پیش‌بینی کیتکو درباره قیمت این هفته طلا/احتمال کاهش بیشتر است

جهان‌سهم_ روز جمعه در پایان معاملات هفته در بازارهای جهان، متعاقب انتشار گزارش مثبت وضعیت بازار کار آمریکا در ماه ژوئن و همزمان با افزایش ارزش دلار در برابر ارزهای معتبر، بیش از 30 دلار از قیمت طلا کاسته شد و قیمت هر اونس از این فلز گرانبها به 1215 دلار رسید.

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