRc5IyPsYW1Nrr7QDrLiuHfxIPTr5GJ+W2omWXOIh5Q6WMW46emmODrKGjj0xTO/E225Ox78e6lH+Iw4pDiVNrTqkix9o5uLgc4qPCsaKAz942TG1IqDIbnSl22hUMx6HWI96YbIu2sKT65iEloainG1G646FbkVRHUnw6iKx6gEFdiam+0hSCUvIOqH08QfOCIx1zwEkECCKu/wBW3APKHaD0a43MLfpb9FX8aVElS8JIGR9IkJspIbdeJbCr4bG+IZG+n90NuZq/8NaXZUNTWy5Sp4JdPeTvhRhOf2uoEau+txjjCWnajsA8Gh9WTVJhA0AtbF5AfCOdBuSMlv7QAxS5Q3Ld1tzDxUJa6QlaSSom7gIIw6eE+wjXUUMCjsTEoVFntC21FYOLFhSemlv1hoJ2h3ImnmSXP7AcJJCm0JrD+HFck3JN/vH3jV9Idy3YRJ9s3eFjicXB3zMfbw4b3vfSwh9im7YSe4xzjAeMNxdW3FholL+78rxad8zFiLf5a3gRV9xn33d34yOlamNbG33utr/KCxTdpKyVduhXrGwrSQQcwYaa61uLQlwszGwJsboSaw/4hbmcWRjHfm5DhKvMbvuJcYR31MWtnfnrp84LJdtKXhloHszhbH8lroP/AJOXtaNTjjSxgmmFN8sSE40fEaj5w4Jeu7jipPGf2BSm/iArT5POx1t0gFY3FqdZUue2CQjxcVCaq8on+WxKvfKJ4p5I+GIUD4mP5JNGSZTKK7OoEOKCQps4kpHn0iGcpc/LEqln1EXvZCrfI5Q9lVLcSFtPNP7ApfBOJaa3MpA6aKzHkY2997kClJcmN3y1C2LDWH0362F7CLrKuG13NsehCriCRp909l8/CoVCXOF5pK/UFCv2joY2gaGT3EZP96bj3EPmYqu4dZUhL2wC287Y6w/f2xRimvfw3r4veR2HQRbB2esPEHW97q9IQ1tvhJ7fypGxn5gkZUaslVKcU28LZeJK8rQQ+lNfwqLvj+iB/wDquZ/jgisZ8cP2UmyvhC56wXPWCCMoK+i56wXPWCCFQi56wXPWCCBCLnrBc9YIIEIuesFz1gggQi56wXPWCCBCwSesFz1gMYhqas3PWCMQQIX/2Q==","isBase64Poster":true},"target":"_blank","position":"21","reqid":"1765603117840449-7165315939053543262-balancer-l7leveler-kubr-yp-klg-227-BAL","isAdultDoc":false,"relatedParams":{"text":"Российские 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известны итоги XIV Международной олимпиады Romanian Master of Mathematics. Российские школьники завоевали четыре золотые медали 🥇 Роман Кузнецов, Алиса Волкова, Павел Прозоров, 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и 11-классников — к ЕГЭ по базовой математике в онлайн-школе «Умскул». Даже если у тебя холодок по спине от корней и синусов — ты сможешь сдать на 5! Я подготовила уже 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Ты на стриме ARK School — онлайн-школы, где мы готовим к ЕГЭ по профильной математике в современном формате. Наша платформа: 🌐 https://arkschool.ru/ 📄 https://landing.arkschool.ru/ 📱...","preview":{"posterSrc":"data:image/png;base64,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автора «KP.RU:Комсомольская правда» в Дзене 🎦: Они — будущее нашей страны! Российские школьники стали лучшими на Международной химической олимпиаде в Цюрихе и завоевали три золотых и одну...","preview":{"posterSrc":"data:image/png;base64,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декабря учащиеся МБОУ "СОШ с. Новое Дубовое* приняли участие в Международном флешмобе по математике" Задача дня" #ЗадачаПетерсон2020 школа-новое-дубовое.рф 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автора «Геостратег» в Дзене 🎦: Андрей Школьников. Мировые границы и цена безопасности (28.08.2025) Радио Sputnik https://t.me/radio_sputnik/75297 Ошибки Набиуллиной и высокая 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чем противоречие принципов нерушимости границ и права народов на самоопределение? Что значит "статус" в геополитике? Какую цену приходится платить за безопасность? Как прецеденты Косово...","preview":{"posterSrc":"data:image/png;base64,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Андрей Школьников. 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