В мае 2019 чистый спрос на валюту со стороны юридических лиц был покрыт чистым предложением от физических лиц (1*) на 84,6%, по сравнению с 124,4% в апреле 2019.
Относительно прошлого месяца, чистое предложение валюты от физических лиц увеличилось на 3,3 млн. долл. США (+1,6%), в то время как чистый спрос на валюту со стороны юридических лиц вырос на 82,9 млн. долл. США (+49,4%).
В сложившихся условиях, НБМ осуществил интервенции (2*) в виде нетто-продажи валюты на местном межбанковском рынке в размере 14,0 млн. долл. США.
Таблица 1. Динамика чистого спроса и предложения на иностранную валюту, млн. долл. США
![](data:image/png;base64,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)
График 1. Уровень покрытия чистого спроса экономических агентов на иностранную валюту чистым предложением иностранной валюты физических лиц
Средний курс молдавского лея к доллару США за май 2019 обесценился на 1,6%, до 17,9549, относительно 17,6777 в апреле 2019. Согласно значениям курса, зарегистрированным в конце месяца, лей обесценился в той же пропорции (4*).
Что касается структуры чистого предложения иностранной валюты от физических лиц, наибольшая доля по-прежнему принадлежит евро (75,6%).
Таблица 2. Чистое предложение иностранной валюты от физических лиц по основным валютам (5*).
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)
1. нетто-покупки валюты за молдавские леи от физических лиц, в наличной и безналичной форме
2. данные отражены по дате валютирования
3. обновленные данные
4. 31.05.2019 по отношению к 30.04.2019
5. В связи с округлениями, возможны несоответствия между итогами и суммой компонентов
Источник: bnm.md
Относительно прошлого месяца, чистое предложение валюты от физических лиц увеличилось на 3,3 млн. долл. США (+1,6%), в то время как чистый спрос на валюту со стороны юридических лиц вырос на 82,9 млн. долл. США (+49,4%).
В сложившихся условиях, НБМ осуществил интервенции (2*) в виде нетто-продажи валюты на местном межбанковском рынке в размере 14,0 млн. долл. США.
Таблица 1. Динамика чистого спроса и предложения на иностранную валюту, млн. долл. США
График 1. Уровень покрытия чистого спроса экономических агентов на иностранную валюту чистым предложением иностранной валюты физических лиц
Средний курс молдавского лея к доллару США за май 2019 обесценился на 1,6%, до 17,9549, относительно 17,6777 в апреле 2019. Согласно значениям курса, зарегистрированным в конце месяца, лей обесценился в той же пропорции (4*).
Что касается структуры чистого предложения иностранной валюты от физических лиц, наибольшая доля по-прежнему принадлежит евро (75,6%).
Таблица 2. Чистое предложение иностранной валюты от физических лиц по основным валютам (5*).
1. нетто-покупки валюты за молдавские леи от физических лиц, в наличной и безналичной форме
2. данные отражены по дате валютирования
3. обновленные данные
4. 31.05.2019 по отношению к 30.04.2019
5. В связи с округлениями, возможны несоответствия между итогами и суммой компонентов
Источник: bnm.md
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