دلار چه قیمتی دارد؟ آیا 1900 تومان فعلی قیمت واقعی این ارز بین المللی است و یا با توجه به که بحث های اقتصادی، سیاسی و اجتماعی که بین مسافران مترو، تاکسی و اتوبوس رد و بدل می شود مبنا را دلار 3000 هزار تومان به بالا را واقعی بدانیم؟
برای محاسبه نرخ برابری ارزها روش های مختلفی وجود دارد، مبنای کالایی که بر اساس نرخ تورم کشورها محاسبه می شود، قدرت برابری خرید که در این روش میزان پول به کار گرفته شده برای یک سبد ثابت کالایی در چند کشور مورد مقایسه قرار گرفته و نرخ تبدل محاسبه می شود، روش دیگر بر مبنای تراز پرداخت ها است که مابع التفاوت میزان ارز وارد شده و خارج شده به کشور را مبنا قرار داده و با حجم نقدینگی مقایسه می کند.
همه این روشها مبنای علمی داشته و قابل اثبات هستند ولی انچه در بازار ارز شکل می گیرد ورای این ارقام است، بازار ارز در مبنای عرضه و تقاضا مانند هر کالای دیگری به تعیین نرخ می پردازد، این نرخ البته قابل دستکاری است اگر در طرف عرضه و یا تقاضا انحصارگری وجود داشته باشد.
در اقتصاد ایران هم با توجه به سهم بالای دولت از اقتصاد در عمل طرف عرضه و تقاضا در انحصار دولت است، سهم صادرات غیر نفتی را اگر تصور کنیم همه توسط بخش غیر دولتی صورت می گیرد در نقطه اوج خود در سال 90 معادل 30 میلیارد دلار بوده و صادرات نفتی معادل 113 میلیارد دلار، بر این اساس سهم بخش غیر دولتی در طرف عرضه این بازار زیر 20 درصد خواهد بود، آنهم عرضه ای که با ضوابط بانکی به طور کامل در اختیار بانک مرکزی است.
بنابراین با هر روشی که محاسبه ارز را بخواهیم بر مبنای علمی انجام دهمی در نهایت آنچه قیمت ارز را تعیین می کند توقع و توان بانک مرکزی و دولت خواهد بود، رئیس کل بانک مرکزی چندی پیش در زمانی که به نظر می رسید دلار سیر نزولی پیدا کرده در مصاحبه ای گفت مگر در پنج سال پیش قیمت کالاها پایین آمده که انتظار دلار 1000 تومان را داشته باشیم، این نوع نگرش تعیین قیمت بر مبنای تورم را نشان می دهد، اگر بخواهیم بر این اساس قیمت را محاسبه کنیم با در نظر گرفته سالهای پایه متفاوت می توانیم قیمت هایی متفاوتی برای دلار محاسبه کنیم.
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)
در این زمینه خبرگزاری فارس به نقل از میثم دهقان در مقاله ای نوشت: «یکی از روش های محاسبه نرخ ارز حقیقی، تعدیل نرخ ارز اسمی بر اساس مابه التفاوت تورم داخلی و خارجی است. در این استدلال انتخاب سال مبنا از اهمیت راهبردی برخوردار است. بهترین زمان برای تعیین سال مبنا، سالی است که عرضه و تقاضای ارز بدون دخالت دلارهای نفتی تعیین شده باشد. بنابراین با انتخاب سال 1340 و با فرض محاسبه مابه تفاوت تورم داخل ایران با آمریکا طی 50 سال گذشته، نرخ حقیقی دلار در سال جاری حدود 820 تومان برآورد می شود.همواره وضعیت نرخ حقیقی ارز از مسائل مناقشه بر انگیز طی سالیان اخیر در بین برنامه ریزان و صاحب نظران اقتصادی بوده است. یکی از روش های محاسبه نرخ ارز حقیقی، تعدیل نرخ ارز اسمی بر اساس مابه التفاوت تورم داخلی و خارجی است. در این استدلال انتخاب سال مبنا از اهمیت راهبردی برخوردار است و انتخاب سال های مبنای متفاوت نتایج بسیار متفاوتی را به دنبال دارد. به عنوان مثال سطح عمومی قیمت ها در ایران از سال 1340 تا ابتدای سال 1390 در یک دوره 50 ساله، 780 برابر شده است و سطح قیمت ها در کشور آمریکا با ارز خارجی دلار، 42.7 برابر شده است. بنابراین نسبت قیمتهای آمریکا به ایران طی دوره مورد نظر 105 برابر کاهش داشته است. چنانچه سال 40 را ،که در آن نرخ ارز اسمی معادل76 ریال بوده، به عنوان سال مبنا انتخاب کنیم، یک محاسبه ساده نشان می دهد که میزان نرخ ارز اسمی در سال 90 که نرخ ارز حقیقی در این سال را معادل سال مبنا قرار می دهد معادل 8190 ریال خواهد بود. به عبارت دیگر با لحاظ سال 40 به عنوان سال مبنا، قیمت 8190 ریالی ارز در سال 90، اثرات تورم در دو کشور را زدوده و نرخ ارز حقیقی را ثابت نگاه می دارد.»
حال اگر به همین روش بر مبنای، مابه التفاوت نرخ جهانی تورم با تورم داخلی بخواهیم نرخ دلار را با پایه قرار دادن سال 80 که ارز در کشور تک نرخی شده، بخواهیم نرخ برابری ریال و دلار را محاسبه کنیم، به قیمتی معادل 2884 تومان می رسیم. از سوی دیگر اگر بخواهیم مبنا را براساس قدرت برابری خیردی محاسبه کنیم نرخ دلار در سال جاری میلادی بر اساس محاسبه صندوق بین المللی پول معادل 632 تومان خواهد بود.
این ارقام در حالی محاسبه می شود که آنچه واقعا در بازار قابل دسترسی است ارقام دیگری است، در سه ماهه نخست سال جاری قیمت هر دلار به طور متوسط به رقمی معادل 1759 تومان رسیده و نرخ رسمی بین بانکی معادل 1226 تومان است.
همانطور که اشاره شد این تفاوت قیمتها بر اساس مدیریت ارزی بانک مرکزی و نحوه عرضه و مدیریت تقاضای ارز توسط دولت ایجاد می شود و البته همیه این نرخ ها گویای رانت بخش هایی است که می توانند از این نحوه مدیریت دولت سود ببرند.
فاصله بین 2884 تا 1754 تومان در واقع تلاش دولت برای حمایت از مصرف کنندگان ایرانی ایجاد شده است و البته مابه التفاوت بین 632 تومان تا 1226 تومان رانت دولت از محل انحصار درآمدهای نفتی و مدیریت بازار ارز است.
مابه التفاوت بین 1226 تومان تا 1759 تومان هم رانتی است که دولت در اختیار وارد کنندگان قرار می گیرد به عنوان حمایت از صادرات ولی زیان آن در واقع از جیب مصرف کننده پرداخت می شود.
حال شما باید تصمیم بگیرید کدام نرخ را ترجیح می دهید ولی آنچه بازار به شما دیکته می کند با آنچه می خواهید حتما یکی نخواهد بود.
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