لغو تحریمها باعث خواهد شد که از یکسو منابع بلوکهشده آزاد شود و از سوی دیگر، سیاستگذار به منابع ارزی حاصل از فروش نفت دست پیدا کند. در این شرایط، نوع پاسخ سیاستگذار به دو متغیر کلیدی «عدم لنگرسازی ارزی» و «اصلاحات اقتصادی» میتواند تکلیف تورم و رشد اقتصادی را در زمان پساتوافق مشخص کند. بر اساس چگونگی پاسخ سیاستگذار، چهار سناریوی پیش روی اقتصاد را در پساتوافق تشریح کرده است. مطابق بررسیها، تنها در یک سناریو میتوان امیدوار بود که اقتصاد ایران به «رشد اقتصادی پایدار» و «مهار تورم» در بلندمدت دست پیدا کند.
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)
روز گذشته، مذاکرات با هدف لغو تحریمها، دوباره به جریان افتاد. بسیاری از تحلیلها و نشریات معتبر، پیشبینی کردند که در نهایت مذاکرات به سرانجام خواهد رسید، اما درخصوص زمان آن اتفاقنظر وجود ندارد. به عنوان مثال اکونومیست احتمال داده که این مذاکرات در ابتدای سال آینده میلادی به توافق بینجامد؛ همچنین خبرگزاری سیانان پیشبینی کرده این توافق در پایان سال آینده عملی شود. بنابراین از دید بسیاری از کارشناسان، لغو تحریمها و حصول یک توافق، عملیاتی خواهد شد. حال پرسش اصلی این است که متغیرهای کلیدی برای سیاستگذاری در جریان لغو تحریمها چیست؟ کارشناسان معتقدند که نوع مواجهه سیاستگذار با «بازار ارز» و «اصلاحات ساختاری اقتصاد» سرنوشت اقتصاد در پساتحریم را مشخص خواهد کرد. «دنیایاقتصاد» بر اساس پاسخ سیاستگذار به این دو متغیر، 4 سناریو را معرفی کرده است.
زمین بازی پیش روی سیاستگذار
مذاکرات برجامی که به علت خروج یکجانبه آمریکا و اعمال دوباره تحریمها با چالش روبهرو شد، دوباره از سر گرفته شد. پیشبینیهای کارشناسان نشان میدهد که احتمال توافق وجود دارد، هر چند که هنوز زمان لغو تحریم و عملی شدن نتایج مذاکرات مشخص نیست. به عنوان مثال اکونومیست پیشبینی کرده که مذاکرات جدید، در ابتدای سال آینده میلادی عملی شود یا اینکه برخی دیگر از خبرگزاریها معتقدند با توجه به اختلاف دیدگاه طرفین مذاکره، این توافق در زمان طولانیتری روی دهد. حال با توجه به اینکه در دوره قبلی توافق بهرغم برخی از ظرفیتهای ایجاد شده، سیاستگذار نتوانست از این ظرفیت بهره ببرد، به نظر میرسد سیاستگذار باید از حالا در این اندیشه باشد که پس از لغو تحریمها قرار است چه نوع سیاستگذاری داشته باشد.
دو متغیر کلیدی سیاستگذاری
با فرض اینکه این دوره مذاکرات به توافق بینجامد، دو دستاورد مهم برای کشور خواهد داشت؛ اول اینکه کشور میتواند به دلارهای نفتی دسترسی داشته باشد و از سوی دیگر، دلارهای بلوکه شده بانک مرکزی نیز آزاد خواهد شد. بنابراین منابع ارزی کشور افزایش خواهد یافت و سیاستگذار قدرت مانور بیشتری پیدا خواهد کرد. از سوی دیگر، سیاستگذار با چالشهایی در اقتصاد و محیطزیست روبهرو است و تمام نخبگان به این نتیجه رسیدند که باید برای حل این مشکلات دست به جراحی و اصلاحات ساختاری زد. بنابراین میتوان دو متغیر اصلی پس از لغو تحریمها را مواجهه با سیاستگذاری و اصلاحات ساختاری معرفی کرد. نوع پاسخگویی به هرکدام از این موارد نشاندهنده سمت و سوی حرکت اقتصاد خواهدبود. بررسی تجربیات گذشته نشان میدهد که سیاست ارزی در کشور چندان مناسب نبوده و به جای اینکه از ابزار مناسب برای هدفگذاری تورمی بهره ببرد، عمدتا به سمت لنگرسازی ارزی حرکت شده است. از سوی دیگر، در اصلاحات ساختاری نیز تجربه موفقی ثبت نشده است. به عنوان مثال در 10سال گذشته تجربه اصلاح قیمت انرژی به دلیل شرایط تورمی و عدمتوجه به سیاستگذاری ارزی مناسب، در نهایت با موفقیت همراه نشده است. بنابراین دومین متغیر، اصلاحات اقتصادی کشور است و بر اساس این متغیرها 4 سناریو پیش رو خواهیم داشت:
سناریوی اول: ایدهآل برای اقتصاد
در سناریوی اول فرض میکنیم که سیاستگذار، سیاست ارزی مناسبی در پی میگیرد. به بیان دیگر، لنگرسازی ارزی را از روی میز سیاستگذاری کنار میگذارد و منابع ارزی به دست آمده بعد از برجام را به صورت مستقیم به بازار روانه نمی کند. در این سناریو به جای اینکه لنگرسازی ارزی کند به دنبال مهار تورم با هدفگذاری تورمی بوده و اجازه میدهد نرخ ارز با نرخ تورم تعدیل شود. تعدیل نرخ ارز و تورم باعث میشود در مرحله نخست جهش دورهای در نرخ ارز نداشته باشیم و بازار به طور تدریجی تعدیل شود.
این مساله سبب کنترل نرخ تورم خواهد شد. علاوه براین، سیاستگذار میتواند با همراه کردن مردم و با توجه به منابع ارزی آزاد شده اصلاحات ساختاری نیز انجام دهد. اصلاحات ساختاری اقتصادی نیز لیست مشخصی دارد که قریببهاتفاق اقتصاددانان سر موضوعات آن توافق دارند. این لیست شامل اصلاحات نظام بانکی، اصلاح صندوقهای بازنشستگی، اصلاح قیمت انرژی، بهبود وضعیت محیطزیستی و اصلاح بودجهای است. در سالهای اخیر به دلیل تنگنای مالی اصلاحات ساختاری به تعویق افتاده و مشکلات مرتبط با آن مزمن شده است. این درحالی است که اگر اصلاحات ارزی در کشور انجام شود به دنبال آن تورم مهار شده و فضای مثبتی برای اصلاح ساختاری فراهم خواهد شد و با اصلاحات ساختاری امکان دسترسی به تورم پایین و رشد اقتصادی مناسب ایجاد خواهد شد.
سناریوی دوم: آرامش موقت
وجه دیگر این است که سیاستگذار، فرآیند گذر از لنگر ارزی را با موفقیت انجام دهد اما اصلاحات ساختاری صورت نگیرد. پیامد این تصمیمگیری این است که نرخ ارز با تورم تعدیل میشود و میتوان به یک آرامش نسبی در اقتصاد دست پیدا کرد اما در مقابل نظام بانکی، نظام بودجهریزی، صندوقهای بازنشستگی و... در همان شرایط بحرانی باقی میمانند. در نتیجه ممکن است در دورهای نرخ تورم پایین باقی بماند اما با توجه به شرایط نامناسب زیرساخت اقتصادی، پس از مدتی جهش تورمی اتفاق خواهد افتاد که به دنبال آن نرخ ارز نیز افزایش را تجربه خواهد کرد. بنابراین در این سناریو پس از گذشت یک دوره با آرامش، دوباره به نقطه صفر بازخواهیم گشت و حتی این امکان وجود دارد که عدم انجام اصلاحات، شرایط اجتماعی و زیستی مردم را نیز با مشکل روبهرو کند.
سناریوی سوم: ناسازگاری سیاستی
در این حالت سیاستگذار اصلاحات ساختاری را در برنامه خود قرار میدهد اما به دنبال لنگرسازی ارزی با منابع ایجاد شده است، در نتیجه منابع ارزی در جهت سرکوب کردن نرخ ارز به طور مستقیم وارد بازار میشود. این تصمیم در کوتاهمدت سبب کاهش نرخ تورم خواهد شد، اما یک ناسازگاری سیاستی وجود دارد، در نهایت تثبیت نرخ ارز در یک دوره پایان مییابد و پاشنه آشیل اصلاحات اقتصادی نیز خواهد شد. بنابراین سیاستگذار اگرچه در پی اصلاحات ساختاری برآمده است اما در بلندمدت نرخ تورم نیز با افزایش مواجه میشود و اصلاحات ساختاری نیز سرانجام موفقی نخواهد داشت و عدماصلاحات ساختاری در اقتصاد، نارضایتی عمومی را در پی خواهد داشت. نمونه اینگونه سیاستگذاری را میتوان در زمان هدفمندی یارانهها در سال 1389 مشاهده کرد، اگرچه دولت به سمت اصلاح قیمت حاملهای انرژی حرکت کرد، اما در سالهای بعد از آن جهشهای ارزی باعث شد که اصلاحات اقتصادی به محاق برود و نتواند موفقیتآمیز باشد. در نتیجه در شرایطی که اقتصاد کشور پتانسیل ایجاد شوک ارزی دارد، در این زمین بازی نمیتوان انتظار داشت که اصلاحات اقتصادی نیز موفقیتآمیز باشد.
سناریوی چهارم: هدر رفت فرصت طلایی
آخرین و بدترین تصمیم سیاستگذار این خواهد بود که مانند اکثر دورههای گذشته، نه لنگر ارزی را در دستور کار قرار دهد و نه تلاشی برای اصلاحات اقتصادی داشته باشد. این رویه در اغلب سالهای 5 دهه گذشته در حال اجرا بوده است. پیامد این تصمیم، خروج سرمایه، تورم بالا، ناترازی ترازنامههای بانکی، ورشکستگی صندوقهای بازنشستگی و مشکلات متعدد محیطزیستی است. در این شرایط لغو تحریمها نهتنها کمکی به بهتر شدن شرایط نکرده، بلکه دوباره منابع نفتی وارد بازار میشود و صنایع تولیدی که در این مدت توانستهاند قدرت رقابتی کسب کنند، دوباره زمینگیر خواهند شد و زمینه بروز مجدد بیماری هلندی مهیا میشود، از سوی دیگر، چالشهای اقتصادی نیز رو به وخامت خواهند گذاشت. با این شرایط نه به مهار تورم میتوان فکر کرد و نه رشد اقتصادی پایدار رخ خواهد داد. سیاستگذار باید برای بازی در زمین بدون تحریم، آمادگی کافی داشته باشد، رفتارهای عامهپسند را به تاخیر بیندازد و هزینه اصلاحات اقتصادی را تقبل کند. برای این کار همراهی مردم نیز لازم است. درواقع ساختن آینده بهتر نیازمند هزینهای است که هم سیاستگذار و هم مردم باید بهای آن را بپردازند. در غیراین صورت تکرار اشتباهات دهههای گذشته رخ خواهد داد، در حالی که اقتصاد ایران فرصت تکرار اشتباه ندارد.
دنیای اقتصاد