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MENTERI KEUANGAN

REPUBLIK INDONESIA

SALINAN

PERATURAN MENTERI KEUANGAN REPUBLIK INDONESIA
NOMOR 162/PMK.011/2012

TENTANG

PENYESUAIAN BESARNYA PENGHASILAN TIDAK KENA PAJAK

DENGAN RAHMAT TUHAN YANG MAHA ESA

MENTERI KEUANGAN REPUBLIK INDONESIA,

 

Menimbang

:

a.

bahwa berdasarkan Pasal 7 ayat (1) Undang-Undang Nomor **7 TAHUN 1983** tentang Pajak Penghasilan sebagaimana telah beberapa kali diubah terakhir dengan Undang-Undang Nomor **36 TAHUN 2008** telah ditetapkan besarnya penghasilan tidak kena pajak;

 

 

b.

bahwa dengan mempertimbangkan perkembangan di bidang ekonomi dan moneter serta perkembangan harga kebutuhan pokok yang semakin meningkat, perlu diIakukan penyesuaian terhadap besarnya penghasilan tidak kena pajak sebagaimana dimaksud pada huruf a;

 

 

c.

bahwa dalam rangka penyesuaian terhadap besarnya penghasilan tidak kena pajak sebagaimana dimaksud pada huruf b di atas, Menteri Keuangan telah mengadakan pertemuan konsultasi dengan Dewan Perwakilan Rakyat Republik Indonesia pada tanggaI 30 Mei 2012 dan 15 Oktober 2012;

 

 

d.

bahwa berdasarkan pertimbangan sebagaimana dimaksud dalam huruf a, huruf b, huruf c, dan dalam rangka melaksanakan ketentuan PasaI 7 ayat (3) Undang-Undang Nomor **7 TAHUN 1983** tentang Pajak Penghasilan sebagaimana telah beberapa kali diubah terakhir dengan Undang-Undang Nomor **36 TAHUN 2008**, perlu menetapkan Peraturan Menteri Keuangan tentang Penyesuaian Besarnya Penghasilan Tidak Kena Pajak;

Mengingat

:

1.

Undang-Undang  Nomor **6 TAHUN 1983**  tentang Ketentuan Umum dan Tata Cara Perpajakan (Lembaran Negara  Republik  Indonesia  Tahun  1983  Nomor  49, Tambahan Lembaran Negara Republik Indonesia Nomor 3262) sebagaimana telah beberapa kali diubah terakhir dengan  Undang-Undang  Nomor  **16 TAHUN 2009** (Lembaran Negara Republik Indonesia Tahun 2009 Nomor 62, Tambahan Lembaran Negara Republik Indonesia Nomor 4999);

 

 

2.

Undang-Undang Nomor **7 TAHUN 1983** tentang Pajak Penghasilan (Lembaran Negara Republik Indonesia Tahun 1983 Nomor 50, Tambahan Lembaran Negara Republik Indonesia Nomor 3263) sebagaimana telah beberapa kali diubah terakhir dengan Undang-Undang Nomor **36 TAHUN 2008** (Lembaran Negara Republik Indonesia Tahun 2008 Nomor 133, Tambahan Lembaran Negara Republik: Indonesia Nomor 4893);

 

 

 

 

 

 

MEMUTUSKAN:

Menetapkan

:

PERATURAN MENTERI KEUANGAN TENTANG PENYESUAIAN BESARNYA PENGHASILAN TIDAK KENA PAJAK.

 

 

 

 

 

Pasal 1

 

 

Besarnya penghasilan tidak kena pajak disesuaikan menjadi sebagai berikut:

 

 

a.

Rp24.300.000,00 (dua puluh empat juta tiga ratus ribu rupiah) untuk diri Wajib Pajak orang pribadi;

 

 

b.

Rp2.025.000,00 (dua juta dua puluh lima ribu rupiah) tambahan untuk Wajib Pajak yang kawin;

 

 

c.

Rp24.300.000,00 (dua puluh empat juta tiga ratus ribu rupiah) tambahan untuk seorang isteri yang penghasilannya digabung dengan penghasilan suami sebagaimana dimaksud dalam Pasal 8 ayat (1) Undang-Undang Nomor **7 TAHUN 1983** tentang Pajak Penghasilan sebagaimana telah beberapa kali diubah terakhir dengan  Undang-Undang Nomor **36 TAHUN 2008**;

 

 

d.

Rp2.025.000,00 (dua juta dua puluh lima ribu rupiah) tambahan untuk setiap anggota keluarga sedarah dan keluarga semenda dalam garis keturunan lurus serta anak angkat, yang menjadi tanggungan sepenuhnya, paling banyak 3 (tiga) orang untuk setiap keluarga.

 

 

 

 

 

 

 

Pasal 2

 

 

Ketentuan yang diperlukan mengenai tata cara penghitungan besarnya Penghasilan Tidak Kena Pajak untuk Wajib Pajak orang pribadi diatur dengan Peraturan Direktur Jenderal Pajak.

 

 

 

 

 

 

Pasal 3

 

 

Ketentuan mengenai penyesuaian besarnya penghasilan tidak kena pajak sebagaimana dimaksud dalam Pasal 1 mulai berlaku pada tanggal 1 Januari 2013.

 

 

 

 

 

 

 

Pasal 4

 

 

Peraturan Menteri ini mulai berlaku pada tanggal diundangkan.

 

 

 

 

 

Agar  setiap  orang  mengetahuinya,  memerintahkan  pengundangan Peraturan  Menteri  ini  dengan  penempatannya  dalam  Berita  Negara Republik Indonesia.

 

 

 

 

 

 

 

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?434x295}}