پیش‌بینی تغییرات ارزهای معتبر در میان مدت

روز جمعه در پایان معاملات هفته در بازارهای جهان ارزش یورو در برابر دلار 0.7 درصد افزایش یافت زیرا نه تنها از آلمان، بزرگترین اقتصاد منطقه یورو خبرهای مثبت منتشر شد بلکه بهبود شرایط در بخش تولید کارخانه‌ای آمریکا و چین بر ریسک پذیری سرمایه‌گذاران افزود و تقاضا برای دلار را کاهش داد. اما دیدگاه تحلیلگران در باره ارزش یورو در میان مدت چندان مثبت نیست.

به گزارش پایگاه خبری بانکداری الکترونیک به نقل از جهان سهم واقعیت این است که اقتصاد منطقه یورو در سه ماهه سوم امسال وارد رکود شده است و بخش‌های خدمات و تولید کارخانه‌ای این منطقه در وضعیت بسیار بحرانی بسر می‌برد. همچنین رهبران اتحادیه اروپا در نشست اخیر خود نتوانستند بر سر بودجه سال‌های 2014 تا 202 به نتیجه برسند.

وزرای دارایی منطقه یورو روز گذشته در یک کنفرانس تلفنی تلاش کردند زمینه‌ها را برای برگزاری موفقت آمیز نشست فردا فراهم کنند. فردا گروه یورو و نهادهای وام دهنده به یونان در سومین نشست خود باید در باره اعطاء کمک مالی به یونان تصمیم بگیرند و تحلیلگران معتقدند با توجه به اقدامات موثر دولت یونان در هفته‌های اخیر و نیز نبود زمان، فردا در نشست گروه یورو با اعطاء کمک مالی به یونان موافقت خواهد شد.

اگر فردا با پرداخت بخش بعدی کمک مالی به یونان موافقت نشود دولت این کشور با خطر ورشکستگی مواجه می‌شود. در حال حاضر بزرگترین مانع بر سر اعطاء کمک مالی به یونان، برنامه کاهش نرخ بهره وام است. اگر نرخ‌های بهره کاهش داده شود وام دهندگان از پرداخت وام زیان خواهند دید. صندوق بین‌المللی پول از وام دهندگان خواسته است بخشی از بدهی یونان را ببخشند اما آلمان با این درخواست مخالفت کرده است.

اگر سرسختی صندوق بین‌المللی پول و آلمان از میان برود زمینه برای انتخاب یک گزینه و حل بحران یونان فراهم خواهد شد. در این حالت بخش بعدی کمک‌های مالی به ارزش حدود 44 میلیارد یورو به یونان داده خواهد شد و این امر می‌تواند ارزش یورو در برابر دلار را تا 1.31 بالا ببرد. هر چه میزان کمک بالاتر باشد ارزش یورو بیشتر افزایش خواهد یافت. اما اگر میزان کمک کمتر از رقم یاد شده باشد بازارهای دچار ناامیدی خواهند شد.

در زیر جدول پیش‌بینی جدید تغییرات ارزهای معتبر در هفته جاری، ماه و فصل کنونی نشان داده شده است:

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