بخشنامه اعلام حداقل حقوق کارمندان و بازنشستگان دولت (بخشنامه شماره 67738 مورخ 13/6/1402 سازمان اداری و استخدامی کشور) به معاونین توسعه مدیریت و منابع دستگاههای اجرایی مشمول قانون مدیریت خدمات کشوری ابلاغ شد.
مصوبه شورای توسعه مدیریت و سرمایه انسانی در جلسه مورخ 1402/06/08 به استاد ردیف (4) جزء (س) ماده (116) قانون مدیریت خدمات کشوری و به منظور پاسخ گویی به استعلامات و ابهامات اداری دستگاههای اجرایی به شرح ذیل اعلام می گردد.
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در ابلاغیه معاون سازمان اداری واستخدامی Hمده است، در اجرای مفاد بند (5) تصویبنامه شماره 3607/ت61134ه مورخ 1402/07/15 هیئت وزیران با اصلاحات بعدی آن (موضوع تصویب نامه شماره 6526/ت1669ه مورخ 1402/03/01 هیئت وزیران مبلغ ریالی حداقل حقوق و مزایای مستمر شاغلین مشمول قانون مدیریت خدمات کشوری در سال 1402 مبلغ بیست و نه میلیون و ششصد و پنجاه و هشت هزار (29.658.000) ریال است. این رقم ملاک محاسبه "حداقل حقوق کارکنان دولت" مشمول قانون مدیریت خدمات کشوری در قوانین و مقررات مربوط است.
شایان ذکر است مبلغ حداقل حکم کارگزینی هر ساله در قوانین بودجه سنواتی تعیین می شود.
تسنیم