علیاصغر سمیعی در یادداشتی درباره اینکه چرا دلار کمتر از ۲۰ هزار تومان کاهش نیافت، عنوان کرد: دلیل بالا رفتن قیمتها معلوم است. وقتی نرخ تورم در کشور ما با کشورهای حوزه دلار تفاوت دارد، وقتی نرخ بهره ما با آنها متفاوت است، و نرخ توسعه در کشور ما منفی گزارش میشود، وقتی نرخ بیکاری در کشور ما بالای ۱۵ درصد است و گفته میشود همچنین بیکاری رو به گسترش است، خوب ، طبیعی است که قیمت ارز هم رو به افزایش باشد.
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)
وی افزود: به چه دلیلی باید قیمت پایین بیاید؟ ممکن است گفته شود به دلیل اینکه مسوولان اقتصادی کشور اینطور وعده دادهاند و فرمودهاند: «نرخ ارز را پایین میآوریم.»
رییس اسبق کانون صرافان عنوان کرد: نرخ دلار در اثر بیتفاوتی و اهمال ما بیش از حدی که قرار بوده، بالا رفته و حباب گرفته، حالا ما از خواب بیدار شدهایم و به میدان آمدهایم تا حباب را تخلیه و قیمتها را کاهش دهیم.
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