شبکه کانون های تفکر ایران ضمن تاکید بر ضرورت افزایش یارانه نقدی از محل حذف ارز 4200 تومانی اعلام کرد: اکثر کالاهای مشمول دریافت ارز ترجیحی در حال حاضر به قیمت معادل قیمت بازار ارز آزاد رسیدهاند و عملا با حذف ارز ترجیحی امکان افزایش قیمت بیشتری برای آنان وجود ندارد.
شبکهکانونهای تفکر ایران (ایتان) با انتشار یادداشتی تحلیلی به بررسی آثار اجرای سیاست حمایتی ارز ترجیحی (۴۲۰۰ تومانی) که از ابتدای سال ۹۷ برای حفظ قیمت کالاهای اساسی اعمال شد، پرداخت. در این یادداشت تحلیلی، ابتدا وضعیت معیشت دهکهای مختلف بررسی شده و سپس کارآمدی سیاست تخصیص ارز ترجیحی به عنوان تنها سیاست حمایتی اتخاذ شده توسط دولت آسیبشناسی شده است. در نهایت نیز به منظور حمایت عادلانه و موثر از دهکهای کمدرآمد جامعه راهکارهایی ارائه شده است. متن کامل این یادداشت تحلیلی از اینجا قابل دریافت بوده و خلاصه آن به شرح زیر است:
مقدمه
با روی کار آمدن دولت جدید آمریکا و خروج ترامپ از برجام، موج جدیدی از تحریمها و فشارهای اقتصادی علیه کشور آغاز شد. بطوریکه تمام شاخصهای کلان اقتصادی نشاندهندهی کوچکتر شدن سفره مردم است. تحلیل سبد هزینههای مصرفکننده نشان میدهد بیشترین فشار معیشتی، بواسطه افزایش هزینههای مواد غذایی و مسکن به مردم وارد شده است. از اینرو لازم است سیاستهای دولت در قبال بازار مسکن و بازار مواد غذایی مورد بازنگری قرار گیرد.
بررسی وضعیت معیشت اقشار ضعیف و متوسط در ماههای گذشته
ارزیابی دقیق و کمّی از وضع معیشتی مردم کمک خواهد کرد تا تصویر شفافتری از میزان عملی شدن نقشه آمریکا در زمینه ایجاد شکاف مابین مردم و حاکمیت حاصل شود. بدین منظور در این گزارش شاخص قیمت مصرفکننده(CPI)، شاخص خط فقر، شاخص فلاکت و کسری بودجه خانوار به عنوان نماگرهای وضع معیشتی کشور بررسی شده است.
کسری بودجه خانوار
بررسی کسری بودجه خانوار با توجه به اطلاعات مربوط به هزینهها و درآمدهای دهکهای مختلف میتواند تحلیل دقیقی نسبت به وضعیت معیشتی مردم در اختیار قرار دهد. در این بخش کسری بودجه خانوار با فرض حفظ الگوی مصرف سال 96 محاسبه شده است؛ در واقع این محاسبات نشان میدهد در صورتی که هر دهک درآمدی قصد داشته باشد سطح رفاه مربوطه به سال 96 را در سال 97 حفظ کند، چه اندازه کسری بودجه دارد؟ این محاسبات با فرض افزایش درآمد 14 درصد برای تمامی دهکهای درآمدی و تورم گروههای مختلف کالایی در سال 97 انجام شده است.
جدول 1: کسری بودجه خانوار در سال97 جهت حفظ سبد مصرف سال 96(محاسبات تحقیق)
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همانطور که در جدول فوق نشان داده شد 5 دهک پایین درآمدی برای حفظ سبد معیشت خود در سال 96 حداقل 20 درصد کسری بودجه دارند. در این میان وضع معیشتی دهکهای یک و دو برای حفظ سبد مصرفی خود وخیمتر است به نحوی که دهک اول درآمدی حدود 60 درصد کسری بودجه و دهک دوم درآمدی حدود 40 درصد کسری بودجه دارند.
بررسی میزان اثربخشی سیاست تثبیت قیمتها در بحران ارزی
دولت به منظور حمایت از اقشار آسیبپذیر و جلوگیری از بروز اغتشاشات اجتماعی از ابتدای سال 97 سیاست اختصاص ارز ترجیحی را در دستور کار قرار داد. در ادامه به صورت مهمترین مشکلات اختصاص ارز 4200 تومانی به کالاهای اساسی بررسی شده است.
- بروز مفاسد گسترده در زنجیره تامین کالاهای اساسی
- تشدید نابسمانی بازار کالاهای اساسی
- تضعیف تولید ملی در کالاهای اساسی
- عدم حمایت موثر از اقشار آسیبپذیر
بررسی میزان تورمزایی حذف ارز 4200 تومانی
مهمترین نگرانی برای حذف ارز 4200 تومانی و افزایش یارانه نقدی، تورمزا بودن این تصمیم است. این نگرانی از دو منظر قابل پاسخگویی است اول اینکه در صورت حذف ارز 4200 تومانی و اختصاص یارانه نقدی به مردم، حتی در صورت افزایش قیمتها قدرت خرید مردم حفظ شده و عملا موجب بروز نابسامانیهای معیشتی نخواهد شد. از منظر دیگر باید گفت اکثر کالاهای مشمول دریافت ارز ترجیحی در حال حاضر به قیمت معادل قیمت بازار ارز آزاد رسیدهاند و عملا با حذف ارز ترجیحی امکان افزایش قیمت بیشتری برای آنان وجود ندارد. به طور مثال در جدول زیر وضعیت قیمت کالاهای مشمول دریافت ارز ترجیحی در بازار آزاد آورده شده است همچنین نرخ این اقلام بر اساس قیمت ارزهای مختلف نیز محاسبه شده است. مقایسه دو نرخ بازار و نرخ مصوب دولتی نشان میدهد اکثر کالاها به نرخ معادل ارز آزاد رسیدهاند. از این رو نگرانی پیرامون افزایش مجدد قیمتها صحیح نیست و نباید از ترس جلوگیری از افزایش قیمت سیاست حذف ارز ترجیحی به تعویق بیافتد.
جدول 2- محاسبات قیمتهای اقلام اساسی با نرخهای گوناگون ارز و مقایسه آن با قیمت بازار
![2.png 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)
پیشنهادها
پیشنهاد میشود منابع حاصل از اختلاف قیمت 14میلیارد دلار ارز ترجیحی با قیمت نیمایی به صورت مستقیم به مردم پرداخت شود. بهترین روش پرداخت مستقیم، پرداخت نقدی هست که تمامی زیرساختهای آن نیز در حال حاضر موجود است. طبق بند « ز » تبصره 7 قانون برنامه بودجه کل کشور، مجلس پیشنهاد ارائه یارانه از طریق کالابرگ الکترونیک را دارد. هر چند این سیاست مطلوبیست و تغییر رویکرد پرداخت به مقصد در آن دیده شده اما پیشنهاد میشود بهترین سیاست یعنی پرداخت مستقیم نقدی در دستور کار دولت قرار گیرد. فلذا پیشنهاد میشود دولت به هر نحوی که شرایط سیاسی اقتضا میکند اقدام به حذف ارز 4200 تومانی کند و پرداخت مستقیم یارانه به مردم را در دستور کار قرار دهد.
لینک مطلب:
https://www.eranico.com/fa/content/102731