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Если Вы хотите, чтобы Ваш ребёнок...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAMEBgcCBQgBCf/EAD8QAAIBAgQCBgYKAQEJAAAAAAECAwQRAAUSIQYTByIxQWGRFCMyUVKSCBVCYmNxgaGi4TMXVHKCo7GywdHw/8QAGgEAAQUBAAAAAAAAAAAAAAAAAAECAwQFBv/EADARAAEDAQcCBAQHAAAAAAAAAAEAAhEDBAUSITFBURORcYHB0TNhkqEUFSIjYrLh/9oADAMBAAIRAxEAPwDVdGGRZLxDmj02b5k2WxIgIlUrYk3AB1bD88aniungyjPqjL4JjNHE2lX1A6vfuNvfia9I3RtF0c5fls1dXUecrVyEqWy9gymw2/yC43xXtSmXseYWqItHwUigDfs9vGQMbbS52MlukQcshvv/AKs99mLrG2l0gH64sQk5nbz52SXOuXEbHV3e5hgp6jrksqFQLEX3wv8AVa/Vn1sVzX0Dm8kVIowItfw6tVr7YShgoSwdZa1i3Z6hBe+3x4tiu06A9is78ur8DuPdPIzGZUdrBL72w7gjaRy2+N90ScH0fHfEMuVRZrU0XKgMjSNTK17e4BsP+k/g9eBOJafKFzKTMFlpFqOY0QjtdmXTYE/D2+OHsqB8xtl6qOtYq1FuJ4y8R6KU9B9PR5c2ZZvVzCJZGipI3KE3ZjqtsDuTpGLopayjCavTqe1r35i2t7+3Fd9HEFBTdHVFJmwcRVc3O0hSbnV1OzwS+FaZui94FXlzaXhMdxHMCYwNwbb27vE7b4nbkFq2cmlSaMvMqzlzKgjqYaWSvhWaYM0Sn7YU2ax7Nvde+HsddR/7fT9tv8i9v/xHniCS1fAuZxw0tV6XUR08LFY3jl0qhAkJI77gqe82I29ytRkfA8IrJHyyoYx2BYSSXZXiTVY36o0MosbXtYYWVY6rto7qeNW0ccSyyV1OkbW0uzqFN9hY9mMkr6JjpXMaZmLFABIpJYX27e3Y7eGIZnicBZfDT0NdDeOKOOKLlxuwEZ1lLMNiPaPf/wBMaU1PRO0ut4ZWKq7FjHKQRzNLA27bsAfHY4JQapBiR3Vm+n0ZSJ1rYnWVgkbIQwYkEgAjwBP6Yzp6qCoMggqVkMZCvpW9iVDDzBB/XENy+u4LnikipDUSNES73ictLyoiOsWG40FhvbD7hmoySDMkp8sFXE0sWhot+XFy0SygWsdvtC/YffgThUnhSac+ok9YfZP2fDBgnPqJOs/sn7HgfDBhVKqF+l4NXD3DhAJJkPYbX2XHOEyARsViVRtciS/ecdP9PPDGc8W8PZLl2VKlTU0plkmMsgjAUBSBf3kEWxzplwpJZSlFkyNLGAWasqC9m/3QAO0dnnjMbaAw1DG444Cs/hTXqMZijLgmczpAPop3SUctX0EDL01iZKtSI2ksNTOZF29xUH9cVgECRh2pwQAt7vv393dic8L+nZjw1WNJJUFkZ3mkXYxjVZe3a+okAeJ7saak4N4iz3JaziXLsuVqUyuUhVvWOb76FtuBf9d7XtipZrYyg5/WcAC7ncnTz9Fo3vYKQo0X0JJI03gAaxoRP3+SsH6IpH+oVZYWBpGsPdjc/Spikl6Q8sWLd2yxFA95MslsYdAdFHkfTFmVKUSKCCNcvMiew1SsSh1B9+vV+uJF01Zf9ZdOvCdKVLI1KjyAfCkkjn/t/fF+y1G1DULTuP6tXP3lRcLMxpGun1FTnhqhWgyejoAG008CRW07dVQD+98b2nhj7eX/AMsf+sQbiSPjps1LcOSwJQinh1rKil2k5x16Cew6LA6trE23GHdBXdJMgLvkuWQ6ZHHKcnrARFlswlNgZAE1EXsdWkdmLXVgxB7LXZdk0g8VWeGKCPI+inFLSU0Tu8cCqzyc1iIxcvYLq7O2wA/LbDn0eB1kDxahJbXeMHVbsvtvbFfw5r0q8mInhbKWYxBnvVFCHtJ1baj3iLe+1z23urlMw6UfROcuSZW0mglYJByyW5+kXYSsF9V6w21WI03JwCqOD2TjdL25dRn1t98vNTh6Sll9H5lOH9HYPDeIerYAgFdttiR+uFFggU3WEA2tcRD3/livZc56WlppWXhTLuaAvL0zBtR0EkEGQW6+kXubAk7nbG8zZ+NKbM81qMsiWupzl8LUFNNoRBU62EilhZradJudhfbAKoOx7JjrscwgGozP+QPA2013jIHhShY4wrKFYB92AjG/57YFihUoVQgxroS0Y6q7bDbYbDyGIJNmvSf1Wi4coQghQSKXUuJepzGX1oDKLuFBKk6bki+FsozTpFlq6NczyClpoXmiFS0RWTlxmO7ket3Ou4O3VABHMvsCqJiD2Sm7Hhpd1GfUJUi4zzVcl4RzfN2Z7UdHLMNS7EqpIHZ3m2DEE+lBmgoOierpNbq2ZTxUov7rl2/ZP3wYc50Fc3bLS+m/Cwpzxhmg4frqDNC7VENbQiLkqRZZECnV294Nv0xWGS9GeUJfO6msrZjmTSSrBzAvJBcnrEe0Te4O35YgVF0k5UryTVvD9XOsltCx1oTRvv8AZN8IVPSbVU1TJUZBRLRK5tpnYTkL7uwd/fjmLTZrZVa57GQXnMYtI3+c+q6c3ldgotDav7g3h3twppmuXS8H0k3DVE3pNFmjQ14mlF5E0tJ6u429q9z2kWxa/B/AkeR8Ntlq55V1VQkdoZWCiOA6ToKoNjpvfrE3IBOOc4OOpZd6qhLSNvK6ShQxPaQttvyxuajpUzhpqtKVZ6WCoKho4qiwIChFFwL+yAMUjd9sr/prUhGWpB0n1Klfe13VGsYK+GNTDs9BsOArQ4Q4IpeEs1OjO585WGq9JJZQmqW9ySRcm5F8SXO4Yc16XaPOIiJIqbIAFKkHS8kzCx9xsGxQ/D/SXW5S0kdPllORJYnmyki491sXB0KTjMuGpc1NKInqKqRbo2zBT3eAYtjp7G3CxsUsLnSX5znt4z9lgvtQtNZzOtjY2MGUZb7DQ8qxKVdgLP542MK+D+eGlMv3X+b+8Pol29l/m/vGipEsg8JPPCqjwl88YIvg/wA394UVdvZf5v7wiVegbdkvnj23hL54Lfdf5v7wW+7J8394EiLeEvngt4S+eC33ZPm/vBb7snzf3gQubfpk5ywzHIcjiveOCarcM3exCIbfkr+eDFd/SRzX646X895ZLJQ8uiS5uRy0u1v+NmwYhdquftD8dVxVfLGOWfhtswwrCkY6mq+xvcduF3pSFTlgsNje+2MpYkHMdTeyjt7jgCpopo0VWOk6wbWxlK2ggKQpIub9xw2brEgyaWHZv24JFJfS0huw3a3fgSJRqoJqZrgKO4bD9MdldFHDVXlfR7kdM0IVvQ0lk69jqfrnb82xx5wnk0mdcSZVkqOQ9bWRQMp9zOAf2vj6CRxKiBEhCqosoDbADsw9i1rrZm5y18VFMvbH/PDlKdx2ofnw40/hfywafwv5YetdYLGwHsH5sZhD8DfNg0/h/wAsGn8L+WBKjT9xvmwafuN82DT+F/LBp/D/AJYEI0/cb5sJ1UsdLSy1MwKxRIZHbV2AC5PkMKafwv5YhfTjmJynop4gqEtHJJSmnjOr7Uh0bfoxwJj3YGl3C4mzmtbNc5zHNJiTJW1Ms7MTuC7lv/ODHvJCFwFsAtvG9sGICuXaZS8krgBQdgBt5Y8mUA3t9gk+NsGDCpiayoiksqgdUG3dfGSXd2RjdWIJGDBgQrC+jhRwVfTTknpCa+SJ5Vv8SxNYn8sdnaE+EeWDBiRmi3br+CfH2RoX4R5YNC/CPLBgw5aSNCfCPLBoX4R5YMGBCNC/CPLBoT4R5YMGBCNC/CPLFL/S7qJIOAMtgjsEnzNRJt2hY3IHngwYQ6KtbPgOXLyyM7yarG9+7wwYMGISucYv/9k=","isBase64Poster":true},"target":"_blank","position":"0","reqid":"1765512876139145-12751619899700728727-balancer-l7leveler-kubr-yp-vla-218-BAL","isAdultDoc":false,"relatedParams":{"text":"Знаки «плюс» +, «минус» –, «равно» =. Математика 1 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набрать на клавиатуре знак плюс минус.Иногда при наборе текста бывает нужно вставить знак плюс-минус, вот такой ±. В текстовом редакторе Word это можно сделать следующим способом – выбираете...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765512876139145-12751619899700728727-balancer-l7leveler-kubr-yp-vla-218-BAL","isAdultDoc":false,"relatedParams":{"text":"Как 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видео - https://vkvideo.ru/@id871415811 Это видео посвящено теме определения полярности при подключении электрических приборов. В нем объясняется важность соблюдения полярности, особенно в...","preview":{"posterSrc":"data:image/png;base64,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как найти плюс и минус?!","promo":"pumpkin","related_orig_text":"Плюс-минус","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Плюс-минус\",\"url\":\"http:\\/\\/dzen.ru\\/video\\/watch\\/67932d1e0480f55bb3ef0bc9\",\"src\":\"serp\",\"rvb\":\"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_0JAAT-AQwF_wL3AAAABgUH_P4D_wD-9PH8BAAAAOgA-P8HAAAA5gX6C_8DAADqCvH-AgAAAAL8-foBAAAAC_r4Af8BAAAEBgQHA_8AAAgEAgoAAAAA7Q4J_f8A_wD2FAb6AAAAAPUNDff__wAAIAAtzm3eOzgTQAlITlACKnMQABpgGxEA-AgF5O8RBggD_BMG-_P8DeHy-gD6-wAICuABFvzuBN75ACL-EfrZAAAAFOT5Gv4A8Cz_-u7nDg0C5vPn1QN_6vXrBu8P6uH7-PAW4fQUAhkMAPnpEQnuF-_7D-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_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-_AABAPAAAbL4AAJI-AACovQAAnr4AAKA8AACYvQAAwj4AAKa-AADgvAAAcL0AAJY-AAB1PwAAFb8AAIY-AABkPgAA_r4AABC9AAA0vgAAyL0AAKA8AAAQPQAA_j4AAFy-AABwPQAAFD4AAHQ-AACOvgAAqr4AAAG_AAANvwAAMD0AAP4-AAAcvgAABL4AAAG_AAAUvgAAgr4AAIg9AABJvwAAiD0AAAm_AABkvgAAgDsAANg9AABdvwAAXD4AANg9AAApPwAAyD0AAJg9AADmPgAAmL0AAL4-AACIvQAADz8gADgTQAlIfFABKo8CEAEagAIAAAQ-AAAcPgAAjr4AAFW_AAD6vgAA2D0AALg9AACqPgAAfD4AAPi9AADKvgAAkj4AAAQ-AACKvgAAoDwAAAQ-AAA8vgAAyj4AAIA7AADyPgAAED0AAAQ-AAC-vgAAuj4AAOq-AABkvgAAlj4AADC9AAAPvwAAoLwAAPg9AABcvgAABT8AAI4-AABUvgAA-D0AAHA9AACSvgAApr4AALY-AAABvwAA6D0AAJg9AADKPgAAnj4AAKa-AAB_vwAAHD4AAIK-AACIvQAA2L0AAOY-AAAJPwAA-D0AAFy-AACWPgAAVL4AAFA9AADCPgAArr4AAIg9AAA1PwAAJL4AAEy-IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://dzen.ru/video/watch/67932d1e0480f55bb3ef0bc9","parent-reqid":"1765512876139145-12751619899700728727-balancer-l7leveler-kubr-yp-vla-218-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":null,"cheight":null,"cratio":null,"dups":["11193889596302780641"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"Дзен","hasTranslation":false,"contentTypeId":null,"censored":false},"13441686811784333602":{"videoId":"13441686811784333602","docid":"34-5-16-ZB0783B605B8135E0","description":"После смерти своего отца уставший от жизни Нью-Йоркер возвращается домой в Кейп-Код, чтобы подготовить дом отца к продаже, пока там живёт его вспыльчивый парень. В горе они спорят и 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Объяснить сложение и вычитание просто, главное достичь понимания этих действий. Мы подобрали...","preview":{"posterSrc":"data:image/png;base64,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зовут Александр и я рассказываю о математике, географии, истории и других интересных вещах. По вопросам рекламы: yellow_school@adenisova.ru Связь с автором: 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А вот и нет! 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Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. 463 — просмотрели, 25 — 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– один из самых популярных методов предоставления обратной связи. И один из самых неработающих. У этого способа есть несколько названий: "плюс-минус-плюс", 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онлайн ПЛЮС—Минус Покаст | Как совмещать творчество.. 55 мин 29 с. Видео от 7 мая 2025 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте!","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"33","reqid":"1765512876139145-12751619899700728727-balancer-l7leveler-kubr-yp-vla-218-BAL","isAdultDoc":false,"relatedParams":{"text":"ПЛЮС—Минус 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как в программе ворд поставить знак плюс-минус. Текстовая версия: 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онлайн «Разбор Logitech Superlight 2» от автора Плюс Минус. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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онлайн «Видео от Плюс Минус» от автора Плюс Минус. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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противоположных мнения о сборах сборной. Минус Ни мотивации, ни радости Зрителя не пустили, а даже если б пустили, он не пошел бы. Карпин сам 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Хорошее качество видео без регистрации в бесплатном 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