2021 Devlet Hesapları
Genel devlet açığının Gayrisafi Yurt İçi Hasıla’ya oranı 2021 yılında %1,1 oldu
Genel devlet açığı 2021 yılında 79 milyar 74 milyon TL olarak tahmin edildi ve bir önceki yıl %4,6 olan genel devlet açığının Gayrisafi Yurt İçi Hasıla’ya (GSYH) oranı %1,1’e düştü. Mahalli idareler alt sektörü 2021 yılında fazla verirken merkezi devlet ve sosyal güvenlik kurumları alt sektörleri açık verdi. Genel devlet konsolide brüt borç stokunun GSYH’ye oranı ise 2021 yılında %41,8’e yükseldi.
Genel devlet ve alt sektörlerinin açık / fazla ve borç düzeyleri, 2020, 2021
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)
Genel devlet toplam harcamalarının GSYH içindeki payı 2021 yılında %32,5 oldu
Genel devlet toplam gelirleri 2 trilyon 279 milyar 105 milyon TL’ye yükselirken, gelirlerin GSYH içindeki payı %31,4’e yükseldi. Genel devlet toplam harcamaları 2021 yılında 2 trilyon 358 milyar 179 milyon TL’ye yükselirken, harcamaların GSYH içindeki payı %32,5’e düştü. Değer olarak tüm ana harcama ve gelir kalemlerinde artış görüldü.
Genel devlet sektörü ana bileşenleri, 2020, 2021
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)
Toplam vergi ve sosyal katkı gelirleri 2021 yılında 1 trilyon 813 milyar 784 milyon TL’ye yükseldi
Üretim ve ithalat üzerindeki vergilerin toplam vergi ve sosyal katkı gelirleri içindeki payı 2020 yılında %47,4 iken 2021 yılında %45,3’e düştü. Gelir, servet vb. üzerindeki cari vergilerin payı %27,2’ye yükselirken, net sosyal katkıların payı ise %27,2’ye geriledi. Sermaye vergilerinin payı %0,2’ye yükseldi.
Genel devlet vergi ve sosyal katkı gelirleri ve toplam içindeki payı, 2020, 2021
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)
Kaynak: TÜİK