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Что такое священный египетский и Пифагорский треугольник, масонское око. Всё это вы поймёте посмотрев...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"1","reqid":"1765850145444664-7846138261034733097-balancer-l7leveler-kubr-yp-vla-254-BAL","isAdultDoc":false,"relatedParams":{"text":"Треугольник 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Более тысячи человек погибли или исчезли бесследно в зоне Бермудского треугольника. Морские суда исчезают в нем более пятиста лет а в наше...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"7","reqid":"1765850145444664-7846138261034733097-balancer-l7leveler-kubr-yp-vla-254-BAL","isAdultDoc":false,"relatedParams":{"related_category":"series","text":"Бермудский треугольник | Почему? 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От странных исчезновений до загадочных научных улик, 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треугольник – одна из величайших загадок современного мира. Правда ли, что там постоянно исчезают корабли и самолеты? На протяжении многих лет эта часть Атлантического океана является...","preview":{"posterSrc":"data:image/png;base64,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этом видео я расскажу всю теорию о треугольниках: Остроугольный треугольник, Прямоугольный треугольник, тупоугольный тругольник, равнобедренный треугольник. Пореашем задачи и поймем в чем...","preview":{"posterSrc":"data:image/png;base64,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теория о треугольниках | Остроугольный, Прямоугольный и тупоугольный треугольник |Мир Математика","promo":"pumpkin","related_orig_text":"Треугольник мира","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Треугольник 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автора «Тайны Мира» в Дзене 🎦: С давних пор Бермудский треугольник окутан туманом тайн, мистики и загадок. Однако некоторые случаи привлекают к себе наибольшее внимание нежели остальные.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"13","reqid":"1765850145444664-7846138261034733097-balancer-l7leveler-kubr-yp-vla-254-BAL","isAdultDoc":false,"relatedParams":{"text":"5 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нашем мире есть места, которые уже много веков покрыты тайной. И одно из таких мест - всем известный бермудский треугольник! Уже несколько сотен лет происходящие в нём события внушают 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этом видео мы с вами решим геометрическую задачу по теме "Равнобедренный треугольник". Мы с вами повторим все необходимые действия и научимся легко манипулировать с операциями.","preview":{"posterSrc":"data:image/png;base64,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нашей планеты. Тайна Бермудского треугольника – 4 просмотра, продолжительность: 47:15 мин. 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Тайна Бермудского треугольника","promo":"pumpkin","related_orig_text":"Треугольник мира","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Треугольник 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онлайн «Мистер Бист. Я оплачу всё, что поместится в это Треугольник!» от автора Мировая политика | Новости мира. Хорошее качество видео без регистрации в бесплатном видеокаталоге...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAIDBgcIAQQF/8QAOhAAAQMDAgQDBgQFAwUAAAAAAQIDBAAFEQYhBxIxQRMiURRSYXGBkQgjMqEkM0KxwRU00UNTYnPC/8QAGwEAAQUBAQAAAAAAAAAAAAAAAAECAwQFBgf/xAAzEQABAwEGAwQKAwEAAAAAAAABAAIDBAUREiExYRNBUQah0fAHFBUiMkJScYGxF0NT4f/aAAwDAQACEQMRAD8A1v2qtuKl61jb7/Casdzg2y1oYD0hxyKHnHVlZTyYJACcBPQ581T66TmLdbZdwlKKI8VlbzivRKQSf7VlLUnHheobu4m42Aqs6d4jTD/I8k+q1EEKB2yMDBAx8V9WmmYeEMwmCtpqaVoqDkVrOE4tyGy47y+IptJXyggZI3x8KfCj1qpfw9cSZGt7bNgXXwU3K3JbV+WMeIyrICseoKcHHqKthJ9M0r43Ruwu1CbDMyZmNmhToP1oFISTnel9jmmqVR/Uo1KmYH7JyONtNJIYWUBDq+ZfMFEjmG3J0Ir5LN04grcAFiglKHghwqPJty7lOV7jON/mBnrUuuM+Hbbe/OuEluNFZQVuOuKwlKR3NUqrjslOsU/wAVpxR8LIT/EJ3/nY7j/w9PjTX18VOAJAM1q2bZFZaIcaePEGjPw3OysWPP1s5NYek2aNFipZcU62JAWSoNkpGBuSVgdOgPc0yxdNfONIWbDEHM0hXmUEnmKxkEeJ5fKTnrggdc4Etgyo06G1Mhvtvx3khbbjaspUk9xT32qwJ2nMMHn8rMORuIULRcOIhYaWqy2xC9kupK+nm/UML6cuNvXJ+Bdana7cWhtdot8fyqK3ObxEg84CQPOCcpyTsMH5by89MVw4G/8Aal4w+gIv2UONw18jlWbHbnUpcIW0l3lKk85xyqKtvKOuN8j0IpZuWuA6UnT0EoUNlJlDybjc777Z2HfvUrJ9d6Senek4w+gd/ikv2XztMKu6rO0b42hudzK50pWFjHN5dxsTiivocw+NFROOIk3JFE+LEJy6cPL1a2pfsi5cYsh0J5sAnJ275AI+tYS1ZZ5Wl9aXbT0mW1JdgP8AhKcaBCSeUHYHfbOK3zrVhT2mJwSCSEBQx86w7xpdE7jPq2TEacU0u4HlIBPNhCRn5HGat2dMWylhOV16zLWpmvgEgHvX3K5/wqacebsMjXVrQ4/cRJdgOsFzAWwA2ryjpzcx79e2Mb6Ns90ZuUfnaC23EHldZcGFtq9CKpL8Fgkp4cXbxB+WbqS0D/6kZP3xV3N22GLkq5JjITLWgIW8BhSkjoD6iq9ScU7nNN4VyhAZTNY5txHnNe8ZrzXe5wLRbH7lc5TcSJHRzuuuHASP+T2Hek3i5wbRbH7lcpLUWIwnmcdcOAB/k/CsvcQNZXviXqyPabdHfVbw8EQ4DecrUTgOuY6nG++yR9TWdV1jadtwzcdAunsDs/La0pJOGJubndBtv+ua9PEHW164mamYsVibc9iLuIUVKvM8f+452Bxk4OyRVgO8CYJ0KmE3OI1AlXjmZ/SpXdrHu+h6536bVMOFPDq2aHgKUge03J8fnylAZSPcT6Jz96nODUEFBjBfUZuPctW0+1Hq7mU1ke5FGcjzcep22OvPbMXDDXF04e3t+xX9t/2Lx+WRFWcrjK99A7DuR0I3FaVts2JcYDM6DIakRn0BbTrZylST3FQrixw6g6wgrlsNoZvLLZDLucB0DohZ9PQ9R8qqnhpq+foGe5aLrHlKgh0okQwgc0Zed1JGc/MdDmmRPfRP4cmbORU9bTU/aOA1lIMM4+NnXcedjnrpL7UhWMmm4EyNNhty4jweYdQFIWnoRS8/CtYEHRcIQQbjqkFY32pJVttS1H4Ypo5JpUiObuT+1FNq/VjbNFCEmQ01JjOMvICm1pKVJPQg1kfWGnG5fFnWFlgvKaQ2uXI5mhko5Ixd5d/QgCtfqCcEVn66x02Xj5rGc5DLsabaiG1DZJdeabSUZ7KwCcehzVSqjx4furdLNw8WfJfa/CK2WODrcx5SUCTMccHwAShP/wAmrVud6t9ntL11uckR4bYyVrOSr0AHUk9gKojg1cVaJ0sxadUxZ9tiQQ48XlsEsu5OfKpOQSegBwT0qGa41nqLidqpm3wmnWYRd8KBAbIySf6lHus/YCoJqoUsQbq7kFt2LYMts1Dnk4Ym5ucenQb/AK5r7uuNU3viXqdmBbXOSCl0IhQ0JypSj/UsHYq+PQD6mrs4ScPIejbaX3ih+8SEYfeG6Wx15EZ7ep6n5bUzwg4fxdG2pL8xTUi8vI/OdyCGgf8Apo+Hqe/yqwAsYxzJ+9JSUpDuNLm49ysW9brHx+z6D3YG9Pm3O371Skg9cUsbCkIUn30n610KT76cfOtK8LkV1QBqDcUNBManhKmQS1GvLKfynikEOgdEL/we1TcqTk+dO3x6UkLB6KH3qORjJGlrtFZo6uajmE0JucFQegdVXzSdzXbbpD/hC5yyWBnmbV3UkHv8Ohq84UyPOiNS4jqXWXBlK09DUW4iaNRqBj223qQxdW04SsnCXk+6r4+hqA6C1LM01MfgS2nFM+KQ8yo+ZJHUj0P96oRPdSuwPzbyK6mrghtyE1VMA2UfE3rv5/Kuw469abXtvj96Rb5cadDblRXUusuDKVD+3zp1Q2O1aYN4vC44tLTcdUwpwAb5+1FK8IZ32opUidJSnqM/SoHrO02CzXeRrm/3Yx4DaEl2MtAKXHAnkRy9yogfpHU49KsFSEEb7/OvJPt8KelLU6JGloQrmSl5lLgB9QFA7014JGWqkiwB4Ml+HndqsfcUNcXPWl2C3cR7chWIEJBylA6cx95Z9foPjHW5jcVnlbSplaPMF5KTzd8Eb1t5NhsiOXls1tHKeZOIjY5T6jbY0KsNkWVFyz21RV+rMRs5+e1YsllSyOLnPz+y9Io+3dHSQtgipSGjli/4sPrlzX0l56S+ShISohath2zv6etcF1uISUNy5YxhIAdVuPqa3Imx2RLa202e3JQv9SRFbwr5jG9IVYLEVZNltqiDn/aNnfpnpUfsWT/RXR6SabQ0nePBYj/1KY4yoKdll4pCvK6ok46YFJjyJq2kOKly/EQOVKA8o7A7ZGegrbTml9NuupccsFqLif0q9kQCP2pTeldNoUpYsNq5ldT7IjJ/aj2NJ9aT+R6UC4UvePBYqjJnSVKKn5KSfOtRkElw46ZzvX0IgkLThUiV5fKOR7ffsN62OjTWnUABNhtYCemIiNv2pbenrE2D4dktqM+7FQP8UrbGePnUUnpFhdpT948FlGIiTG5PBnSU7DBLisjP1r3MlTZbc8V15SVglSk/bPyrUIsFlSrmTaLeCBjIjI6fanEWq2Npwm3Qkj0DCB/ipm2W4fMs6TtxG7+nvHgqU0dqqXYXht48VwjxmirqPeT6GrltM6HdIDc2BIS8w4Nik9D3B9CPSvQLZb+UD2CJjGP5Cf8AilsRWIyVJjsstJJyQ2gJyfpV+nhfFkTeFylq2hT1zuIyPC7nnqkgEGincfCirSyE4nfrXNsq2GwoooQjNKABoooQhYGDXAcKxgUUUISgcDoK5miihC4onArpOKKKEIJIFJBzmiihCUg5rqO49KKKELixnIooooQv/9k=","isBase64Poster":true},"target":"_blank","position":"17","reqid":"1765850145444664-7846138261034733097-balancer-l7leveler-kubr-yp-vla-254-BAL","isAdultDoc":false,"relatedParams":{"text":"Мистер Бист. 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По нему новичок сразу получит 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одно из самых загадочных мест нашей планеты. Ученые выдвигают разнообразные гипотезы. Это тайны Бермудского 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онлайн «Равнобедренный треугольник _ Мир Математика-(1080p)» от автора ВАШ Репетитор ПО Математике Онлайн. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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онлайн «▶️ Мифы Бермудского треугольника прошли проверку реальностью» от автора Тайны Мира. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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онлайн «Бермудский🔺треугольник 🔺Почему?» от автора Мир на 360°. Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. Опубликовано 2 сентября 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онлайн Равносторонний Треугольник (Мир Номер Ноль) 49 с. 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Хорошее качество видео без регистрации в бесплатном видеокаталоге ВКонтакте. Опубликовано 18 мая 2023. 3343 — просмотрели, 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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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треугольник одно из самых загадочных мест на планете. Сотни кораблей и самолетов исчезали здесь бесследно... Что это - магнитная аномалия, подводные течения или нечто, что выходит за...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765850145444664-7846138261034733097-balancer-l7leveler-kubr-yp-vla-254-BAL","isAdultDoc":false,"relatedParams":{"text":"\"Бермудский треугольник - врата в другой мир? 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Тысячи кораблей 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