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сведения о прямоугольнике и квадрате: определение, форма, свойство противоположных сторон, формулы площади и периметра. Приводятся примеры геометрических фигур с разным количеством...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABaAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAABgABBQcCBAgDCf/EAD4QAAEDAgQDBgMFBgYDAQAAAAECAwQFEQAGEiEHEzEUIiRBUWEjNEMIFTIzcRYXQlNikRg3UnKB0SUnseH/xAAaAQADAQEBAQAAAAAAAAAAAAAAAgMEBQEG/8QAMhEAAQIEBAMHAgcBAAAAAAAAAQIRAAMEMRIhQVFhcZEFE4GhscHwFCIyM0JSctHx4f/aAAwDAQACEQMRAD8A4ywsdr1L7JHDCnQnJk7PGYY8dBQNa22bFSuiR3N1HyA3PvitXeDHDZvMa44rOY1UVTyo7FQDjQKlpAJK2y1dCeo8yLdOtvSCElWgh0oKg4+Pbx4XjnLCx0fTuDnC5+ouMv1bNjbBfkoZW25GWVNMr080nQElK7HQEkk2tbcHFnSPsfcOosFU6Xm/M7EZtK1uuOMNAIQkEknubWA3xOVMRN/LL8oVSSkOrL4/oQeRjiLCx2V/hf4OpgU6e5xGrSYtSWW4bpSzpfWDbSnubm+Pf/CjwqFZ+5V59r4qgjGQqJoa5gTa97aOlt8aDImD9J6bX6RITpZ/UOu9o4uwsddxvs78CpTyWIvFSqPPLT8NCQ1dSrE2Hw/bHrF+zhwOmMzHofFCrPtw2kvPqQlohtBUE6j8Ppcgf84c0lQLoPQwgqpBssdRHH+Fjs1f2WeESXqcz+8KucyqFJp6dLN5KTbdHc364yV9lfhGioz6eriDXRKp6C7MZ0M6mGwm5WoaNgLj++E7iZ+09PD1yh++l/uHXx9I4wwsddxfs78CJK9DPFWqOKCVuKCQ1shAKir8voAL4kf8LfCASWYy+IlcS87CVOSgoa1GOBq5ttH4dIJv6DDKppySxQR4GFTUSVZhQ6iOM8LHZ0T7K/CSVKp0VjiBXnZFSjdpiNIQ0pTzdr60jR+HrufTGdI+yjwqqz86NS8+1+ZIgDTLbZbaUWV791Xc2/Cf7HCGTMAcpPzKHE1ByBEcXYWO4nvsaZDbQ+o5pzSQ03r/ACWh6/0e2FicPBJxYlMRs7ZahR2OxyzWEPLp7jwJfWplQRNuk3s2ErARYd5eq4tvAP0J2vcTZy5cdh+C0pyTLDkpanXWQ3oWoIUNIUL6hvvov12wS8VMlSq7V49byvMqUarUmQvlmS2gqKnGkh1ltbgIGpCUqQoggKSRcagQK5UoztXblRabLqkObrebqMuc2VKQtLYUS4o7hJPw1JNjvtsLHl1VfTmVOl1C8OAEqYscJsRu/q4DkRSX2fLnPOmMQBkNcTuODBs/+xCuSHcvVItOw3fueEpjsiHQ0446GjZ5WqOo91ACQQCCnckDF80erSs7cKqo3DbmvzXY8mO2CtBS4pxpSm7L2BulabkhJBvcDADOjO1ShzYOUokaiUgNxpEabEeStuUtyQkvoKQEqKSACVbX1CxOLUnUh6mcMplKS92d1MaW2h5UrlstqUHNN1qVcJFwNR9MV7Jo0SJ5myyWLM5NmFwwzd+p8Fqq5VZIGO6QQW1vm/Jh4RWKeEuYWKdRHmu0vmO7Edbp9wOxqK0Klq1E6TcoBAHqcbH7H8Qf2sXnsU5kzPvQyEx+b4gxLcrRqvy9PLN7Xv8A/MZ8EObQ+In7OVZt5+qOUwuB+LWlSmiLgkKSTpSra+x8x63x58Y6nmmn8T6SnKqZrk9eXlhtkOFQG7mpem9iQkEi/mB16Y+67ypVUGTiBcEuRkQb62OpvrePle7p0U4nYSGIDA5gi2lxtaDNnLdTbz1nSo/dzwhz6OwzCXZF1rS2pKhbqnf9MA9GyfnRjhnWcuyKJXkSl0pDLKH58ZcVTgeSdLaU95O19yojY+oxnUKhRKZ9nOXKptanPSqkw3d+TMPOck80cxITquNIB2HQbnrcxuUqi5kuu5pdfk1FSIeWYskNyJSl+JcS0oXufNa7W8gcLJRPCFFLOCAAQc8GEb8f8hpq5ONIVYgkkEZYsR24RPDhhWKPmaiVaGJc9iBVWeQxdKTDiBKllF1GyjzV228rf8eWT8mZ+pmbaZm6fTmFSZVRfNUZaXeQGn/xaiTy1JRpSQE77+eBrhFmuqU9+qUxuoTqjNqNKVMjB0udya2FKKAFfiumx22NgME/CGlUWblum5ulVuoS80vyHF6l1XSXHRq0slsq3BsLi1zfbD1JqJKV96oEMA7XcHiGF89w8JTinmlJlpIuWezEcC5tlsWiZcyjXFReJTaKW9rrTyxTLFsc0chSfXu77b2wN5f4c5rjy4lTlw33p8uhT48o81FmVloNR2Bv0CQBcbXJx68HqXRa9TWM1Zlr9SVmNdUUHFGq8hTSwrutBsqH4jYWtvewxeEdCtTHwZXRfR0ev64wVNXNpFKlAvocmsGyzzGT84301JKqkiYQ22b3L55ZHSKX4dZSzjkVCZ8SlSarJqVD0upU40l2FJbHw2gomxZPdFgdiL4XC3JGc8oZjp82VGYdiz6a61VFRVnmIUSXUuOazZatSinueWLmZQrS18KV8sfqj2/qw2hXKPwpXyn80f8AeMsztOasLcD7r+ba6aRpR2ZKQUsT9tvfrDTCrs83eYPDeYHorCw81KhHmnlyhaN15oPkr3wscwx0YhKS03UWaoxJltVhpDrQS1qsY+wshVjub732xunL1MSp0IpakAPIHdlLHXT6KxpocVTKXWqlUYVLRGjoTI5kVXecbQi5UoW/FYEdfTAczxPeXFLT+TVM1iauG7TIPbEntLcgkNkrtZFtB1A9LjDDs0VgxGWFNu3v8GsRmVSJJAUWfn8/uCmkZCy5TJ6ZMWjukNy9bDLkxa2mFWvdCCbDffe9vK2J+TAYmxuxzKcJEZ9brbrTjmpK0nVcEHqMC+W83Nzs0yMtVWkw6RVWAw8I7k9K1OlxKypKLDvadINx5KHTGtU86SY+YarCp+VUzoVDStdQmdsS2ELLS3QhKSLq7oFyOlxjQmkmpVhAZg9xbTN4mKiQEOLO1tdconMrZOy5l+SJFFy3EgPPIWlxbKrKULja9729sbSqFTXanErLlIbVUY8JTbMouHmISeoBv03P9ziuI/GWl81tX3Ans7UqJGdd7VskyEFalW09Gykg+tj0xnC4v0lRiGRRW2Ybz02GJPabgBhCVJXbT0XqAA8iRjUqhrSSoguePB99tIgK6iAwghhw4t66wZqyLlMKdd/ZOnlY8ULgEB4g3WAdrmw/sMe1byblupy6hJqGWokl6UhlL63FXLgSe6Dvvaw/tgGpXFN6ryaZDp+Uoi36nTQ8ht2rNtKB1uoCEhSRrVdvoPXHhJ4s1BunmdJyEhpt599kf+Vb37MFKesdPUaSB6m1r4b6Otxs+f8AIf3w8oX6yiwu2X8T/XHzizJ9ApcqdFmSKM05Ipz6OxulzvMXCQdJvtsBjQZyNlRqvJrbWVIDdRTL1pkJ2UFWJ1C3n74DZfF2mCeIrFBDrj0h5SQZFiG2Y6HkqI07ar6beVid8TWTs/0zML1aWmmsxo1JbYlPPF/UCFsqWtIAT/BpIv52xI01XKQ5cBt9HbfeKJqaSYtgxL7as/pEw5kTKkiuNVp/KkByodqU52g21lYKiFe5BAN/bE9HaUVR/DL/AAr+ufX9cVXB4x0mREqD6MtS2VRCt+MmQrQJSO4SL2OlYS6lWk37pBvjYhcTXajUGYOX8pN1R5VSlwWR29LQdSyhCy7dSbAEK6e2PV0VWr8YtuRz3jxFbSJ/Ab7A7ttFlstHS14Zfy388+3vjHlHlHw6/lP5x/7xWT3FVtqNMDWVkuyqZGKZzJmBPKdMpMdCL6d9X47+mN/LPEmlVeaIEmnRac+qnOlKXpqTrfbdW2ppBAss9zUCOoxM0FQElRTbiOe8UHaFOVBOK/OD+a0QxNPZnBaN1Dx9Fe+FiHy3VEZiyczXUU5qMJ1NQ+GudqUjUlW17C5wsY1pKFFJuI1JUFAKFjGtT6bElQa9BfoseA1M0tPKU7cSApGkrR6Cxt5b3wKRuF01tDsmTmqLIq8RUNmlS+ypSmM2wboCkXs4SFkKNxfBjlp2GTVgxOecIeaC0S2zZo6R3W7ndPn59cTi3G9bvx4f57f8H+33xeVUzJQIQb/P931iUymlzSCsW+fNorZrhrUX86Qcx1TM8CW61IjOSUogIbU86wFadKgfhoOrdIG4AvfGxVcvNSMyVSVTc40aBDqiXBVISktuEqS0toLSoqBQLFOof0jpfFgBxvX+fD+Z/wBPt+uOcK7Qg3TJcyPSbTJSMwpfcbiq5joDyOWCbb7X0+17Xx0KRa6hX3rawGQZsz7ekYKtCKdP2Ie5OZvb39YNKbwtoUOFS+05kpa4JDAdKilKZKmkPIcIVq6rL99r6dI642onDHLZW21Jq1OfphckBMQOBKgpaY4S3rBvrTyLna51HYYr/PmTJ1Ly7AjIYhTpjiZ85xiHEWY0JlXJ2aB3DmpIA/3K/XHrHyzX/vyPU2+5T/2mW8lBb3Q+XuXrt1CNASrV098bcJWnH9Rd9Obdd4xYglWDuLN88NoOsvZEapVfp9Sh5soD6Kc0mNIaciNuKWovOuaEqKiWlnmadt9v+MbDmQ8vurp0Kp1mh1BmJVJkwxXdNpJkLVZu2r+BR97kdBiuqZCYby5PTCpM2C9S8uNioqEBet2qIlJW0QPqKBSolYv3VemCWkZKQ3V4kKbDiv1BjKapCH3mbhqoOyVLKgroHApfX0GJzUkEqM3PkHtfL+XQxSUoEBIlZcy1+PLrExN4cUeXV6xXWcx0pOupqcWpISUR2zHWzyiQqwsp3Uen4QLDriT4bZGo+X2JMNmr0urMTobEV5AI+JoDoccuFHZZcI9rWucVdEihWX6jS6JQJrCZNGp9ImtdiWjmVEvXWpV+ulIWVOdLEeox6Uh+tZWzJSXKHBUHA/MiNxxTlOIeQaifh3+mNHeCvQD1vhpkmYtBR3vBi1gHHnCy5yELC+68Q+pY+UFqeElDah1VKc3tqVOQ6xBckPpWmI2AhClEXHMUOWlOq4sLC198TeUsiUuhZip82PXaYpqHIkuCMrTceFaZUknV1GjWTb+Ly64q6rUuttUx550GTFMWtdliogkLZtMQSCobrKyNQ9ul8eMnLuY5TJiqZWue9UZ8qWNCkB4LhsOutBYG2vvNg+txfDmUuYCFT7uPJvnlvCCamWxTIs3r894thzhwxUaRmFLtagPv5jfZlrkJZTpQy2tCkNAJO40ggqvve+PDN3CmFWKhDcpk+mUWmsU9tpURiGlRsh0u3QsnuEqO5AucHuXZUJ+iU16F2SPFXT0KZZLRQW0WTZJSTtYbW9sbfMb5R+PD+V/0/wD7jjCtqEKyVb/PYctI7P0chac0/Mz7mBvJ+W5eW6HIpr9XiVKOzTWGGG+WEcsoQsLUOp753t5YWCOatsx5o50M3jdNPXZXvhYyTFqmKKlXMaEICE4U2iPosxxz7xSqvx54Q40EoQxZTAsO4qx69TiVW8rU74pP57f0T/TisKPxk4bNKqHbOIWUmOY42WlxpKbupAF1L7v4vLz6Yk1ca+FBU5biZQd3UKHiUdBp9vbCw8HgeOr5pPzP8k+mHbfVrZ8WD8Zz6J/q98AI41cKNX+ZtB/P1fMI6W/TDo418KNTd+JtB2dWT4hHQ6vb3x7BB5HfN2PFp/Cv6J9R74xbePIb8Un5U/RPtgFY41cKUlq/E2g90Lv4lHmf0xijjVwpDSAeJlBuI5T8wjrt7YIIPFvq0O+LA8MPon398ZSHiTI8Wnoj6J9cAK+NXCkocA4m0HdgJHiEbnf2w73GrhQovW4m0HvBFvEJ8j+mCCD5x9V3PFj89H0T/T74YPq1/Nj5j+Uf9P64A18a+FBLn/syg7uoUPEo6C3t7YQ418KNX+ZtB/O1fMI6W/TAIIPW31amvFj85z6J/q98NHeUDHAlj8K/on1/XAG3xr4UAt34m0HZ1ZPiUdDq9vfCZ41cKUlm/E2g90Kv4lHmf0wQQdsvqKWvFp+WP0T7Yx5x5R8Un5T+ScArXGrhSEt34m0EWY0nxCNjt7Yx/fVwp5ZH7zKDfs+n5hHX+2BoIPJzx7PNHakEGN0LJAOysLAHK408Klsykp4mUBRWxpSDJRubK26e+FhTBHy/ufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4Vz6nDYWCCHufU4WGwsEEf//Z","isBase64Poster":true},"target":"_blank","position":"3","reqid":"1765520054817061-10335587975574278976-balancer-l7leveler-kubr-yp-vla-108-BAL","isAdultDoc":false,"relatedParams":{"text":"ОСЬ Симметрии Фигуры. 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автора «Видеоуроки Математики» в Дзене 🎦: Подготовка к ГВЭ и ЕГЭ по математике 11 класс 2021 Урок №72 (приблизительно из 200) из полного видеокурса "Подготовка к ГВЭ и ЕГЭ по математике 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","isBase64Poster":true},"target":"_blank","position":"6","reqid":"1765520054817061-10335587975574278976-balancer-l7leveler-kubr-yp-vla-108-BAL","isAdultDoc":false,"relatedParams":{"text":"Решение 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автора «Видеоуроки Математики» в Дзене 🎦: Урок №3 (приблизительно из 150) из полного видеокурса "Подготовка к ГВЭ и ЕГЭ (база) по математике 11 класс". Содержание урока №3: 1. Обыкно...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"10","reqid":"1765520054817061-10335587975574278976-balancer-l7leveler-kubr-yp-vla-108-BAL","isAdultDoc":false,"relatedParams":{"text":"Обыкновенные дроби. Действия с обыкновенными дробями. Сокращение дробей. ЕГЭ 2024 (база)+ГВЭ по математике #3 | Видеоуроки Математики | Дзен","promo":"pumpkin","related_orig_text":"ВИДЕОУРОКИ МАТЕМАТИКИ","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ВИДЕОУРОКИ 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Тема урока: Сравнение значений тригонометрических функций. 1. Сравнить значения тригонометрических функций углов. Домашнее задание...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"16","reqid":"1765520054817061-10335587975574278976-balancer-l7leveler-kubr-yp-vla-108-BAL","isAdultDoc":false,"relatedParams":{"text":"Решения примеров на сравнение значений тригонометрических функций. Тригонометрия 10 класс. Урок #7 | Видеоуроки Математики | Дзен","promo":"pumpkin","related_orig_text":"ВИДЕОУРОКИ МАТЕМАТИКИ","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ВИДЕОУРОКИ 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Тема урока: Знаки значений тригонометрических функций. 1. Какой знак имеет синус (косинус, тангенс, котангенс) угла? Домашнее 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Видеоурок Математика 5 класс" от автора ГБОУ "Школа № 38 г.о. Горловка". 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ШАР И Сфера. Видеоурок | Математика 6 класс» от автора Видео - Экзамены по математике ЕГЭ, ОГЭ, ГИА. 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основании сложения и вычитания смешанных чисел объясняются правила сложения и вычитания десятичных дробей «в столбик» по курсу «Виленкин Н. Я. и др. Математика. 5 класс» и «Тарасенкова Н. 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Закрепляются полученные знания и навыки на ряде заданий. Материал соответствует школьной программе по математике для 6 класса, 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Слагаемые. 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автора «Видеоуроки Математики» в Дзене 🎦: Урок №4 (из 150) из полного видеокурса "Подготовка с "нуля" к базовому ЕГЭ и ГВЭ по математике 11 класс". Содержание курса соответ...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"36","reqid":"1765520054817061-10335587975574278976-balancer-l7leveler-kubr-yp-vla-108-BAL","isAdultDoc":false,"relatedParams":{"text":"Десятичные дроби. Действия с десятичными дробями. ЕГЭ 2024 (база)+ГВЭ по математике. 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такое среднее арифметическое чисел. Линейные, столбчатые и круговые диаграммы 5 класс. 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онлайн Дробные Выражения. Видеоурок | Математика 6.. 21 мин 57 с. Видео от 7 января 2021 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 28 — 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Видеоурок | Математика 5 класс» от автора 7 класс ГБОУ Еленовская Школа№1. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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