Người đăng: ♫ ๖ۣۜLucario ♫ Tuyết Kỳ vốn định An Kỳ Âm Dương Kính sau đó né tránh, đột nhiên nhớ tới Diệp Thiếu Dương trước đó đã thông báo, Âm Dương Kính này một khi bắt đầu tiến vào phong ấn trạng thái, là quyết không thể lấy đi. Thật sự là hố chết rồi. Tuyết Kỳ bất đắc dĩ hiện ra Thiên La Dạ Xoa chân thân, quay người đối mặt quái vật kia, lấy tu vi hóa thành một đạo giống như Tam Xoa Kích một dạng hồn khí, đối với con cóc bao túi chính là một cái. Con cóc đầu như là bột nhão một dạng nổ tung, Tuyết Kỳ lại tại trên người nó bổ một cái, đem hắn thân thể đánh nát, nhưng tạo thành thân thể của hắn nham tương giống như chất lỏng tản ra sau đó lại lại lần nữa ngưng tụ, rất nhanh hình thành phải nói là khôi phục thân thể, mở ra miệng rộng gầm thét, phun ra một sóng lớn nham tương. Tuyết Kỳ vì bảo hộ Âm Dương Kính, cũng không dám tránh né, chỉ có thể chống đỡ được lần này, thân thể lập tức bị nham tương vây quanh.
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