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Как складывать векторы на плоскости? Если урок Вам понравился, был понятен 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Виктор Федорович, Народный учитель СССР. Отрывок из учебного фильма по геометрии для 7 класса. 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Что такое вектор? 07:52 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конспекты Шаталова, Методы Шаталова В.Ф, лекция 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","isBase64Poster":true},"target":"_blank","position":"29","reqid":"1765582445166799-7944046387833437383-balancer-l7leveler-kubr-yp-klg-36-BAL","isAdultDoc":false,"relatedParams":{"text":"Шаталов 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автора «Математика школьнику подробно от души.» в Дзене 🎦: Геометрия 8 класс. Балаян Э.Н. Геометрия : задачи на готовых чертежах для подготовки к ГИА и ЕГЭ: 7-9 классы Таблица 6. 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онлайн «Уроки по физике3 Шаталов Виктор Федорович» от автора Нам нужна иная школа. Хорошее качество видео без регистрации в бесплатном видеокаталоге VK Видео. 291 — просмотрели, 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8-11 класс. Что такое подобные треугольники? Если урок Вам понравился, был понятен и полезен, пожалуйста...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABgcABQIDBAEI/8QAPBAAAgEDBAAEBAMEBwkAAAAAAQIDBAURAAYSIQcTMUEUIlFhMnGBFRYjkQgzobHB0dIXQkNicoKSwuH/xAAaAQACAwEBAAAAAAAAAAAAAAACAwEEBQAG/8QAMBEAAQQABAQEBQQDAAAAAAAAAQACAxEEEiExBRNBUWFxodEUIoGRwRUyUvAzQqL/2gAMAwEAAhEDEQA/AG3cbNa3jpwWjs9LBOsk0kVFGzVAB/qQMf732+mr+gu1vniqJ6TY1JLSwSFTK8KL8vWD0pHv9T6aFrtXTz7sihNvluVLQQ+bJTRypGzgDk5y5A9OIxnJHpq4sO5nrtm3iCSlqaSdKsukMsPl/KwyAvsRz6yOv5a8s/FShrspqrrQEkjz6dFtRYWP5S5tk1fYA+XVMGx2+w3S0wV8djoYVmUkK1LGSOyPYfbVXueXb1ir6Klm29STGpinnaVKWFUghh4mR3LEdAODgZJwetd95uEm0tn0Xw1HHVzLLSUMcTzeUpeWVIQS2DgAvk9HQI/i9tCpgpqu9bfqzXLTtGI0WOdR5vAPGrEg8WBTLMqqcYznrXrcLgZZYw7Lm6HbfyWS2fDxzHmD5ddPvWvnSuI94eGZpmqW+CEKIWdzaWAQ4YhT8nTEI5C+pCkjXrbv8M2LCCSgnwsjEwWsyDEfLkekPWEcg+4UkaDq7evhxE1LFbNmxzZk8l5KmMIscBZgzYBZi2VZRGQHxkgcT3YQb88LqiuhCbakWpqvOjx5UK5DxlyGxJjDhyO/wkkHidWv06UC8h9FcOJ4R0z/AHb7Igqd0+HNP5hq3paQRj5jPZyg9ASBlOyAy5HtyX669/eHw/FBdKyI0jxWtI3qgtpGVDtxXAKDOT19tCCb98J40qrtLt2uqjWOk7GanjkYNwQcVUv8gUMv0BOeJYg4sYN9+FTLXW+Hb8rR1Ei0s3lUius4V14EsrfhDSdE4xgjrrMHhsu/LK44jhOlZ+nVvhfTtdfQoliv/h/Jc7dbopLdUT3BgkXl0KMFYgEK5C/IxyOj39ca8G5fDooroKORGqTS8ltRIWUEZUkJ1jK5+nIZ9Rqs274ieH99vthorfZKs1CMYre70SqtMCidr30CCq5AP8iCaun3p4V+fzfaz03n4Ejy0sQHlsyMHOHOQWZCQMt1kgAZ1HwEt0WG0DcRwyrOb7jufDtXqiNNz+G0sckixUriLn52LST5PEgZbCfKCSAM/iJwNEdLZrHV00NXFaqdFdOQSWiWJx9ijKCD+elVJvfwsS0mSg2W0sixycKdoolBdgwCMQ5+UiMkthlTAzxJGrW3+Mm07fZVpjb6+FqOmDSQ00PONO0HFXcjl3IO/sT6EEhJwqavliNpOJxGAocguvxr8f38nVVYrYysq0NDH6jqlj/y1V1u26RYZXTySyqSqrRQkkgZx2uiGkqoq6209fDz8qphWZOWAeLKGGfvgjWEx/hv+R/u1l8lvUJN6IXGzqSQBvPCswBIWjgByR/06miqEfONTUiNlbKcxSluFFJSVwuFE6mOqVoWJ7HzDDD9R/aNXtroIDW2GiWQOamaNpgRjhwzIyH9QFGqbcFua81lDY4aqWFZpAxkhIV48nBIPscBj6aIaraly2uTcf29PdYIHWSFainRJIgh5EF0A55xjsDXnYsOS501WGkX+aW8J6ibGdC4GvxaYW4WqUsNdLRQCerjp3kp4ynPlKqkp17nkBpP0133dt0V89y2Sl0ScLLV1S2zy2nUU0J4FUBHyMXHzfi4cR8w07IZEliSWNgyOoZSPcH01lkZxkZ+nvr2uHxAiBBaCCvNvjLjvSSjbv33cLdOlBsKCnqVJ5z/AAEpEcqOV84KyjkVULhPxtyBXIBGttnvm7LVZ6KhfwoMlJSokYEcK82UiIPxUKAp+Zj3gHjg4wdOUMpJAYEr6jPpqclx0dOOOjquWK8z7oOUf5JZWK+7suNVXQVnh7S22NLcZYHnhY+ZIh/hxnAxjsjjnIIyMg6of9oO6vj66go9kWqtrqcRGpjgVw0UjxxSNyXBZyDIVIUEqUyeutNy8Pyt9QiyvEWjZQ6HtSR6j76+b7/S2Kx3Fa20yMlZ8WVhmEnJ/MHZ7+xx6/X76qv4lFEbdEDfSz7qzDgpJgS12yZFLuzd9Y9XLTbItpa2tVICOTF5oVQcYyAMFg4A9/4Tj6a5a3dO7JqUfEeGcNbSeWUliNK4eU5CsUVhkK0TdAjIJKn0OjOvuzEKwIyyg/T1GdaKK6lqhVY+/ejOMZf+Mfc+6SIj/JCjbj3bSPUm1+EUSI7ycVKKjOrBwS/EYBxHGCBnlkY9tdNNunektwpaaTw1SKnNWIXkKECGESRoJh1g5QthR2PL7wNHdFX81kcKXOOlX1P2H3Ohyn8RttTRCaapnooySAainZRkY5AkA4w2U7xlgQM6XJxCEUHRtH1d7pTy2I099X3pFlZxjiRYxhRkADAAA1wTsfLf8j9NV6bv2/cJfhaW5I08UbyyxvGyGJVPzF+QHHBGDnHfXrry23Wku1piuNBIZaadC0bleORkj0PY9NUmyNdsbTmSxv8A2uBVzARzBz7/AG1NaIWOc51NGAmIGt1pSK6rVx3IU88cTPkAEgBfT9c+mrqkudwu1bJByarWSFlEZUKCFYdj0+b1B/8AmhGe82Se9pQ1ddSW+jCs9RUySqgcqO1yT79AY/P20Z0V527UbvpZLReLZJDDD5bxJOAVGXjAAPr8y4A9Tg41iQYd8zSYgct0a8dz20WuZRGKlrNVi+nYd9US7NWsi27TU1dDJFNT5h+cfiVSQrfquNcO7duvWyG526aaG4Rr0UkxyA/x1bPebYkRleupkjBALtMgXJ9BnOMnXpvFtBZTW0/JWKMDKuQwxkHvo9jr7jW5yQYwwrNbM5kmdqX+wNwC81l9tpqmW5wVAlZCQeUfBVyD7kEd/mNFUVd5MRMs3FUHZJ6A0pPFba97huv7W8L7rYrXWmdDyatihEZPzOOOCDn6EdhtZW/afiDXTUVXvLdVBSu5E6xW+qWFOYBJEZPqOPqfblkEY12Gidlyv0r1Uzlrn5m9a+i4vGTx/pdsTG3WOhhudR8wlnlnwkJGOuAGWPZ6yPTQx4n7ttlPbaa+RXW3m3y+bVU3kp8zeYOusYPoOyc5z+mzxc8Ff27ZVlsNdZErllaqj8+4KqyRk4b5iSce+fqDk6WdZ/R38TJ6WKiNbt40sTNIkTXteCkjJIXjgHHedFisI15GU6I8LizCHCkwvCzxnbd6vR19C1LV00MZlmDgwyEjBK+6+hOO8fXTToLgjsGDjP56R+0vATe+3bFWK1323Q1VQhaVjWglGH4Ar9BRg9nB9dGlFtDxSs1n8iSo2zUVcSK8Xxd1CF4u+TEgDCjKAHH1z7a58ROrUoZaHdM+S41iUTLR8GmkzwU4ywXBbAPr1/fqmo6eirrzTlLHbmt1LC9Mo9UjDMWOAemckkE4OMnvXBRbfvd229a490Nt41tM3xNWae5gJEQxEfBgQQGBAJJ7BI7zotp6CqEgikq7YnlusPlpVIOLH0THseuhqqcO57rcNAjk5BjDS0OPft/aWv4CzU0gamtdHE3lGIlYhlkPqDn1B985zrut8EFHbFo7fHHTQJnjHGihVBOTgfqdZfCwMq8a+3ntlyKpPVe2Hr7Ds/TW00qIkoNZRrxBzmoQccZJz31jB/kdOEeU6NVVsbG/tACsKVuchYkns46GpryjUBlCsrrjIZSCCPYg++prgUaW1BYXprr+0qOClmePmI45EBUqw+ZQD9h/P6avazwj23X/ABMj1N2plrqz4+qgjnUI8/J2DEFDgrzKjHsB7jOqsVk1HFBzbipqIwCzZB59cQT9D7aYc1ZO1DM8dRHAyoWWVk5KMfUe40HD3OwrCYSRfQJk8nOIEmtdUD3zwz2zbdmT0b3KspLRT1rXWueREmkKiB43Cnj1kNn0bjj5QOsCK7e8IR5rUu4b3S8XeQhIGLqwcHyiXhLM4ZMhTlyB7jR5Ndd5XG43K3V+1LdNYamT4enzNzklgK4d5VzgciekAyADk6Jq7w42TcCJanblGXLiQsqlSTz8zsj1yxJP1yR6da2cPxA6iRzvpX53VR8Q/wBQEnJI/CWzRNW01XeLzNLLTvFCYQS3lxuAFZ4wMIkuX7JUcM4xqyhpfCursNq27++dwMFrmklgZ6gF0fiw4+YUwvERtxVcA+wORpoUvhnsamojSR7bomjKKh5qWYhTkDke/t9wADka5dx7J2elqqp32zb2aJGdMUYkIb5jkIem7djg9HJ052Mids59+Y7UEDY3XVBKan2b4ctRV1dT7qvpt9qiQ1SrQZaCCVXbiT5WcOZDJ0McT2MEHWdwsfgp5KW2qul1pmRFpHiZJkeZl5Rlypj9QVKuVAGVAYfXfU3mntlhulRBt+10NG9MgrvOowomiEZciQZ79VAHsD111pIeGXi3XXbdVbS3ey7bmlrZpK6nnkoiJBUGQv23LOMM+F6HrpvxZ3L367UR66d7ROgyOLSBpunvfKPwo3BW1Fc17vEk0tNFC70kErqU4xQqmPLIJYqi8fUsSv2Gyto/CS53G3xz7hqswUlHSxFwVidUQeSWkaPH4XAYZC/N8wyBpeUW7LpR1o29JatvyUcxkSplnpeTyh52lAz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угла?","preview":{"posterSrc":"data:image/png;base64,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Как найти площадь треугольника по трём сторонам? Если урок Вам понравился, был понятен и полезен, пожалуйста, помогите нам в развитии канала, поставьте лайк и поделитесь...","preview":{"posterSrc":"data:image/png;base64,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8-9 класс. Что такое вектор? 07:52 Противопол...","preview":{"posterSrc":"data:image/png;base64,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Компоненты вектора. Виды векторов. 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В этом видео решаем задачи из сборника Балаяна Э.Н. 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Федорович Шаталов. Советский и украинский педагог-новатор. Почётный доктор Академии педагогических наук Украины. Виктор Федорович в свое время, в 90-х годах, провел несколько открытых...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"46","reqid":"1765582445166799-7944046387833437383-balancer-l7leveler-kubr-yp-klg-36-BAL","isAdultDoc":false,"relatedParams":{"text":"Открытые уроки Виктора Федоровича Шаталова. 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