قیمت ارز چالشی اساسی برای اقتصاد ایران است و در طول سالهای گذشته مشکلات زیادی را برای اقتصاد ایران بهوجود آورده. این مشکلات بهویژه از سال۹۷ تاکنون روزبهروز افزایش یافته و بهزعم سازمان برنامه و بودجه افزایش قیمت ارز خود به یک محرک برای افزایش تورم تبدیل شده است. از این منظر برآورد قیمت ارز در آینده برای بنگاههای اقتصادی ایران که بهطور مستقیم از نوسانهای قیمت ارز تأثیر میپذیرند، اهمیت ویژهای دارد؛ زیرا فروش و تولید این شرکتها بهطور مستقیم به نرخ ارز گره خورده است.
در طول ۲سال گذشته شرکتهای زیادی بهدلیل افزایش قیمت ارز و تورم ناشی از آن و همچنین افزایش هزینههای تولید ناشی از افزایش نرخ تامین مواداولیه قیمتهای فروش خود را افزایش دادهاند که خود به عاملی برای رشد قیمت محصولات تبدیل شده است.
در چنین وضعیتی آنچه در شرایط فعلی تعیینکننده نرخ ارز است، میزان ورودی ارز به کشور است که بهدلیل تحریمها کاهش یافته و تعادل عرضه و تقاضا را به هم زده است. کاهش میزان فروش نفت، بلوکه شدن منابع ارزی ایران در سایر کشورها، دشواری در فروش محصولات غیرنفتی و وجود موانع مختلف بر سر نقل و انتقالهای ارزی ازجمله موانعی بودهاند که به کاهش ورود ارز به کشور و رشد حبابگونه قیمت دلار منجر شدهاند و همه آنها در نتیجه تحریمها بهوقوع پیوسته است. براین اساس، یک مؤسسه مطالعاتی با درنظر گرفتن سناریوی رفع تحریمها با تداوم تحریمها قیمت ارز را در سال آینده پیشبینی کرده است. این پیشبینی نشان میدهد کاهش قیمت ارز وابستگی زیادی به رفع تنشهای سیاسی دارد.
کف و سقف دلار
شرکت سبد گردان نویرا براساس برآوردی که از گذشته قیمت ارز انجام داده به این نتیجه رسیده که حباب قیمت ارز در مهرماه امسال به بالاترین حد خود رسیده بود، اما اکنون با تغییر شرایط سیاسی براساس ۲سناریوی رفع تحریمها یا تداوم قیمتها میتواند تغییر کند.
مطابق این بررسی، کاهش عرضه ارز در بازار بهدلیل تحریمهای آمریکا و دسترسی نداشتن بانک مرکزی به منابع ارزی موجب شده قیمت ارز بازار آزاد از مقدار ذاتی خود فراتر رود. با نزدیک شدن نرخ بازار آزاد به ۳۲هزار تومان در مهر۹۹، حباب دلار نسبت به قیمت برابری قدرت خرید به بیش از ۹۰درصد رسید که همین موضوع به تشکیل حباب داراییها در اقتصاد ایران منجر شد.
این بررسی نشان میدهد درصورت دسترسی بانک مرکزی به منابع خود، احتمال افت نرخ ارز به سطوح زیر ۲۰هزار تومان وجود دارد. از آنجا که بانک مرکزی بهطور تاریخی تمایل به تعیین نرخ ارز در سطوح پایینتر از برابری قدرت خرید داشته است، بنابر این درصورت رفع تحریمها به تعادل رسیدن نرخ بازار آزاد در سطوح کمتر از ۲۰هزار تومان قابل انتظار خواهد بود.
با این حال درصورتی که توافقی انجام نشود یا یک توافق ناقص درخصوص بازگشت به برجام انجام شود، انتظارات تورمی با توجه به ناترازی در بودجه افزایش خواهد یافت و میتوان انتظار داشت که سطوح ۲۴هزار تومان، حداقل قیمت دلار در سال۱۴۰۰ باشد. بازگشت احتمالی آمریکا به برجام و رفع تحریمها میتواند باعث بازگشت آرامش به بازارها شود.
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محاسبه قیمت دلار با تفاوت تورم ایران و آمریکا
در این گزارش همچنین با دادههای ماهانه تورم ایران و آمریکا از فروردین۷۶ تاکنون و نرخ ماهانه ارز در بازار آزاد، قیمت دلار برای آبان۹۹ و همچنین سال۱۴۰۰ برآورد شده است. این محاسبات نشان میدهد با فرض ثابت بودن شرایط حاضر درصورتی که نرخ تورم در ایران در محدوده ۲۰درصد و در آمریکا در محدوده ۲درصد باشد، قیمت هر دلار آمریکا سال آینده به ۲۰هزارو۶۷۴تومان و درصورتی که نرخ تورم در ایران به ۳۰درصد برسد و نرخ تورم در آمریکا در محدوده ۲درصد ثابت بماند، قیمت دلار به ۲۲هزارو۳۹۷تومان خواهد رسید.
همچنین نتایج این محاسبات براساس سناریوی سوم نشان میدهد چنانچه نرخ تورم ایران در سال آینده ۴۰درصد و در آمریکا ۲درصد باشد، قیمت هر دلار آمریکا دستکم به ۲۴هزارو۱۲۰تومان خواهد رسید.
نتایج یک پیشبینی آیندهنگر از قیمت ارز نشان میدهد درصورت رفع تحریمها و حل تنشهای سیاسی، پتانسیل کاهش قیمت دلار به زیر ۲۰هزار تومان وجود دارد، اما درصورتی که این اتفاق رخ ندهد، کف قیمت دلار برای سال آینده ۲۴هزار تومان خواهد بود
گشایش در منابع بانک مرکزی
رئیسکل بانک مرکزی با بیان اینکه امیدوارم بهتدریج شاهد آرامش بیشتر در بازارها باشیم از انجام گشایشهایی درخصوص برخی منابع بانک مرکزی خبر داد، اما توضیح نداد این گشایشها در منابع بانک مرکزی شامل چه منابعی و در کدام بخشهاست.
عبدالناصر همتی در یادداشتی در صفحه شخصی خود در اینستاگرام با عنوان «آنچه گذشت» نوشت: از ۱۵مرداد۹۷ که تحریمها و فشار حداکثری آغاز شد، تا ۱۵آبان که تحریم بانک مرکزی و بانکهای کشور را شامل شد، بیسابقهترین تحریم غیرقانونی وضع شده علیه اقتصاد ایران بود؛ تا حدی که هیچیک از بخشهای اقتصاد و تجارت خارجی ایران نبود که مشمول تحریمها واقع نشده باشد.
رئیسکل بانک مرکزی ایران ادامه داد: در سال۹۸ و سال۹۹ (تاکنون) درآمد ناشی از صادرات نفت ایران جمعا کمتر از ۲۰میلیارد دلار و دسترسی بانک مرکزی به آن نیز بسیار کمتر بود. درآمدهای ارزی سالانه ناشی از صدور نفت، در سالهای قبل، همراه با دسترسی به آن، سالانه بیش از ۴۰میلیارد دلار بوده است. او تأکید کرد: با فروکش کردن انتظارات و هیجانات سیاسی و رشد صادرات نفت و فرآوردههای آن در ماههای اخیر از یک طرف و گشایشهای آغاز شده درخصوص برخی منابع بانک مرکزی، امیدوارم بهتدریج شاهد آرامش بیشتر در بازارها، ثبات قیمتها و کاهش تورم باشیم.
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