جامعه کارگری بخش عمدهای از جمعیت کشور را دربرمیگیرد و توجه به معیشت این گروه از افراد جامعه همواره مورد توجه دولت و دستاندرکاران بوده است. براین اساس تعیین متوسط دستمزد نیز از اهمیت ویژهای برخوردار است و براساس ماده ۴۱ قانون اساسی حداقل مزد کارگران با توجه به درصد نرخ تورم باشد.
نگاهی به روند تغییرات دستمزد در کشور حکایت از این دارد که در سالهای ۱۳۶۰ تا ۱۳۶۸ و همزمان با جنگ تحمیلی، با وجود افزایش شاخص بهای کالاهای مصرفی (نرخ تورم) در کشور، درآمد کارگران تقریبا ثابت بوده است و در این دوره هشت ساله با وجود رشد ۲۳ درصدی دستمزد نرخ تورم ۲۸۶ درصد رشد کرده است. در سالهای بعد از پایان جنگ با وجود تلاشهایی که برای حفظ قدرت خرید کارگران و متناسبسازی تورم انجام شد اما هیچگاه این فاصله جبران نشده است.
بررسی آمار بیانگر این است که در دولت قبل و بین سالهای ۱۳۸۴ تا ۱۳۹۲ و در ابتدای کار دولت نهم نرخ افزایش دستمزد از تورم پیشی گرفت به این شکل که در سال ۸۵ با وجود نرخ تورم ۱۱.۹ درصدی دستمزد ۲۲ درصد رشد داشت و به همین ترتیب در سال بعد هم در برابر نرخ تورم ۱۸.۴ درصد، میزان دستمزد ۲۲ درصد افزایش یافته است. این روند در سالهای بعد تقریبا به این شکل ادامه داشت تا اینکه در سال ۱۳۹۰ با وجود نرخ تورم ۲۱.۵ درصد میزان دستمزد تنها ۹ درصد افزایش یافت و در سال ۱۳۹۱ نیز میزان نرخ تورم ۱۰.۶ درصد بیش از میزان افزایش مزد بود (نرخ تورم ۲۸.۷ درصد).
پس از شروع به کار دولت تدبیر و امید در سال ۱۳۹۳ میزان حداقل دستمزد ۶۰۸ هزار و ۹۰۶ تومان بود که نسبت به سال قبل از آن ۲۵ درصد رشد داشت؛ در این دوره نرخ تورم ۱۵.۶ درصد بود.
نگاهی به روند تغییرات دستمزد و نرخ تورم نشان میدهد که در سال ۱۳۹۴، حقوق کارگران ۵.۱ درصد بیش از نرخ تورم رشد داشت. همچنین سال بعد در برابر نرخ تورم ۹ درصد حقوق کارگران ۱۴ درصد بود.
از ابتدای فعالیت دولت تدبیر و امید تنها در سال ۱۳۹۷ بود که نرخ تورم از میزان رشد دستمزد پیشی گرفت. در این بازه زمانی در برابر نرخ تورم ۲۶.۹ درصدی که بانک مرکزی اعلام کرد، میزان دستمزد ۱۹.۵ درصد افزایش داشت. در واقع رشد دستمزد ۷.۴ کمتر از نرخ تورم بود.
سال گذشته نیز در حالیکه نرخ تورم ۳۴.۸ درصد بود میزان دستمزد ۳۶.۴ درصد افزایش یافت. امسال نیز میزان مزد کارگران پس از ماهها چانهزنی ۲۰.۹ درصد افزایش یافت.
مقایسه رشد حداقل دستمزد و نرخ تورم طی سالهای ۱۳۹۳ تا ۱۳۹۹
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براساس این گزارش همچنین «نسبت حداقل دستمزد سالانه کارگران به متوسط هزینه سالانه» برای یک خانوار شهری در سال ۱۳۹۰ معادل ۲۹.۸ بود که به ۳۷.۹ درصد در سال ۱۳۹۸ افزایش یافته است. این نسبت برای یک خانوار روستایی طی مدت مذکور از ۴۷.۳ درصد به ۶۹.۴ درصد رسیده است.
همچنین بر اساس آمار رسمی مرکز آمار ایران، «نسبت حداقل دستمزد سالانه کارگران به متوسط درآمد سالیانه» برای یک خانوار شهری در سال ۱۳۹۰ معادل ۳۰.۸ بود که به ۳۴.۱ درصد در سال ۱۳۹۸ افزایش یافته است. این نسبت برای یک خانوار روستایی طی مدت مذکور از ۵۰.۴ درصد به ۶۲.۱ درصد رسیده است.
ایرنا