Pembiayaan pembangunan rumah di atas tanah mililk pribadi (sertifikat atas nama pemohon)
Berlaku bagi:
Debitur baru dan debitur eksisting
Syarat dan Ketentuan:
a. Maksimal kredit: Maksimal 70% dari taksasi bank atas biaya RAB dengan ketentuan
- Telah ada prestasi bangunan minimal 30% dari RAB atau
- Dalam bentuk dana yang diblokir sebesar minimal 30% dari RAB
b. Jangka waktu maksimal kredit: 10 tahun
c. Teknis pencairan kredit: Dana dicairkan ke rekening tabungan 100% dan dilakukan pemblokiran atas dana tersebut
d. Pembukaan blokir sesuai dengan pola pencairan secara bertahap
Pola Pencairan Kredit
Manfaat:
a. Suku bunga KBR untuk debitur baru sebagai berikut:
![](data:image/png;base64,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)
Syarat dan ketentuan: - Wajib memiliki tabungan BTN Batara mengendap 1 (satu) kali angsuran awal dan menggunakannya secara aktif.
- Setelah masa berlaku fixed rate habis, dikanakan suku bunga berjenjang naik 1% per tahun s.d. suku bunga floating yang berlaku saat itu.
Suku bunga KBR untuk debitur esksisting sebagai berikut:
Syarat dan ketentuan: - Debitur eksisting adalah debitur yang memiliki kredit yang masih berjalan di BTN atau yang sudah lunas paling lama 5 (lima) tahun, serta memiliki riwayat kredit lancar minimal 2 (dua) tahun.
- Wajib memiliki tabungan BTN Batara mengendap 1 (satu) kali angsuran awal dan menggunakannya secara aktif.
- Setelah masa berlaku fixed rate habis, dikanakan suku bunga berjenjang naik 1% per tahun s.d. suku bunga floating yang berlaku saat itu.
Ketentuan Lain: - Nilai kredit di atas Rp500.000.000 pelaksaan pembangunannya harus menggunakan jasa kontraktor atau desain menggunakan jasa arsitek.
- Batas waktu pembangunan unit rumah adalah 6 bulan.
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