پیش‌بینی جدید تغییرات ارزهای معتبر

موسسه رتبه سنجی مودیز ابتدای ماه گذشته میلادی رتبه اعتباری فرانسه را کاهش داد و روز جمعه رتبه اعتباری دو صندوق نجات مالی منطقه یورو یعنی صندوق‌های ESM و EFSF را کاهش داد. با توجه به تحولات روزهای اخیر، حال تعداد بیشتری از تحلیلگران و کارشناسان معتقدند وضعیت مالی و اقتصادی منطقه یورو در ماه‌های آینده برتر خواهد شد.

به گزارش پایگاه خبری بانکداری الکترونیک به نقل از جهان سهم کاهش رتبه اعتباری به دلیل همبستگی بالای ریسک اعتباری این صندوق‌ها و تامین‌کنندگان مالی آنها صورت گرفته است. این دو صندوق چند ماه پیش برای کمک به کشورهای بدهکار عضو منطقه یورو تاسیس شدند و موجودی آنها بیش از 500 میلیارد یورو است. موسسه مودیز ماه پیش رتبه اعتباری فرانسه را از حالت ممتاز یک پله کاهش داد و دلیل این اقدام را مبهم شدن وضعیت مالی و اقتصادی این کشور اعلام کرد. فرانسه پس از آلمان بزرگ‌ترین اقتصاد منطقه یورو است و طی هفته‌های اخیر وضعیت شاخص‌های اقتصادی در هر دو کشور نگران کننده شده است.

از اواسط سال 2011 رهبران منطقه یورو به این نتیجه رسیدند که برای سامان یافتن وضعیت مالی و اقتصادی این منطقه تنها یک راه وجود دارد و آن اجرای سیاست‌های ریاضت اقتصادی است. اما طی ماه‌های اخیر نه تنها بحران مالی مهار نشده بلکه شدت یافته و اقتصاد منطقه یورو در سه ماهه سوم امسال بار دیگر دچار رکود شد. پیش‌بینی ها حاکیست رکود در سال 2013 ادامه خواهد یافت. نرخ بیکاری در ماه‌های اخیر پی در پی افزایش یافته و اکنون 11.7 درصد است.

سازمان توسعه و همکاری اقتصادی و اقتصاددان‌های مستقل پیش‌بینی کرده‌اند رکود اقتصاد منطقه یورو تا پایان سال 2013 ادامه خواهد یافت و این به معنای افزایش نرخ بیکاری و کاهش توان مصرف شهروندان است. در صورت تحقق این پیش‌بینی ارزش یورو نیز بیش از پیش کاهش خواهد یافت. هفته پیش توافق وام دهندگان بین‌المللی بر سر اعطاء کمک مالی به یونان و نگه داشتن این کشور در منطقه یورو بزرگ‌ترین تهدید کوتاه مدت برای این منطقه را از میان برد. بانک مرکزی اروپا نیز بار دیگر تاکید کرده هر اقدامی برای حمایت از یورو انجام خواهد داد. خوزه مانوئل باروسو، رییس کمیسیون اروپا نیز از برنامه جدید برای نزدیک شدن به تشکیل اتحادیه اقتصادی، مالی و بانکی سخن گفته است.

اما آنچه در هفته‌های اخیر انجام شده است در بلند مدت موثر خواهد بود در نتیجه احتمال آنکه وضعیت منطقه یورو سال آینده بهتر شود بسیار کم است. اگر به هر دلیل اوضاع بدتر شود ممکن است رکود اقتصادی منطقه یورو تا سال 2014 ادامه یابد.

با توجه به شرایط کنونی نمی‌توان انتظار داشت ارزش یورو در برابر دلار و دیگر ارزهای رشدی پایا داشته باشد. در زیر جدول جدید تغییرات ارزهای معتبر طی هفته و ماه جاری و سه ماه آینده نشان داده شده است:

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