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Chương 35: Mình sẽ li hôn -   Cậu nói với anh ấy như vậy! Tiểu Mạt vừa ăn khoai tây vừa nóiSau khi Chu Thiến rời khỏi quán cà phê thì đi tìm Lâm Tiểu Mạt, trong lòng cô buồn phiền, người tâm sự cũng chỉ có Tiểu Mạt.Lúc này, hai người ngồi ở KFC, trên bàn đầy khoai tây, đùi gà ránChu Thiến vẻ mặt đau khổ:-   Mình thực sự không muốn nhìn anh ấy đau lòng vì Tống Thiệu Lâm, chỉ có như thế anh ấy mới hết hi vọng!Tiểu Mạt thở dài:

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