10.10.2018
ЦБ РФ продолжает покупать монетарное золото ( статистика по золотовалютным резервам России)
На прошлой неделе Центральный Банк РФ опубликовал последние статистические данные по объему и составу золотовалютных резервов России. Общий объем золотовалютных резервов РФ на 1 октября 2018го года составил 459,163 млрд. долларов США и за сентябрь снизился на 1,455 млрд. долларов США, или на 0,31%. В целом объем золотовалютных резервов России практически не меняется и незначительно колеблется около отметки 460 млрд. долларов с мая текущего года (рис.1)
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)
На 1 октября текущего года структура золотовалютных резервов РФ следующая :
· 381,672 млрд. долларов США, или 83,12 % составляют иностранные валюты
· 77,491 млрд. долларов США, или 16,88% составляет монетарное золото
Относительная доля золота в золотовалютных резервах РФ в последние несколько месяцев несколько снизилась от максимума в 18 %, достигнутого в феврале текущего года, но все же продолжает оставаться вблизи максимума за последние 18 лет (рис.2).
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)
В абсолютном же выражении объем именно золотого запаса РФ вообще находится вблизи рекордных максимумов за всю историю после распада СССР, хотя также снижается последние месяцы (рис.3).
![](data:image/png;base64,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)
Снижение как относительной, так и абсолютной величины золота в золотовалютных резервах РФ в последние месяцы происходит видимо в основном за счет снижения котировок золота на мировых рынках, поскольку центральный банк России непрерывно продолжает скупать золото (рис.4) и на данный момент объем золота в тройских унциях в составе золотовалютных резервов РФ также на рекордных значениях.
![](data:image/png;base64,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)