شاخص قیمت مصرفکننده در سال 1399 مجدداً روند فزاینده را آغاز کرده است. نرخ تورم نقطه به نقطه در سال 1399 پیوسته روند صعودی داشته است. همچنین نرخ تورم ماهیانه در مهرماه با 7 درصد بالاترین نرخ تورم ماهیانه طی سالیان گذشته را به ثبت رسانده و حتی این نرخ بسیار فزاینده، باعث نشده تا در آبان ماه شاهد کاهش شدید نرخ تورم باشیم و نرخ تورم ماهیانه در آبان ماه نیز بالغ بر 5.2 درصد بوده است.
نمودار رشد فصلی شاخص قیمت مصرفکننده(درصد):
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براساس گزارش مرکز پژوهشهای مجلس، رشد شاخص قیمت باعث شده تا تورم نقطه به نقطه در آبان به 46.4 درصد و نرخ تورم متوسط سالیانه به 29 درصد برسد. نکته قابل توجه آنکه شاخص قیمت مصرفکننده در آبان 1399 نسبت به اسفند 1398 ،در حدود 37.15 درصد رشد داشته، یعنی در هشت ماه نخست سال، از هدف تورمی 22 درصد که برای کل سال تعیین شده بود، فاصله بسیاری داریم.
حتی اگر هدف تورمی 22 درصدی متوسط سالیانه نیز مدنظر بوده (که اصولاً هدفگذاری صحیحی نیست، زیرا نرخ متوسط سالیانه تحت تأثیر 24 ماه شاخص قیمت قرار دارد)، با تورم 29 درصد در آبان 1399 از این هدف عبور کرده و تا پایان سال، این فاصله نیز بیشتر خواهد شد.
نمودار نرخ تورم نقطه به نقطه و سالیانه(درصد):
![101.png](data:image/png;base64,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بررسیها نشان میدهد، دلایل افزایش شاخص قیمت در سال 1399 را میتوان در یک نگاه کلی، افزایش قابل توجه انتظارات تورمی، افزایش نرخ ارز، سیاست پولی و سیاست مالی دانست. درحالی که انتظارات تورمی و افزایش نرخ ارز در دستهبندی عوامل کوتاه مدت مؤثر بر نرخ تورم قرار داشته و سیاست پولی و مالی جزء عوامل بلند مدت هستند، اما هرکدام متأثر از دیگری نیز هستند.
عوامل کوتاه مدت
الف) انتظارات تورمی تقریباً از پاییز سال 1398 رو به افزایش بوده است. این موضوع به صورت افزایش تقاضا در بازار دارایی (سهام، ارز، سکه و مسکن) خود را نشان داده و در سال 1399 به اوج رسید. همزمان با این اتفاق، نرخ سود در بازار بین بانکی رو به کاهش بود و این موضوع باعث شد تا نرخ بهره حقیقی کاهش یابد. اثر کاهش نرخ بهره حقیقی را میتوان در افزایش رشد پول نسبت به شبه پول و رشد قیمت در بازارهای دارایی مشاهده کرد.
نمودار نرخ رشد فصلی پول و شبه پول(درصد):
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رشد قابل توجه پول نسبت به شبه پول باعث شده تا سهم پول از نقدینگی در شهریور 1399 به 21 درصد برسد که پس از سال 1391 این بالاترین سهم پول از نقدینگی است. تمایل به نگهداری پول به جای شبه پول، به معنای آن است که هریک ریال نقدینگی (قبلی و جدید(، در کوتاه مدت، پیامدهای تورمزایی بیشتری نسبت به قبل خواهد داشت.
ب) افزایش قابل توجه نرخ ارز، یکی دیگر از علل افزایش شاخص قیمت مصرفکننده در سال 1399 است که نه تنها بر شاخص قیمت مصرفکننده و تولیدکننده به سرعت (با توجه به کاهش قابل توجه گذر نرخ ارز) اثر میگذارد، بلکه به شدت بر انتظارات تورمی نیز اثرگذار است.
نرخ ارز در سامانه نیما در سال 1399 از حدود 13 هزار تومان به 25 هزار تومان رسیده و در حدود 90 درصد رشد داشته است. متناسب با رشد نرخ ارز، شاخص کالاهای بادوام نیز در هشت ماهه اول سال 1399 رشد حدود 85 درصدی داشته است.
افزایش نرخ ارز در سال 1399 متأثر از عوامل متعددی بوده است. اول آنکه بخش عمدهی افزایش قیمت ارز، ناشی از عدم تعادل واقعی در بازار ارز بوده است. دوم افزایش انتظارات تورمی که باعث رشد همه بازارهای دارایی ازجمله بازار ارز شده بود. سوم ریزش بازار سهام از اواسط تابستان که سوددهی این بازار را به شدت کاهش داده و باعث شده بود تا نقدینگی به سمت سایر بازارها ازجمله ارز روانه شود.
نمودار شاخص قیمت ارز، مسکن، بورس و مصرفکننده (فروردین 1390=100):
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)
عوامل بلند مدت
الف) هرچند در ایران، سیاست پولی همیشه وابسته به سیاست مالی بوده، اما این موضوع با توجه به افزایش کسری بودجه دولت طی سالهای اخیر و به خصوص در سال 1398 و 1399 شدت گرفته است به گونهای که بخش زیادی از رشد نقدینگی و پایه پولی در این سالها، ناشی از تأمین مالی کسری بودجه بوده است. با این حال آنچه درخصوص سیاست پولی قابل ذکر است و بیشتر در اختیار سیاستگذاری بانک مرکزی بوده، تغییرات نرخ سود در بازار بین بانکی است.
بررسیها نشان میدهد، نرخ سود در بازار بین بانکی از پاییز سال 1398 روند کاهشی آرامی را طی کرده، همزمان در نمودارهای قبلی مشخص است که با کاهش نرخ سود در بازار بین بانکی، رشد پول نسبت به شبه پول افزایش یافته و فاصله بین آن دو به طور مداوم بیشتر میشود.
بنابراین نرخ سود دربازاربین بانکی نقش مؤثری در کاهش نرخ بهره حقیقی، رشد بیشتر پول نسبت به شبه پول و تغییر در ترکیب نقدینگی و همچنین حرکت نقدینگی به سمت بازار سهام و سایر داراییها داشته است.
در گزارش مرکز پژوهشهای مجلس آمده است، از این رو، درحالی که رشد پایه پولی و نقدینگی را تا حدود زیادی متأثر از سلطه سیاست مالی بر سیاست پولی میدانیم، اما تنظیم نرخ سود در بازار بین بانکی در حیطه فعالیتهای بانک مرکزی بوده که میتوانست با افزایش به موقع این نرخ، نرخ رشد پول و شبه پول را تا حدودی کنترل کرده و از تورمزایی نقدینگی بکاهد.
ب) سیاست مالی: کسری بودجه پایدار دولت و فقدان منابع پایدار برای تأمین مالی کسری بودجه، عامل اصلی تورم سالهای اخیر اقتصاد ایران است. کاهش شدید درآمدهای نفتی طی دو سال اخیر و همچنین نبود چشمانداز روشنی برای وضعیت درآمدهای نفتی دولت، باعث شده تا حداقل در یک افق میان مدت دولت با کسری بودجه پایداری مواجه باشد که متأسفانه منابع پایداری برای پوشش آن پیشبینی نشده است.
عدم تحقق درآمدهای نفتی و منابع پیشبینی شده از فروش اموال دولتی، باعث شده تا درهفت ماهه نخست سال 1399 ،مجموع دو تراز عملیاتی و سرمایهای در حدود 127 هزار میلیارد تومان کسری داشته باشد. این کسری از طریق فروش اوراق دولتی (90 هزار میلیارد تومان)، واگذاری شرکتهای دولتی (34 هزار میلیارد تومان) و تنخواه بانک مرکزی (12 هزار میلیارد تومان) تأمین شده است.
از جمله موارد دیگری که در این گزارش به عنوان تشدید کنندگان کسری بودجه از آنها یاد شده، رشد هزینههای غیرضروری و ادامه اختصاص ارز ترجیحی (4200 تومانی) برای کالاهای اساسی است.
چشم انداز نرخ تورم
نرخ تورم تا پایان سال 1399 و همچنین در سال 1400 تحت تأثیرعوامل متعددی قراردارد که مهمترین آنها به طور خلاصه به شرح زیر است:
الف) انتظارات تورمی: حوزه تأمین مالی کسری بودجه و تغییرات پایه پولی و نقدینگی، مهمترین عامل بلندمدت و سیاستی و تغییرات نرخ ارز از مهمترین عوامل کوتاه مدت اثرگذار بر نرخ تورم است. در کنار آن، انتظارات تورمی بالا ناشی از کسری بودجه یا افزایش نرخ ارز، مهمترین کانالی است که هریک ریال پایه پولی و نقدینگی جدید را با شدت بیشتری به تورم تبدیل میکند.
بنابراین توصیه اکید به سیاستگذار، کنترل انتظارات تورمی و کاهش منابع در دسترس برای تقاضای سفتهبازی در بازارهای دارایی از طرقی مانند کنترل رشد ترازنامه بانکهاست که چارچوب آن در تاریخ 11 آبان ماه 1399 توسط شورای پول و اعتبار به تصویب رسید. همزمان لازم است تا از ابزارهایی نظیر نظارت بر شبکه بانکی و رصد و کنترل تراکنشهای بانکی به منظور کنترل سفتهبازی در بازارهای دارایی استفاده شود.
ب) کسری بودجه و رشد پایه پولی: نحوه تأمین مالی کسری بودجه، تأثیر بسیار زیادی بر نرخ تورم تا پایان سال 1399 و به خصوص در سال 1400 دارد. شیوه فعلی تأمین کسری (فروش اوراق و برداشت از منابع صندوق) پیامدهای تورمی دارد. اوراق منتشر شده در سال 1399، در سالهای بعدی سررسید میشوند که برای دولت دارای بار مالی بوده و تنها تورم در این سال را به سال آینده منتقل میکند.
همچنین برداشت از منابع صندوق در صورتی که خالص دارایی خارجی بانک مرکزی را افزایش دهد، (که از آمارهای پولی اینطور به نظر میرسد)، پیامدهای تورمی در پی خواهد داشت. از طرف دیگر به نظر میرسد درحالی که دولت در سال 1399 امکان تأمین بخشی از کسری بودجه از طریق انتشار اوراق را دارد، اما این امکان برای سال 1400 محدودتر خواهد شد.
درمجموع، پیش بینی می شود تورم نقطه به نقطه تا پایان سال در حدود 45 درصد و تورم سالیانه در محدوده 38 درصد قرار گیرد که با هدف تورمی اعلام شده بانک مرکزی، فاصله زیادی دارد.
تسنیم