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"_text":"การชนะทั้งหมดจะถูกเพิ่มลงในยอดเงินของผู้เล่นหลังจากผลการแข่งขันทั้งหมดที่เกิดจากการเล่นสปินฐาน ",
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"_text":"กฎหมุนฟรี",
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"_text":"รอบจะเริ่มต้นด้วยสิทธิ์ฟรีสปิน 10 ครั้ง",
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"_text":"ทุกครั้งที่สัญลักษณ์          ปรากฏขึ้น สัญลักษณ์จะมีค่าตัวคูณแบบสุ่ม ซึ่งเป็นได้ตั้งแต่ 2x ถึง 100x",
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"_text":"เมื่อการตีลังกาดำเนินไปจนจบ ค่าของสัญลักษณ์          ทั้งหมดบนหน้าจอจะถูกนำมาบวกรวมกัน แล้วค่อยนำผลรวมตัวคูณไปคูณกับเงินรางวัลรวมที่ได้จากการตีลังกา",
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"_text":"ระหว่างรอบหมุนฟรีเล่นรอบหมุนพิเศษ",
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"_text":"นี่คือสัญลักษณ์ MULTIPLIER สัญลักษณ์          จะปรากฏบนรีลเฉพาะในระหว่างเล่นรอบฟรีสปินเท่านั้น และจะอยู่บนหน้าจอจนกว่าจะตีลังกาจนจบ",
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"_text":"กฏระเบียบเกม",
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"_text":"การชนะฟรีสปินจะได้รับรางวัลหลังจากจบรอบ",
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"_text":"การชนะฟรีสปินรวมในประวัติจะเป็นการชนะทั้งหมดของรอบ ",
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว่าจะปรากฏขึ้นที่ตำแหน่งใด\n รางวัลรวมจะนำไปคูณกับเงินเดิมพันเริ่มแรก",
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"_text":"ทุกค่าแสดงเป็นจำนวนเหรียญของเงินที่ได้รับจริง",
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"_text":"เมื่อได้รับสัญลักษณ์หลายตัว รางวัลทั้งหมดจะถูกนำไปบวกกับรางวัลรวม",
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"_text":"เกมมีความผันผวนปานกลางจ่ายเงินอย่างสม่ำเสมอและช่วงของการจ่ายเงินแตกต่างกันไปจากต่ำไปสูงมาก",
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"_text":"ความไม่แน่นอน",
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"_text":"การตีลังกาจะดำเนินไปเรื่อยๆ จนกว่าชุดสัญลักษณ์ที่ชนะ รางวัลจะไม่ปรากฏขึ้นมาหลังจ ากตีลังกา การตีลังกาเ กิดขึ้นได้เรื่อยๆ ไม่จำกัดจำนวนครั้ง",
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"_text":"กฎหมุนฟรี",
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"_text":"เมื่อสัญลักษณ์ SCATTER 3 ตัวขึ้นไปปรากฏขึ้นในระหว่างรอบฟรีสปิน คุณจะได้รับสิทธิ์ฟรีสปินเพิ่มอีก 5 ครั้ง",
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"_text":"รอบจะเริ่มต้นด้วยสิทธิ์ฟรีสปิน 10 ครั้ง",
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"_text":"จะมอบฟีเจอร์ฟรีสปินเมื่อสัญลักษณ์ SCATTER 4 ตัวขึ้นไปปรากฏที่ตำแหน่งใดก็ได้บนหน้าจอ",
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"_text":"ระหว่างรอบหมุนฟรีเล่นรอบหมุนพิเศษ",
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"_text":"เมื่อการตีลังกาดำเนินไปจนจบ ค่าของสัญลักษณ์\n           ทั้งหมดบนหน้าจอจะถูกนำมาบวกรวมกัน\nแล้วค่อยนำผลรวมตัวคูณ\nไปคูณกับเงินรางวัลรวมที่ได้จากการตีลังกา",
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"_text":"นี่คือสัญลักษณ์ MULTIPLIER สัญลักษณ์         \n  จะปรากฏบนรีลเฉพาะในระหว่างเล่นรอบฟรีสปินเท่านั้น\nและจะอยู่บนหน้าจอจนกว่าจะตีลังกาจนจบ",
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"_text":"ทุกครั้งที่สัญลักษณ์           ปรากฏขึ้น\nสัญลักษณ์จะมีค่าตัวคูณแบบสุ่ม ซึ่งเป็นได้ตั้งแต่ 2x ถึง 100x",
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"_text":"กฏระเบียบเกม",
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"_text":"เกมมีความผันผ วนปานกลางจ่ ายเงินอย่างสม่ำเสมอ และช่วงของการจ่ายเงิน แตกต่างกันไป จากต่ำไปสูงมาก",
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"_text":"เมื่อได้รับสัญลักษณ์หลายตัว รางวัลทั้งหมดจะถูกนำไปบวกกับรางวัลรวม",
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว่าจะปรากฏขึ้นที่ตำแหน่งใด\n รางวัลรวมจะนำไปคูณกับเงินเดิมพันเริ่มแรก",
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"_text":"การชนะฟรีสปินจะได้รับรางวัลหลังจากจบรอบ",
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"_text":"การชนะฟรีสปินรวมในประวัติจะเป็น การชนะทั้งหมดของรอบ ",
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"_text":"ทฤษฎี RTP ของเกมนี้คือ  {0}%",
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"_text":"เดิมพันสูงสุด:",
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"_text":"เดิมพันต่ำสุด:",
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"anchorX":0,
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"_text":"การทำงานผิดปกติจะทำให้การจ่าย เงินและการเล่นทั้งหมดเป็นโมฆะ",
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"_text":"หน้าจอบทนำ",
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"_text":"ฟรีสปินจะสุ่มตัวคูณออ\nกมาได้สูงสุด           เท่า",
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"_text":"สัญลักษณ์จะให้เงินรางวัลเสมอไม่ว ่าจะปรากฏที่ใดบนหน้าจอ",
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"_text":"คุณแน่ใจไหมว่าจะ\nซื้อสิทธิ์ฟรีสปิน (0)  \nครั้งในราคา {0}?",
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"_text":"รางวัลการตีลังกา",
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"_text":"มีรางวัลแจ็คพ็อตแบบก้าวหน้าได้ถึง 4 รางวัลในเกมพร้อมกัน จำนวนเงินรวมของแจ็คพ็อตแต่ละตัวจะเพิ่มขึ้นตามเปอร์เซ็นต์ที่นำมาจากการเดิมพันของผู้เล่น เมื่อมีผู้เล่นชนะหนึ่งในแจ็คพ็อต ทั้งหมดจะรีเซ็ตและเริ่มสร้างใหม่อีกครั้ง  ",
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"_text":"สามารถชนะแจ๊คพ็อตได้โดยการสุ่ม เมื่อสิ้นสุดการหมุนใดๆ ในเกมฐาน ไม่สามารถชนะแจ๊คพ็อตระหว่างคุณลัสมบัติฟรีสปินได้  ",
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"_text":"เพื่อให้สามารถชนะรางวัลใด ๆ ของแจ็คพ็อตได้ เดิมพันต่ำสุดคือ:",
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"_text":"ผู้เล่นมีโอกาสชนะรางวัลใดๆ ที่มีอยู่ ซึ่งเกี่ยวข้องโดยตรงกับจำนวนเงินเดิมพัน เดิมพันยิ่งสูงยิ่งมีโอกาสสูงที่จะชนะ อย่างไรก็ตามแจ็คพ็อตใดๆ จะชนะได้โดยมีจำนวนเงินเดิมพันสูงกว่าเงินเดิมพันขั้นต่ำที่กำหนด",
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"_text":"แจ็คพ็อตชนะจะปรากฏในเกมโดยการได้ 3 สัญลักษณ์ ที่มีป้าย                             ",
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"_text":"กฎของแจ็คพ็อต",
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"_text":"กฎของแจ็คพ็อต",
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"width":1150,
"height":35,
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"_text":"เนื่องจากความล่าช้าทางอินเทอร์เน็ตที่หลีกเลี่ยงไม่ได้ จำนวนเงินที่แจ๊คพ็อตแสดงอาจแตกต่างจากค่าจริง",
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"_text":"หากผู้เล่นสองคนหรือมากกว่านั้นชนะรางวัลในช่วงเ\nวลาเดียวกัน การชนะรางวัลทั้งหมดจะได้รับตามลำดับเพื่อให้แต่ละค\nนสะสมมูลค่าแจ็คพ็อตที่มีอยู่ในช่วงเวลาที่แน่นอน\nในการชนะรางวัลของพวกเขา แจ็คพ็อตจะไม่ถูกแบ่งออกให้เท่าๆ กันในผู้ชนะหลายราย",
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"_text":"แจ็คพ็อตอาจถูกปิดชั่วคราว เมื่อถูกปิดแจ็คพ็อต รางวัลจะถูกระงับ\nและแจ็คพ็อตจะถูกทำเครื่องหมายเป็น \"\"Jackpot closed\"\" จำนวนที่สะสมก่อนที่จะถูกปิดจะยังคงอยู่ในแจ็คพ็อตและจะพร้อมสำ\nหรับการชนะรางวัลหลังจากที่แจ็คพ็อตมีการดำเนินการต่อ",
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},
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],
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{
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"_text":"RTP ที่คำนวณได้ของเกมรวมถึงแจ็คพ็อตคือ: {0}%",
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"width":1400,
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],
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"_text":"การทำงานผิดปกติจะทำให้การจ่ายเงินและการเล่นทั้งหมดเป็นโมฆะ",
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') format('woff')}"
}
}
]}