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Perfect Love (2020)

Tasya, gadis baik hati yang kurang percaya diri, selalu memimpikan kisah cinta yang bahagia dan abadi. Kehadiran Bagir dalam hidupnya seakan membuka jalan terang menuju impian Tasya. Tapi terkadang mimpi tidak selalu berjalan sesuai rencana, apakah Tasya dan Bagir akan sukses bersama?

TV Status: Ended

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