با توجه به گفتههای وزیر اقتصاد که چندی قبل اعلام کرده بود، "در زمان حاضر، دولت هرچه ارز در اختیار دارد، بهقیمت نیمایی برای خرید کالای اساسی در اختیار واردکنندگان قرار میدهد، بنابراین حتی اگر قیمت ارز، به دو برابر رقم کنونی هم افزایش یابد، نفعی متوجه دولت نمیشود"، بنابراین دولت ارز خود را با نرخ نیما عرصه خواهد کرد.
این در حالی است که نرخ ارز در بودجه 23 هزار تومان تعیین شده است. در نتیجه با وجود این نرخ در نهایت منابع نفتی براساس نرخ نیما که 28 هزار و 500 هزار تومان است به ریال تبدیل خواهد شد.
هماکنون براساس گزارش مرکز پژوهشهای مجلس دو سناریو برای فروش نفت در نظر گرفته شده است اما براساس رقم تعیین شده در بودجه که رییس مجلس به آن اشاره کرده است، فروش نفت براساس بشکهای 85 دلار تعیین شده است.
جدول سناریوهای فروش در نظر گرفته شده برای منابع نفت و گاز به شرح زیر است:
![117.jpg](data:image/jpeg;base64,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اگر شرایط بودجه در مجلس تغییری نداشته باشد و ارقام مربوط به قیمت هر بشکه و میزان فروش تغییر نکند(به اضافه درآمدهای پتروشیمی و گاز)، در نهایت شاهد درآمد 21 میلیارد دلاری دولت خواهیم بود. با توجه به پیشفرض مطرح شده در مورد فروش نرخ ارز در سامانه نیما، شاهد درآمد 143 هزار میلیارد تومانی بیش از 600 هزار میلیارد تومان تعیین شده در بودجه خواهیم بود.
با در نظر گرفتن پیش فرض های فعلی لایحه بودجه میتوان گفت که قطعا دولت درآمد تعیین شده را به دست خواهد آورد که باید در بررسیهایی که در مجلس انجام میشود این موضوع شفافسازی شود.
همچنین اگر بر اساس سناریو دوم بخواهیم محاسبات مربوط به درآمد ارزی و ریالی دولت را تکرار کنیم، با احتساب درآمد ارز 21 میلیارد دلاری مربوط به سهم دولت از صادرات نفتی و احتساب نرخ 28500 تومان، سوالی که پیش می آید این است که ما به التفاوت بیش از 100 همتی ناشی از اختلاف نرخ دلار نیمایی تا نرخ 23 هزار تومانی اعلام شده توسط سازمان برنامه چگونه در ردیفهای درآمدی منعکس شده است.
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