data:image/jpeg;base64,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

Долина монументов — это часть плато Колорадо в США, где находится несколько десятков скал-останцев высотой до 1000 метров. Долина монументов – это, скорее, не долина, а обширное плато, одна из самых известных природных достопримечательностей на западе США. Высокие красноватые скалы, окруженные бескрайними песками, не раз снимали для кинофильмов и рекламных проспектов, поэтому с первого взгляда многим кажется, что они уже видели это место, но если присмотреться, становится понятно, что эти удивительные скалы намного красивее и ярче, чем на фотографиях и пленке.

 ▤  TOP-10. Страны с наибольшим числом заключенных 2013
 ▤  Парад победы 2015. Наземная часть
 ▤  Самая тяжелая черная дыра — самый большой объект во вселенной.
 ▤  Россия начала идеологический демонтаж Украины – Карасёв