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"_text":"Tổng số đường trúng thưởng tối đa có thể có là 1024.",
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"_text":"Các cuộn đặc biệt được sử dụng trong tính năng này.",
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"_text":"Chỉ tiền thắng cao nhất được thanh toán cho mỗi đường.",
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"_text":"Khi giành chiến thắng trên nhiều hàng chơi, tất cả chiến thắng được thêm vào tổng số chiến thắng.",
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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":"Khi tổ hợp trúng thưởng được hình thành với các biểu tượng vàng, chúng sẽ chuyển đổi thành WILD ở lượt biểu tượng rơi xuống tiếp theo.",
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"_text":"Trong TÍNH NĂNG BIỂU TƯỢNG RƠI XUỐNG, sau mỗi vòng quay, các tổ hợp trúng thưởng được trả thưởng và tất cả biểu tượng trúng thưởng biến mất. Các biểu tượng còn lại rơi xuống phía dưới cùng của màn hình và các vị trí bỏ trống được thay thế bằng biểu tượng mới rơi từ trên xuống.",
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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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') format('woff')}"
}
}
]}