به طور معمول به شرایطی که اقتصاد دو فصل پیاپی رشد منفی را تجربه کند، شرایط رکودی گفته می شود. اما وقتی «رکود» را به این صورت تعریف می کنیم، لزوما همان شرایطی نیست، که تحت آن سیاست گذار پولی ملزم به مداخله و انبساط پول جهت برون رفت از این رکود است. سیاست گذار پولی برای تشخیص اینکه باید عملکرد انبساطی داشته باشد یا انقباضی، چراغ راهنمایی به نام تورم دارد.
وقتی شرایط رکودی بوده و تورم در نتیجه افت تقاضا در حال کاهش است، سیاست گذار پولی ملزم است، تسهیل پولی انجام دهد، مانند شرایطی که اقتصاد ایران در سال ۱۳۹۴ تجربه کرد. شرایطی که در آن میانگین نرخ در بازار بین بانکی از ۳۰ درصد فراتر رفته بود و تورم با سرعت زیادی، در حال کاهش بود. در چنین شرایطی، تسهیل پولی با کاهش نرخ در بازار پول، بازار سپرده و بازار تسهیلات می تواند منجر به افزایش تمایل به مصرف و سرمایه گذاری شود و به خروج از رکود کمک کند.
اما وقتی رکود با تورم همراه شود و به عبارت دیگر در رکود تورمی، سیاست های پولی انبساطی هیچ کارکرد مثبتی ندارند؛ چرا که تحت شرایط رکود تورمی، ریشه رکود، افت تقاضا نیست که بتوان با تسهیل پولی و تلاش برای کاهش نرخ سود در راستای افزایش تمایل به مصرف و سرمایه گذاری، اقتصاد را تحریک کرد. اگر رکود را معادل رشد منفی تولید ناخالص داخلی در یک سال فرض کنیم، اقتصاد ایران طی سالهای پس از انقلاب، ۴ دوره رکود تورمی را تجربه کرده که در نمودار مشخص شده اند.
در هر ۴ دوره، پس از یک دوره انبساط نقدینگی، یک شوک خارجی نقش یک ماشه را بازی کرده و یک بحران ارزی به وقوع پیوسته است. در دوره اول (۱۳۶۵-۱۳۶۷) شوک کاهش قیمت نفت، دوره دوم (۱۳۷۴-۱۳۷۳) بحران بدهی ها، و دو دوره سوم (۱۳۹۲-۱۳۹۱) و چهارم (۱۳۹۷) تحریم و برهم خوردن برجام جرقه جهش نرخ ارز بوده اند. در هر ۴ دوره، به دنبال بحران های ارزی، تورم افزایش یافته و نااطمینانی های ناشی از شرایط بحران ارزی و افزایش تورم که همواره با افزایش قیمت سایر دارایی ها نیز همراه است، منجر به افت تولید شده است.
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)
در واقع در دوره های رکود تورمی، آحاد اقتصادی برای حفظ ارزش دارایی های خود در برابر ریسک های اقتصاد، منابع خود را از سمت تولید به سمت بازارهای مالی و دارایی انتقال میدهند و این سرنوشت هر نقدینگی اضافی است که تحت این شرایط به اقتصاد تزریق شود؛ به طور کلی وقتی نقدینگی به اقتصاد تزریق می شود، بر اساس رفتارهای بهینه عوامل اقتصادی، به سمتی حرکت می کند که بیشترین بازدهی را دارد.
این منطق، تعیین کننده بهترین عکسالعمل سیاست گذار پولی است. مسلما وقتی شرایط اقتصاد به گونه ای است که بازارهای دارایی بیشترین بازده را دارند، نمی توان انتظار داشت که میزانی از نقدینگی که به امید حرکت به سمت تولید و خارج کردن تولید از وضعیت رکودی به اقتصاد تزریق می شود، مسیری غیر از بازارهای مالی و دارایی را در پیش گیرد. وقتی سیاست گذار این حقایق را نادیده می گیرد، و تحت شرایط تورمی و التهاب بازارها، تسهیل پولی انجام می دهد، این نقدینگی جدید به سمت بازارهای دارایی و مالی حرکت می کند و مجددا منجر به افزایش قیمت در این بازارها می شود.
متعاقب این وضعیت، منابع باقیمانده از سایر بخش های تولید نیز بیرون کشیده شده و جهت سرمایه گذاری در بازارهای غیرمولد استفاده می شود، و لذا حرکتی که با هدف خروج از رکود انجام می شود، به دلیل عدم امکان جذب در ظرفیتهای تولیدی، منجر به عمیق تر شدن رکود می شود؛ از این روست که مشاهده می شود که در کشورهایی که ابرتورم را تجربه می کنند، کیک اقتصاد با سرعت زیادی کوچک می شود.
نکته حائز اهمیت دیگر در رابطه با تسهیل پولی در رکود تورمی این است که تحت این شرایط چسبندگی قیمتها به شدت کاهش می یابد و این بدان معناست که هرگونه تسهیل پولی به قصد خروج از رکود، حتی در افق بسیار کوتاه مدت قادر نخواهد بود، که اثر مثبتی بر سرمایه گذاری و تولید بگذارد و به سرعت بر قیمت ها منعکس می شود.
سیاست گذار به دو دلیل ممکن است در چنین وضعیتی دچار این تصور اشتباه شود که تسهیل پولی، سیاست بهینه است؛ اول اینکه به جای متغیر هدف غایی (تورم) از متغیر هدف میانی (نرخ سود) به عنوان علامتی برای تعیین سیاست انبساطی و انقباضی، استفاده کند. در رکود تورمی، به دلیل بازدهی بالا در بازارهای مالی و دارایی، بانکها ناگزیرند برای حفظ ترکیب بهینه دارایی های خود (جلوگیری از تبدیل سپرده های بلندمدت به کوتاه مدت و پول) نرخ های سود را افزایش دهند.
تحت این شرایط بازار پول مانند بستر خشکیدهای است که نقدینگی اضافی تزریق شده جهت کاهش نرخ سود، از روی آن سر خورده و به سمت سایر بازارها حرکت می کند و در آنجا جذب می شود. دلیل دوم سعی در مقابله با بدتر شدن بازتوزیع درآمد با استفاده از چاپ پول است، که در این زمینه نیز توجه به این نکته ضروری است، که تورم های بالای متعاقب سیاست گذاری ناصحیح پولی، متوجه دهکهای پایین می شود. چرا که در تورمهای بالا، تورم دهکهای پایین همواره بالاتر از تورم دهکهای بالاست. از اینرو مهمترین کمکی که می توان به دهک های پایین کرد، مهار سریعتر تورم است.
ایبنا