نرخ دلار در سال ۱۴۰۰ در بازه ۲۰ تا ۳۰ هزار تومانی نوسان داشت. حداقل نرخ دلار بازار آزاد در سال گذشته در اردیبهشتماه حدود ۲۱ هزار تومان و بیشترین نرخ دلار نیز در آبانماه نزدیک به ۳۰ هزار تومان بود.
بررسی روند دلار در بازار آزاد سال گذشته نشان میدهد نرخ دلار از ابتدای سال تا اردیبهشتماه در حال کاهش بوده و پس از آن از اردیبهشت تا آیان، روند صعودی را پشت سر گذاشته است.
«یوسف کاووسی» کارشناس مسائل ارزی، نرخ حداقلی دلار در سال جدید را ۲۳ هزار تومان بیان و به ۲ نشانه برای این پیشبینی اشاره کرد: نرخ تسعیر ارز در بودجه ۱۴۰۱ و بخشنامه بانک مرکزی درباره نرخ تسعیر ارز بانکها.
بر اساس بخشنامه بانک مرکزی، مبنای محاسبه نرخ تسعیر ارز بانکها، ۹۰ درصد میانگین قیمت دلار نیما در ۶ ماه گذشته است.
![4.png](data:image/png;base64,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)
به گفته این کارشناس مسائل ارزی، توافق، سرنوشت جنگ روسیه با اوکراین، حذف دلار ۴۲۰۰ تومانی و کسری بودجه، مهمترین عوامل تأثیرگذار بر بازار ارز در سال جدید خواهند بود.
چشمانداز ارزی در سناریوی توافق
وی درباره چشمانداز نرخ ارز با فرض حصول توافق گفت: در سناریوی حصول توافق، دلار کمتر از ۲۰ هزار تومان نخواهد بود. ممکن است با اعلام خبر توافق و در اثر شرایط روانی بازار، نرخهای کمتر از ۲۰ هزار تومان را نیز برای مدت بسیار کوتاهی تجربه کنیم اما دلار ۲۰ هزار تومانی، حداقل نرخ در سناریوی حصول توافق است.
کاووسی توضیح داد: دراین سناریو، دسترسی به منابع ارزی تسهیل میشود. همچنین اگر توافق، منابع ارزی بلوکهشده را به کشو بازگرداند، ترازنامه بانک مرکزی در بخش ذخایر، اصلاح خواهد شد. علاوه بر این، در صورت نیاز، بانک مرکزی منابعی در اختیار خواهد داشت تا به بازار تزریق و تعادل ایجاد کند.
تاثیر ادامه جنگ روسیه با اوکراین بر بازار دلار ایران
وی درباره تأثیر ادامه جنگ روسیه با اوکراین بر بازار ارز ایران گفت: در اثر این جنگ، تمرکز بر تحریمهای ایران کمتر شده است و بهعبارتی میتوان گفت تحریمها علیه ایران کمرنگ شده و تا حدودی به حاشیه رفته است.
صادرات نفت ایران اکنون افزایش یافته و از طرفی بازگرداندن بخشی از منابع بلوکه شدن ایران در انگلستان نشان میدهد راه نقلوانتقال پولی باز است. پس از نظر ذخایر ارزی، با چالشهای کمتری نسبت به گذشته مواجه خواهیم بود.
حذف دلار ۴۲۰۰ تومانی و آینده بازار ارز
حذف نرخ ترجیحی دلار، قیمت دلار در بازار آزاد را تغییر نخواهد داد زیرا منابع آن از طرف دولت تأمین میشده و تقاضای آن نیز از طرف دولت بوده است.
یکی دیگر از عواملی که میتواند بر چشمانداز ارزی ۱۴۰۱ تأثیرگذار باشد، احتمال حذف دلار ۴۲۰۰ تومانی است. کاووسی بر این باور است که حذف نرخ ترجیحی دلار، قیمت دلار در بازار آزاد را تغییر نخواهد داد زیرا منابع آن از طرف دولت تأمین میشده و تقاضای آن نیز از طرف دولت بوده است.
وی در این رابطه توضیح داد: همان تأمین منابع و همان تقاضا، با نرخ دیگری انجام خواهد شد بنابراین حذف دلار ۴۲۰۰ تومانی نمیتواند نرخ دلار در بازار آزاد را افزایش دهد. این تغییر نرخ فقط کاری میکند که پول بیشتری به جیب دولت برود. در واقع مبنای ورودی گمرکی، همان دلار ۲۵ هزار تومانی است و با یک اختلاف حدود ۱۰ درصدی، انتظار میرود متوسط نرخ دلار در بازار آزاد رقمی حدود ۲۶ تا ۲۷ هزار تومان باشد.
تأثیر کسری بودجه ۱۴۰۱ بر نرخ دلار
تجربه تاریخی اقتصاد ایران نشان میدهد دولتها در دورههای مختلف برای تأمین کسری بودجه از دلارهای نفتی استفاده کردهاند.
کاووسی درباره کسری بودجه سال جدید و احتمال استفاده از درآمدهای ارزی حاصل از فروش نفت برای تأمین آن گفت: اگر در سال جدید کسری بودچه داشته باشیم، دور از ذهن نیست که دولت به دنبال استفاده از دلارهای نفتی برای تأمین این کسری باشد. در این صورت ممکن است دلار نرخ ۳۰ هزار تومان را نیز تجربه کند و واردات کالا نیز با همین نرخ انجام شود.
همانطور که دیدیم در ماههایی که از توافق صحبت میشد نیز کاهش قیمتی در کالاها تجربه نشد و نرخ ۳۰ هزار تومانی پیش از این تأثیر خود را بر قیمتها گذاشته است.
ایرنا