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» :: بررسی موانع استقرار سیستم اعتبار ریزی عملیاتی بر مبنای حسابداری تعهدی در انجمن امداد استان البرز
amir
چهارشنبه 24 شهریور 1395 ساعت 15:03
» :: مقاله بررسی طلاق بر مبنای عسر و حرج زن
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amir
چهارشنبه 24 شهریور 1395 ساعت 09:53
» :: بکارگیری آیین خرج یابی بر مبنای فعالیت (ABC) برای محاسبه هزینه تمام شده در بیمارستان و خدمات درمانی
amir
چهارشنبه 24 شهریور 1395 ساعت 07:10
» :: بکارگیری آیین هزینه یابی حرف مبنای فعالیت (ABC) برای محاسبه هزینه تمام شده در بیمارستان و خدمات درمانی
amir
سهشنبه 23 شهریور 1395 ساعت 15:40