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"_text":"Tất cả biểu tượng trả từ trái sang phải trên dòng cược chọn.\nVòng quay miễn phí và bonus thắng được cộng dồn vào thắng dòng cược.\nTất cả thắng được nhân lên số lần theo từng dòng cược",
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"_text":"Tất cả giá trị thắng thực tế thể hiện bằng tiền xu",
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"_text":"Chiến thắng của các vòng quay miễn phí được trao cho người chơi sau khi vòng chơi kết thúc. ",
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"_text":"Tổng chiến thắng của các vòng quay miễn phí trong lịch sử chứa toàn bộ chiến thắng của chu kỳ. ",
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"_text":"Trong trường hợp sự cố các cược và thanh toán sẽ được hủy.",
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"_text":"Ở mỗi vòng quay, tất cả biểu tượng WILD trên cùng một cuộn có số nhân ngẫu nhiên là 2x hoặc 3x.",
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"_text":"Biểu tượng WILD chỉ xuất hiện trên các cuộn 2, 3 và 4.",
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"_text":"Biểu tượng này là WILD và thay thế cho tất cả các biểu tượng khác ngoại trừ         .",
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"width":916,
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],
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"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Title/GameRulesLabel",
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"_text":"LUẬT CHƠI",
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"_text":"Biểu tượng BONUS trả thưởng ở vị trí bất kỳ.",
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"width":1100,
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"_text":"3x          trả thưởng 5x tổng cược.",
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],
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"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule1/Label",
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"_text":"Đây là biểu tượng BONUS. Nó chỉ xuất hiện trên cuộn số 1, 3 và 5. ",
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"width":1093,
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule2/Label",
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"_text":"Đạt 3 biểu tượng BONUS trên các cuộn 1, 3 và 5 để kích hoạt VÒNG QUAY MIỄN PHÍ.",
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule2/Label",
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"_text":"Lưới 3x3 cuộn sẽ tự động quay để mở ra số vòng quay miễn phí trong mỗi ô. Số vòng quay miễn phí được thưởng bằng tổng của các số trong từng ô cộng lại với nhau.",
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"width":1400,
"height":50,
"overflow":0
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule5/Label",
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"_text":"Biểu tượng BONUS không xuất hiện trên các cuộn trong quá trình diễn ra VÒNG QUAY MIỄN PHÍ.",
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"width":1400,
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"overflow":0
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"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule6/Label",
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"_text":"Tính năng không thể được kích hoạt lại. ",
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"overflow":0
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"_text":"Trước khi lượt chơi bắt đầu, số vòng quay miễn phí ngẫu nhiên được thưởng.",
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"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule3/Label",
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"_text":"Trong VÒNG QUAY MIỄN PHÍ, tất cả biểu tượng WILD xuất hiện trên các cuộn 2, 3 hoặc 4 ở lại trên màn hình trong toàn bộ thời gian của VÒNG QUAY MIỄN PHÍ đó. Biểu tượng Sticky WILD có số nhân ngẫu nhiên được mở ra khi đạt được biểu tượng WILD và giữ nguyên cho đến khi kết thúc vòng.",
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"spacingY":3
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"fileID":212715
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},
"fileID":212594
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"_text":"Trong khi vòng quay miễn phí, guồng đặc biệt xuất hiện.",
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"width":1400,
"height":50,
"overflow":0
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],
"fileID":212839
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{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Title/Title",
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"_text":"CÁC QUY TẮC VỀ LẦN QUAY MIỄN PHÍ",
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],
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"_text":"KHẢ NĂNG BIẾN ĐỘNG",
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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":"Tất cả giá trị thắng thực tế thể hiện bằng tiền xu",
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"height":160,
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],
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"_text":"Khi thắng trên nhiều dòng trả thưởng, tất cả số tiền thắng được sẽ được bổ sung vào tổng số tiền thắng.",
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"_text":"Chỉ thắng cao nhất được trả từng dòng.",
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"_text":"Tất cả biểu tượng trả từ trái sang phải trên dòng cược chọn.\nVòng quay miễn phí và bonus thắng được cộng dồn vào thắng dòng cược.\nTất cả thắng được nhân lên số lần theo từng dòng cược",
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/RTP/MinimumRTP/Label",
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"fileID":212602
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"_text":"RTP tối thiểu của trò chơi này là {0}%  ",
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"width":850,
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},
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],
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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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"anchorY":1,
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"fileID":212604
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"_text":"RTP tối đa của trò chơi này là  {0}% ",
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"anchorY":1,
"width":850,
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},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/FreeSpinsExtraRules/FreeSpinsExtraRule2",
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"fileID":212605
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') format('woff')}"
}
}
]}