ذكر السيد وزير المالية في مؤتمر صحفي عرض يوم 21-10-2015 بأن سلم الرواتب الجديد جاء لتطبيق العدالة بين موظفي الدولة وتقليل الفارق في الرواتب بين الدرجات العليا والدنيا، كما ذكر بأن هذا السلم يوفر إلى الدولة مليار دولار سنويا. من جهته بيّن السيد المستشار الاقتصادي للسيد رئيس مجلس الوزراء بأن السلم الجديد يوفر 3 ترليون دينار عراقي، ولا أعلم إن كان أي منهم قد تأكد من صحة المعلومة قبل الإعلان عنها!
ففي حسبة بسيطة نجد أن الدولة لا توفر دولاراً أو ديناراً واحداً بتطبيق سلم الرواتب الجديد, بل العكس يكلف الدولة زيادة في المصاريف تعادل تقريباً 29 مليار دينار شهرياً, أي 353 مليار دينار تقريبا سنوياً .. كيف؟ يتضح من الجدول الآتي بأن عدد موظفي الدرجات (1- 3) (283443 موظف) تم تخفيض رواتبهم الاسمية بما يقارب 9,584,565,000)دينار). وأن عدد موظفي الدرجات (8- 10) يبلغ (1,483,435 موظف) تم زيادة رواتبهم الاسمية بما يقارب 39,058,780,000) دينار)، وبذلك يكون مبلغ الزيادة الذي تدفعه الحكومة نتيجة تطبيق سلم الرواتب الجديد ما يقارب 29 مليار دينار شهرياً.
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)
يقيناً إن الدولة العراقية تسير بقدرة قادر؛ لعدم وجود متخصصين في وزارة المالية يجيدون معالجة الأزمة المالية التي يمر بها البلد، وهذا يتطلب إعادة النظر في الكوادر العاملة في الوزارة؛ من أجل اختيار كفاءات حقيقية تستطيع أن تساهم بشكل فاعل في رسم وتنفيذ السياسة المالية للدولة، فالعراق مقبل على ظرف حرج يتطلب الموازنة بين حاجات الدولة في الإنفاق العام وبين حاجات المواطن في عيش حياة كريمة، فلا ينبغي أن تكون حلول الأزمة المالية على حساب أي موظف في الدولة باستثناء أولئك الذين يتمتعون بدرجات خاصة ويتقاضون رواتب خيالية لا تتناسب مع مناصبهم الوظيفية، وإن سلم الرواتب الجديد لا يشير إلى معالجة حكيمة من صانع القرار للأزمة المالية التي يمر بها، مما يتطلب مراجعته وإعادة النظر فيه.