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этом видео раскрыта тема Разбор примеров деление трехзначные на однозначные числа на соробане. Примеры: 186/2 152/2 830/2 274/2 368/2 Подпишитесь на Telegram канал , где примеры по темам...","preview":{"posterSrc":"data:image/png;base64,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этом видео я показываю нейрогимнастику по ментальной арифметике Тренируйте детей ментальной арифметикой и тренируйтесь сами! Подпишитесь на Telegram канал , где примеры по темам, материалы 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В пользу какого состояния я 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которое нравится ученикам и эффективно тренирует скорость зрительного восприятия, внимание и сосредоточенность… это ФЛЕШ Карты. Это задание сравнимо по нагрузке с одновременным...","preview":{"posterSrc":"data:image/png;base64,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Ученые сделали также неожиданное открытие о том, сколько длится подростковая фаза развития мозга. Что это за...","preview":{"posterSrc":"data:image/png;base64,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когда мы на самом деле взрослеем","promo":"pumpkin","related_orig_text":"Развитие мозга – Дмитрий Кириллов – ЭВРИКА Кидс","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Развитие мозга – Дмитрий Кириллов – ЭВРИКА 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Насколько они тренируют мозг и расширяют его возможности? На эти вопросы в эфире программы «Смотри Хабаровск» ответил заместитель руководителя....","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1765522921508493-8146634508243541434-balancer-l7leveler-kubr-yp-vla-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Телеканал Хабаровск - 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Хорошее качество видео без регистрации в бесплатном 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взаимодействие, развитие мозга ребенка – это основа интеллектуального развития дошкольника. 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онлайн «Развиваем внимание и скорость зрительного восприятия флеш карты Эврика Кидс» от автора Дмитрий Кириллов. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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этом видео раскрыта тема 12 по ментальной арифметике онлайн: Старшие товарищи плюс 5 на соробане. Подпишитесь на Telegram канал , где примеры по темам, материалы для развития способностей мозга...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1765522921508493-8146634508243541434-balancer-l7leveler-kubr-yp-vla-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Старшие 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помочь ребенку освоить ментальную арифметику? Ментальная арифметика: улучшает память развивает внимание усиливает концентрацию тренирует дисциплину укрепляет здоровье и… помогает с учебой...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgADBAUHAQII/8QAPhAAAgEDAwIFAgMCCwkAAAAAAQIDBAURAAYhEjEHE0FRYSJxFDKxI0IIFRZSYnKBkaHC0SQlJjRjdLLS4f/EABoBAAIDAQEAAAAAAAAAAAAAAAMEAgUGAQD/xAA0EQABBAADBQUGBgMAAAAAAAABAAIDEQQSQQUhMVFhEzJxgaEGFJKisdEiM0JDUpHB4fD/2gAMAwEAAhEDEQA/ANKjj+o/fUqOP116ijHUce+pkUXHbWRRU5FF1UZOP3tNrD8atKaLNIePXTflc6i0Liixw/GpCRfGnljA76dVQBkkYGiBcTSR86eSH407TqrqHU5VgCD7jQV4n+KW39h1ENvqaK53i7ToJEoLdD1uqEkBnY8ICQcZ5ODxqTWucaC8N+5E1yuNvtjwJW1AiaofoiBByze3/wB0DXPxPpbdXGkrEpYJPJ8/DByFj6iuSR88asdk7v2z4iRpJPZay2XejRpo6K603RMq9vMjP5ZFzgZHY4yBxrPNx3mw0ddHRXOgarnaNJABSrLwWKr37c5+PnJAKG0JJInMay7N3VdOYK0ewcFh8Q2Uzgbqq71vlSL28VbekMUxntxjmLiJl8xg5U4YDHrnj5PA502PF60fUFrLWxX8wVpD0/J9hxoDpd07enpzFU2SaMDqJjFEJFAJI9B3OOccDsTkakQX7bLwzVUdrYGlVJj1UKowy/QhGcYPUG74x0n4zXHEYlvEO+Xy0WgGytnu7ob83n+paJa/EaO5iQ2422p8sgP5cjHpz2zz6++pv8sK7H/J0n97f66y2n3Xt2lndqe31MLzKrM0dGFLjqIAODnIwfpPPOMZONTqHd9qqqiniWOuiFQ4jieWmZVZj1YHuPynkjHbQJMTjgSW3XUD7JiLZWySAHNF9C77rSrbuuqmuNNBLR0/RJKqEqWyMnGedLQ/ZubzQ/8Acx/+Q0tW+x8RJPE4yG6KzXtJgYMHMxsDaBHXn1RXEgyfvqbBHpmJPqOp9MnbTo3LN8F6krKO32irrK+qhpaan+qWaZwiRrjuxPAGhiPxE2DISV3tts47/wC84R/m1QfwgZGXwj3pEXZU/DDOPY4zrHLNYbG1PSdBrnpxQhvONsTr64ypjHTkgjBYk9XfA0RrAGZjz50pRR9oaWyXHxJsl0M9JYd2bdoUU9Brqm4QjJ940Lcj16j39BjnXavdSrb3Wi8TNoS1JKlXNdCCPt+0xjjOMaxmx2DblX0xx/jpaUz1kM0ptKK6gMWVQoJ6/rDZYkEADjniyqdr7cYxNHFXymWaITiS1KuElU+cwxnLcAgcfB9dSJaDVeoRPdzV36Lbtu+Je2KuoFFWX21RVQXl/wAbEY2I7/UGwM9x6H05GNZruXdtNQ+MVyr6KOrutLU1EEYqKDpeNAsSKcv2IB9vnWf3yx7fhrbUKf8AEs8tQvmq1iRcgoyORyeQgyFAwSByDyPUk1FbFks9or6iMzRIQZqcUvQyuQCFyR2Ucn1znU25TW7j1RsPF2clk+i2Smudbd910NZetv1FrS31ckFPPW9MokMkToHULyB1dJPxznVFertW22q6KXbtZcQ0AZpoOkDI6voPr7e/5j7c2WwrlDcb9b7XVzrcZCxdyjeash8tmIJPGeCTjA47DVXfa7cNPVwx2i201VCyKHeSTBVy3bHUOAByf17aq9sw22LcCLdrXLVarYcrWvmokH8PAX/LRNybhuyRvINrXAhAeOsEscgfSADwc9zjtryNw3ATygbSuhlOArALh0y2CWOMehxzjqPtzFe476FZGP4mtgjMTkj8TlOrK4y/cHGeAMHJ541JjrN6NE7m1WkMuOlPPJD8c/Vnjn4/v1Re7gDut+L/AGtAMQSe+74R9k/ZtwVtxrooWsFdTU8ilvxEjDpGM+w9xjn+cCM84INC4qt4TE08lDRUjOjFZ4pPMCEFcZB4OepuPZDzyME4I++lcRFRBAA8DacwswIIcSfEUpNrQSXWjjZQwaojBBGQfqGlrtoiaou9HCnmBnnRQUyGH1DkH0x3zpa1fswwdg/MNeo0WM9rXA4hlHT/ACjmNeSfnU+lXUWLGT99TKfjTCyJWZfwjFK+Fe9PY0KH9BrOdt7vtcG3rbE95tcZWipkcNUoCpbAcH6/QAfb419B36xU+4aS5W6qETQzxRrIsiB1YA9iPXWbXrwW23Dbqgx2u3szKQFioVDHPsfT76DLGyZmR17je7y+ylFKYrNLO9t72t1LYwjXm2K4kq5QGqULdRnYL3b+ac4/t41anftohZhFf7SESR+nFRH+5H+z9fUk/f199FVi8B9tUtriiFHRRsRlhJTiRgT7s3J0xuDwe2/b6GWrApD5a9XQtEvPxqBwMTnWCeJ5aooxZIqkTbI2TS3+C07hutc8yRos9JTw/QnSyEAswOWB6icDHcZJ0HeIvhlLuJ03JYqU/wCzvJba6llIVonSQlH9ukq4/sI1qWzL9RGCKzRUtTJVUygfs2QYAz2BIyBjt7aneINq3Dctuuu0LlHZa6qkjWrq3RcCFW6mzGQQ7HHSO2Ax5xq/hwMTIsjBpVqIldnzFCng1s6SyJQ3dKNJqyCRlWkWRVZsqUdyTwoAJ79+RrQ6vw82424qa+UFN+AroJfM/YnEUhwwwydh+cnK41eWmhpLYrUlLGqdICu2OXIGMk+uo98vK2+anj8tZFmk6ZG6uVGCeB69udO4fNh2ZWnjxQ5iJnWR4LCNz1ELUFDZ4hUGppJapZ0lBzGzOgAL9vQ+vt7jRbsCuha2U1IkVRHVQw1JlSRGTpEk4KnkDORjB++rC+1m6KffMVDQUdvktk9FLMzzCQFJFKY6mAIX8xAXBzgkkYwbKztc57NA91NN+KZcuYVdF+D0uAVPxq3kxvaMDC3cd/HWzd/3uGnPekGQOac1/wDafRPQPVNA/wC0fpbgksxI+3PGnKaokpz0oZGPV1FmJY8jGPqzxr3FEUjA6h+uuCJy5PBBPGlA1vJMb+acq7hPDHF5aqXkJHW37v8AZpar7wCKilTkLyfX30teEbK4KbSaXY8dR++pUbADGoUbAZ++nVnQKSW4HrrH2iUqS/73tO2761FcI6tnqKdHVoogyqOojk5GO2s12TeKW2+Kt+v9wrqiO2VRmWnklEhRuqRWAUc+gOl4t1cdTuhZEUt5VMuVHfhmJ/w0I3C52q67nkpFvDxiBTFHF+BfpQDBJGOMnPPH6aVLnlxyjgi4m4cNmjaXOd6dVux8RNpKpP8AHUWPiKT/ANdRrjXfyhmS3WiohkeZQ5LkgBO/I7j0HbWNimtdPNHJNcGqEDguiUjqWGewJ4GnabdtwtW+EvdtrAtGKd0EDxKGSQjhwwxn+qeNM4Z7jIO0FBI4Nszw4yiuSv8Ac8w2/wCKduIcvVeU7gAgqy4GcMOGwVxlf9RrYbbeKmtt4KwBoXROrqfpZSSPT4187NWWC41235bPW9b26nkj6arIkw+GYFiMElvTP21tO37tTz0rwJBLC5WM9P5gGDDjOr3Dyh9qwliMZpHd5rq6juFU6U5m5Z1COCXC/mAGO4HONAdy3BcU8Q7HNcKHzaF4J2IjwyBSUCy9XUM5BwB3znjnR3eK9KK5TeeFhV5CyvkkZH3Hf5187728QxW7lqLVV08dqq7e8y0jSRuI50Y84YDrj6h2YccnRZpBGLKhFGX7gtdq7jYLz4gSJbp6euuVFbZPxE0VN1CKOVlKxiQkAZK8rjnjkYOrq2U4itlLG6mIiFQU6VXp47YBIH2BP30DeFt427DtKurqsWm03Oqqo0lQS4do41IQknBIwSfjPOiMbq22vJvlDx7SZ/TTEMhdGC5BlAa4tbwV7hRxkEachAVs8/fGh8bu2woObxCR/RR2/RdKPe+2gpKXGVh/Ro52/RNEzNGqG1pV95NIta9SIU86RVR5MclVJwP8TpaoxvCxySL0zVj8gfTbqg+v9TS1zMwcCpBPOfzH50xMP2Lj40tLWTKKsX3oP+KZh/0R/m0IWgA+JtxXpXpDyYGO30rpaWlo/wAx3krL9keB+qNY4o2LdSKR2wRoYv0cacogHHoNLS0yOKQUXYVmoLluIU1VGWiCNKFzx1D11s1kT8IlUkLMOl4QCe/JP+mlpatsH3VKQkox8Rh13B0yVEzkSYP5uf7s6orcqtu+npZVWVaeFlR5FDPgqOCfXS0tNz9woGiN0iiCAiKMHHog12JAFDZJye3oNLS1TqIUpSRhQTgDjnXVkkGcO3HydLS0JSavQd+r87d/c6Wlpa61eK//2Q==","isBase64Poster":true},"target":"_blank","position":"23","reqid":"1765522921508493-8146634508243541434-balancer-l7leveler-kubr-yp-vla-14-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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Хорошее качество видео без регистрации в бесплатном видеокаталоге 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арифметика решение на соробане семизначные Эврика Кидс Дмитрий Кириллов Тренер Смотрите, как ребята быстро считают семизначные примеры. На калькуляторе за ними не успеть 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онлайн Видео от Эврика Кидс: центр развития для детей 42 с. Видео от 7 марта 2020 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 170 — просмотрели. 2 — 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онлайн Видео от Эврика Кидс: центр развития для детей 15 с. Видео от 13 октября 2020 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 3 — просмотрели. 2 — 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онлайн Видео от Эврика Кидс: центр развития для детей 15 с. Видео от 24 марта 2022 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 427 — просмотрели. 4 — 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онлайн Видео от Эврика Кидс: центр развития для детей 18 с. 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онлайн Видео от Эврика Кидс: центр развития для детей 26 с. Видео от 9 января 2021 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 422 — просмотрели. 1 — 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