طی یکسال گذشته و با وقوع پاندمی ویروس کرونا در جهان، بسیاری از کشورهای توسعهیافته برای حمایت از خانوارهایی که بیکار شدهاند و یا امکان کسب درآمد از مشاغل خود را نداشتهاند، بستههای حمایتی نقدی ارائه کردهاند.
از آنجایی که بسیاری از این بستههای حمایتی از طریق اوراق بدهی دولتی ایجاد شدهاند، برخی اقتصاددانها نسبت به عواقب تورمی این پدیده هشدار دادهاند.
دو جنس متفاوت از تورم
از سوی دیگر در داخل کشور نیز ممکن است این شائبه ایجاد شود که تورمهای بالایی که در اقتصاد ایران وجود داشته طی سالهای آینده و حداقل در کوتاهمدت مشابه کشورههای توسعهیافته خواهد بود. اما از نظر مبانی علم اقتصاد کلان و نظریههای پولی به نظر میرسد که قیاس تورم در ایران با کشورهای توسعه یافته، قیاسی مع الفارق است.
اولا باید توجه شود که از منظر اقتصاد کلان تورم، افزایش مستمر شاخص قیمت است و نه تغییر یکباره آن در یک سال یا یک دوره کوتاهمدت. در کشورهای توسعه یافته نیز اهدای بستههای معیشتی اقدامی بوده که تنها برای مدت محدود و مشخصی اجرا شده است و تعهد مستمر بلندمدتی را به دولتهای کشورهای توسعه یافته تحمیل نمیکند. بنابراین دولتهای این کشورها میتوانند پس از پایان پاندمی و بازگشت مجدد رشد اقتصادی از محل جمعآوری مالیات بدهیهای خود را مستهلک کنند.
در واقع این دولتها با استفاده از یک ابزار مالی به نام اوراق قرضه، منابعی از آینده را قرض گرفته و به دوره سخت حال حاضر در شرایط پاندمی آوردهاند، با این چشمانداز که پس از عادی شدن شرایط تعهدات خود را جبران کنند.
در کشورهای توسعه یافته اهدای بستههای معیشتی تنها برای مدت محدود و مشخصی اجرا شده و تعهد بلندمدتی را به کشورهای توسعهیافته تحمیل نمیکند و دولتهای این کشورها میتوانند پس از پایان پاندمی از محل جمعآوری مالیات بدهیهای خود را مستهلک کنند.
بنابراین حتی اگر در کوتاهمدت در کشورهای توسعهیافته شاهد افزایش سطح عمومی قیمتها باشیم، این پدیده آگاهانه و برای گذر از شرایطی اضطراری اتخاذ شدهاست. اما در ایران برخلاف کشورهای توسعهیافته پدیده تورم همواره نشأت گرفته از کسری سیستماتیک بودجه جاری (تراز عملیاتی بودجه) است که برای جبران آن در یک دهه گذشته خالص داراییهای خارجی بانک مرکزی (درآمدهای نفتی و منابع صندوق توسعه ملی) و یا بدهی بانکها به بانک مرکزی رشد کردهاند.
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تفاوت تورم در سالهای آغاز و پایان دهه ۹۰
همانطو که در نمودار زیر مشاهده میشود در سال 1391 که تحریمهای بینالمللی شدت یافت خالص داراییهای خارجی بانک مرکزی (درآمدهای ارزی ناشی از فروش نفت) تنها 2.8 درصد رشد کردهاست، اما در همین سال با افزایش بدهی بانکها به بانک مرکزی و بدهیهای دولت به بانک مرکزی، مجددا نرخ رشد پایه پولی به بیش از 27 درصد رسیدهاست.
اگر در کوتاهمدت در کشورهای توسعهیافته شاهد افزایش سطح عمومی قیمتها باشیم، این پدیده آگاهانه و برای گذر از شرایط اضطراری اتخاذ شده. اما در ایران تورم همواره نشأت گرفته از کسری سیستماتیک بودجه جاری است.
مجددا از سال 1392 که از نیمه دوم آن امکان فروش نفت فراهم شده، رشد بیسابقهای در خالص داراییهای خارجی بانک مرکزی رخ داده است. در دو سال اخیر نیز استفاده از منابع صندوق ذخیره ارزی باعث شدهاست پایه پولی و به تبع آن تورم افزایش پیدا کند.
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در واقع باید گفت رابطه بانک مرکزی، دولت و تورم در ایران کاملا بر عکس کشورهای توسعهیافته است. در کشورهای توسعهیافته بانکهای مرکزی و دولتها به صورت فعال (active) در مقابل شوکهای بیرونی عمل میکنند و در شرایط ویژه، که لازم است تدابیر خاصی اتخاذ شوند، با اقدامات مقتضی در همان مقطع سیاستهای پولی و مالی متناسب را برای بازه زمانی مشخصی طراحی میکنند و تبعات و اقدامات تکمیلی آتی را نیز برای آن در نظر میگیرند.
در سال 1391 که تحریمهای بینالمللی شدت یافت خالص داراییهای خارجی بانک مرکزی (درآمدهای ارزی ناشی از فروش نفت) تنها 2.8 درصد رشد کردهاست، اما در همین سال با افزایش بدهی بانکها به بانک مرکزی و بدهیهای دولت به بانک مرکزی، مجددا نرخ رشد پایه پولی به بیش از 27 درصد رسیدهاست.
اما در ایران بانک مرکزی و دولت کاملا منفعل (passive) هستند به این معنی که تمام ابزارهای سیاستی معطوف به تأمین کسری بودجه دولت است که با فشار بر پایه پولی و ایجاد تورم انجام میشود و عملا ابزار مستقلی برای مدیریت شوکهای بیرونی مانند وقوع یک پاندمی وجود ندارد.
به همین دلیل است که طی 9 ماهه اول سال 1399، علیرغم آنکه دولت در مقایسه با کشورهای توسعه یافته کمک ناچیزی به خانوارها و کسب و کارها نمودهاست، اما تورم همچنان با نرخهای بسیار بالا ایجاد میشود.
تجارت نیوز