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مقالات
خانه / بازار طلا و ارز / نمایش خبر
کد خبر: ۴۱۲۶۸ - ۲۴ فروردین ۱۳۹۲ - ساعت ۱۴:۳۱
بررسی دلایل سقوط ۷۲ دلاری قیمت طلا در یک روز/کاهش هر انس طلا به ۱۴۷۸ دلار

بررسی دلایل سقوط 72 دلاری قیمت طلا در یک روز/کاهش هر انس طلا به  1478 دلار
روز جمعه قیمت طلا با حدود ۴ درصد معادل ۷۴ دلار کاهش به هر اونس ۱۴۹۰ دلار رسید. و یک روز بعد در روز شنبه( امروز) این قیمت به ۱۴۷۸ دلار در هر انس کاهش یافته است.تحلیلگران معتقدند مجموعه‌ای از عوامل سبب شده قیمت طلا به شدت کاهش یابد.

به گزارش پایگاه خبری بانکداری الکترونیک در نظرسنجی این هفته کیتکو درباره قیمت طلا در هفته جاری، نتایج جالب توجهی حاصل شده که در ادامه ضمن اشاره به آنها، دلایل سقوط قیمت طلا را بررسی می‌کنیم.

در نظرسنجی این هفته کیتکو از 21 تحلیلگر تکنیکال، معامله گر آتی و تحلیلگر بانک‌های سرمایه‌گذاری 10 نفر پیش‌بینی کردند قیمت طلا این هفته افزایش خواهد یافت. درست همین تعداد نظری مخالف گروه نخست داشتند و یک نفر پیش‌بینی کرد تغییر خاصی در قیمت فلز زرد مشاهده نخواهد شد.

همچون هفته‌های اخیر گروهی که رشد قیمت‌ها را پیش‌بینی کردند معتقدند سیاست‌های انبساطی بانک‌های مرکزی، ایجاد شدن فرصت خرید با توجه کاهش شدید قیمت‌ها و تداوم خرید طلا از سوی بانک‌های مرکزی بویژه در آسیا سبب خواهد شد قیمت‌ها افزایش یابند. همچنین سقوط قیمت طلا در روز گذشته برای یک روز بیش از حد زیاد و بیش از حد سریع اتفاق افتاده است در نتیجه در هفته جاری قیمت‌ها تصحیح خواهند شد اما میزان رشد خیلی زیاد نخواهد بود.

گروه دوم معتقدند رشد شاخص‌های مالی در ماه‌های اخیر در اکثر بازارهای بزرگ جهان سبب شده نقتدینگی‌ها از بازار طلا به سمت بازارهای مالی حرکت کنند. عملکرد ضعیف طلا در ماه‌های اخیر نیز از جذابیت آن کاسته است و بهبود نسبی اوضاع اقتصاد جهان تقاضا برای طلا به عنوان حوزه امن برای سرمایه‌گذاری را کاهش داده است. همچنین احتمال دارد بانک مرکزی آمریکا سیاست‌های انبساطی خود را طی ماه‌های آینده کمتر یا متوقف کند که در این حالت ارزش دلار افزایش و قیمت انواع مواد خام از جمله طلا کاهش خواهد یافت.

اما تحلیلگران معتقدند مجموعه‌ای از عوامل سبب شده قیمت طلا به شدت کاهش یابد. رشد ارزش دلار در برابر یورو و دیگر ارزهای معتبر، احتمال فروش معادل 400 میلیون یورو طلا از سوی دولت قبرس برای تامین بخشی از کمک مالی بین‌المللی، فروش طلا از سوی صندوق‌های بزرگ سرمایه‌گذاری، کاهش رقم پیش‌بینی قیمت طلا در سال جاری از سوی بانک‌های بزرگ سرمایه‌گذاری از جمله بانک گلدمن ساکس و افزایش احتمال کاهش یا توقف برنامه‌های انبساطی بانک مرکزی آمریکا طی ماه‌های آینده عواملی هستند که به سقوط قیمت طلا منجر شده اند.

در زیر نمودار نتایج نظرسنجی کیتکو درباره قیمت طلا در هفته جاری نشان داده شده است:

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