کارنامه تورمی دولت در نیمسال اول بررسی و سناریوهای مختلف بهمنظور پیشبینی تورم سالانه طراحی شد. بر مبنای گزارش بانک مرکزی، شاخص بهای کالاها و خدمات مصرفی مناطق شهری که در پایان اسفندماه سال گذشته حدود ۱۱۵ واحد بود در پایان شهریورماه سالجاری به حدود ۱۴۱ واحد رسید.
به این معنی که تورم در نیمه ابتدایی سالجاری حدود ۲۴ درصد بوده است. اگر چه بهمنظور محاسبه دقیق تورم سالانه باید منتظر انتشار شاخص قیمت در ۶ ماه آتی ماند، اما میتوان الگوی حرکت شاخص قیمت در نیمه دوم سال را تحت سناریوهای مختلف پیشبینی کرد. طی یک سناریوی خوشبینانه میتوان فرض کرد شاخص قیمت در ۶ ماه آتی به اندازه متوسط رشد آن در ۱۲ ماه گذشته رشد کند. تحت چنین فرضی تورم سالانه ۹۷ حدود ۲۶ درصد خواهد بود. در سناریوی دیگر، اگر شاخص قیمت در نیمه دوم سال از الگوی نیمه اول سال تبعیت کند، تورم سالانه به عدد ۳۱ درصد خواهد رسید. طی سناریوی دیگری میتوان فرض کرد شاخص قیمت در ۶ ماه دوم سال به اندازه میانگین رشد آن در ۴ ماه گذشته رشد پیدا کند؛ زیرا شاخص قیمت از خردادماه وارد فاز جهشی شد. تحت چنین سناریویی تورم سالانه به ۳۴ درصد خواهد رسید.
سه سناریو برای تورم 97
سناریوهای مختلف برای پیشبینی تورم سال ۱۳۹۷ طراحی شد. بر اساس گزارش منتشر شده از سوی بانک مرکزی، شاخص قیمت در شهریورماه سالجاری به حدود ۱۴۲ درصد رسید؛ بدین طریق تورم نیمسال اول حدود ۷/ ۲۳ درصد بوده است. بنابراین برای محاسبه دقیق تورم سالانه برای سالجاری باید منتظر حرکت شاخص قیمت در ۶ ماه باقیمانده سال باشیم. با این حال میتوان الگوی حرکت شاخص قیمت در نیمسال دوم را طی سناریوهای مختلف پیشبینی کرد. طی یک سناریوی خوشبینانه میتوان فرض کرد شاخص قیمت در ۶ ماه آتی معادل رشد ۱۲ ماه گذشته رشد خواهد کرد. تحت چنین سناریویی در نهایت تورم نقطه به نقطه اسفندماه به ۳۵ درصد و تورم سالانه ۹۷ به ۲۶ درصد خواهد رسید. در حالتی دیگر میتوان تصور کرد شاخص قیمت در نیمسال دوم از الگوی نیمسال اول خود تبعیت میکند. تحت چنین سناریویی تورم نقطه به نقطه اسفندماه به عدد ۵۳ درصد و تورم سالانه نیز ۳۱ درصد خواهد بود. طی سناریوی دیگری میتوان فرض کرد شاخص قیمت در ۶ ماه باقیمانده از سال از الگوی ۴ ماه اخیر؛ که شاخص قیمت وارد فاز جهشی شده، تبعیت میکند. تحت چنین سناریویی تورم نقطه به نقطه به ۶۳ درصد و تورم سالانه به ۳۴ درصد خواهد رسید.
تورم ۴ ماهه
با توجه به اینکه جهش تورمی جاری از سومین ماه سال آغاز شد، یکی از شاخصهایی که جهش تورم را در مقایسه با موجهای تورمی قبلی مقایسه میکند، رشد ۴ ماهه تورم است. شاخص قیمت در پایان اردیبهشت ماه به عدد ۵/ ۱۱۷ واحد رسید، بهطوری که رشد ماهانه شاخص قیمت در این ماه حدود ۶/ ۱ درصد بود اما از این ماه به بعد شاخص قیمت در مقیاس ماهانه رشدهای قابلتوجهی را تجربه کرده است بهطوری که تورم ماهانه خرداد ۴/ ۳درصد، تورم ماهانه تیر ۴/ ۳ درصد، مرداد ۵/ ۵ درصد و شهریور ۱/ ۶ درصد بوده است. در نهایت در پایان شهریور شاخص قیمت به عدد ۹/ ۱۴۱ افزایش یافت؛ به این معنی که رشد شاخص قیمت در ۴ ماه منتهی به شهریور سالجاری حدود ۲۱ درصد بوده است. این حجم از جهش ۴ ماهه شاخص قیمت در ۲۷ سال گذشته بیسابقه بوده است. آخرینباری که شاخص قیمت در ۴ ماه، بیش از ۲۰ درصد رشد کرده بود در خردادماه سال ۱۳۷۴ بود. در این ماه شاخص قیمت نسبت به ۴ ماه قبل از آن حدود ۲۵ درصد رشد یافته بود.
پیشبینی تورم
درخصوص ریشههای موج تورمی فعلی تحلیلهای مختلفی صورت میگیرد. برخی رشد شاخص قیمت در مقطع کنونی را به متغیر نقدینگی و ناکارآیی سیاستگذاری در حوزه داخلی اقتصاد نسبت میدهند. عدهای دیگر ریشه اصلی رشد شاخص قیمت در ماههای گذشته را به متغیر سیاستخارجی و نرخ ارز نسبت میدهند. برخی دیگر نیز معتقدند تورم تجربه شده در مقطع کنونی از طریق ترکیبی از دو عامل نقدینگی و نرخ ارز توضیح داده میشود. بنابراین در مقام پیشبینی تورم تا پایان سال جاری سناریوهای مختلفی میتوان طرح کرد. درخصوص پیشبینی تورم سالانه در سال جاری سه سناریوی «حرکت شاخص قیمت در ۶ ماه آتی بر اساس میانگین رشد ۱۲ ماه گذشته»، «تکرار الگوی نیمسال اول در نیمسال دوم» و «تکرار الگوی ۴ ماه اخیر در نیمسال دوم» طراحی شده است.
تکرار الگوی ۱۲ ماه گذشته: طی یک سناریوی خوشبینانه میتوان تصور کرد شاخص قیمت در ۶ ماه باقیمانده از سال جاری الگوی حرکت خود در ۱۲ ماه گذشته را تکرار میکند. میانگین رشد ماهانه شاخص قیمت در ۱۲ ماه منتهی به شهریور ماه سال جاری حدود ۴/ ۱ درصد بود. اگر میانگین ماهانه رشد شاخص قیمت در ۶ ماه دوم سال جاری نیز ۴/ ۱ درصد باشد، در نهایت در اسفندماه شاخص قیمت به عدد ۱۵۴ درصد خواهد رسید. تحت چنین سناریویی در نهایت تورم نقطه به نقطه در اسفندماه به حدود ۳۵ درصد خواهد رسید. بعلاوه، تورم سالانه که رشد میانگین شاخص قیمت در ۱۲ ماه سال جاری نسبت به میانگین شاخص قیمت در مدت مشابه سال گذشته است حدود ۲۶ درصد خواهد شد.
تکرار الگوی نیمسال اول: طی سناریوی دیگری میتوان تصور کرد شاخص قیمت در ۶ ماه دوم سال جاری از الگوی نیمسال ابتدایی سال پیروی میکند. میانگین رشد ماهانه شاخص قیمت در ۶ ماه ابتدایی سال جاری حدود ۶/ ۳ درصد بوده است. اگر این الگو در نیمسال دوم نیز تکرار شود در نهایت شاخص قیمت در اسفندماه به عدد ۴/ ۱۷۵ خواهد رسید. تحت چنین شرایطی تورم نقطه به نقطه در اسفندماه به ۵۳ درصد و تورم سالانه به ۳۱ درصد خواهد رسید. تکرار الگوی ۴ ماهه: طی سناریوی دیگری میتوان فرض کرد شاخص قیمت در ۶ ماه دوم سال از الگوی ۴ ماه اخیر پیروی میکند. میانگین تورم ماهانه در ۴ ماه منتهی به شهریور ۷/ ۴ درصد بوده است. اگر این الگو برای ماههای باقیمانده سال نیز تکرار شود، در پایان سال شاخص قیمت به ۱۸۷ واحد خواهد رسید. تحت چنین سناریویی، در اسفندماه تورم نقطه به نقطه به ۶۳ درصد و تورم سالانه به حدود ۳۴ درصد خواهد رسید.
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)
لینک مطلب:
https://www.eranico.com/fa/content/93159