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"_text":"Tỷ Lệ Hoàn Trả cho Người Chơi (RTP) theo lý thuyết của trò chơi này là {0}%",
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"_text":"Biểu tượng SCATTER trả thưởng trên bất kỳ vị trí nào. ",
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"_text":"TÍNH NĂNG SỤP ĐỔ có nghĩa là sau mỗi vòng quay, các kết hợp chiến thắng được trả thưởng và mọi biểu tượng chiến thắng biến mất. Các biểu tượng còn lại rơi xuống cuối màn hình và vị trí trống được thay thế bởi biểu tượng xuất hiện từ phía trên.  ",
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"width":1127,
"height":125,
"overflow":0
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],
"fileID":9843
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"_text":"TÍNH NĂNG SỤP ĐỔ ",
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"_text":"Việc sụp đổ sẽ tiếp tục cho đến khi không có thêm kết hợp chiến thắng nào xuất hiện do sụp đổ. Không có giới hạn nào đối với số lần sụp đổ có thể.",
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{
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"_text":"Trong ván chơi VÒNG QUAY MIỄN PHÍ, mỗi khi một biểu tượng SỐ NHÂN xuất hiện và kết quả vòng quay là trúng thưởng, giá trị SỐ NHÂN sẽ được cộng vào số nhân tổng. Trong toàn bộ thời gian diễn ra ván chơi, mỗi khi có biểu tượng SỐ NHÂN mới xuất hiện và kết quả là trúng thưởng, giá trị số nhân tổng cũng sẽ được sử dụng để nhân tiền thắng.",
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"_text":"Ván chơi bắt đầu với 15 vòng quay miễn phí.",
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"_text":"Trung bình, các trò chơi có tính bất ổn trả thưởng ít thường xuyên, nhưng cơ hội chạm vào những giải thưởng lớn trong khoảng thời gian ngắn là cao hơn.",
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"_text":"CƯỢC TRƯỚC SỰ KIỆN",
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"_text":"Biểu tượng SCATTER xuất hiện trên tất cả các cuộn. ",
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"_text":"Mỗi khi đạt được 3 biểu tượng SCATTER xuất hiện trong VÒNG QUAY MIỄN PHÍ, người chơi sẽ được thưởng thêm 5 vòng quay miễn phí.",
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"_text":"Đây là các biểu tượng số nhân. Các biểu tượng này xuất hiện trên tất cả các cuộn và có thể đạt được ngẫu nhiên trong các vòng quay và quá trình biểu tượng rơi xuống trong cả trò chơi cơ sở và VÒNG QUAY MIỄN PHÍ.",
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"_text":"Khi trúng thưởng với nhiều biểu tượng, tất cả tiền thắng được cộng lại thành tổng tiền thắng.",
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"_text":"TÍNH NĂNG VÒNG QUAY MIỄN PHÍ được thưởng khi 4 biểu tượng SCATTER trở lên xuất hiện ở vị trí bất kỳ trên màn hình.",
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"_text":"Tỷ lệ hoàn trả cho người chơi (RTP) của trò chơi này khi sử dụng \"CƯỢC TRƯỚC\" là {0}%",
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"_text":"Người chơi có thể lựa chọn số nhân cược. Trò chơi sẽ hoạt động khác tùy theo cược được chọn. Các giá trị có thể đạt được là:",
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"fileID":9675
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{
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"_text":"Đây là biểu tượng SCATTER. ",
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],
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"_text":"Tất cả chiến thắng được bổ sung vào số dư của người chơi sau khi tất cả các lượt sụp đổ do vòng quay cơ sở đã được chơi. ",
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"_text":"Mỗi khi một biểu tượng SỐ NHÂN xuất hiện, nó sẽ nhận được giá trị số nhân ngẫu nhiên từ 2x đến 500x.",
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') format('woff')}"
}
}
]}