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"_text":"เมื่อเสี่ยงพนันจากฟรีสปิน 11 ถึง 12 ครั้ง โอกาสชนะคือ {0}",
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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"_text":"รางวัลจะมอบโดยพิจารณาสัญลักษณ ์ที่ติดกันจากซ้ายไปขวาขนาดเท่าใดก็ได้",
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"_text":"เมื่อเสี่ยงพนันจากฟรีสปิน 13 ถึง 14 ครั้ง โอกาสชนะคือ {0}",
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"_text":"RTP ของเกมเมื่อใช้ฟีเจอร์ \"ซื้อสิทธิ์ฟรีสปิน\" คือ {0}%",
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"_text":"เมื่อเสี่ยงพนัน 12 เพื่อรับสิทธิ์ฟรีสปิน 13 ครั้ง คุณมีโอกาสชนะ {0}.",
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"_text":"เมื่อใดก็ตามที่สัญลักษณ์ WILD ปรากฏขึ้น มันจะได้รับตัวคูณแบบสุ่ม x2 หรือ x3 โดยตัวคูณจะนำไปคูณกับรางวัลของการร่วงหล่นปัจจุบันและการร่วงหล่นทุกครั้งหลังจากนั้น และตัวคูณจะถูกเก็บในมิเตอร์ ทุกครั้งที่สัญลักษณ์ WILD ใหม่ปรากฏเพิ่มระหว่างการร่วงหล่น ค่าที่เก็บในมิเตอร์ก็จะถูกนำไปคูณกับตัวคูณของสัญลักษณ์ใหม่",
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"_text":"เมื่อเสี่ยงพนัน 10 เพื่อรับสิทธิ์ฟรีสปิน 11 ครั้ง คุณมีโอกาสชนะ {0}.",
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"_text":"เมื่อเสี่ยงพนัน 5 เพื่อรับสิทธิ์ฟรีสปิน 6 ครั้ง คุณมีโอกาสชนะ {0}.",
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"_text":"เมื่อเสี่ยงพนันจากฟรีสปิน 6 ถึง 7 ครั้ง โอกาสชนะคือ {0}",
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"_text":"ชนะการหุมนฟรีจะเพิ่มในในทางชนะ\nการชนะทุกครั้งจะคูณด้วยเดิมพันฐาน",
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"_text":"ตัวคูณรวมในมิเตอร์จะถูกเก็บไว้ และใช้กับการชนะทุกครั้งจนกว่าจะจบรอบ",
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"_text":"เมื่อเสี่ยงพนัน 10 เพื่อรับสิทธิ์ฟรีสปิน 11 ครั้ง คุณมีโอกาสชนะ {0}.",
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') format('woff')}"
}
}
]}