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онлайн «Использование активных методов обучения при преподавании экономики в современном образовании» от автора Инфоурок. Хорошее качество видео без регистрации в бесплатном...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765566207256131-15634554526415801084-balancer-l7leveler-kubr-yp-klg-123-BAL","isAdultDoc":false,"relatedParams":{"text":"Использование 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Агрологистика Предмет: Экономическая теория Тема 1: Введение в экономическую теорию. Предмет и методы Экономической теории. 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онлайн Экономическая теория. Предмет и метод экономической.. 31 мин 27 с. 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канале Вы найдете много интересного и полезного по горнолыжной технике. Узнаете специфику выполнения спортивного поворота, физическую модель поворота, методику обучения горнолыжной технике...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"29","reqid":"1765566207256131-15634554526415801084-balancer-l7leveler-kubr-yp-klg-123-BAL","isAdultDoc":false,"relatedParams":{"text":"Теоретическое 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Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"31","reqid":"1765566207256131-15634554526415801084-balancer-l7leveler-kubr-yp-klg-123-BAL","isAdultDoc":false,"relatedParams":{"text":"Экономическая теория. 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Предмет и методы Экономической теории. 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Дилоро...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgADBAUHAggB/8QAQBAAAQMCBAMEBwUHAgcAAAAAAQIDBAURABIhMQYTQQciUWEUIzJicYHSM0KRobEVJFKS0eHwgpQWJTRDVMHx/8QAGwEAAQUBAQAAAAAAAAAAAAAAAgEDBAYHAAX/xAAqEQACAQIGAQIGAwAAAAAAAAABAgADEQQFEiExUbEigRMkQWHR8HGRof/aAAwDAQACEQMRAD8AxSciOov/AGa86wfsEp5m+vu/DzxGkpYUZFi2vOUkeoSOZbr7tsTZ7hWZHrnl51gnOm2ffVWuh/Hc4jSnCoyfXPLzlJ7ybZ7X9rXTy3xpxRev3+pSabG3MWWMXVvJbbeQSOZdlIO24GPqWI7CgeSyqOrZWQdy/wAtv0/HDS3liSp1Li1m/tOCxVp1GJDa0JQVpF2FaLQRfIT/AOsKaKutwNxBfUDzL6iuQlobgSo8VKgcsZ5TSRbwbWbfyq6bHocXa4MZ5DhEKOh9P2zfISM1t1AW38R88BCCGTynLLYXohR1A90+Xgf8BVQqkqQpuI+6RLTYRnidXLbIUf4x0PXY67lQZT6GE87EU2HrUwi4cdpztoMuFDDg+ycMdGvkdNT+vxwfcBUWlGdNz02Ar1Se6qOg2ObcXGx8fljMJDYeQp9pORxGrrYFre8PLxHT4Y0nsaqTk5ycw+MzrLKO/wDxAq/XEXNFC4VwR15Eay2kTjqbg7b+DCl+iUjX/lNO/wBo3/TFe/RqVqBSqf8A7VH9MEryTewFydsB3EFdfcnrovDlnahfK/LFyiLfoLXu500vbprqKS9VaS3MvSIzm0pOJnqZTpKaVTKNAl1lzRLaYrZDHmrS2Yb66J3OumKumcOUqllD8xmJIqcg5QoRwoJBOobTbbxcI16YKKVQo1EjqUhxKpbwUHFPN53C6FDLmA9oaKPLBtqCSTjqspk+jrlyY7ynrBADKAXFn3iPZB8AfnjzWdnbU0lhQq2WVMik0Nic0I0KM/IaSoKQGEclJPibXUfIa/DH2n8LxH3X36lDhobVYA+joSoAG+mlkjQeeLaJIYShnlxQmUu6cumVu3S40HwGuOjTpsyUlTi88e3eF8qAddh1P47YK9uIPP4lPUP+Hoyw3T6BTXXU6B1UVGVJv8Lk64WLRuG5DqJfqC4JiXOUq018bHcm3nhYAMIpDd2nnOW66srzuLVzDdd1E5j4nxxGeddWXM7i1cy2e6ic1tr+OHpG/wA8Rl9caoQJUaXE+LWpaytalKUdyo3Jx0w6ppeZNjfQg7EeGG8LCAlTcRwi/MmoW2lFvajL0sfuHwPl/wDcfVO+jDlv3caOiV7m3gfMaa/2xDQopvbY6EeOH4zyVIMd+xQdAT0/z8vxwFRQ242MaKW3hnQ6ouYpDTjv7+kXad/8lIHX3wP5h53xqfYilpdTqjrNklUdsKbH3TnO3kfy2x56ZWuI7yHSotFV0qGhSb7jw18PiPPVOzN+oVE1CJ6b6JzGUJnLb0ceRmNkpI9lSjoq2vha+IOY4j5Jw3It5EHBYbTjEZeDfwZovEldl1qW/ReGnCllq6Z1RRqEeLbR6q8VdP1f4egN0yH6FSmENKRdLshSjYE6HXckje3eO3dGmPsSKzHiogx2Cw01YIjsiylW6qI2H5+Y6vpfZClRnHUBbSMxabORCATb2tt76J/HGfuSx1HmXNQALCPILEZZRGSuRIUQlTpACh5eDafLfxvhpTC5DTrTzgOtkpbuEfM7q/TDReZkpMQNJW2sXy5crQBuPnt/fFTWa/SKOyYk2blIFm2kA2tpbzP9sIBFkhEMFS0znyHQ7dkRDsPAi1ht1w/UajNQ8ywhPLQ5cDTMs2A+Xj0wNO8WT6ghKeGuHJMlKL5ZElQjsi1wd9T100wPzEcU1fiODR6pxGiI1OZkuH9nDIlHKHslRsVXJGpNrYIJ3BFyNoR8T1CjU5wuVOrRo5ABs6sqdNj0QLq1HkN8LAw7B7MuHMips+C/LS+y6VOPmStSQoZxlSLa2VoQd/hhYLSO53wx9ZmbbqGZjTrrDUhtDgKmnb5Fi+oOUg2+BBwerd7MnH5bph09LKagtLTIdlIWtoPthohXes0WeaVkgqzWsBoMBtCfgReJKbJqrQep7Mxpcpsoz5mgsFYy9bi+nXBbJ4g7Omo0pSaUmVPU7FeCxT0tMLUzy86QjN6tD13gUgW9gm22NDxYJYABvaVfC2Cnj3jzTfZImohMl9x1HNJWphLiGuXz2bgAkqzBvnAG+U2vvYY4aPZeyy0463FktJmSVONockIfVH5BMdIvoF57BR2z3+7bEb9r9myapBmIjrMOly3ssVUAFdQZDTYZLqswTcrQpSgr+M64g1CfwvNEGmRY7bNObq7zrz6YLaJJhKUgtpKxqVJBdFibezrtaNTou5sNf7eSWdVF/TOeNDwemA/D4ZjxXlt1Eoam5X0uuRgy2QohSsoJcLgItcWHxIuIhSQlSSt07Njf4q8BjU11/s0UufIjwUwW3XkPls09tQSQGhym1XORAKXCcpBPMFjpbCFe7OKo7PcYo7kZmU5HW2sQ0DlhpQUsEApB5nfScgAy5b63w8lY0l0BGJ+/MZqBSdRYATM2vWL9Hbs9LQmyXQO42P4f79MFPCNcjcE06pzFr5k59hLcZJTcKcv+QA1J3OLPiX9iTK0qVQaeinwHGm7MoaS2orAsokJATv1AAtbS98CvGLTrLtHkJi+kMx5XPdZGykIsSD8bWwzmlK2XPUcWNh7biR8DWDY5EU7XPvsZsnCFWVU+FqRUpM9TTr7ZW5HZTmW8rMRdQHTyJt5YuZLlRLPNZgIjtFP/AFE52yt+g6D5DGO1jtK4lVSJFRpkWPTW4zyG1MNNltQUshIF8ulr7X64F+0HiviSNLhMOF2MX891OKS6ohNtvDFBDrtLhoJ4mvTa1BTJZaqVZfWwHXUPeh90FCUJKLEXUbqJG/TFDWO0ThKhtE0ehJ5yUEF+QtKSokEZvvL0vfcYwCs1eoyGTz58p7vC+YEJ/XEEKUhACmpCknQ5l2vvfB69tpy0iOTNDk9rNbYTyaTIaZcU68sOtMBbhLrhWUhS76Ak206+eBCp8WVWpLUuoT5UpV1Gzz5ULq9qw2F7C9higkraUqzTIbAPje+HGZS+YAAhAPgLWwN46AJLblynWypJUg3sG22zf43tbCxDEh9YKi8onbXW+FhLmLYTWKNObpfEFOqTrAktxJbT62Tb1gQsKKddNQLfPBijjvhyPQ5FEZoT7zfoqmo0txDKX23OSpCXTa43cXdN9spvcYAw4WZLboQ2soVfK4nMk+RHUYnsVZRUU/s+Au5BSkRwLEefQY02thhVNyP9tKVQqlFsIeQ+0OhIrLlSXRXu9UJLheU21nEZaHC00EgjvoddJuCO6lIuLYfidpdGhMUpuTSpITFC0LKW21PygsG5BzAtG/UHW+t7WUAtVh5LpZjwoEuUTe5YHLaFrW/LE5mOXVpflIYL4uczbYQBfw8B/gwwMEjnSq7d3/n8wqmNNMXJ36hZTuKwpttsx5iIfocJhUVxLVgpl/OvUDXO33OhOtwBggY40YNaW4hqYqEaqzNLZQ3dLSUqCmrEkaqym17d35YBosdTm10o8ban4eAxf0WkSJrgZjt2QDqq2g/qcShl2HQG45nlVczqn68SDEhOPSCGwt5xaiRcd467nD/F/Z7VqlDpzkOc1FebcWpea9ikpAAFvPfGlUShxKWyFKGZw7kjVWHai8pbiBYG1+6DoMebn1Utgalvt5E7I31ZjTB+/gzCZnBfHJpqYEhEGS01ITIW6l4rXIWlSV6pNrAkddfhgZ7SKZxvXKgxMmUBUX0YLCBGinKAojwJvtj0vmZWAlxnJp7STf8ALDKmm7nIAodCNDjNxVN5pYpgcTxjNpVUQgtvtupIN8imlJJP4YaVCmBHrnEpA6HHst6I259qm4O2YXxXTOGaNNGWXS4T499kHBiv2J2iePo8Fx2QhAbW9mUAUINlK8hodflj5HhuL9HPor6+Y6U91QHM27qdNDr57jTx9WvdmPBslwBfD7F1H/tOqbv+Btiqf7GOEHigoj1BnMuxCJY7w8O8Db4+eCFZYmgzzPHiOK5H7q+vO9k7igM/s91Omitd9dxp4rHoF/sJpCygxqpNF3LEOpScw07txa3XXz8sLBfGTudpMyx6qyCT6tr8D/XHKqxKSwlCUtJ5hOYgG/64WFjRajtY7yoU1W3EuoVVdiIDbEeOkA6nKok+Z1xZR69KLirsRlBOoBCt/wCbCwsS0ZhYAzy6ig3JEtoXEUtTqEGPFso66K+rBvTeNKhDZLceBTkpSnTuL+vCwsM4h27kF0W42nbvHtXIzGNBurc5V/Xivk8d1ZDiSIsG+v3V/XhYWPJzVmOCqAnryJPyVFGPpkDvwZwjj6rqTYxIB/0ufXj6ePqsNokAf6XPrwsLFCtNFiT2h1nUeiU+w9xf146R2gVYpJ9Cp38jn14WFjgIonbPH9VLqAqFTlAqFwUOfXh9PHtT9V+4U3vLse65qNPfwsLC2nTlHHtTPLvT6b3l2Pcc1Gnv4WFhYJQLRCZ//9k=","isBase64Poster":true},"target":"_blank","position":"35","reqid":"1765566207256131-156345545264158010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онлайн «Горбунова Т.В. - Современные методы обучения и их классификация» от автора Перезаливы. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Минск, Р. Беларусь Журавлева Раиса 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как...","preview":{"posterSrc":"data:image/png;base64,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Читает: Кененов Анатолий Акашевич. Тема: Теория государства и права: предмет и метод. Вопросы: 1. Теория государства и права как 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