شفا آنلاین>اجتماعی>مرکز آمار ایران، نرخ تورم سالانه را در مهرماه، ۱۳ و سه دهم درصد اعلام کرد.
به گزارش شفا آنلاین، مرکز آمار
ایران نرخ تورم سالانه را در مهر ۱۳ و سه دهم درصد اعلام کرد، این رقم در
شهریور ۱۳ و شش دهم درصد بوده است.
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)
نرخ تورم نقطه به نقطه نیز در ماه مهر 10 و نه دهم درصد است، که این رقم در شهریور 11 و شش دهم درصد بوده است.
همچنین نرخ تورم ماهانه در مهر 8 دهم درصد و در شهریور 9 دهم درصد بوده است.شبکه خبر