KEMENTERIAN KEUANGAN REPUBLIK INDONESIA\\ DIREKTORAT JENDERAL PAJAK   PERATURAN DIREKTUR JENDERAL PAJAK\\ NOMOR PER-64/PJ/2010 TENTANG PENGENAAN PAJAK BUMI DAN BANGUNAN SEKTOR PERKEBUNAN   DIREKTUR JENDERAL PAJAK, Menimbang : bahwa dalam rangka meningkatkan kepastian hukum Nilai Jual Objek Pajak Pajak Bumi dan Bangunan Sektor Perkebunan, perlu menetapkan Peraturan Direktur Jenderal Pajak tentang Pengenaan Pajak Bumi dan Bangunan Sektor Perkebunan; Mengingat : 1. Undang-Undang Nomor [[view.php?id=c51ce410c124a10e0db5e4b97fc2af39|**12 TAHUN 1985**]] tentang Pajak Bumi dan Bangunan (Lembaran Negara Republik Indonesia Tahun 1985 Nomor 68, Tambahan Lembaran Negara Republik Indonesia Nomor 3312) sebagaimana telah diubah dengan Undang-Undang Nomor [[view.php?id=6f4922f45568161a8cdf4ad2299f6d23|**12 TAHUN 1994**]] (Lembaran Negara Republik Indonesia Tahun 1994 Nomor 62, Tambahan Lembaran Negara Republik Indonesia Nomor 3569);     2. Peraturan Menteri Keuangan Republik Indonesia Nomor [[view.php?id=9c9744d143d2abbe041317b7b76f8e85|**150/PMK.03/2010**]] tentang Klasifikasi dan Penetapan Nilai Jual Objek Pajak sebagai Dasar Pengenaan Pajak Bumi dan Bangunan:         MEMUTUSKAN: Menetapkan : PERATURAN DIREKTUR JENDERAL PAJAK TENTANG PENGENAAN PAJAK BUMI DAN BANGUNAN SEKTOR PERKEBUNAN.                 Pasal 1     Dalam Peraturan Direktur Jenderal Pajak ini, yang dimaksud dengan :     1. Pengenaan adalah kegiatan untuk menetapkan Wajib Pajak serta  besarnya pajak terutang untuk Pajak Bumi dan Bangunan Sektor Perkebunan berdasarkan peraturan perundang-undangan Pajak Bumi dan Bangunan.     2. Objek Pajak Sektor Perkebunan adalah objek pajak Pajak Bumi dan Bangunan yang dimiliki, dikuasai, dan/atau dimanfaatkan oleh orang pribadi atau Badan, yang digunakan untuk kegiatan usaha perkebunan yang diberikan hak guna usaha perkebunan.     3. Nilai Jual Objek Pajak yang selanjutnya disingkat NJOP adalah harga rata-rata yang diperoleh dari transaksi jual beli yang terjadi secara wajar, dan bilamana tidak terdapat transaksi jual beli, Nilai Jual Objek Pajak ditentukan melalui perbandingan harga dengan objek lain yang sejenis, atau nilai perolehan baru, atau Nilai Jual Objek Pajak pengganti.     4. Standar Investasi Tanaman yang selanjutnya disingkat SIT adalah jumlah biaya tenaga kerja, bahan dan alat yang diinvestasikan untuk pembukaan lahan, penanaman, dan pemeliharaan tanaman.     5. Surat Pemberitahuan Objek Pajak Sektor Perkebunan yang selanjutnya disebut SPOP adalah surat yang digunakan oleh subjek pajak atau Wajib Pajak untuk melaporkan data objek pajak Sektor Perkebunan ke Direktorat Jenderal Pajak.     6. Lampiran Surat Pemberitahuan Objek Pajak Sektor Perkebunan yang selanjutnya disebut LSPOP adalah formulir yang dipergunakan oleh subjek pajak atau Wajib Pajak untuk melaporkan data rinci Objek Pajak Sektor Perkebunan.             Pasal 2     (1) Dasar Pengenaan Pajak Bumi dan Bangunan untuk Objek Pajak Sektor Perkebunan adalah NJOP Sektor Perkebunan yang merupakan hasil penjumlahan antara perkalian luas areal perkebunan dengan NJOP bumi per meter persegi dan perkalian luas bangunan dengan NJOP bangunan per meter persegi.     (2) NJOP bumi per meter persegi sebagaimana dimaksud pada ayat (1) 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**]].     (3) NJOP bangunan per meter persegi sebagaimana dimaksud pada ayat (1) 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**]].     (4) Nilai tanah sebagaimana dimaksud pada ayat (2) merupakan penjumlahan nilai dasar tanah dan SIT.             Pasal 3     Kepala Kantor Wilayah Direktorat Jenderal Pajak setempat menetapkan besarnya SIT setiap tahun untuk masing-masing kabupaten/kota.                 Pasal 4     (1) Pendaftaran objek pajak atau pemutakhiran data objek pajak PBB Sektor Perkebunan dilakukan oleh subjek pajak atau Wajib Pajak dengan cara mengisi SPOP, termasuk LSPOP, dengan jelas, benar, dan lengkap.     (2) LSPOP sebagaimana dimaksud pada ayat (1) merupakan bagian yang tidak terpisahkan dari SPOP.     (3) SPOP harus ditandatangani oleh subjek pajak atau Wajib Pajak, dan dalam hal ditandatangani oleh bukan subjek pajak atau Wajib Pajak, harus dilampiri dengan Surat Kuasa Khusus.     (4) Bentuk SPOP dan LSPOP sebagaimana dimaksud pada ayat (1) adalah sebagaimana ditetapkan pada Lampiran I dan Lampiran II Peraturan Direktur Jenderal Pajak ini.             Pasal 5     Pada saat Peraturan Direktur Jenderal Pajak ini mulai berlaku:     (1) Pengenaan Pajak Bumi dan Bangunan Sektor Perkebunan untuk tahun pajak 2009 dan tahun pajak 2010 tetap berpedoman pada Peraturan Direktur Jenderal Pajak Nomor [[view.php?id=232362afef787e622e4d148d7630445a|**PER-50/PJ/2008**]] tentang Pengenaan Pajak Bumi dan Bangunan Sektor Perkebunan.     (2) Peraturan Direktur Jenderal Pajak Nomor [[view.php?id=232362afef787e622e4d148d7630445a|**PER-50/PJ/2008**]] tentang Pengenaan Pajak Bumi dan Bangunan Sektor Perkebunan, dicabut dan dinyatakan tidak berlaku.             Pasal 6     Peraturan Direktur Jenderal Pajak ini mulai berlaku pada tanggal 1 Januari 2011.                   {{data:image/png;base64,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}}