Анализ региональной антикризисной политики. Ирина Стародубровская

Читать онлайн.



Скачать книгу

логику в сворачивании ненужных предприятий, правительство не будет. Правительство отдает абсолютный приоритет социальной стабильности перед модернизацией» (цит. по: Губернский деловой журнал. 2010. Март. № 3 (87). С. 8–9).

      8

      При расчете подушевых расходов для всех разделов объем расходов делился на общую численность населения, за исключением расходов на сельское хозяйство (делитель – численность сельского населения) и образование (делитель – численность населения в возрасте от 3 до 19 лет).

      9

      Строительство внеплощадочных сетей хоз. – фекальной канализации до территории ОЭЗ, строительство объекта «Внеплощадочные сети газоснабжения с газораспределительным пунктом до территории ОЭЗ», строительство внеплощадочных сетей водоснабжения до территории ОЭЗ.

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