Genel devlet açığının Gayrisafi Yurt İçi Hasıla’ya oranı 2022 yılında %2,1 oldu
Genel devlet açığı 2022 yılında 309 milyar 422 milyon TL olarak tahmin edildi ve bir önceki yıl %1,1 olan genel devlet açığının Gayrisafi Yurt İçi Hasıla’ya (GSYH) oranı %2,1’e yükseldi. Mahalli idareler ve sosyal güvenlik kurumları alt sektörleri 2022 yılında fazla verirken merkezi devlet alt sektörü açık verdi. Genel devlet konsolide brüt borç stokunun GSYH’ye oranı ise 2022 yılında %31,7’ye düştü.
Genel devlet ve alt sektörlerinin açık / fazla ve borç düzeyleri, 2021, 2022
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)
Genel devlet toplam harcamalarının GSYH içindeki payı 2022 yılında %30,6 olduGenel devlet toplam gelirleri 4 trilyon 287 milyar 286 milyon TL’ye yükselirken, gelirlerin GSYH içindeki payı %28,6’ya düştü. Genel devlet toplam harcamaları 2022 yılında 4 trilyon 596 milyar 707 milyon TL’ye yükselirken, harcamaların GSYH içindeki payı %30,6’ya düştü.
Genel devlet sektörü ana bileşenleri, 2021, 2022
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)
Toplam vergi ve sosyal katkı gelirleri 2022 yılında 3 trilyon 473 milyar 992 milyon TL’ye yükseldiÜretim ve ithalat üzerindeki vergilerin toplam vergi ve sosyal katkı gelirleri içindeki payı 2021 yılında %45,3 iken 2022 yılında %47,8’e yükseldi. Gelir, servet vb. üzerindeki cari vergilerin payı %28,8’e yükselirken, net sosyal katkıların payı ise %23,1’e geriledi. Sermaye vergilerinin payı %0,3’e yükseldi.
Genel devlet vergi ve sosyal katkı gelirleri ve toplam içindeki payı, 2021, 2022
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)
Kaynak: TÜİK