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Туризм |
В каких странах недвижимость вопреки всеобщей тенденции дешевеет?
Турция.
В Турции недвижимость может дешеветь из-за экономической нестабильности и колебаний курса турецкой лиры. Комфортность жизни в Турции может варьироваться в зависимости от региона. В крупных городах, таких как Стамбул и Анкара, есть хорошая инфраструктура, но также могут быть проблемы с безопасностью и политической стабильностью.
Греция
Греция продолжает восстанавливаться после экономического кризиса, и цены на недвижимость могут оставаться низкими в некоторых регионах. Комфортность жизни в Греции высокая, особенно в туристических районах, где есть развитая инфраструктура и приятный климат.
Испания
В некоторых регионах Испании, особенно в сельских и менее популярных туристических районах, недвижимость может дешеветь. Комфортность жизни в Испании в целом высокая, с хорошим климатом, развитой инфраструктурой и качественной медициной.
Италия, Португалия.
В некоторых регионах Италии, особенно в сельских и менее развитых районах, недвижимость может дешеветь. Комфортность жизни в Италии высокая, с богатой культурой, хорошей кухней и развитой инфраструктурой.
Причины снижения цен на недвижимость могут включать экономическую нестабильность, низкий спрос, изменения в законодательстве, демографические изменения и другие факторы. Комфортность жизни зависит от множества факторов, включая инфраструктуру, безопасность, климат, культуру и экономическую стабильность.
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)
В Турции недвижимость может дешеветь из-за экономической нестабильности и колебаний курса турецкой лиры. Комфортность жизни в Турции может варьироваться в зависимости от региона. В крупных городах, таких как Стамбул и Анкара, есть хорошая инфраструктура, но также могут быть проблемы с безопасностью и политической стабильностью.
Греция
Греция продолжает восстанавливаться после экономического кризиса, и цены на недвижимость могут оставаться низкими в некоторых регионах. Комфортность жизни в Греции высокая, особенно в туристических районах, где есть развитая инфраструктура и приятный климат.
Испания
В некоторых регионах Испании, особенно в сельских и менее популярных туристических районах, недвижимость может дешеветь. Комфортность жизни в Испании в целом высокая, с хорошим климатом, развитой инфраструктурой и качественной медициной.
Италия, Португалия.
В некоторых регионах Италии, особенно в сельских и менее развитых районах, недвижимость может дешеветь. Комфортность жизни в Италии высокая, с богатой культурой, хорошей кухней и развитой инфраструктурой.
Причины снижения цен на недвижимость могут включать экономическую нестабильность, низкий спрос, изменения в законодательстве, демографические изменения и другие факторы. Комфортность жизни зависит от множества факторов, включая инфраструктуру, безопасность, климат, культуру и экономическую стабильность.
07 Янв 2025 07:16 |
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+100 ₽ |
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Комментарии (1)
08 Янв 19:29 |
Спасибо за информацию.
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