در چهار سال گذشته در اقتصاد ایران شاهد دو قله تورمی بودهایم. بررسیها نشان میدهد پس از هر فراز و فرود شاخص تورم سالانه، سپس نرخ تورم در کانالهای بالاتری قرار گرفته است.
پیشبینی روند تورم اقتصاد ایران
بانک مرکزی که از مهر سال ۹۷ انتشار آمار تورم را متوقف کرده بود، بالاخره سکوت خود را شکست. بنا به دادههای بانک مرکزی نرخ تورم نقطه به نقطه در بهمن سال جاری برای مناطق شهری کشور ۵۴.۶ درصد به ثبت رسیده است.
به بیان سادهتر، هزینهای که یک خانوار ایرانی برای تهیه سبد مشخصی از کالا و خدمات در بهمن امسال متحمل شده نسبت هزینه تهیه همین سبد در بهمن سال گذشته نزدیک به ۵۵ درصد افزایش یافته است. این در حالیست که برآورد مرکز آمار از تورم نقطهای مناطق شهری حدود ۵۲ درصد بوده است.
بر خلاف شاخص نقطه به نقطه، در مورد تورم سالانه شاهد آن هستیم که تورم اعلامی توسط بانک مرکزی از تورم مرکز آمار پایینتر است. بر اساس دادههای مرکز آمار ایران تورم سالانه مناطق شهری کشور در بهمن امسال حدود ۴۷ درصد بوده، در حالی که برآورد بانک مرکزی بالغ بر ۳ درصد پایینتر است.
بررسیها نشان میدهد روند تورم سالانه اعلامی این دو نهاد در چهار سال گذشته همواره همسو و همجهت بوده، به غیر از نیمه نخست ۱۴۰۱ که این همگرایی به هم خورده است. روند تورم سالانه بانک مرکزی و مرکز آمار در چهار سال گذشته حاوی نکات مهمی درباره اقتصاد ایران بوده که در این گزارش به آنها پرداخته شده است.
برداشت اول؛تورم بانک مرکزی پایینتر از مرکز آمار
بانک مرکزی تورم سالانه برای مناطق شهری کشور در بهمن امسال ۴۳.۶ درصد برآورد کرده است. به بیان دیگر میانگین شاخص قیمتها در دوازده ماه منتهی به بهمن سال جاری نسبت به میانگین قیمت در دوازده ماه منتهی به بهمن سال گذشته بالغ بر ۴۳ درصد افزایش یافته است. بررسی روند تورم سالانه در کشور نشان میدهد که این شاخص در نیمه دوم سال گذشته روندی نزولی داشته است. این روند برای بانک مرکزی و مرکز آمار تا اردیبهشت امسال نیز ادامهدار بود.
در اردیبهشت سال جاری بود که دولت با اجرای یک سیاست اصلاحی دست به حذف ارز ۴۲۰۰ زد. این جراحی اقتصادی دولت موجب شد تا قیمت کالا و خدمات بویژه بهای خوراکیها به شدت بالا برود. بر همین اساس از اردیبهشت تورم سالانه مرکز آمار روندی صعودی را آغاز کرد و از ۳۸ درصد به حدود ۴۷ درصد بهمن امسال رسیده است.
این در حالیست که روند نزولی تورم بانک مرکزی تا شهریور نیز ادامه یافت و روند صعودی این شاخص از مهر ماه آغاز شد. به بیان دیگر این نخستینباری است که جهت تورم این دو نهاد چندین ماه با هم اختلاف دارد و تورم بانک مرکزی حدود پنج ماه بعد از تورم مرکز آمار، صعودی شده است.
همچنین بررسیها نشان میدهد از ابتدای سال ۹۷ تا قبل از جراحی اقتصادی دولت در سال جاری، تورم سالانه بانک مرکزی بالاتر از تورم سالانه مرکز آمار بوده است. بویژه در میانه سال گذشته بود که این اختلاف تشدید شد؛ تا جایی که تورم بانک مرکزی به بالای ۵۹ درصد هم رسید، در حالی که تورم مرکز آمار در حدود ۴۵ درصد قرار داشت. با توجه به اینکه بانک مرکزی آمار دقیقی از تغییرات شاخص قیمت منتشر نکرده، نمیتوان گفت که به چه علت تورم اعلامی این نهاد به این اندازه بالاتر از تورم مرکز آمار است.
با این حال، میتوان بیان کرد که علت اینکه تورم بانک مرکزی در سال جاری دیرتر روند صعودی را آغاز کرده، تخمین بالای تورم در سال گذشته توسط این نهاد بوده است. به بیان دیگر به دلیل اینکه تورم را بانک مرکزی در سال گذشته بسیار بالا برآورد کرده، در سال جاری نرخ تورمش پایینتر از مرکز آمار آمده است.
برداشت دوم؛ قله تورمی در راه است؟
تورم چه از منظر مرکز آمار و چه از منظر بانک مرکزی در ابتدای سال ۹۷ تکرقمی بوده است. پس از خروج آمریکا از برجام در آغاز سال ۹۷، بسیاری از شاخصهای اقتصادی رو به وخامت گذاشت و به طبع تورم نیز از این قاعده مستثنی نبود. این روند تا میانه تابستان ۹۸ ادامه یافت و تورم سالانه در حدود یکسال از زیر ۱۰ درصد به مرز ۵۰ درصد رسید. از تابستان ۹۸ تورم سالانه روندی نزولی را در پیش گرفت و این روند تا میانه سال ۹۹ ادامه یافت.
اما بار دیگر از پاییز سال ۹۹ شاهد آن بودیم که تورم سالانه اعلامی مرکز آمار و بانک مرکزی روند صعودی به خود گرفت و تا میانه سال ۱۴۰۰ هم ادامه یافت و همانگونه که گفته شد، از پاییز سال گذشته بار دیگر روند نزولی را آغاز کرد و تا ابتدای امسال نیز ادامهدار بود.
به طور کلی میتوان گفت که تورم سالانه در چهار سال گذشته دو فراز و فرود یا به عبارتی دو قله را تجربه کرده است. به بیان دیگر بعد از هر روند نزولی که تورم سالانه طی کرده و به کف رسیده، بلافاصله با طی کردن یک روند صعودی به قله رسیده است. این اتفاق دو بار تکرار شده است.
تورم سالانه، پس از قله سال گذشته، رو به کاهش نهاد اما روندها گویای آن است که تورم مرکز آمار از تابستان و تورم بانک مرکزی از پاییز روندی صعودی به خود گرفته و با توجه به روندی که این شاخص در چند سال گذشته طی کرده، پیشبینی میشود طی چند ماه آتی شاهد ثبت قلهای دیگر در شاخص تورم سالانه باشیم.
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برداشت سوم؛ انتقال تورم به کانال های بالاتر
در اولین فراز و فرود تورمی که در چند سال گذشته تجربه شد، قله تورمی که به ثبت رسید زیر ۵۰ درصد بود. بررسیها نشان میدهد در قله تورمی دومی که در سال گذشته تجربه شد، هم تورم مرکز آمار و هم تورم بانک مرکزی به نسبت نرخ تورم در قله اول به شکل قابل توجهی افزایش یافته بود.
همچنین وقتی تورم در بار اول روند نزولی داشت و در کف قرار گرفت و حتی به زیر ۳۰ درصد هم رسید، اما در بار دوم که روند نزولی را تجربه کرد در پایینترین حالت به محدوده ۴۰ درصد رسید. به بیان سادهتر، هر بار که در چند سال گذشته شاهد فراز و فرود تورم بودهایم، مشاهده شده که قله تورمیِ به ثبت رسیده بالاتر از قله قبلی و کف تورمی برآوردشده نیز بالاتر از کف تجربهشده قبلی بوده است. به طور کلی میتوان گفت که تورم در اقتصاد ایران بعد از هر شوک به کانالهای بالاتر میرود.
پیشبینی میشود با توجه با روند صعودی کنونی و شوکهای ارزی که در چند ماه اخیر رخ داده، اگر بنا باشد روند چند سال گذشته تکرار شود، قله تورمی بعدی که در اقتصاد کشور تجربه خواهد شد بالاتر از کانالهای قبلی خواهد بود.
نقدینگی به عنوان یکی از اصلیترین عوامل رشد تورم در اقتصاد کلان شناخته میشود. بررسیها نشان میدهد رشد سالانه نقدینگی در اقتصاد ایران از کانال بین ۲۰ تا ۳۰ درصد در سالیان گذشته به کانال ۳۰ تا ۴۰ درصد در چند سال گذشته رسیده است. از علل انتقال تورم به کانالهای بالاتر، همین تغییر محدوده رشد نقدیگی در اقتصاد کشور است. همچنین، منفیتر شدن انتظارات از اقتصاد ایران و وخامت چشماندازها نیز از جمله دلایل این اتفاق است.
اساسا اقتصاد کلان خود را با شرایط تورمی و پولی جدید تطابق میدهد. به بیان دیگر چنانچه تورم و رشد نقدینگی در همین محدوده فعلی بماند و به آن خو بگیرد، بازیگران اقتصادی فعالیت خود را با توجه به همین شرایط برنامهریزی کرده و دیگر خروج از این شرایط تورمی دشوار خواهد بود.
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