پیش‌بینی کیتکو درباره قیمت این هفته طلا

دیروز قیمت طلا همزمان با کاهش ارزش دلار و انتشار خبر افزایش تقاضای فیزیکی برای طلا در چین و هند به بالای 1400 دلار در هر اونس افزایش یافت. البته پیش‌بینی رشد قیمت‌ها سبب شده برخی سرمایه‌گذاران قیمت‌های کنونی را فرصت خرید تلقی کرده و وارد بازار شوند. در ادامه به نتایج نظرسنجی این هفته کیتکو از قیمت طلا اشاره می‌کنیم.

به گزارش پایگاه خبری بانکداری الکترونیک به نقل از جهان سهم اکثر شرکت‌کنندگان در نظرسنجی این هفته کیتکو پیش‌بینی کرده‌اند قیمت طلا در هفته جاری حداقل اندکی افزایش خواهد یافت. از 27 پاسخ دهنده به نظرسنجی، هفده نفر معادل 63.96 درصد معتقد بودند این هتفه قیمت فلز زرد رشد خواهد کرد. 4 نفر نظری مخالف گروه اول داشتند و شش نفر نیز پیش‌بینی کردند قیمت طلا تغییر زیادی نخواهد داشت.

گروه اول معتقد بودند پس از کاهش شدید قیمت طلا در هفته گذشته، بازار شاهد رشد نسبی قیمت‌ها خواهد بود زیرا کاهش اخیر بیش از حد سریع و بیش از حد زیاد بوده است. در نتیجه احتمال تصحیح قیمت‌ها کاملا وجود دارد. همچنین رقم کنونی سطح جدید حمایت محسوب می‌شود. رشد تقاضای فیزیکی برای طلا در چین و هند و خبرهای منفی از اقتصاد آمریکا و چین نیز به رشد قیمت‌ها کمک خواهند کرد.

البته در این گروه برخی معتقد بودند رشد قیمت‌ها موقت است و برخی آن را ادامه دار توصیف کردند.

اما گروه دوم یعنی کسانی که پیش‌بینی کردند قیمت‌ها کاهش خواهند یافت، به رشد ارزش دلار و عملکرد منفی قیمت طلا طی سال جاری به عنوان عوامل کاهش مجدد قیمت طلا اشاره کردند. از دید این گروه حتی در ماه‌های آینده نیز افزایش قابل‌ملاحظه قیمت طلا دور از انتظار است.

گروه سوم نیز نوسان شدید قیمت طلا را در هفته جاری پیش‌بینی کردند و معتقد بودند سرمایه‌گذاران منتظر نمایان شدن نشانه‌های جدید از وضعیت اقتصاد جهان خواهند بود در نتیجه فعلا تغییرات قیمت طلا جهت مشخص نخواهد داشت.

در زیر نمودار نتیجه نظرسنجی کیتکو نشان داده شده است:

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