نظرسنجی هفتگی کیتکو از قیمت طلا

قیمت طلا طی هفته‌های اخیر نوسانی قابل ملاحظه داشته و روز گذشته در پایان معاملات هفته در بازارهای جهان هر اونس آن به 1704 دلار رسید. این هفته روز چهارشنبه نشست کمیته فدرال بازار آزاد بانک مرکزی آمریکا برگزار می‌شود و بسیاری از تحلیلگران معتقدند در این نشست سیاست‌های جدید انبساطی اعلام خواهد شد که می‌تواند به رشد قیمت طلا منجر شود.

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