یکی از ابهامات مطرح شده در مناظرات انتخاباتی مسئله اثر فروش نفت و افزایش درآمدهای آن بر اقتصاد کشور است؛ این ابهام در حالی است که دولت سیزدهم بارها اعلام کرده است که خلق پول یکی از گام هایی بود که موجب تورم و گرانی میشد اما جلوی خلق پول گرفته شد و دولت به جای خلق پول با درآمدهای مالیاتی و نفتی هزینههای خود را تامین کرد.
این توضیحات مکرر دولت در واقع به این معناست که اثر افزایش فروش نفت و درآمدهای آن، پیشگیری از افزایش تورم و قیمتهاست اما این کار به چه شیوه رقم خورده است؟ یکی از محل های هزینه ای دولت، بدهی های دولت به بخش های مختلف اقتصاد است.
مرکز مدیریت بدهیهای عمومی و روابط مالی دولت ویژهنامه عملکردی خود را به صورت دوره ای منتشر می کند، آخرین گزارش مرکز مدیریت بدهیهای وزارت اقتصاد، نشان میدهد که دولت سیزدهم درآمدهای نفتی خود را به جای پولپاشی، در زیرساخت اقتصاد و کاهش بدهیهای خود صرف کرده است.
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)
این گزارش که مربوط به اسفند ۱۴۰۲ است و اخیرا منتشر شده نشان میدهد که نسبت بدهی به تولید ناخالص داخلی در دولت سیزدهم کم شده است، یعنی بار بدهی های دولت کم شده است و این نکته بسیار مهمی است. این کاهش بدهی های دولت نسبت به تولید ناخالص داخلی روندی است که از سال ۱۴۰۰ و شروع دولت سیزدهم آغاز شده و تاکنون در یک روند کلی ادامه داشته است. روندی که در صورت تداوم میتواند به مرور آثار تورم را کمتر و زیرساخت های اقتصادی را تقویت کند.
از سوی دیگر این آمار ادعای افزایش بدهی و بحران بدهی در دولت سیزدهم را رد میکند و دولت چهاردهم بر خلاف دولت سیزدهم میراث دار بدهیهای دولت های قبل نخواهد بود یا میزان این بدهی ها کمتر خواهد شد.
دلیل این موفقیت دولت سیزدهم و شهید رئیسی هم انضباط مالی دولت است، یعنی افزایش درآمدهای مالیاتی (خصوصا از طریق شناسایی فراریان مالیاتی)، افزایش فروش نفت و در نهایت مدیریت هزینهها و جلوگیری از رشد هزینهها به ویژه هزینههای جاری منجر به افزایش توان دولت برای کاهش بدهیهایش شده است.
ایسنا