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}} |Yth.|1. Para Kepala Kantor Wilayah DJP\\ 2. Para Kepala KPP Pratama\\ seluruh Indonesia| SURAT EDARAN\\ NOMOR SE-89/PJ/2011 TENTANG\\ \\ PETUNJUK PELAKSANAAN PERATURAN DIREKTUR JENDERAL PAJAK\\ NOMOR [[view.php?id=6340831392e9cd8af9598274f4b3c5c0|**PER-36/PJ/2011**]] TENTANG PENGENAAN PAJAK BUMI DAN BANGUNAN\\ SEKTOR PERHUTANAN        Sehubungan dengan telah diterbitkannya Peraturan Direktur Jenderal Pajak Nomor [[view.php?id=6340831392e9cd8af9598274f4b3c5c0|**PER-36/PJ/2011**]] tanggal 18 November 2011 tentang Pengenaan Pajak Bumi dan Bangunan Sektor Perhutanan, dengan ini disampaikan hal-hal sebagai berikut: I. PENGERTIAN   1. Objek pajak Pajak Bumi dan Bangunan sektor perhutanan adalah bumi dan/atau bangunan yang digunakan untuk kegiatan usaha perhutanan yang diberikan hak pengusahaan hutan.   2. Hutan Produksi adalah kawasan hutan yang mempunyai fungsi pokok memproduksi hasil hutan.   3. Hutan Tanaman adalah Hutan Produksi yang dibangun dan dimanfaatkan melalui serangkaian kegiatan berupa penyiapan lahan, perbenihan atau pembibitan, pemeliharaan, pengamanan, pemanenan atau penebangan, pengolahan, dan pemasaran hasil hutan.   4. Hutan Alam adalah Hutan Produksi yang di dalamnya telah bertumbuhan pohon-pohon alami dan dimanfaatkan melalui serangkaian kegiatan berupa pemanenan atau penebangan, penanaman, pemeliharaan, pengamanan, pengolahan, dan pemasaran hasil hutan.   5. Standar lnvestasi Tanaman yang selanjutnya disingkat SIT adalah jumlah biaya tenaga kerja, bahan dan alat yang diinvestasikan untuk pembukaan lahan, penanaman, dan pemeliharaan tanaman.   6. Surat Pemberitahuan Objek Pajak Sektor Perhutanan yang selanjutnya disebut SPOP adalah surat yang digunakan oleh subjek pajak atau Wajib Pajak untuk melaporkan data objek pajak sektor perhutanan ke Direktorat Jenderal Pajak.   7. Lampiran Surat Pemberitahuan Objek Pajak Sektor Perhutanan yang selanjutnya disebut LSPOP adalah formulir yang dipergunakan oleh subjek pajak atau Wajib Pajak untuk melaporkan data rinci objek pajak sektor perhutanan.   8. Formulir Data Masukan yang selanjutnya disingkat FDM adalah formulir yang digunakan sebagai sarana perekaman data ke dalam basis data PBB sektor perhutanan.   9. Rincian Perhitungan Nilai yang selanjutnya disingkat RPN adalah hasil keluaran dari aplikasi PBB sektor perhutanan yang berisi informasi rinci perhitungan nilai tanah dan nilai bangunan.   10. Nilai Dasar Tanah adalah nilai tanah areal hutan, tidak termasuk SIT.   11. Pendapatan bersih seta hun adalah pendapatan kotor dari hasil penjualan kayu dan/atau bukan kayu setahun dikurangi dengan biaya produksi setahun, sebelum tahun pajak.   12. Biaya Produksi adalah seluruh biaya lang sung yang terkait dengan kegiatan produksi hasil hutan, sampai di log ponds/log yards untuk hasil hutan kayu atau sampai di tempat pengumpulan lain untuk hasil hutan bukan kayu, pada Hutan Alam.             II. OBJEK PAJAK, SUBJEK PAJAK, DAN WAJIB PAJAK   1. Objek pajak PBB sektor perhutanan adalah bumi dan/atau bangunan yang digunakan untuk kegiatan usaha perhutanan yang diberikan hak pengusahaan hutan.   2. Bumi terdiri dari:     a. Areal Produktif:       i. pada Hutan Tanaman, yaitu areal hutan yang telah ditanami;       ii. pada Hutan Alam, yaitu areal blok tebangan.     b. Areal Belum Produktif:       i. pada Hutan Tanaman, yaitu areal yang sudah diolah tetapi belum ditanami;       ii. pada Hutan Alam, yaitu areal hutan yang dapat ditebang selain blok tebangan.     c. Areal Emplasemen, yaitu areal yang digunakan untuk berdirinya bangunan dan sarana pelengkap lainnya dalam perhutanan termasuk areal jalan yang diperkeras.     d. Areal lainnya terdiri dari:       i. Log ponds, yaitu areal berupa perairan yang digunakan untuk penimbunan\\ kayu bulat;       ii. Log yards, yaitu areal berupa daratan yang digunakan untuk penimbunan kayu bulat;       iii. Areal Tidak Produktif, yaitu areal hutan yang tidak ada tegakannya, seperti areal rawa, payau, waduk/danau, atau yang digunakan pihak ketiga secara tidak sah.   3. Bangunan adalah konstruksi teknik yang ditanam atau dilekatkan secara tetap pada tanah dan/atau perairan, yang terletak di dalam kawasan yang diberikan hak pengusahaan hutan.   4. Hak pengusahaan hutan meliputi izin usaha pemanfaatan dan pemungutan hasil hutan dan izin lainnya yang sah pada Hutan Produksi.   5. lzin usaha pemanfaatan dan pemungutan hasil hutan terdiri dari:     a. lzin Usaha Pemanfaatan Hasil Hutan Kayu (IUPHHK), lzin Usaha Pemanfaatan Hasil Hutan Bukan Kayu (IUPHHBK), lzin Pemungutan Hasil Hutan Kayu (IPHHK), dan lzin Pemungutan Hasil Hutan Bukan Kayu (IPHHBK);     b. Hak Pengusahaan Hutan (HPH), dan Hak Pemungutan Hasil Hutan (HPHH) yang masih berlaku sampai dengan hak atau izinnya berakhir.   6. Hutan Produksi terdiri dari Hutan Tanaman dan Hutan Alam.   7. Subjek pajak PBB sektor perhutanan adalah orang pribadi atau badan yang secara nyata mempunyai suatu hak atas bumi, dan/atau memperoleh manfaat atas bumi, dan/atau memiliki, menguasai, dan/atau memperoleh manfaat atas bangunan, yang digunakan untuk kegiatan usaha perhutanan yang diberikan hak pengusahaan hutan.   8. Wajib Pajak PBB sektor perhutanan adalah subjek pajak yang dikenakan kewajiban membayar PBB sektor perhutanan.             Ill. PENDAFTARAN DAN PENDATAAN   1. Sarana pendaftaran atau pendataan objek pajak PBB sektor perhutanan adalah SPOP dan LSPOP.   2. KPP Pratama menyampaikan SPOP dan LSPOP kepada subjek pajak atau Wajib Pajak paling lambat akhir bulan September sebelum tahun pajak.   3. SPOP dan LSPOP yang telah diisi dengan lengkap, benar dan jelas serta ditandatangani oleh subjek pajak atau Wajib Pajak harus disampaikan ke KPP Pratama paling lambat 30 (tiga puluh) hari setelah tanggal diterimanya SPOP dan LSPOP oleh subjek pajak atau Wajib Pajak.   4. KPP Pratama menatausahakan SPOP dan LSPOP dan merekam ke dalam basis data PBB sektor perhutanan.             IV. PENILAIAN   1. SPOP dan LSPOP digunakan sebagai dasar penghitungan nilai tanah dan/atau nilai bangunan.   2. Penghitungan nilai tanah areal hutan ditentukan sebagai berikut:     a. Nilai tanah Areal Produktif:       1) pada Hutan Tanaman, merupakan penjumlahan Nilai Dasar Tanah Areal Produktif dan SIT.         a) Nilai Dasar Tanah Areal Produktif merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, pada Areal Produktif;         b) SIT merupakan perkalian luas tanah Areal Produktif dengan SIT per meter persegi;         c) Pedoman penentuan SIT dan contoh penghitungan SIT adalah sebagaimana pada Lampiran I dan Lampiran II Surat Edaran Direktur Jenderal Pajak ini.       2) pada Hutan Alam, merupakan perkalian pendapatan bersih setahun dengan Angka Kapitalisasi.         a) Pendapatan bersih setahun ditentukan sebesar pendapatan kotor setahun dikurangi Biaya Produksi setahun, sebelum tahun pajak;         b) Pendapatan kotor setahun diperoleh dari jumlah produksi hasil hutan kayu dan bukan kayu setahun, dikalikan dengan harga satuan produksi;         c) Biaya Produksi setahun ditentukan sebesar Rasio Biaya Produksi dikalikan pendapatan kotor setahun;         d) Angka kapitalisasi dan Rasio Biaya Produksi untuk Hutan Alam ditetapkan dengan Keputusan Direktur Jenderal Pajak dengan format sebagaimana ditetapkan pada Lampiran Ill Surat Edaran Direktur Jenderal Pajak ini;         e) Prosedur penerbitan Keputusan Direktur Jenderal Pajak mengenai Angka Kapitalisasi dan Rasio Biaya Produksi PBB sektor perhutanan adalah sebagaimana pada Lampiran IV Surat Edaran Direktur Jenderal Pajak ini.     b. Nilai tanah Areal Belum Produktif:       1) pada Hutan Tanaman, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, termasuk biaya pembukaan lahan, pada Areal Belum Produktif;       2) pada Hutan Alam, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, pada Areal Belum Produktif.     c. Nilai tanah Areal Emplasemen, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, termasuk biaya pematangan tanah, pada Areal Emplasemen.     d. Nilai tanah Areal Lainnya:       1) untuk log ponds, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, pada areal log ponds;       2) untuk log yards, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, pada areal log yards;       3) untuk Areal Tidak Produktif, merupakan perkalian luas tanah dengan Nilai Dasar Tanah per meter persegi, pada Areal Tidak Produktif.     e. Nilai tanah per meter persegi areal hutan merupakan jumlah nilai tanah Areal Produktif, Areal Belum Produktif, Areal Emplasemen, dan Areal Lainnya, dibagi dengan jumlah luas Areal Produktif, Areal Belum Produktif, Areal Emplasemen, dan Areal Lainnya.   3. Nilai bangunan per meter persegi merupakan jumlah nilai seluruh bangunan dibagi dengan jumlah luas seluruh bangunan.   4. Hasil perhitungan nilai tanah dan nilai bangunan:     a. untuk Hutan Tanaman dituangkan dalam FDM dengan bentuk sebagaimana ditetapkan pada Lampiran V Surat Edaran Direktur Jenderal Pajak ini;     b. untuk Hutan Alam dituangkan dalam FDM dengan bentuk sebagaimana ditetapkan pada Lampiran VI Surat Edaran Direktur Jenderal Pajak ini.   5. FDM direkam ke dalam basis data PBB sektor perhutanan.             V. PENETAPAN   1. Dasar pengenaan PBB sektor perhutanan adalah NJOP.   2. NJOP merupakan penjumlahan antara perkalian luas bumi dengan NJOP bumi per meter persegi dan perkalian luas bangunan dengan NJOP bangunan per meter persegi, dengan ketentuan sebagai berikut:     a. NJOP bumi per meter persegi merupakan hasil konversi nilai tanah per meter persegi ke dalam klasifikasi NJOP bumi sebagaimana dimaksud dalam Peraturan Menteri Keuangan Nomor [[view.php?id=9c9744d143d2abbe041317b7b76f8e85|**150/PMK.03/2010**]].     b. NJOP bangunan per meter persegi merupakan hasil konversi nilai bangunan per meter persegi ke dalam klasifikasi NJOP bangunan sebagaimana dimaksud dalam Peraturan Menteri Keuangan Nomor [[view.php?id=9c9744d143d2abbe041317b7b76f8e85|**150/PMK.03/2010**]].   3. Kepala Kantor Wilayah Direktorat Jenderal Pajak atas nama Menteri Keuangan menetapkan Keputusan Menteri Keuangan mengenai Klasifikasi dan Besarnya NJOP Sebagai Dasar Pengenaan Pajak Bumi dan Bangunan.   4. Kepala KPP Pratama menetapkan PBB terhutang dengan menerbitkan SPPT dan/atau SKP PBB sesuai dengan ketentuan yang berlaku.             VI. KETENTUAN LAIN-LAIN   1. Prosedur pembentukan/pemeliharaan basis data PBB sektor perhutanan adalah sebagaimana pada Lampiran VII Surat Edaran Direktur Jenderal Pajak ini.   2. Kepala Kantor Wilayah Direktorat Jenderal Pajak menetapkan Keputusan Kepala Kantor Wilayah Direktorat Jenderal Pajak mengenai Standar lnvestasi Tanaman Sektor Perhutanan paling lambat akhir bulan Oktober sebelum Tahun Pajak.   3. Kepala KPP Pratama menyampaikan usulan konsep Keputusan Menteri Keuangan mengenai Klasifikasi dan Besarnya NJOP Sebagai Dasar Pengenaan Pajak Bumi dan Bangunan paling lambat akhir bulan November sebelum Tahun Pajak, sesuai SOP KPP60-0030.   4. Standar Biaya Pembangunan Hutan Tanaman (SBPHT) pada tahun sebelum Tahun Pajak yang diterbitkan oleh Kementerian Kehutanan diproses oleh Kantor Pusat Direktorat Jenderal Pajak cq. Direktorat Ekstensifikasi dan Penilaian dan disampaikan ke Kantor Wilayah Direktorat Jenderal Pajak sebagai bahan penyusunan SIT.   5. Dalam hal SBPHT pada tahun sebelum Tahun Pajak tidak diterbitkan oleh Kementerian Kehutanan, Kantor Pusat Direktorat Jenderal Pajak cq. Direktorat Ekstensifikasi dan Penilaian menyampaikan pemberitahuan ke Kantor Wilayah Direktorat Jenderal Pajak untuk menggunakan data Satuan Biaya Tanaman (SBT) Tahun Pajak sebelumnya dalam penyusunan SIT.   6. Penyampaian SBPHT sebagaimana dimaksud pada angka 4 atau penyampaian pemberitahuan sebagaimana dimaksud pada angka 5, dilaksanakan paling lambat akhir bulan September sebelum Tahun Pajak dengan prosedur adalah sebagaimana pada Lampiran VIII Surat Edaran Direktur Jenderal Pajak ini.   7. Prosedur penerbitan Keputusan Kepala Kantor Wilayah Direktorat Jenderal Pajak mengenai SIT Sektor Perhutanan adalah sebagaimana pada Lampiran IX Surat Edaran Direktur Jenderal Pajak ini.   8. Format Keputusan Kepala Kantor Wilayah Direktorat Jenderal Pajak mengenai SIT Sektor Perhutanan beserta lampirannya adalah sebagaimana ditetapkan pada Lampiran X Surat Edaran Direktur Jenderal Pajak ini.   9. Dalam hal Wajib Pajak meminta informasi rinci perhitungan nilai tanah dan nilai bangunan objek pajak PBB sektor perhutanan, KPP Pratama dapat menerbitkan:     a. RPN untuk Hutan Tanaman sebagaimana ditetapkan pada Lampiran XI Surat Edaran Direktur Jenderal Pajak ini; atau     b. RPN untuk Hutan Alam sebagaimana ditetapkan pada Lampiran XII Surat Edaran Direktur Jenderal Pajak ini.   10. Prosedur penerbitan RPN adalah sebagaimana pada Lampiran XIII Surat Edaran Direktur Jenderal Pajak ini.   11 . Dalam hal Wajib Pajak tidak mengembalikan SPOP/LSPOP dalam jangka waktu yang telah ditentukan atau ditemukan data/keterangan lain yang menyebabkan jumlah pajak yang terhutang lebih besar dari jumlah yang dihitung berdasarkan SPOP/LSPOP yang disampaikan oleh wajib pajak, KPP Pratama dapat menerbitkan Surat Ketetapan Pajak (SKP) PBB dengan prosedur sebagaimana ditetapkan pada Lampiran XIV Surat Edaran Direktur Jenderal Pajak ini.   12. Prosedur perekaman Surat Setoran Pajak Pajak Bumi dan Bangunan (SSP PBB) lembar ke-3 yang diserahkan oleh Wajib Pajak adalah sebagaimana ditetapkan pada Lampiran XV Surat Edaran Direktur Jenderal Pajak ini. Demikian disampaikan untuk dilaksanakan dengan sebaik-baiknya.                                                                                                                           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}} Tembusan:\\ 1. Sekretaris Direktorat Jenderal\\ 2. Para Direktur, Tenaga Pengkaji, dan Kepala Pusat di Lingkungan Kantor Pusat Direktorat Jenderal Pajak

peraturan/sedp/89pj2011.txt · Last modified: 2023/02/05 05:59 by 127.0.0.1