تورم بالا مهمترین مسئله اقتصادی کشور در سالهای اخیر بوده است. مهمترین، از آن جهت که به طور مستقیم معیشت میلیونها خانوار ایرانی را تحت تأثیر قرار میدهد. کاهش تورم و در نتیجه آن کاهش فشار اقتصادی بر خانوارها، به ویژه در دهکهای پایین درآمدی از انتظارات اصلی مردم از دولتمردان است. در این راستا، در سال جدید این سوال مطرح میشود که آیا چشمانداز روشنی برای کاهش تورم وجود دارد؟
نگاهی به تورم در سه سال گذشته
در سه سال اخیر تورم روند افزایشی قابل توجهی را تجربه کرده است. این درحالی است که تورم در سال ۱۳۹۶ تقریباً در محدوده ۱۰ درصد به عدد ایدهآل تک رقمی ۹ درصد نیز رسید. اما، در سال۱۳۹۷ به طور قابل توجهی افزایش یافت. هرچند در سال ۱۳۹۸ روند نزولی را نیز تجربه کرد اما دوباره راه صعود را در پیش گرفت.
طبق آمار شاخص قیمت مصرف کننده در سال ۱۳۹۹ نیز همچون سالهای گذشته روند افزایشی داشت و در آبان به ۳۷.۱۵ رشد داشت. این رشد باعث شد تا تورم نقطه به نقطه در آبان به ۴۶.۴ درصد و نرخ تورم متوسط سالیانه به ۲۹ درصد برسد.
همچنین، بر اساس آخرین آمار اعلام شده نرخ تورم سالانه بهمن ماه ١٣٩٩ خانوارهای کشور ۳۴.۲ درصد رسیده که نسبت به همین اطلاع در ماه قبل، ۲ واحد درصد افزایش را نشان میدهد.
نرخ تورم نقطهای در بهمن ماه ١٣٩٩ نیز به عدد ۴۸.۲ درصد رسیده است. نرخ تورم نقطهای بهمن ماه ١٣٩٩ در مقایسه با دی ماه ۲ واحد درصد افزایش یافت. نرخ تورم نقطهای گروه عمده «خوراکیها، آشامیدنیها و دخانیات» با افزایش ۶.۹ واحد درصدی به ٦٦.٨ درصد و گروه «کالاهای غیر خوراکی و خدمات» با کاهش ٠.٢ واحد درصدی به ٣٩.٧ درصد رسیده است.
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)
چشمانداز تورم در سال ۱۴۰۰
معمولاً در افزایش تورم به دلایلی همچون افزایش انتظارات تورمی، افزایش نرخ ارز، سیاست پولی و سیاست مالی اشاره میکنند. نکته قابل توجه این است که این عوامل به شدت به یکدیگر مرتبط بوده و بر همدیگر تأثیر میگذارند. همه آنها نیز متأثر از رویکردها و تصمیمگیریهای کلان سیاسی هستند.
بر کسی پوشیده نیست که در سه سال گذشته دولت سختترین شرایط را از نظر اقتصادی پشتسر گذاشت. به ویژه سال ۱۳۹۹ که جنگ اقتصادی به اوج خود و درآمدهای نفتی تقریباً به صفر رسید اداره کشور بدون نفت چالشهای عدیدهای را پیش پای دولت قرار داد. در نتیجه این جنگ اقتصادی و سیاست فشار حداکثری آمریکا بر علیه ایران دو اتفاق مهم رخ داد که آثار آن در بالا رفتن نرخ تورم خود را نشان داد. یکی اینکه انتظارات تورمی، به ویژه با پیش بینی انتخاب دوباره «دونالد ترامپ» در انتخابات ریاست جمهوری آمریکا به شدت افزایش یافت. بر این اساس این تصور ایجاد شد که کمترین پیامد انتخاب مجدد کسی که یک جنگ اقتصادی علیه ایران راه انداخته تورم افسارگسیخته در سه ماه آخر سال ۱۳۹۹ و همچنین در سال ۱۴۰۰ خواهد بود.
بر اساس همین پیش بینیها قیمت دلار در بازار آزاد نیز به شدت روند افزایشی به خود گرفت. به عبارت دیگر هم افزایش انتظارات تورمی و هم افزایش نرخ دلار آزاد تورم بیش از ۳۴ درصد را در ایران رقم زد.
اکنون که نه تنها پیش بینیها اشتباه از آب درآمده بلکه با تکیه زدن «جو بایدن»، به کرسی ریاست جمهوری آمریکا امکان بازگشت این کشور به برجام و متعاقب آن رفع تحریمها به شدت تقویت شده میتوان نتیجه گرفت که در سال ۱۴۰۰چشم انداز تورمی بهتری برای کشور وجود دارد.
بنابراین، درصورتی که روند سیاست خارجی به احیای برجام و برداشته شدن تحریمها منتهی شود و موضوع FATF هم به نتیجه برسد بدون شک هم قیمت ارز خواهد شکست و هم انتظارات تورمی به شدت کاهش خواهد یافت.
بدین ترتیب اثر منفی دو عامل اصلی افزایش تورم در سال جدید از میان خواهد رفت و روند به نفع کاهش آن تغییر خواهد کرد. اگر چنین اتفاقی رخ دهد در مورد دو عامل سیاست های پولی و سیاستهای مالی نگرانی زیادی وجود ندارد. زیرا در همین دولت تدبیر و امید نشان داده شده که اگر موانع خارجی برداشته شود نه تنها کنترل تورم مشکل نخواهد بود بلکه بازگشت به تورم تک رقمی نیز میسر است.
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