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История |
Абидосские иероглифы
Древнеегипетская техника и загадочные символы всегда питали воображение ученых, историков и любителей загадок. Одним из наиболее спорных и обсуждаемых случаев в этой области являются так называемые Абидосские иероглифы, обнаруженные в храме Осириса в Абидосе. Эти иероглифы были интерпретированы некоторыми людьми как изображения современных машин, таких как вертолеты, танки и реактивные самолеты.
На протяжении многих лет различные теории пытались объяснить эти мистические символы. Некоторые из них предполагали, что древние египтяне обладали тайными знаниями или технологиями, которые позволяли им строить такие машины. Другие утверждали, что это доказательства вмешательства инопланетных цивилизаций, которые якобы передали свои знания древним египтянам.
Однако, при более тщательном анализе и исследовании этих символов, ученые пришли к выводу, что эти теории являются скорее результатом человеческого воображения, чем реальностью. Оригинальные иероглифы были изменены временем и воздействием окружающей среды, что привело к их искажению. Таким образом, то, что некоторые интерпретировали как изображения современной техники, на самом деле является результатом наложения и смешения нескольких различных иероглифов.
Этот феномен известен как парейдолия, когда наш мозг стремится распознавать знакомые формы и фигуры в случайных или бессмысленных изображениях. Этот эффект может объяснить, почему некоторые люди видят вертолеты и самолеты в древних иероглифах.
Однако стоит отметить, что древние египтяне действительно достигли высокого уровня технического и инженерного мастерства. Их достижения в строительстве пирамид, храмов и других сооружений продолжают поражать ученых и инженеров по всему миру. Тем не менее, эти достижения были результатом многолетней работы и накопления знаний, а не внезапного скачка в технологиях, как предполагают некоторые конспирологические теории.
Важно понимать, что интерпретация древних символов и артефактов требует осторожного подхода и строгого научного анализа. Ошибочные интерпретации могут привести к недоразумениям и ложным утверждениям, которые искажают наше понимание истории и культуры древних цивилизаций.
Абидосские иероглифы в храме Осириса являются интересным примером того, как наше восприятие может быть обмануто, и подчеркивают важность критического мышления и научного подхода в изучении древних культур. Древний Египет остается одной из самых загадочных и удивительных цивилизаций в истории человечества, и его наследие продолжает вдохновлять и восхищать нас.
#История #Эгиптология #ТайныИстории #Археология #Осирис #Иероглифы #ПроисхождениеЦивилизаций #ИсторическиеТайны
26 Дек 2024 23:42 |
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+100 ₽ |
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Комментарии (1)
27 Дек |
Там побывал в 2015 году Андрей Скляров с группой ЛАИ, в Ютьюбе где-то есть такое видео. Это не парейдолия, а именно то, что мы можем видеть на фотографиях. Это не наложение иероглифического письма друг на друга, так как эта панель находилась под штукатуркой, которая однажды осыпалась. Электричество изображённое на стене храма Хатхор в Дендере тоже не является парейдолией.
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)
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